diff --git a/README.md b/README.md index 5db93845..5a6ef26a 100644 --- a/README.md +++ b/README.md @@ -76,7 +76,7 @@ mamba env create -f ./conda/environment.yml #### Usage -See notebooks in example directory, they are listed [here](doc/example/notebook_list.ipynb) and can be played following [![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/openalea/hydroroot/HEAD?urlpath=%2Fdoc%2Ftree%2Fexample%2Fnotebook_list.ipynb) +See notebooks in example directory, they are listed [here](doc/example/index.ipynb) and can be played following [![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/openalea/hydroroot/HEAD?urlpath=%2Fdoc%2Ftree%2Fexample%2Fnotebook_list.ipynb) ## Documentation diff --git a/doc/example/example_archi_from_rsml.ipynb b/doc/example/example_archi_from_rsml.ipynb index 67729611..e312e2af 100644 --- a/doc/example/example_archi_from_rsml.ipynb +++ b/doc/example/example_archi_from_rsml.ipynb @@ -25,43 +25,36 @@ "id": "0c1cd238-190a-4305-9798-1eaa9d712a09", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:33.835232Z", - "start_time": "2025-10-28T13:51:32.658271Z" + "end_time": "2026-02-26T09:12:00.282431Z", + "start_time": "2026-02-26T09:12:00.279517Z" } }, "source": [ - "import openalea.rsml as rsml\n", - "from openalea.hydroroot import radius\n", - "from openalea.hydroroot.main import hydroroot_flow\n", - "from openalea.widgets.plantgl import PlantGL # notebook viewer 3D\n", "from openalea.plantgl.algo.view import view # 2D view\n", - "from openalea.hydroroot.display import mtg_scene\n", - "from openalea.hydroroot.hydro_io import import_rsml_to_discrete_mtg, export_mtg_to_rsml" - ], - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/bauget/Documents/Dev/hydroroot/src/openalea/hydroroot/main.py:99: SyntaxWarning: invalid escape sequence '\\ '\n", - " :param k0: (float) - not used radial conductivity in :math:`10^{-9}\\ m.s^{-1}.MPa^{-1}` (Default value = 300) #TODO not used delete it\n", - "/home/bauget/Documents/Dev/hydroroot/src/openalea/hydroroot/conductance.py:159: SyntaxWarning: invalid escape sequence '\\ '\n", - " \"\"\"Compute the radial conductance k (:math:`10^{-9}\\ m.s^{-1}.MPa^{-1}`) of each vertex of the MTG.\n" - ] - } + "from openalea.widgets.plantgl import PlantGL # 3D viewer\n", + "\n", + "# Import HydroRoot modules\n", + "from openalea import hydroroot\n", + "from openalea.hydroroot import (\n", + " main,\n", + " hydro_io,\n", + " radius,\n", + " display,\n", + ")" ], - "execution_count": 1 + "outputs": [], + "execution_count": 20 }, { "metadata": {}, "cell_type": "markdown", - "source": "## Read RSML", + "source": "## RSML to MTG", "id": "7e510298c50f7939" }, { "metadata": {}, "cell_type": "markdown", - "source": "Read the RSML file and convert it into a *continuous* MTG. This is a MTG where each root (primary and lateral) is represented by one vertex. The geometry of each root is then stored in g_c.property('geometry').", + "source": " Read the rsml file *arabidopsis.rsml* and convert it to a MTG *g* of segments of 0.1 mm", "id": "a1e32f2755a1b916" }, { @@ -69,82 +62,13 @@ "id": "3216455d-1cc9-43de-8508-4cdb5c03222b", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:33.868348Z", - "start_time": "2025-10-28T13:51:33.864276Z" + "end_time": "2026-02-26T09:09:27.196337Z", + "start_time": "2026-02-26T09:09:27.187438Z" } }, - "source": "g_c = rsml.rsml2mtg('data/arabidopsis-simple.rsml')", + "source": "g = hydroroot.hydro_io.read_rsml('data/arabidopsis-simple.rsml', segment_length=1.0e-4)", "outputs": [], - "execution_count": 2 - }, - { - "cell_type": "markdown", - "id": "f363c8bf-76d9-4d63-8c4d-321bf6eefca8", - "metadata": {}, - "source": [ - "To be used in HydroRoot the MTG has to be converted to a *discrete* form of MTG, i.e. each vertex represent a representative elementary volume of a given length for example $10^{-4}$ m. In HydroRoot the lengths are in meter, therefore we must retrieve the resolution and the unit of the RSML file. " - ] - }, - { - "cell_type": "code", - "id": "2e3c09cb-8679-4abd-a732-3b5464cf9c24", - "metadata": { - "ExecuteTime": { - "end_time": "2025-10-28T13:51:33.920705Z", - "start_time": "2025-10-28T13:51:33.918136Z" - } - }, - "source": [ - "resolution = g_c.graph_properties()['metadata']['resolution'] # pixel to unit\n", - "unit = g_c.graph_properties()['metadata']['unit']\n", - "print(unit)" - ], - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "cm\n" - ] - } - ], - "execution_count": 3 - }, - { - "cell_type": "code", - "id": "47401968-e293-42bd-92b0-a3f9012c7e31", - "metadata": { - "ExecuteTime": { - "end_time": "2025-10-28T13:51:33.968805Z", - "start_time": "2025-10-28T13:51:33.966820Z" - } - }, - "source": [ - "resolution = resolution * 0.01 # pixel to unit to m" - ], - "outputs": [], - "execution_count": 4 - }, - { - "cell_type": "markdown", - "id": "769e6d21-1194-4fa6-9081-4d510f19bd07", - "metadata": {}, - "source": "## Build the discrete MTG" - }, - { - "cell_type": "code", - "id": "e0099d60-5979-40e5-b22c-f157ac0544e3", - "metadata": { - "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.024690Z", - "start_time": "2025-10-28T13:51:34.016173Z" - } - }, - "source": [ - "g = import_rsml_to_discrete_mtg(g_c, segment_length = 1.0e-4, resolution = resolution)" - ], - "outputs": [], - "execution_count": 5 + "execution_count": 12 }, { "metadata": {}, @@ -157,7 +81,8 @@ "id": "890efb37-ff73-4b96-b790-9e1a5c756ce0", "metadata": {}, "source": [ - "Calculate some properties needed to simulate a sap flux from the root under overpressure. " + "### Set the root radii\n", + " The radius setting follows the Arabidopsis model describeded in Boursiac et al. 2022. The root radius is set according to the radius of the primary root $r_{ref}$ and the order of the lateral as follows: $r_{lat} = \\beta^{order} r_{ref}$. $\\beta$ is the radius decreasing facteur between root orders." ] }, { @@ -165,47 +90,54 @@ "id": "e050dd37-395c-4ecb-a051-0ff93cef029b", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.140165Z", - "start_time": "2025-10-28T13:51:34.129716Z" + "end_time": "2026-02-26T09:09:56.142623Z", + "start_time": "2026-02-26T09:09:56.133993Z" } }, "source": [ - "g = radius.ordered_radius(g, 7.0e-5, 0.7) # root radii\n", - "g = radius.compute_relative_position(g) # Compute the position of each segment relative to the axis bearing it" + "# primary root radius 7.0e-5 m, beta = 0.7\n", + "g = hydroroot.radius.ordered_radius(g,\n", + " ref_radius=7.0e-5,\n", + " order_decrease_factor=0.7)\n", + "\n", + "# Compute the position of each segment relative to the axis bearing it\n", + "g = hydroroot.radius.compute_relative_position(g)" ], "outputs": [], - "execution_count": 6 + "execution_count": 13 }, { "cell_type": "markdown", "id": "67b5a06f-be28-47f0-8d4e-4463cd7c263b", "metadata": {}, - "source": [ - "Some conductance data versus distance to tip" - ] + "source": "### Set hydraulic properties" }, { "cell_type": "code", "id": "6bf369fc-df46-4b34-af88-19dbc33f529f", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.157343Z", - "start_time": "2025-10-28T13:51:34.154706Z" + "end_time": "2026-02-26T09:10:28.167676Z", + "start_time": "2026-02-26T09:10:28.165077Z" } }, "source": [ + "# radial conductivity profile: distance to tip (m) vs kr (10-9 m.s-1.MPa-1)\n", "k_radial_data=([0, 0.2],[30.0,30.0])\n", + "\n", + "# axial conductance profile: distance to tip (m) vs Kx (10-9 m4.s-1.MPa-1)\n", "K_axial_data=([0, 0.2],[3.0e-7,4.0e-4])" ], "outputs": [], - "execution_count": 7 + "execution_count": 14 }, { "cell_type": "markdown", "id": "2e7ba80d-715e-48fa-b8fe-5371a21208eb", "metadata": {}, "source": [ - "Flux and equivalent conductance calculation, for a root in an external hydroponic medium at 0.4 MPa, its base at 0.1 MPa, and with the conductances set above." + "### Flux and equivalent conductance calculation\n", + "Eor a root in an external hydroponic medium at 0.4 MPa, its base at 0.1 MPa, and with the conductances set above." ] }, { @@ -213,38 +145,40 @@ "id": "7029e8d6-b10b-4c2f-ad78-0672b2d5cb1c", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.235916Z", - "start_time": "2025-10-28T13:51:34.212207Z" + "end_time": "2026-02-26T09:10:29.870487Z", + "start_time": "2026-02-26T09:10:29.849283Z" } }, - "source": [ - "g, keq, jv = hydroroot_flow(g, psi_e = 0.4, psi_base = 0.1, axial_conductivity_data = K_axial_data, radial_conductivity_data = k_radial_data)" - ], + "source": "g, keq, jv = hydroroot.main.hydroroot_flow(g, psi_e = 0.4, psi_base = 0.1, axial_conductivity_data = K_axial_data, radial_conductivity_data = k_radial_data)", "outputs": [], - "execution_count": 8 + "execution_count": 15 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "Print results", + "id": "b1ae6574eff8e9d1" }, { "cell_type": "code", "id": "952edaca-690a-4012-9a2c-0e4a9fa68830", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.297470Z", - "start_time": "2025-10-28T13:51:34.292925Z" + "end_time": "2026-02-26T09:11:00.988570Z", + "start_time": "2026-02-26T09:11:00.986080Z" } }, - "source": [ - "print('equivalent root conductance (microL/s/MPa): ',keq, 'sap flux (microL/s): ', jv)" - ], + "source": "print(f'equivalent root conductance (10-9 m3/s/MPa): {keq} sap flux (microL/s): {jv}')", "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "equivalent root conductance (microL/s/MPa): 0.0014303117762878164 sap flux (microL/s): 0.000429093532886345\n" + "equivalent root conductance (10-9 m3/s/MPa): 0.0014303117762878164 sap flux (microL/s): 0.000429093532886345\n" ] } ], - "execution_count": 9 + "execution_count": 17 }, { "cell_type": "markdown", @@ -261,12 +195,14 @@ "id": "5125a231-f685-4ae3-8de0-880d8edf4446", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.531698Z", - "start_time": "2025-10-28T13:51:34.356084Z" + "end_time": "2026-02-26T09:11:23.147221Z", + "start_time": "2026-02-26T09:11:22.952693Z" } }, "source": [ - "s = mtg_scene(g, prop_cmap = 'j') # create a scene from the mtg with the property j is the radial flux in ul/s\n", + "# create a scene from the mtg with the property j is the radial flux in ul/s\n", + "s = hydroroot.display.mtg_scene(g, prop_cmap = 'j')\n", + "\n", "view(s) # use PlantGL(s) to display in 3D" ], "outputs": [ @@ -275,7 +211,7 @@ "text/plain": [ "
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" 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" }, "metadata": {}, "output_type": "display_data", @@ -284,7 +220,7 @@ } } ], - "execution_count": 10 + "execution_count": 18 }, { "cell_type": "markdown", @@ -305,15 +241,13 @@ "id": "0b325e5f-99c8-4228-855b-500c7b8e9194", "metadata": { "ExecuteTime": { - "end_time": "2025-10-28T13:51:34.895810Z", - "start_time": "2025-10-28T13:51:34.542375Z" + "end_time": "2026-02-26T09:11:28.030907Z", + "start_time": "2026-02-26T09:11:27.864435Z" } }, - "source": [ - "export_mtg_to_rsml(g, \"test.rsml\", segment_length = 1.0e-4)" - ], + "source": "hydroroot.hydro_io.export_mtg_to_rsml(g, \"test.rsml\", segment_length = 1.0e-4)", "outputs": [], - "execution_count": 11 + "execution_count": 19 }, { "cell_type": "markdown", diff --git a/doc/example/example_cut_and_flow_pure_water.py b/doc/example/example_cut_and_flow_pure_water.py index 1b715755..d7e3b581 100644 --- a/doc/example/example_cut_and_flow_pure_water.py +++ b/doc/example/example_cut_and_flow_pure_water.py @@ -52,7 +52,7 @@ import matplotlib.pyplot as plt from openalea.hydroroot.init_parameter import Parameters -from openalea.hydroroot.solver_wrapper import pure_hydraulic_model +from openalea.hydroroot.cut_and_flow import pure_hydraulic_model start_time = time.time() @@ -95,22 +95,21 @@ fig, axs = plt.subplots(2,2) axs[0,0].axis('off') ### Display the plot J vs Lcut -dresults.plot.scatter('max_length', 'Jexp (uL/s)', c = 'black', ax = axs[0,1], label = 'Jexp(P) cnf') -dresults.plot.line('max_length', 'Jv (uL/s)', c = 'purple', ax = axs[0,1], label = 'Jv(P)') +axs[0,1].scatter(dresults['max_length'], dresults['Jexp (uL/s)'], c = 'black', label = 'Jexp(P) cnf') +axs[0,1].plot(dresults['max_length'], dresults['Jv (uL/s)'], c = 'purple', label = 'Jv(P)') axs[0,1].set_xlabel('max length (m)') axs[0,1].set_ylabel('Jv (uL/s)') ### Plot K vs x and comparing radial k between 1st guess and optim value -dresults.plot.scatter('x', 'K 1st', c = 'black', ax = axs[1,0], label = 'K1st') -dresults.plot.line('x', 'K optimized', c = 'purple', ax = axs[1,0], label = 'K adjusted') +axs[1,0].scatter(dresults['x'], dresults['K 1st'], c = 'black', label = 'K1st') +axs[1,0].plot(dresults['x'], dresults['K optimized'], c = 'purple', label = 'K adjusted') axs[1,0].set_xlabel('dist. to tip (m)') axs[1,0].set_ylabel('K (10-9 m4/(s.Mpa))') d = pd.DataFrame({'radial':['k', 'k adjusted'], 'val':[parameter.hydro['k0'], dresults['k (10-9 m/s/MPa)'][0]]}) -d.plot.bar(x='radial', y='val', rot=0, ax = axs[1,1]) +axs[1,1].bar(x=d['radial'], height=d['val']) axs[1,1].set_ylabel('k (10-9 m/(s.MPa))') axs[1,1].xaxis.label.set_visible(False) -axs[1,1].get_legend().remove() fig.patch.set_facecolor('lightgrey') fig.tight_layout() diff --git a/doc/example/example_cut_and_flow_water_solute.py b/doc/example/example_cut_and_flow_water_solute.py index 59a24427..43e2fa24 100644 --- a/doc/example/example_cut_and_flow_water_solute.py +++ b/doc/example/example_cut_and_flow_water_solute.py @@ -63,7 +63,7 @@ import matplotlib.pyplot as plt from openalea.hydroroot.init_parameter import Parameters -from openalea.hydroroot.solver_wrapper import water_solute_model +from openalea.hydroroot.cut_and_flow import water_solute_model results = {} g_cut = {} @@ -134,8 +134,8 @@ if 'Jexp(P)' in list(dresults.columns): d = dresults[['dp', 'Jexp(P)', 'Jv(P)']].dropna() d.sort_values(['dp'], inplace=True) - d.plot.scatter('dp', 'Jexp(P)', ax = axs[0, 0], label = 'Jexp(P)') - d.plot.line('dp', 'Jv(P)', ax = axs[0, 0], label = 'Jv(P)') + axs[0,0].scatter(d['dp'], d['Jexp(P)'], label = 'Jexp(P)') + axs[0,0].plot(d['dp'], d['Jv(P)'], label = 'Jv(P)') j = np.array(d.loc[:, ['Jv(P)', 'Jexp(P)']]) axs[0, 0].set_ylim(j.min(),j.max()) axs[0,0].set_xlabel('P (Mpa)') @@ -144,8 +144,8 @@ #Jv CnF data and fit if 'Jexp cnf (uL/s)' in list(dresults.columns): d = dresults[['max_length', 'Jexp cnf (uL/s)', 'Jv cnf (uL/s)']].dropna() - d.plot.scatter('max_length', 'Jexp cnf (uL/s)', ax = axs[0, 1], label = 'Jexp(P) cnf') - d.plot.line('max_length', 'Jv cnf (uL/s)', ax = axs[0, 1], label = 'Jv(P)') + axs[0,1].scatter(d['max_length'], d['Jexp cnf (uL/s)'], label = 'Jexp(P) cnf') + axs[0,1].plot(d['max_length'], d['Jv cnf (uL/s)'], label = 'Jv(P)') j = np.array(d.loc[:, ['Jv cnf (uL/s)', 'Jexp cnf (uL/s)']]) axs[0, 1].set_ylim(j.min(),j.max()) axs[0,1].set_xlabel('max length (m)') @@ -153,8 +153,8 @@ #K 1st guess and optim d = dresults[['x pr', 'K1st pr', 'K pr']].dropna() -d.plot.scatter('x pr', 'K1st pr', ax = axs[1, 0], label = 'K1st') -d.plot.line('x pr', 'K pr', ax = axs[1, 0], label = 'K adjusted') +axs[1, 0].scatter(d['x pr'], d['K1st pr'], label = 'K1st') +axs[1, 0].plot(d['x pr'], d['K pr'], label = 'K adjusted') axs[1, 0].set_ylim(min(d['K1st pr'].min(), d['K pr'].min()), max(d['K1st pr'].max(), d['K pr'].max())) axs[1,0].set_xlabel('dist. to tip (m)') @@ -162,10 +162,9 @@ #radial k 1st guess and optim d = pd.DataFrame({'lab':['k', 'k adjusted'], 'val':[parameter.hydro['k0'], dresults['kpr'][0]]}) -d.plot.bar(x='lab', y='val', rot=0, ax = axs[1, 1]) +axs[1,1].bar(x=d['lab'], height=d['val']) axs[1,1].set_ylabel('k (10-9 m/(s.MPa)') axs[1,1].xaxis.label.set_visible(False) -axs[1,1].get_legend().remove() fig.patch.set_facecolor('lightgrey') fig.tight_layout() diff --git a/doc/example/example_solute_water_transport.ipynb b/doc/example/example_solute_water_transport.ipynb index c0e6b6c5..5cb5760b 100644 --- a/doc/example/example_solute_water_transport.ipynb +++ b/doc/example/example_solute_water_transport.ipynb @@ -16,28 +16,29 @@ }, { "cell_type": "code", - "execution_count": 1, "id": "b6cc47ef-4c99-4005-b041-b44dcb72312d", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:32.239372Z", + "start_time": "2026-02-26T10:28:31.363049Z" + } }, - "outputs": [], "source": [ - "import math\n", - "from openalea.hydroroot import flux\n", - "from openalea.hydroroot.main import root_builder\n", - "from openalea.hydroroot.init_parameter import Parameters\n", - "from openalea.hydroroot.read_file import read_archi_data\n", - "from openalea.hydroroot.conductance import set_conductances\n", - "from openalea.hydroroot.water_solute_transport import pressure_calculation_no_non_permeating_solutes, init_some_MTG_properties\n", "from openalea.widgets.plantgl import PlantGL # notebook viewer 3D\n", "from openalea.plantgl.algo.view import view # 2D view\n", - "from openalea.hydroroot.display import mtg_scene" - ] + "\n", + "from openalea.hydroroot.main import root_builder, hydroroot_solute_flow\n", + "from openalea.hydroroot.init_parameter import Parameters\n", + "from openalea.hydroroot.read_file import read_archi_data\n", + "from openalea.hydroroot.display import mtg_scene\n" + ], + "outputs": [], + "execution_count": 1 }, { "cell_type": "markdown", @@ -55,51 +56,24 @@ }, { "cell_type": "code", - "execution_count": 2, "id": "e8f87e3b-3e41-476a-9aa2-c2ad676606cf", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:32.253194Z", + "start_time": "2026-02-26T10:28:32.245188Z" + } }, - "outputs": [], "source": [ "parameter = Parameters()\n", "parameter.read_file('parameters_Ctr-3P2.yml')" - ] - }, - { - "cell_type": "markdown", - "id": "10580e5e-646b-4424-a70e-5786f980986d", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, - "source": [ - "In the code the concentration are in $mol.\\mu L^{-1}$, then we convert them from $mol.m^{-3}$" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "b1f0fad7-3594-457b-bc31-25c61b03b89c", - "metadata": { - "editable": true, - "slideshow": { - "slide_type": "" - }, - "tags": [] - }, + ], "outputs": [], - "source": [ - "Cse = parameter.solute['Cse'] * 1e-9 # mol/m3 -> mol/microL, external permeating solute concentration\n", - "Ce = parameter.solute['Ce'] * 1e-9 # mol/m3 -> mol/microL, external non-permeating solute concentration" - ] + "execution_count": 2 }, { "cell_type": "markdown", @@ -117,16 +91,18 @@ }, { "cell_type": "code", - "execution_count": 4, "id": "62a1f2a1-0aa6-492c-8b6f-5c20a7ab3f28", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:32.393348Z", + "start_time": "2026-02-26T10:28:32.293820Z" + } }, - "outputs": [], "source": [ "fname = parameter.archi['input_dir'] + parameter.archi['input_file'][0]\n", "df = read_archi_data(fname)\n", @@ -139,11 +115,11 @@ " order_max = parameter.archi['order_max'],\n", " order_decrease_factor = parameter.archi['order_decrease_factor'],\n", " ref_radius = parameter.archi['ref_radius'])" - ] + ], + "outputs": [], + "execution_count": 3 }, { - "cell_type": "markdown", - "id": "bcff9227-9047-415a-958f-6aaae3774461", "metadata": { "editable": true, "slideshow": { @@ -151,27 +127,30 @@ }, "tags": [] }, - "source": [ - "Set the conductance in the MTG (in previous examples that was done in hydroroot_flow), set some other properties in *init_some_MTG_properties* and perform some initialization. Note that here *parameter.hydro['k0']* is a float." - ] + "cell_type": "markdown", + "source": "In the code the concentration are in $mol.\\mu L^{-1}$, then we convert them from $mol.m^{-3}$", + "id": "b7185f39f382a967" }, { - "cell_type": "code", - "execution_count": 5, - "id": "36a30d5b-0a1e-4895-82da-7387a0462d7c", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:32.408579Z", + "start_time": "2026-02-26T10:28:32.406473Z" + } }, - "outputs": [], + "cell_type": "code", "source": [ - "g = set_conductances(g, axial_pr = parameter.hydro['axial_conductance_data'], k0_pr = parameter.hydro['k0']) \n", - "g = flux.flux(g, psi_e = parameter.exp['psi_e'], psi_base = parameter.exp['psi_base']) # initialization\n", - "g = init_some_MTG_properties(g, tau = parameter.solute['J_s'], Cini = parameter.solute['Cse'])" - ] + "Cse = parameter.solute['Cse'] * 1e-9 # mol/m3 -> mol/microL, external permeating solute concentration\n", + "Ce = parameter.solute['Ce'] * 1e-9 # mol/m3 -> mol/microL, external non-permeating solute concentration" + ], + "id": "8865eb091ed8b66c", + "outputs": [], + "execution_count": 4 }, { "cell_type": "markdown", @@ -183,50 +162,59 @@ }, "tags": [] }, - "source": [ - "Perform the calculation, this is a Newtown-Raphson loop on a matrix system. *pressure_calculation_no_non_permeating_solutes*, as its name indicates, is a solving function where no non-permeating solute is considered inside the root." - ] + "source": "Perform the calculation" }, { "cell_type": "code", - "execution_count": 6, "id": "f5c05023-42e7-4aef-b4cf-eee675a24f5e", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:32.771414Z", + "start_time": "2026-02-26T10:28:32.453761Z" + } }, - "outputs": [], "source": [ - "eps = 1.0e-9 # global: stop criterion for the Newton-Raphson loop in Jv_P_calculation and Jv_cnf_calculation\n", - "nb_v = g.nb_vertices()\n", - "Fdx = 1.0\n", - "Fdx_old = 1.\n", - "while Fdx > eps:\n", - " g, dx, data, row, col = pressure_calculation_no_non_permeating_solutes(g, sigma = parameter.solute['Sigma'], \n", - " Ce = Ce,\n", - " Cse = Cse, \n", - " Pe = parameter.exp['psi_e'], \n", - " Pbase = parameter.exp['psi_base'])\n", - " Fdx = math.sqrt(sum(dx ** 2.0)) / nb_v\n", - " if abs(Fdx - Fdx_old) < eps: break\n", - " Fdx_old = Fdx\n", - "Jv = g.property('J_out')[1]" - ] + "g, Jv = hydroroot_solute_flow(g, psi_e = parameter.exp['psi_e'],\n", + " psi_base = parameter.exp['psi_base'],\n", + " k0 = parameter.hydro['k0'],\n", + " axial_conductivity_data = parameter.hydro['axial_conductance_data'],\n", + " J_s = parameter.solute['J_s'],\n", + " Ps=parameter.solute['P_s'],\n", + " Cse = Cse,\n", + " Ce=Ce,\n", + " sigma = parameter.solute['Sigma'])" + ], + "outputs": [], + "execution_count": 5 }, { "cell_type": "code", - "execution_count": 7, "id": "8cb74613-2f9c-418a-af07-8247f6d5b4a6", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:32.783465Z", + "start_time": "2026-02-26T10:28:32.778675Z" + } }, + "source": [ + "result=f\"\"\"\n", + "primary length (m): {primary_length}\n", + "surface (m2): {surface}\n", + "total length (m): {total_length}\n", + "flux (microL/s): {Jv}\n", + "\"\"\"\n", + "print(result)" + ], "outputs": [ { "name": "stdout", @@ -236,20 +224,12 @@ "primary length (m): 0.434\n", "surface (m2): 0.005643500494241343\n", "total length (m): 3.979\n", - "flux (microL/s): 0.0274121270124096\n", + "flux (microL/s): 0.025700314390474904\n", "\n" ] } ], - "source": [ - "result=f\"\"\"\n", - "primary length (m): {primary_length}\n", - "surface (m2): {surface}\n", - "total length (m): {total_length}\n", - "flux (microL/s): {Jv}\n", - "\"\"\"\n", - "print(result)" - ] + "execution_count": 6 }, { "cell_type": "markdown", @@ -267,52 +247,167 @@ }, { "cell_type": "code", - "execution_count": 8, "id": "7fc6e80b-5927-429a-ac7b-a2c90ffa30d5", "metadata": { "editable": true, "slideshow": { "slide_type": "" }, - "tags": [] + "tags": [], + "ExecuteTime": { + "end_time": "2026-02-26T10:28:33.924358Z", + "start_time": "2026-02-26T10:28:32.827790Z" + } }, + "source": [ + "s = mtg_scene(g, prop_cmap = 'C') # create a scene from the mtg with the property j is the radial flux in ul/s\n", + "PlantGL(s)" + ], "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e5d82ee3096e428d9e9b8ee8efa17935", - "version_major": 2, - "version_minor": 0 - }, "text/plain": [ "Plot(antialias=3, axes=['x', 'y', 'z'], axes_helper=1.0, axes_helper_colors=[16711680, 65280, 255], background…" - ] + ], + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "584d9a2bf0734c209206a738e1942f32" + } }, - "execution_count": 8, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], - "source": [ - "s = mtg_scene(g, prop_cmap = 'C') # create a scene from the mtg with the property j is the radial flux in ul/s\n", - "PlantGL(s) " - ] + "execution_count": 7 }, { + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T10:28:34.201735Z", + "start_time": "2026-02-26T10:28:33.947700Z" + } + }, "cell_type": "code", - "execution_count": null, - "id": "eb5e12c3-1bf3-4c95-b1f5-cbf85ca51bff", + "source": [ + "g, Jv = hydroroot_solute_flow(g, psi_e = parameter.exp['psi_base'],\n", + " psi_base = parameter.exp['psi_base'],\n", + " k0 = parameter.hydro['k0'],\n", + " axial_conductivity_data = parameter.hydro['axial_conductance_data'],\n", + " J_s = parameter.solute['J_s'],\n", + " Ps=parameter.solute['P_s'],\n", + " Cse = Cse,\n", + " Ce=Ce,\n", + " sigma = parameter.solute['Sigma'])\n", + "result=f\"\"\"\n", + "primary length (m): {primary_length:.3f}\n", + "surface (m2): {surface:.3e}\n", + "total length (m): {total_length:.3f}\n", + "flux (microL/s): {Jv:.4f}\n", + "\"\"\"\n", + "print(result)" + ], + "id": "30bb6ef9b4de542a", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "primary length (m): 0.434\n", + "surface (m2): 5.644e-03\n", + "total length (m): 3.979\n", + "flux (microL/s): 0.0072\n", + "\n" + ] + } + ], + "execution_count": 8 + }, + { "metadata": {}, - "outputs": [], - "source": [] + "cell_type": "markdown", + "source": [ + "#### Adjustement of Js\n", + "\n", + "Let try to adjust the active pumping rate `Js` to simulate a higher flux `Jv_to_fit`\n", + "\n", + "The adjustement is done by a simple Newton-Raphson scheme" + ], + "id": "379068dc79a7c3b0" }, { + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T10:28:38.446573Z", + "start_time": "2026-02-26T10:28:34.207862Z" + } + }, "cell_type": "code", - "execution_count": null, - "id": "b9704db7-ad8d-4a59-a1b6-54406ba2d205", - "metadata": {}, + "source": [ + "Jv_to_fit = 0.01\n", + "Js_old = parameter.solute['J_s']\n", + "F_old = (Jv - Jv_to_fit) ** 2.0 # the objective function\n", + "Js = 1.1*parameter.solute['J_s'] # to initiate a simulation in the loop to compare with the previous one\n", + "eps = 1e-10 # the accuracy wanted\n", + "F = 1. # to launch the loop\n", + "# Newton-Raphson loop to get Js\n", + "while (F > eps):\n", + " g, Jv = hydroroot_solute_flow(g, psi_e = parameter.exp['psi_e'],\n", + " psi_base = parameter.exp['psi_base'],\n", + " k0 = parameter.hydro['k0'],\n", + " axial_conductivity_data = parameter.hydro['axial_conductance_data'],\n", + " J_s = Js,\n", + " Ps=parameter.solute['P_s'],\n", + " Cse = Cse,\n", + " Ce=Ce,\n", + " sigma = parameter.solute['Sigma'])\n", + "\n", + " F = (Jv - Jv_to_fit) ** 2.0 # the objective function\n", + " if abs(F) > eps:\n", + " dfdJs = (F - F_old) / (Js - Js_old) # the derivative of F according to Js\n", + " Js_old = Js\n", + " Js = Js_old - F / dfdJs # new estimate\n", + " F_old = F" + ], + "id": "de146e8361e19cd2", "outputs": [], - "source": [] + "execution_count": 9 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T10:28:38.695810Z", + "start_time": "2026-02-26T10:28:38.692685Z" + } + }, + "cell_type": "code", + "source": [ + "result=f\"\"\"\n", + "Jv to fit: {Jv_to_fit:.4f}\n", + "Simulated Jv: {Jv:.4f}\n", + "Js 1st guess: {parameter.solute['J_s']:.3e}\n", + "adjusted Js: {Js:.3e}\n", + "\"\"\"\n", + "print(result)" + ], + "id": "855f3d719ef3fed2", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Jv to fit: 0.0100\n", + "Simulated Jv: 0.0100\n", + "Js 1st guess: 1.714e-07\n", + "adjusted Js: 2.864e-07\n", + "\n" + ] + } + ], + "execution_count": 10 } ], "metadata": { @@ -331,32974 +426,11 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.12" }, "widgets": { "application/vnd.jupyter.widget-state+json": { - "state": { - "01bef90204814055900ce918b1ff439c": { - "buffers": [ - { - "data": "", - "encoding": "base64", - "path": [ - "attribute", - "data" - ] - }, - { - "data": 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", 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BAAA5AQAAOQEAADoBAAA7AQAAOgEAADwBAAA7AQAAOwEAADwBAAA9AQAAPAEAAD4BAAA9AQAAPQEAAD4BAAA/AQAAPgEAADABAAA/AQAAPwEAADABAAAxAQAAQAEAAEIBAABBAQAAQQEAAEIBAABDAQAAQgEAAEQBAABDAQAAQwEAAEQBAABFAQAARAEAAEYBAABFAQAARQEAAEYBAABHAQAARgEAAEgBAABHAQAARwEAAEgBAABJAQAASAEAAEoBAABJAQAASQEAAEoBAABLAQAASgEAAEwBAABLAQAASwEAAEwBAABNAQAATAEAAE4BAABNAQAATQEAAE4BAABPAQAATgEAAEABAABPAQAATwEAAEABAABBAQAAUAEAAFIBAABRAQAAUQEAAFIBAABTAQAAUgEAAFQBAABTAQAAUwEAAFQBAABVAQAAVAEAAFYBAABVAQAAVQEAAFYBAABXAQAAVgEAAFgBAABXAQAAVwEAAFgBAABZAQAAWAEAAFoBAABZAQAAWQEAAFoBAABbAQAAWgEAAFwBAABbAQAAWwEAAFwBAABdAQAAXAEAAF4BAABdAQAAXQEAAF4BAABfAQAAXgEAAFABAABfAQAAXwEAAFABAABRAQAAYAEAAGIBAABhAQAAYQEAAGIBAABjAQAAYgEAAGQBAABjAQAAYwEAAGQBAABlAQAAZAEAAGYBAABlAQAAZQEAAGYBAABnAQAAZgEAAGgBAABnAQAAZwEAAGgBAABpAQAAaAEAAGoBAABpAQAAaQEAAGoBAABrAQAAagEAAGwBAABrAQAAawEAAGwBAABtAQAAbAEAAG4BAABtAQAAbQEAAG4BAABvAQAAbgEAAGABAABvAQAAbwEAAGABAABhAQAAcAEAAHIBAABxAQAAcQEAAHIBAABzAQAAcgEAAHQBAABzAQAAcwEAAHQBAAB1AQAAdAEAAHYBAAB1AQAAdQEAAHYBAAB3AQAAdgEAAHgBAAB3AQAAdwEAAHgBAAB5AQAAeAEAAHoBAAB5AQAAeQEAAHoBAAB7AQAAegEAAHwBAAB7AQAAewEAAHwBAAB9AQAAfAEAAH4BAAB9AQAAfQEAAH4BAAB/AQAAfgEAAHABAAB/AQAAfwEAAHABAABxAQAAgAEAAIIBAACBAQAAgQEAAIIBAACDAQAAggEAAIQBAACDAQAAgwEAAIQBAACFAQAAhAEAAIYBAACFAQAAhQEAAIYBAACHAQAAhgEAAIgBAACHAQAAhwEAAIgBAACJAQAAiAEAAIoBAACJAQAAiQEAAIoBAACLAQAAigEAAIwBAACLAQAAiwEAAIwBAACNAQAAjAEAAI4BAACNAQAAjQEAAI4BAACPAQAAjgEAAIABAACPAQAAjwEAAIABAACBAQAAkAEAAJIBAACRAQAAkQEAAJIBAACTAQAAkgEAAJQBAACTAQAAkwEAAJQBAACVAQAAlAEAAJYBAACVAQAAlQEAAJYBAACXAQAAlgEAAJgBAACXAQAAlwEAAJgBAACZAQAAmAEAAJoBAACZAQAAmQEAAJoBAACbAQAAmgEAAJwBAACbAQAAmwEAAJwBAACdAQAAnAEAAJ4BAACdAQAAnQEAAJ4BAACfAQAAngEAAJABAACfAQAAnwEAAJABAACRAQAAoAEAAKIBAAChAQAAoQEAAKIBAACjAQAAogEAAKQBAACjAQAAowEAAKQBAAClAQAApAEAAKYBAAClAQAApQEAAKYBAACnAQAApgEAAKgBAACnAQAApwEAAKgBAACpAQAAqAEAAKoBAACpAQAAqQEAAKoBAACrAQAAqgEAAKwBAACrAQAAqwEAAKwBAACtAQAArAEAAK4BAACtAQAArQEAAK4BAACvAQAArgEAAKABAACvAQAArwEAAKABAAChAQAAsAEAALIBAACxAQAAsQEAALIBAACzAQAAsgEAALQBAACzAQAAswEAALQBAAC1AQAAtAEAALYBAAC1AQAAtQEAALYBAAC3AQAAtgEAALgBAAC3AQAAtwEAALgBAAC5AQAAuAEAALoBAAC5AQAAuQEAALoBAAC7AQAAugEAALwBAAC7AQAAuwEAALwBAAC9AQAAvAEAAL4BAAC9AQAAvQEAAL4BAAC/AQAAvgEAALABAAC/AQAAvwEAALABAACxAQAAwAEAAMIBAADBAQAAwQEAAMIBAADDAQAAwgEAAMQBAADDAQAAwwEAAMQBAADFAQAAxAEAAMYBAADFAQAAxQEAAMYBAADHAQAAxgEAAMgBAADHAQAAxwEAAMgBAADJAQAAyAEAAMoBAADJAQAAyQEAAMoBAADLAQAAygEAAMwBAADLAQAAywEAAMwBAADNAQAAzAEAAM4BAADNAQAAzQEAAM4BAADPAQAAzgEAAMABAADPAQAAzwEAAMABAADBAQAA0AEAANIBAADRAQAA0QEAANIBAADTAQAA0gEAANQBAADTAQAA0wEAANQBAADVAQAA1AEAANYBAADVAQAA1QEAANYBAADXAQAA1gEAANgBAADXAQAA1wEAANgBAADZAQAA2AEAANoBAADZAQAA2QEAANoBAADbAQAA2gEAANwBAADbAQAA2wEAANwBAADdAQAA3AEAAN4BAADdAQAA3QEAAN4BAADfAQAA3gEAANABAADfAQAA3wEAANABAADRAQAA4AEAAOIBAADhAQAA4QEAAOIBAADjAQAA4gEAAOQBAADjAQAA4wEAAOQBAADlAQAA5AEAAOYBAADlAQAA5QEAAOYBAADnAQAA5gEAAOgBAADnAQAA5wEAAOgBAADpAQAA6AEAAOoBAADpAQAA6QEAAOoBAADrAQAA6gEAAOwBAADrAQAA6wEAAOwBAADtAQAA7AEAAO4BAADtAQAA7QEAAO4BAADvAQAA7gEAAOABAADvAQAA7wEAAOABAADhAQAA8AEAAPIBAADxAQAA8QEAAPIBAADzAQAA8gEAAPQBAADzAQAA8wEAAPQBAAD1AQAA9AEAAPYBAAD1AQAA9QEAAPYBAAD3AQAA9gEAAPgBAAD3AQAA9wEAAPgBAAD5AQAA+AEAAPoBAAD5AQAA+QEAAPoBAAD7AQAA+gEAAPwBAAD7AQAA+wEAAPwBAAD9AQAA/AEAAP4BAAD9AQAA/QEAAP4BAAD/AQAA/gEAAPABAAD/AQAA/wEAAPABAADxAQAAAAIAAAICAAABAgAAAQIAAAICAAADAgAAAgIAAAQCAAADAgAAAwIAAAQCAAAFAgAABAIAAAYCAAAFAgAABQIAAAYCAAAHAgAABgIAAAgCAAAHAgAABwIAAAgCAAAJAgAACAIAAAoCAAAJAgAACQIAAAoCAAALAgAACgIAAAwCAAALAgAACwIAAAwCAAANAgAADAIAAA4CAAANAgAADQIAAA4CAAAPAgAADgIAAAACAAAPAgAADwIAAAACAAABAgAAEAIAABICAAARAgAAEQIAABICAAATAgAAEgIAABQCAAATAgAAEwIAABQCAAAVAgAAFAIAABYCAAAVAgAAFQIAABYCAAAXAgAAFgIAABgCAAAXAgAAFwIAABgCAAAZAgAAGAIAABoCAAAZAgAAGQIAABoCAAAbAgAAGgIAABwCAAAbAgAAGwIAABwCAAAdAgAAHAIAAB4CAAAdAgAAHQIAAB4CAAAfAgAAHgIAABACAAAfAgAAHwIAABACAAARAgAAIAIAACICAAAhAgAAIQIAACICAAAjAgAAIgIAACQCAAAjAgAAIwIAACQCAAAlAgAAJAIAACYCAAAlAgAAJQIAACYCAAAnAgAAJgIAACgCAAAnAgAAJwIAACgCAAApAgAAKAIAACoCAAApAgAAKQIAACoCAAArAgAAKgIAACwCAAArAgAAKwIAACwCAAAtAgAALAIAAC4CAAAtAgAALQIAAC4CAAAvAgAALgIAACACAAAvAgAALwIAACACAAAhAgAAMAIAADICAAAxAgAAMQIAADICAAAzAgAAMgIAADQCAAAzAgAAMwIAADQCAAA1AgAANAIAADYCAAA1AgAANQIAADYCAAA3AgAANgIAADgCAAA3AgAANwIAADgCAAA5AgAAOAIAADoCAAA5AgAAOQIAADoCAAA7AgAAOgIAADwCAAA7AgAAOwIAADwCAAA9AgAAPAIAAD4CAAA9AgAAPQIAAD4CAAA/AgAAPgIAADACAAA/AgAAPwIAADACAAAxAgAAQAIAAEICAABBAgAAQQIAAEICAABDAgAAQgIAAEQCAABDAgAAQwIAAEQCAABFAgAARAIAAEYCAABFAgAARQIAAEYCAABHAgAARgIAAEgCAABHAgAARwIAAEgCAABJAgAASAIAAEoCAABJAgAASQIAAEoCAABLAgAASgIAAEwCAABLAgAASwIAAEwCAABNAgAATAIAAE4CAABNAgAATQIAAE4CAABPAgAATgIAAEACAABPAgAATwIAAEACAABBAgAAUAIAAFICAABRAgAAUQIAAFICAABTAgAAUgIAAFQCAABTAgAAUwIAAFQCAABVAgAAVAIAAFYCAABVAgAAVQIAAFYCAABXAgAAVgIAAFgCAABXAgAAVwIAAFgCAABZAgAAWAIAAFoCAABZAgAAWQIAAFoCAABbAgAAWgIAAFwCAABbAgAAWwIAAFwCAABdAgAAXAIAAF4CAABdAgAAXQIAAF4CAABfAgAAXgIAAFACAABfAgAAXwIAAFACAABRAgAAYAIAAGICAABhAgAAYQIAAGICAABjAgAAYgIAAGQCAABjAgAAYwIAAGQCAABlAgAAZAIAAGYCAABlAgAAZQIAAGYCAABnAgAAZgIAAGgCAABnAgAAZwIAAGgCAABpAgAAaAIAAGoCAABpAgAAaQIAAGoCAABrAgAAagIAAGwCAABrAgAAawIAAGwCAABtAgAAbAIAAG4CAABtAgAAbQIAAG4CAABvAgAAbgIAAGACAABvAgAAbwIAAGACAABhAgAAcAIAAHICAABxAgAAcQIAAHICAABzAgAAcgIAAHQCAABzAgAAcwIAAHQCAAB1AgAAdAIAAHYCAAB1AgAAdQIAAHYCAAB3AgAAdgIAAHgCAAB3AgAAdwIAAHgCAAB5AgAAeAIAAHoCAAB5AgAAeQIAAHoCAAB7AgAAegIAAHwCAAB7AgAAewIAAHwCAAB9AgAAfAIAAH4CAAB9AgAAfQIAAH4CAAB/AgAAfgIAAHACAAB/AgAAfwIAAHACAABxAgAAgAIAAIICAACBAgAAgQIAAIICAACDAgAAggIAAIQCAACDAgAAgwIAAIQCAACFAgAAhAIAAIYCAACFAgAAhQIAAIYCAACHAgAAhgIAAIgCAACHAgAAhwIAAIgCAACJAgAAiAIAAIoCAACJAgAAiQIAAIoCAACLAgAAigIAAIwCAACLAgAAiwIAAIwCAACNAgAAjAIAAI4CAACNAgAAjQIAAI4CAACPAgAAjgIAAIACAACPAgAAjwIAAIACAACBAgAAkAIAAJICAACRAgAAkQIAAJICAACTAgAAkgIAAJQCAACTAgAAkwIAAJQCAACVAgAAlAIAAJYCAACVAgAAlQIAAJYCAACXAgAAlgIAAJgCAACXAgAAlwIAAJgCAACZAgAAmAIAAJoCAACZAgAAmQIAAJoCAACbAgAAmgIAAJwCAACbAgAAmwIAAJwCAACdAgAAnAIAAJ4CAACdAgAAnQIAAJ4CAACfAgAAngIAAJACAACfAgAAnwIAAJACAACRAgAAoAIAAKICAAChAgAAoQIAAKICAACjAgAAogIAAKQCAACjAgAAowIAAKQCAAClAgAApAIAAKYCAAClAgAApQIAAKYCAACnAgAApgIAAKgCAACnAgAApwIAAKgCAACpAgAAqAIAAKoCAACpAgAAqQIAAKoCAACrAgAAqgIAAKwCAACrAgAAqwIAAKwCAACtAgAArAIAAK4CAACtAgAArQIAAK4CAACvAgAArgIAAKACAACvAgAArwIAAKACAAChAgAAsAIAALICAACxAgAAsQIAALICAACzAgAAsgIAALQCAACzAgAAswIAALQCAAC1AgAAtAIAALYCAAC1AgAAtQIAALYCAAC3AgAAtgIAALgCAAC3AgAAtwIAALgCAAC5AgAAuAIAALoCAAC5AgAAuQIAALoCAAC7AgAAugIAALwCAAC7AgAAuwIAALwCAAC9AgAAvAIAAL4CAAC9AgAAvQIAAL4CAAC/AgAAvgIAALACAAC/AgAAvwIAALACAACxAgAAwAIAAMICAADBAgAAwQIAAMICAADDAgAAwgIAAMQCAADDAgAAwwIAAMQCAADFAgAAxAIAAMYCAADFAgAAxQIAAMYCAADHAgAAxgIAAMgCAADHAgAAxwIAAMgCAADJAgAAyAIAAMoCAADJAgAAyQIAAMoCAADLAgAAygIAAMwCAADLAgAAywIAAMwCAADNAgAAzAIAAM4CAADNAgAAzQIAAM4CAADPAgAAzgIAAMACAADPAgAAzwIAAMACAADBAgAA0AIAANICAADRAgAA0QIAANICAADTAgAA0gIAANQCAADTAgAA0wIAANQCAADVAgAA1AIAANYCAADVAgAA1QIAANYCAADXAgAA1gIAANgCAADXAgAA1wIAANgCAADZAgAA2AIAANoCAADZAgAA2QIAANoCAADbAgAA2gIAANwCAADbAgAA2wIAANwCAADdAgAA3AIAAN4CAADdAgAA3QIAAN4CAADfAgAA3gIAANACAADfAgAA3wIAANACAADRAgAA4AIAAOICAADhAgAA4QIAAOICAADjAgAA4gIAAOQCAADjAgAA4wIAAOQCAADlAgAA5AIAAOYCAADlAgAA5QIAAOYCAADnAgAA5gIAAOgCAADnAgAA5wIAAOgCAADpAgAA6AIAAOoCAADpAgAA6QIAAOoCAADrAgAA6gIAAOwCAADrAgAA6wIAAOwCAADtAgAA7AIAAO4CAADtAgAA7QIAAO4CAADvAgAA7gIAAOACAADvAgAA7wIAAOACAADhAgAA8AIAAPICAADxAgAA8QIAAPICAADzAgAA8gIAAPQCAADzAgAA8wIAAPQCAAD1AgAA9AIAAPYCAAD1AgAA9QIAAPYCAAD3AgAA9gIAAPgCAAD3AgAA9wIAAPgCAAD5AgAA+AIAAPoCAAD5AgAA+QIAAPoCAAD7AgAA+gIAAPwCAAD7AgAA+wIAAPwCAAD9AgAA/AIAAP4CAAD9AgAA/QIAAP4CAAD/AgAA/gIAAPACAAD/AgAA/wIAAPACAADxAgAAAAMAAAIDAAABAwAAAQMAAAIDAAADAwAAAgMAAAQDAAADAwAAAwMAAAQDAAAFAwAABAMAAAYDAAAFAwAABQMAAAYDAAAHAwAABgMAAAgDAAAHAwAABwMAAAgDAAAJAwAACAMAAAoDAAAJAwAACQMAAAoDAAALAwAACgMAAAwDAAALAwAACwMAAAwDAAANAwAADAMAAA4DAAANAwAADQMAAA4DAAAPAwAADgMAAAADAAAPAwAADwMAAAADAAABAwAAEAMAABIDAAARAwAAEQMAABIDAAATAwAAEgMAABQDAAATAwAAEwMAABQDAAAVAwAAFAMAABYDAAAVAwAAFQMAABYDAAAXAwAAFgMAABgDAAAXAwAAFwMAABgDAAAZAwAAGAMAABoDAAAZAwAAGQMAABoDAAAbAwAAGgMAABwDAAAbAwAAGwMAABwDAAAdAwAAHAMAAB4DAAAdAwAAHQMAAB4DAAAfAwAAHgMAABADAAAfAwAAHwMAABADAAARAwAAIAMAACIDAAAhAwAAIQMAACIDAAAjAwAAIgMAACQDAAAjAwAAIwMAACQDAAAlAwAAJAMAACYDAAAlAwAAJQMAACYDAAAnAwAAJgMAACgDAAAnAwAAJwMAACgDAAApAwAAKAMAACoDAAApAwAAKQMAACoDAAArAwAAKgMAACwDAAArAwAAKwMAACwDAAAtAwAALAMAAC4DAAAtAwAALQMAAC4DAAAvAwAALgMAACADAAAvAwAALwMAACADAAAhAwAAMAMAADIDAAAxAwAAMQMAADIDAAAzAwAAMgMAADQDAAAzAwAAMwMAADQDAAA1AwAANAMAADYDAAA1AwAANQMAADYDAAA3AwAANgMAADgDAAA3AwAANwMAADgDAAA5AwAAOAMAADoDAAA5AwAAOQMAADoDAAA7AwAAOgMAADwDAAA7AwAAOwMAADwDAAA9AwAAPAMAAD4DAAA9AwAAPQMAAD4DAAA/AwAAPgMAADADAAA/AwAAPwMAADADAAAxAwAAQAMAAEIDAABBAwAAQQMAAEIDAABDAwAAQgMAAEQDAABDAwAAQwMAAEQDAABFAwAARAMAAEYDAABFAwAARQMAAEYDAABHAwAARgMAAEgDAABHAwAARwMAAEgDAABJAwAASAMAAEoDAABJAwAASQMAAEoDAABLAwAASgMAAEwDAABLAwAASwMAAEwDAABNAwAATAMAAE4DAABNAwAATQMAAE4DAABPAwAATgMAAEADAABPAwAATwMAAEADAABBAwAAUAMAAFIDAABRAwAAUQMAAFIDAABTAwAAUgMAAFQDAABTAwAAUwMAAFQDAABVAwAAVAMAAFYDAABVAwAAVQMAAFYDAABXAwAAVgMAAFgDAABXAwAAVwMAAFgDAABZAwAAWAMAAFoDAABZAwAAWQMAAFoDAABbAwAAWgMAAFwDAABbAwAAWwMAAFwDAABdAwAAXAMAAF4DAABdAwAAXQMAAF4DAABfAwAAXgMAAFADAABfAwAAXwMAAFADAABRAwAAYAMAAGIDAABhAwAAYQMAAGIDAABjAwAAYgMAAGQDAABjAwAAYwMAAGQDAABlAwAAZAMAAGYDAABlAwAAZQMAAGYDAABnAwAAZgMAAGgDAABnAwAAZwMAAGgDAABpAwAAaAMAAGoDAABpAwAAaQMAAGoDAABrAwAAagMAAGwDAABrAwAAawMAAGwDAABtAwAAbAMAAG4DAABtAwAAbQMAAG4DAABvAwAAbgMAAGADAABvAwAAbwMAAGADAABhAwAAcAMAAHIDAABxAwAAcQMAAHIDAABzAwAAcgMAAHQDAABzAwAAcwMAAHQDAAB1AwAAdAMAAHYDAAB1AwAAdQMAAHYDAAB3AwAAdgMAAHgDAAB3AwAAdwMAAHgDAAB5AwAAeAMAAHoDAAB5AwAAeQMAAHoDAAB7AwAAegMAAHwDAAB7AwAAewMAAHwDAAB9AwAAfAMAAH4DAAB9AwAAfQMAAH4DAAB/AwAAfgMAAHADAAB/AwAAfwMAAHADAABxAwAAgAMAAIIDAACBAwAAgQMAAIIDAACDAwAAggMAAIQDAACDAwAAgwMAAIQDAACFAwAAhAMAAIYDAACFAwAAhQMAAIYDAACHAwAAhgMAAIgDAACHAwAAhwMAAIgDAACJAwAAiAMAAIoDAACJAwAAiQMAAIoDAACLAwAAigMAAIwDAACLAwAAiwMAAIwDAACNAwAAjAMAAI4DAACNAwAAjQMAAI4DAACPAwAAjgMAAIADAACPAwAAjwMAAIADAACBAwAAkAMAAJIDAACRAwAAkQMAAJIDAACTAwAAkgMAAJQDAACTAwAAkwMAAJQDAACVAwAAlAMAAJYDAACVAwAAlQMAAJYDAACXAwAAlgMAAJgDAACXAwAAlwMAAJgDAACZAwAAmAMAAJoDAACZAwAAmQMAAJoDAACbAwAAmgMAAJwDAACbAwAAmwMAAJwDAACdAwAAnAMAAJ4DAACdAwAAnQMAAJ4DAACfAwAAngMAAJADAACfAwAAnwMAAJADAACRAwAAoAMAAKIDAAChAwAAoQMAAKIDAACjAwAAogMAAKQDAACjAwAAowMAAKQDAAClAwAApAMAAKYDAAClAwAApQMAAKYDAACnAwAApgMAAKgDAACnAwAApwMAAKgDAACpAwAAqAMAAKoDAACpAwAAqQMAAKo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qHcKp+lXEAydmwwxUIsI1v1fEzyVfw23vG8JdAVbEgRxmw8bYIMLpxVfEpOxewxQtG8KMEVbEVuNlw20WIMIY1lfETaZew3+VG8K7IVbE/5xlw9h+IMJI5lfE+V+mwuqwasEIzzLEXE20wk1WfsGVkzTEbnamwqwFccHfxzLE0GO0wohVgsFrjDTElPCmwjNEdMGVtjLE9920wsv0g8EhezTE34anwvyFcsFKpTLEQnS1wrAVg8HXaTTEROGnwmnQbMEhnjLEps61wuY6gMGtYjTEz8qnwqd7ZsFKpTLEMri1wgohesHXaTTEqFCnwh89Y8GVtjLECz61woPidsEhezTEXrqmwlf7ZMHfxzLEwKe0wrqgeMFrjDTEmCrQwkfSksFdHDjE+hfewvmknMHq4DnEw0DQwkrylcFLFTjEJS7ewvzEn8HY2TnEWbnQwj6Ml8E6BDjEvKbewu9eocHGyDnEuE3Rwv2vlsEo8zfEGjvfwq6CoMG0tznE9KbRwo3ek8EW7DfEV5Tfwj6xncGisDnEyZDRwom+kMEo8zfELH7fwjuRmsG0tznEMxjRwpYkj8E6BDjElQXfwkj3mMHGyDnE1IPQwtcAkMFLFTjEN3HewonTmcHY2TnEZmRDwfmDisIYxjvEyQlXwVtxmMKkij3EeqU9wfHeisLivjvE3UpRwVTMmMJvgz3EaOQ7wTJ2i8J8rTvEy4lPwZVjmcIIcj3EPyg/wSHxi8IVnDvEos1SwYPemcKhYD3EX4dFwboHjMLglDvEwyxZwR31mcJsWT3ES0ZLwcGsi8IVnDvEr+tewSSamcKhYD3EXQdNwYEVi8J8rTvEwaxgweMCmcIIcj3EhsNJwZKaisLivjvE6mhdwfWHmMJvgz3ERb0vwbUqecKzATrEqWJDwb2CisJAxjvEAPUpwc/hecJy+jnEY5o9wUreisL/vjvEEzEowTwSe8Lv6DnEd9Y7wYF2i8J8rTvEOnorwaoJfMJs1znEnh8/wTfyi8L5mzvEueMxwSY3fMIs0DnEHIlFwfYIjMK4lDvE/qs3wQ2Ae8Js1znEYlFLwWmti8L5mzvE6285wZ9PesLv6DnEThVNwTIVi8J8rTvExCY2wTJYecJy+jnEJ8xJwXuZisL/vjvEbYTHwoTG7UKGe1PEkZvQwuWb+EITQFXEjDfIwvt37UKndFPEr07RwlxN+EI0OVXEacjIwq2r7UIQZFPEjd/Rwg6B+EKdKFXEKuLIwlJD7kJ5U1PETvnRwrIY+UIGGFXEuHXIwhTm7kKaTFPE3IzRwnS7+UImEVXEmsLHwp0070J5U1PEvtnQwv0J+kIGGFXEvTHHwusA70IQZFPE4EjQwkvW+UKdKFXE/BfHwkZp7kKndFPEHy/Qwqc++UI0OVXE1pvQwjac+EIFQFXE+rLZwsu4AUOSBFfEjk7RwtpN+EIqOVXEsmXawp2RAUO3/VbEGd/Rwm+B+EKdKFXEPfbawmirAUMp7VbEzPjRwr0Y+UIPGFXE7w/bwg/3AUOb3FbEmIzRwiO7+UI0EVXEu6PawkJIAkPA1VbE39nQwn8J+kIPGFXEA/HZwnBvAkOb3FbEVEnQwurV+UKdKFXEeGDZwqVVAkMp7VbEoi/Qwpw++UIqOVXExUbZwv4JAkO3/VbEaRH+wqtkF8NmlmDERpQDw1vPHMPyWmLE5ab9wpq0F8Omj2DEBF8Dw0ofHcMyVGLEMcD9whP/F8Nbf2DEqmsDw8NpHcPnQ2LEe07+wnYYGMMPb2DEz7IDwyaDHcObM2LEav7+wuTxF8NPaGDExwoEw5VcHcPbLGLE7mj/wvahF8MPb2DECUAEw6YMHcObM2LEok//wn1XF8Nbf2DEYzMEwy3CHMPnQ2LEWMH+whk+F8Omj2DEPuwDw8moHMMyVGLEaZQDw4TPHMPlWmLE+x8IwzQ6IsNxH2TERV8Dw0UfHcMpVGLE1+oHw/WJIsO1GGTE5GsDw5JpHcPnQ2LEdvcHw0PUIsNzCGTE4LIDw+eCHcOlM2LEcj4Iw5ftIsMx+GPEpQoEw2xcHcPpLGLENpYIwxzHIsN18WPEyD8Ew6sMHcOlM2LEWssIw1x3IsMx+GPEKTMEw13CHMPnQ2LEu74Iww4tIsNzCGTELewDwwmpHMMpVGLEv3cIw7kTIsO1GGTEHSAIw106IsNkH2TEr6sMww2lJ8Pw42XEGesHw++JIsOsGGTEqnYMw6D0J8M43WXEsPcHwxLUIsNzCGTEQoMMw8I+KMMAzWXEgz4Iw1jtIsM7+GPEFMoMwwhYKMPHvGXEFJYIw/PGIsOD8WPEpiENw6MxKMMPtmXEGcsIw2F3IsM7+GPEqlYNwxHiJ8PHvGXEgb4Iwz4tIsNzCGTEE0oNw+6XJ8MAzWXEr3cIw/gTIsOsGGTEQAMNw6h+J8M43WXE0asMwzalJ8Pj42XEYzcRw+cPLcNvqGfE7HYMw5r0J8Mv3WXEfQIRw0tfLcO7oWfEe4MMw5I+KMMAzWXEDQ8Rw0KpLcOMkWfEJcoMw8lXKMPQvGXEt1URw3nCLcNdgWfEhCENw3sxKMMctmXEFq0RwyucLcOpemfEaVYNwxfiJ8PQvGXE++ERw8dMLcNdgWfE2UkNwx+YJ8MAzWXEa9URw88CLcOMkWfEMAMNw+h+J8Mv3WXEwo4Rw5jpLMO7oWfEhTcRwxAQLcNiqGfEF8MVw8B6MsPubGnEvwIRw0VfLcOyoWfEUY4Vw/XJMsM+ZmnERw8RwxKpLcOMkWfE2ZoVw8ITM8MYVmnEyFURwzrCLcNmgWfEWeEVw+ssM8PzRWnE86wRwwKcLcO2emfEhTgWw7IGM8NCP2nEuuERw8xMLcNmgWfETG0Ww323MsPzRWnEMdURwwADLcOMkWfEw2AWw7BtMsMYVmnEsY4Rw9fpLMOyoWfEQxoWw4dUMsM+ZmnENcbNwR/gEUP6tmXE55jXwdDWGEOGe2fEws/QweXqEUMbsGXEdKLawZbhGEOndGfEM17SwX8lEkOEn2XE5TDcwTAcGUMQZGfEIYjRwZltEkPtjmXE01rbwUpkGUN5U2fE88rOwfaYEkMOiGXEpZ3YwaiPGUOaTGfEZsHLwTCOEkPtjmXEGJTVweKEGUN5U2fE9TLKwZdTEkOEn2XEpwXUwUhKGUMQZGfEBwnLwX0LEkMbsGXEudvUwS4CGUOndGfEMZnXwQXXGEN5e2fE42vhwbbNH0MFQGnEBKHawcXhGEOedGfEtXPkwXbYH0MqOWnEki7cwT0cGUMQZGfERAHmwe4SIEOdKGnE+ljbwS5kGUODU2fErCvlwd9aIEMPGGnEWp3YwXOPGUOnTGfEDHDiwSSGIEM0EWnEiJXVwbOEGUODU2fEOmjfwWV7IEMPGGnE+gfUwTtKGUMQZGfEq9rdwexAIEOdKGnEkt3UwUoCGUOedGfERLDewfv4H0MqOWnE2S+QQSF+JsFZ50rEPC3BQa0PX8Hmq0zEvJuSQWjeIcHS30rEH5nDQfRvWsFepEzExD2VQejVIcGlzUrEJzvGQXRnWsEykkzEGouWQZ1pJsF4u0rEfYjHQSn7XsEFgEzEe8CVQSfrLMHxs0rE3r3GQbN8ZcF9eEzEl1STQeCKMcF4u0rE+lHEQWwcasEFgEzEj7KQQWCTMcGlzUrE8q/BQewkasEykkzEOWWPQav/LMHS30rEnGLAQTeRZcFepEzEpEw3QjPO+0LvrXjEIvlAQiCMBEN7cnrEzRA2Qk9C/EIMp3jESr0/Qi7GBEOYa3rEWdk1QvPZ/EJrlnjE14U/QgASBUP4WnrExsY2Qks8/ULLhXjEQ3NAQixDBUNXSnrE/k04Qrsv/ULofnjEe/pBQuQ8BUN0Q3rE1ok5Qp67/ELLhXjEUzZDQtYCBUNXSnrEScE5Qvoj/EJrlnjEx21DQgO3BEP4WnrE3dM4QqLB+0IMp3jEWoBCQtiFBEOYa3rEa/lAQlKMBENucnrE6aVKQlgxC0P6NnzERr4/Qj/GBEOPa3rExGpJQkZrC0MbMHzE84Y/QuYRBUP4WnrEcDNJQu22C0OEH3zE2HNAQvZCBUNgSnrEViBKQv3nC0PtDnzEMvpBQrI8BUOBQ3rEsKZLQrjhC0MOCHzEVzVDQsQCBUNgSnrE1OFMQsunC0PtDnzEq2xDQh23BEP4WnrEKBlNQiRcC0OEH3zExX9CQg2GBEOPa3rEQyxMQhQrC0MbMHzEMGNTQiERt8INnHbEk4dhQnpQw8KaYHjEK+VUQizitsITlXbEjgljQoUhw8KfWXjEtPRVQmsvt8I6hHbEFxlkQsRuw8LGSHjEvPJVQp/Lt8Jhc3bEHxdkQvgKxMLtN3jEauBUQkdbuMJmbHbEzQRjQqCaxMLyMHjEb15TQjyKuMJhc3bE0oJhQpXJxMLtN3jE5k5SQv08uMI6hHbESXNgQlV8xMLGSHjE3lBSQsmgt8ITlXbEQXVgQiHgw8KfWXjE/odhQtZQw8KMYHjEYaxvQi+Qz8IZJXrEIQljQvshw8KWWXjEhC1xQlRhz8IiHnrEEhhkQhBvw8LGSHjEdTxyQmmuz8JSDXrEGxZkQuwKxML2N3jEfjpyQkVK0MKD/HnEYgRjQkSaxMIAMXjExShxQpzZ0MKM9XnEP4NhQh7JxML2N3jEoqdvQncI0cKD/HnETnRgQgp8xMLGSHjEsZhuQmO70MJSDXrERXZgQi3gw8KWWXjEqJpuQoYf0MIiHnrEOFe1Qgod2EIcOZHEXG6+Qmvy4kJiG5LEveu0Qlq+2EK0NZHE4QK+QruT40L7F5LERAW1QqVU2UJ8LZHEaBy+QgYq5ELCD5LE2JS1QuKH2UJDJZHE/Ku+QkJd5EKJB5LEXka2Qgw62ULbIZHEgl2/QmwP5EIiBJLE2bG2QryY2EJDJZHE/ci/Qhxu40KJB5LEU5i2QnAC2EJ8LZHEd6+/QtHX4kLCD5LEvwi2QjTP10K0NZHE4x+/QpWk4kL7F5LEoW6+Qrzy4kJcG5LExYXHQh3I7UKi/ZLEYwO+QrCT40L2F5LEhxrHQhBp7kI8+pLE2xy+QqUp5ELCD5LE/zPHQgX/7kII8pLEHay+QsRc5EKOB5LEQcPHQiQy70LU6ZLEPl2/QhoP5EIoBJLEYXTIQnvk7kJu5pLEe8i/Qidu40KOB5LEn9/IQohD7kLU6ZLEA6+/QjLY4kLCD5LEJ8bIQpOt7UII8pLEwR+/QhOl4kL2F5LE5TbIQnR67UI8+pLECYbHQm/I7UKb/ZLELZ3QQs+d+ELh35PEChvHQgZp7kI3+pLELTLQQmY++UJ+3JPEczTHQqT+7kII8pLElkvQQgXU+UJO1JPEYsPHQqYx70LZ6ZLEhtrQQgYH+kIfzJPEHXTIQink7kJ15pLEQIvRQoq5+UK7yJPEHN/IQpJD7kLZ6ZLEQPbRQvMY+UIfzJPEs8XIQvSt7UII8pLE19zRQlSD+EJO1JPExDbIQvJ67UI3+pLE6E3RQlNQ+EJ+3JPEKnADQrhbP0HBd4bERAQeQq4NZkEHWofEs1UDQt/LRUEgdIbEzekdQtV9bEFnVofE2SQEQhu0SUFfa4bE87geQhFmcEGlTYfERmQFQoDKSEGdYobEYPgfQnZ8b0HkRIfE2lgGQuWXQ0H9XobE9OwgQtxJakFDQYfEUXMGQr8nPUGdYobEawchQrXZY0HkRIfEKqQFQoM/OUFfa4bERDggQnnxX0GlTYfEvmQEQh4pOkEgdIbE2PgeQhTbYEFnVofEpigsP1h1ED8AgITEpigsP1h1ED8AwIXE1OFfP3uynL0AgITE1OFfP3uynL0AwIXEWHUQP6YoLL8AgITEWHUQP6YoLL8AwIXEerKcvdThX78AgITEerKcvdThX78AwIXEpigsv1h1EL8AgITEpigsv1h1EL8AwIXE0+Ffv3uynD0AgITE0+Ffv3uynD0AwIXEWHUQv6YoLD8AgITEWHUQv6YoLD8AwIXEfbKcPdThXz8AgITEfbKcPdThXz8AwIXEPfChwurhh8LlDZPEncWswg75kMIr8JPEW6GhwtSViMJyCpPEu3aswveskcK47JPER9WhwlYnicIdApPEqKqswno+ksJj5JPEmG2iwjVBicLI+ZLE+UKtwlhYksIO3JPEFBGjwkfUiMJU9pLEdOatwmvrkcKb2JPE9l+jwl0giMLI+ZLEVjWuwoE3kcIO3JPECSyjwtuOh8IdApPEagGuwv+lkMJj5JPEuJOiwv10h8JyCpPEGWmtwiCMkMK47JPE78WswlL5kMIl8JPEUJu3wnYQmsJr0pTEOneswtaskcKz7JPEmky3wvrDmsL5zpTECauswgY+ksJj5JPEaYC3wipVm8KpxpTEBEOtwtZXksIT3JPEZBi4wvpum8JZvpTEIuatwibrkcKh2JPEg7u4wkoCm8LnupTE2DSuwqI3kcIT3JPEOAq5wsZOmsJZvpTECQGuwnKmkMJj5JPEada4wpa9mcKpxpTEDmmtwqOMkMKz7JPEbj64wsajmcL5zpTEuKE0MkFxYL8AwIXEn2I2MkFxYL8AAIfEarQev2q0Hr8AwIXEarQev2q0Hr8AAIfEQXFgvzpL4i8AwIXEQXFgvzpL4i8AAIfEarQev2q0Hj8AwIXEarQev2q0Hj8AAIfEbMZCMkFxYD8AwIXEU4dEMkFxYD8AAIfEarQeP2q0Hj8AwIXEarQeP2q0Hj8AAIfEQXFgP6I2568AwIXEQXFgP6I2568AAIfEarQeP2q0Hr8AwIXEarQeP2q0Hr8AAIfEblOZvjWhUj8AAIfEblOZvjWhUj8AQIjEJ3W9PoclSz8AAIfEJ3W9PoclSz8AQIjENaFSP25TmT4AAIfENaFSP25TmT4AQIjEhyVLPyd1vb4AAIfEhyVLPyd1vb4AQIjEblOZPjWhUr8AAIfEblOZPjWhUr8AQIjEJ3W9voclS78AAIfEJ3W9voclS78AQIjENaFSv25Tmb4AAIfENaFSv25Tmb4AQIjEhyVLvyd1vT4AAIfEhyVLvyd1vT4AQIjEUdyLM1+OREJku8bEeCCbMyXXYEKqncfEmoW3vuD5REIIuMbEmYW3vqZCYUJOmsfEAsUBv2r9RULrr8bEAsUBvzBGYkIyksfEmoW3vvQAR0LPp8bEmYW3vrpJY0IVisfEVWONM3VsR0JzpMbEfKecMzu1Y0K5hsfEnoW3PvQAR0LPp8bEnoW3PrpJY0IVisfEBcUBP2r9RULrr8bEBcUBPzBGYkIyksfEnoW3PuD5REIIuMbEnoW3PqZCYUJOmsfE6SCbM/rXYEKjncfEEGWqM8AgfULpf8jE0xq3vj1DYUJJmsfE0hq3vgOMfUKPfMjEgnkBvzBGYkIyksfEgnkBv/aOfkJ4dMjE0xq3viNJY0IaisfE0hq3vumRf0JgbMjECqecM2a0Y0LAhsfEMOurMyz9f0IGacjE1xq3PiNJY0IaisfE2Bq3PumRf0JgbMjEhHkBPzBGYkIyksfEhHkBP/aOfkJ4dMjE1xq3Pj1DYUJJmsfE2Bq3PgOMfUKPfMjEgGWqM5YhfULjf8jEp6m5My61jEIpYsnEDLC2vpqMfUKLfMjEC7C2vrDqjELRXsnEAS4Bv/aOfkJ4dMjEAS4Bv95rjUK+VsnEDLC2vlKRf0JlbMjEC7C2vgztjUKrTsnEvuqrM1b8f0INacjE5S67M44ijkJTS8nEEbC2PlKRf0JlbMjEEbC2PgztjUKrTsnEBC4BP/aOfkJ4dMjEBC4BP95rjUK+VsnEEbC2PpqMfUKLfMjEEbC2PrDqjELRXsnEGKq5M5m1jEIiYsnEP+7IM/zZmkJoRMrERUW2vvvqjELMXsnEREW2vl4Pm0ISQcrEgOIAv95rjUK+VsnEgOIAv0GQm0IEOcrERUW2vsHsjUKwTsnEREW2viQRnEL2MMrEci67MyMijkJaS8nEmXLKM4ZGnEKgLcrESkW2PsHsjUKwTsnES0W2PiQRnEL2MMrEg+IAP95rjUK+VsnEg+IAP0GQm0IEOcrESkW2PvvqjELMXsnES0W2Pl4Pm0ISQcrEsO7IM2bamkJiRMrE1zLYM8r+qEKoJsvEftq1vqoPm0IOQcrEfdq1vg00qUJUI8vEAJcAv0GQm0IEOcrE/5YAv6S0qUJKG8vEftq1vtgQnEL7MMrEfdq1vjs1qkJBE8vEJnLKMxxGnEKmLcrETbbZM39qqkLtD8vEhNq1PtgQnEL7MMrEhNq1Pjs1qkJBE8vEA5cAP0GQm0IEOcrEA5cAP6S0qUJKG8vEhNq1PqoPm0IOQcrEhNq1Pg00qUJUI8vESDPYMzT/qEKhJsvEbnfnM5cjt0LnCMzEt2+1vlk0qUJPI8vEtm+1vrxYt0KVBczEf0sAv6S0qUJKG8vEf0sAvwfZt0KQ/cvEt2+1vvA0qkJGE8vEtm+1vlNZuEKM9cvE27XZMxRqqkLzD8vEAfroM3eOuEI58svEvW+1PvA0qkJGE8vEvm+1PlNZuEKM9cvEgksAP6S0qUJKG8vEgksAPwfZt0KQ/cvEvW+1Plk0qUJPI8vEvm+1PrxYt0KVBczE33fnMwIkt0LhCMzEBrz2M2VIxUIn68zE8AS1vgdZt0KQBczE7wS1vmp9xULX58zE/P//vgfZt0KQ/cvE/P//vmr9xULX38zE8AS1vgdZuEKQ9cvE7wS1vmp9xkLX18zEj/noMwyOuEJA8svEtj34M2+yxkKG1MzE9wS1PgdZuEKQ9cvE9wS1Pmp9xkLX18zEAgAAPwfZt0KQ/cvEAgAAP2r9xULX38zE9wS1PgdZt0KQBczE9wS1Pmp9xULX58zExTNPwbXUlkAZUMfEF8KcwaE45EBfMsjELsRSwcgijUC3TMfES4qewbWG2kD9LsjEy2tXwQxvi0CMRMfEGd6gwfjS2EDTJsjElHBawcC4kkBiPMfEfmCiwawc4ECoHsjE2g1awfy6nkAAOcfEIS+iwege7EBGG8jEcX1WwelsqEBiPMfE7GagwdXQ9UCoHsjE1NVRwaUgqkCMRMfEHhOewZGE90DTJsjEC9FOwfHWokC3TMfEuZCcwd468ED9LsjEqMOcweo65EBYMsjE3OvRwWvPGEGeFMnE1YqewZeO2kD4LsjECbPTwUL5E0E/EcnES92gwdfb2EDTJsjEfwXWweIfE0EZCcnE0F6iwVQh4ECtHsjEBIfXwaDCFkHzAMnEjy2iwaAc7EBNG8jEw1XXwUbAHEGT/cjEY2agwfLI9UCtHsjEl47VwW+WIUHzAMnE7BOewbN790DTJsjEIDzTwdBvIkEZCcnEZ5KcwTY28ED4LsjEm7rRwRHNHkE/EcnEbe3RwY/QGEGYFMnE0YoDwoWCP0He9snEkrPTwTP9E0E6EcnE420EwimvOkGA88nEsATWwVEkE0EZCcnEcpYFwkfWOUFf68nEVoXXwfTEFkH4AMnExVYGwut2PUE+48nEMlTXwSK/HEGa/cjEMz4GwhhxQ0Hg38nEDY7VwX6SIUH4AMnEIFsFwnRESEE+48nE7zzTwWBrIkEZCcnEkTIEwlcdSUFf68nESbzRwb3KHkE6EcnEPnIDwrN8RUGA88nEmYsDwqmDP0HX9snEsx8ewqA1ZkEd2crEKG4EwhuzOkF788nEQgIfwhFlYUHB1crEC5YFwrbaOUFf68nEJSogwqyMYEGlzcrE7lUGwj95PUFD48nECOogwjUrZEGJxcrEaj0GwvRvQ0Hn38nEhNEgwuohakEtwsrE3FoFwoNASEFD48nE9e4fwnnybkGJxcrE+TIEwucYSUFf68nEE8cewt7Kb0GlzcrEFXMDwl96RUF788nELwcewlUsbEHB1crEZe5rPgCWjL54i8rEyRKKwKmMpEC/bcvExK/kvfhf2b4ciMrE+wSVwAnAn0BjasvEi9HGvh3Upr4AgMrEVd+dwMfookBGYsvEDgDgvmFzFL3kd8rEPXKfwCItrEAqWsvEY+5rvgCWjD6IdMrEr9GYwGk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", 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", 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1YsOHi1fENC7Hw2r+ZcMUUFnE+inEw+EVYsNuklfE0TnHw/qeZcP6VlnE4RbEw73SYcMYo1fEtybHw9ZbZcOkZ1nEQfDDwzrTYcPCs1fEFwDHw1NcZcNOeFnEOjt6Qj5kscOIP1LEkyR/QpfftMMUBFTEu8F7QqdpscOhOFLEilWAQgDltMMt/VPE1ol8QhWHscP3J1LEmLmAQm4CtcOE7FPEUx58QkurscNNF1LE1oOAQqQmtcPa21PELb56QhPBscNmEFLEhqd/Qms8tcPz1FPErTd5Qqq7scNNF1LEBiF+QgI3tcPa21PEkm94QjuescP3J1LE6lh9QpQZtcOE7FPEFNt4QgV6scOhOFLEbcR9Ql71tMMt/VPEFTt6QiRkscOVP1LEbiR/QnzftMMiBFTEc8J7QpBpscOqOFLE5lWAQujktMM3/VPEAIt8Qg+HscP3J1LELLqAQmcCtcOE7FPEQB98QlmrscNEF1LETISAQrImtcPQ21PEU756Qi3BscNZEFLEq6d/QoY8tcPl1FPE9TZ5QsG7scNEF1LETSB+Qho3tcPQ21PEaG54QkKescP3J1LEwVd9QpsZtcOE7FPEKNp4Qvd5scOqOFLEgcN9QlD1tMM3/VPEkyR/QpfftMMUBFTE9gaCQu9auMOhyFXEilWAQgDltMMt/VPENsqCQlhguMO6wVXEmLmAQm4CtcOE7FPERC6DQsd9uMMQsVXE1oOAQqQmtcPa21PEg/iCQv2huMNmoFXEhqd/Qms8tcPz1FPEcEiCQsS3uMN/mVXEBiF+QgI3tcPa21PEL4WBQluyuMNmoFXE6lh9QpQZtcOE7FPEIiGBQu2UuMMQsVXEbcR9Ql71tMMt/VPE41aBQrdwuMO6wVXEg01+w6hiVcOMLWTEGtyBwzruWcMY8mXEuSV+w2m9VcOVJmTENciBw/tIWsMi62XE6j9+w88GVsPGFWTETdWBw2GSWsNS2mXEv4x+w9sTVsP2BGTEuPuBw22fWsOCyWXENt9+w+ncVcP//WPE8ySCw3toWsOMwmXEAQd/wymCVcP2BGTE2DiCw7oNWsOCyWXEz+x+w8I4VcPGFWTEwCuCw1TEWcNS2mXE+p9+w7YrVcOVJmTEVQWCw0i3WcMi62XELtyBw1zuWcML8mXEhpGEw+55XsOXtmfEVMiBw+pIWsMY62XErH2Ew3zUXsOlr2fEZtWBwyeSWsNS2mXEvoqEw7kdX8PenmfEuvuBwyyfWsOMyWXEE7GEw74qX8MYjmfE3ySCw1loWsOZwmXEN9qEw+vzXsMlh2fEuTiCw8sNWsOMyWXEEe6Ew12ZXsMYjmfEqCuCw47EWcNS2mXEAOGEwyBQXsPenmfEUwWCw4m3WcMY62XEq7qEwxtDXsOlr2fE0eXKQj5di8OZVm/EELzPQsGvjsMlG3HE3KnLQhhai8OyT2/EG4DQQpysjsM+FHHE1iDMQrxyi8MIP2/EFffQQj/FjsOUA3HEDQXMQruYi8NeLm/ES9vQQj7rjsPq8nDEx2bLQtK1i8N3J2/EBj3QQlYIj8MD7HDEvKLKQvi4i8NeLm/E+3jPQnsLj8Pq8nDEwivKQlSgi8MIP2/EAQLPQtjyjsOUA3HEjEfKQlZ6i8OyT2/Eyx3PQtnMjsM+FHHEBUFiQ7egAsMcgIPEsWBoQ9ApBsNiYoTEKYliQ9ZbAsObfIPE1ahoQ+/kBcPhXoTEm9diQ1dbAsMldIPER/doQ3DkBcNrVoTEZv5iQ4afAsOva4PEEh5pQ54oBsP1TYTE0eZiQ3AAA8MuaIPEfQZpQ4mJBsN0SoTErJ5iQ1JFA8Ova4PEWb5oQ2vOBsP1TYTEO1BiQ9BFA8MldIPE529oQ+nOBsNrVoTEcCliQ6IBA8ObfIPEHEloQ7uKBsPhXoTE32BoQ+spBsNcYoTEjIBuQwOzCcOiRIXE26hoQzDlBcPcXoTEiMhuQ0huCcMjQYXEIfdoQ7HkBcNrVoTEzhZvQ8ptCcOxOIXE1x1pQ7ooBsP6TYTEgz1vQ9KxCcNAMIXETwZpQ26JBsN7SoTE+yVvQ4cSCsPBLIXEU75oQynOBsP6TYTE/91uQ0JXCsNAMIXEDXBoQ6jOBsNrVoTEuo9uQ8BXCsOxOIXEWEloQ5+KBsPcXoTEBGluQ7gTCsMjQYXEwv4Yv+GpsD4AICjFwv4Yv+GpsD4AwCjFReU2vtmkKj8AICjFReU2vtmkKj8AwCjF4qmwPsP+GD8AICjF4qmwPsP+GD8AwCjF2aQqP0flNj4AICjF2aQqP0flNj4AwCjFw/4YP+GpsL4AICjFw/4YP+GpsL4AwCjFSeU2PtmkKr8AICjFSeU2PtmkKr8AwCjF4KmwvsP+GL8AICjF4KmwvsP+GL8AwCjF2KQqv0flNr4AICjF2KQqv0flNr4AwCjFe7slP1tJcT4AwCjFe7slP1tJcT4AYCnFJNgfP8ASlb4AwCjFJNgfP8ASlb4AYCnFXUlxPnq7Jb8AwCjFXUlxPnq7Jb8AYCnFvxKVviTYH78AwCjFvxKVviTYH78AYCnFerslv1tJcb4AwCjFerslv1tJcb4AYCnFI9gfv8ASlT4AwCjFI9gfv8ASlT4AYCnFWUlxvnq7JT8AwCjFWUlxvnq7JT8AYCnFwRKVPiTYHz8AwCjFwRKVPiTYHz8AYCnFDuJwvod0Jb8AYCnFDuJwvod0Jb8AACrFtZMfv+7SlL4AYCnFtZMfv+7SlL4AACrFh3QlvxDicD4AYCnFh3QlvxDicD4AACrF7dKUvraTHz8AYCnF7dKUvraTHz8AACrFEuJwPod0JT8AYCnFEuJwPod0JT8AACrFtpMfP+7SlD4AYCnFtpMfP+7SlD4AACrFiHQlPxDicL4AYCnFiHQlPxDicL4AACrF79KUPraTH78AYCnF79KUPraTH78AACrFX8evvpo6GD8AACrFX8evvpo6GD8AoCrFyfo1Pg/KKT8AACrFyfo1Pg/KKT8AoCrFmjoYP2DHrz4AACrFmjoYP2DHrz4AoCrFD8opP8j6Nb4AACrFD8opP8j6Nb4AoCrFYMevPpo6GL8AACrFYMevPpo6GL8AoCrFxvo1vg/KKb8AACrFxvo1vg/KKb8AoCrFmToYv2DHr74AACrFmToYv2DHr74AoCrFDsopv8j6NT4AACrFDsopv8j6NT4AoCrFYdEsP5bH870AoCrFYdEsP5bH870AQCvFjU7JPnu/D78AoCrFjU7JPnu/D78AQCvFk8fzvWDRLL8AoCrFk8fzvWDRLL8AQCvFe78Pv4xOyb4AoCrFe78Pv4xOyb4AQCvFYNEsv5bH8z0AoCrFYNEsv5bH8z0AQCvFi07Jvnu/Dz8AoCrFi07Jvnu/Dz8AQCvFmsfzPWDRLD8AoCrFmsfzPWDRLD8AQCvFfL8PP4xOyT4AoCrFfL8PP4xOyT4AQCvF2DMGv/Q34b4AQCvF2DMGv/Q34b4A4CvFtYUuv7BMdD0AQCvFtYUuv7BMdD0A4CvF8zfhvtgzBj8AQCvF8zfhvtgzBj8A4CvFuEx0PbWFLj8AQCvFuEx0PbWFLj8A4CvF2DMGP/Q34T4AQCvF2DMGP/Q34T4A4CvFtYUuP7BMdL0AQCvFtYUuP7BMdL0A4CvF9DfhPtgzBr8AQCvF9DfhPtgzBr8A4CvFqEx0vbWFLr8AQCvFqEx0vbWFLr8A4CvFPxqqviem972oJTfFLP/JQKcKE0DLljfFYjG2vt6lfD4AJDfFuj3JQDaSKkAjlTfFQh0vvrKP8D4AIDfF5ifPQM/ZOEAjkTfFQXnpPZHh1T4AHDfFtUbYQAuENUAjjTfFQRqqPiem9z1YGjfFdELfQAqFIkB7izfFZDG2Pt6lfL4AHDfF5gPgQHv9CkAjjTfFRh0vPrKP8L4AIDfFuhnaQMRr+T8jkTfFOXnpvZHh1b4AJDfF6/rQQKYLAEAjlTfFQDj4PZZ+qj6rxTfFFwYTwOb4ycDPNjjFu1/WPvQC6j0CxDfFw/f/v8T40MAlNTjFmR3xPo+EL74AwDfFS0j5v/Qc2sAjMTjF5zp9Ptuctr7+uzfFKvQKwJ0K4MAhLTjFNzj4vZZ+qr5VujfFmokiwLlI38B4KzjFuV/WvvQC6r3+uzfF0JM1wNtI2MAhLTjFlx3xvo+ELz4AwDfFi+s4wKskz8AjMTjF4jp9vtuctj4CxDfFh5sqwAI3ycAlNTjFpwoTwCz/ycDLNjjFQOmWwP5PT8HupzjFpgsAwOv60MAjNTjFwGmNwN3NUsFGpjjFxGv5v7oZ2sAjMTjF3b6LwEVdV8FGojjFe/0KwOYD4MAjLTjFquKSwFtSWsFGnjjFCoUiwHRC38B7KzjFcaaewKLxWcGenDjFC4Q1wLVG2MAjLTjF8iWowMJzVsFGnjjFz9k4wOUnz8AjMTjF1NCpwFvkUcFGojjFNpIqwLk9ycAjNTjFB62iwEXvTsFGpjjFvG81Pukgnb6rZTjFNO9WwH4jukDP1jjFUPY5vizTyb4CZDjFleVtwFpYt0Al1TjFnDbevoFLgL4AYDjFAw1+wNXwu0Aj0TjFqEbdvo4bIz3+WzjFBe99wMQ7xUAhzTjFuG81vukgnT5VWjjFK51twJvHzUB4yzjFVPY5PizTyT7+WzjFy6ZWwMCS0EAhzTjFnjbePoFLgD4AYDjFXH9GwEX6y0Aj0TjFq0bdPo4bI70CZDjFW51GwFavwkAl1TjF4fVWwEYpukDL1jjFCJ7cwGkPP0HuRznFvt5twMZft0Aj1TjFdxLowKqqPUFGRjnFq/x9wI31u0Aj0TjFbSHwwI31P0FGQjnFvt59wAQ7xUAjzTjFdxLwwEiYREFGPjnFf5ZtwNTBzUB7yzjFV+7nwLDbSEGePDnFoq1WwFOL0EAjzTjF6XncwHBASkFGPjnFtY9GwI31y0Aj0TjF8mrUwI31R0FGQjnFoq1GwBawwkAj1TjF6XnUwNFSQ0FGRjnF7ESyvix4ez2oBTnF2rHTQFpPlb/LdjnFTz49vgh/yD4ABDnFNuzYQLMWVr8jdTnF2NCxPVwc/D4AADnFbJ3hQAlIPL8jcTnFNX2dPtMKnD4A/DjF/K3oQM5QbL8jbTnF7kSyPix4e71Y+jjFd/rpQN0Gpb97aznFUz49Pgh/yL4A/DjFG8DkQN5Kz78jbTnF0NCxvVwc/L4AADnF5Q7cQDMy3L8jcTnFM32dvtMKnL4ABDnFVf7UQNAtxL8jdTnFO6uKPse2aD6oRTrFVaukwIYsisDLtjrFI2nWPnSR4b0ARDrFd++fwIL4lMAjtTrFvI2kPn0bxL4AQDrFLQ2jwPSzncAjsTrFL20SPRfy3L4APDrFLjGswF5Bn8AjrTrFOauKvse2aL5YOjrFvAC2wPO3mMB7qzrFIWnWvnSR4T0APDrFm7y6wPbrjcAjrTrFuo2kvn0bxD4AQDrF5J63wIQwhcAjsTrFH20SvRfy3D4ARDrF43quwBujg8AjtTrF", 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", 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DeD7cZ2PE/ZS2QFk0mUBpLGXE17zkPgWk8L3ubmPE1qG7QKyvjUB7M2XElYyvPho20b4AgGPE0k64QNtehECMRGXE7jUcPZa1674SkWPEdY6uQOO2gkCeVWXEo45BQnWECEH9dnzEaGldQtgpHEGJO37EJ7lBQtKCDkE1cHzE7JNdQjYoIkHBNH7Eb6BCQhSVEUHXX3zENHteQnc6JUFjJH7E/rxDQqbuD0F4T3zEw5dfQgmUI0EFFH7EJGhEQvyGCkGxSHzE6kJgQl8sHkE9DX7EoD1EQp6IBEF4T3zEZRhgQgEuGEEFFH7EWFZDQlx2AUHXX3zEHTFfQsAbFUFjJH7EyTlCQsscA0E1cHzEjhReQi7CFkHBNH7EOmpdQmwqHEF8O37E/0R5QtDPL0EEAIDEppRdQlUlIkG4NH7Ea295QrnKNUFE+X/EaHteQtI1JUFjJH7ELVZ6QjXbOEHv6H/EVJdfQleQI0EOFH7EGXJ7Qro1N0Ga2H/EF0JgQssrHkFKDX7E3Bx8Qi7RMUHX0X/EqxdgQuIwGEEOFH7EcPJ7QkXWK0Ga2H/E6TBfQmUgFUFjJH7Ergt7QsnFKEHv6H/E/hReQuDFFkG4NH7Ew+95QkRrKkFE+X/E0UV5QmTQL0H7/3/ES5CKQsh1Q0FE4oDEJXB5QtjHNUE7+X/EdaWKQjxtSUHk3oDEYlZ6Qo/WOEHv6H/EkxiLQvN7TEG+1oDEqXF7QggyN0Gk2H/EN6aLQmzXSkGYzoDEChx8QprQMUHk0X/EaPuLQv11RUE4y4DEtvF7QibZK0Gk2H/EPuaLQol+P0GYzoDEegt7Qm/KKEHv6H/EH3OLQtJvPEG+1oDEMvB5QvZuKkE7+X/EfOWKQlkUPkHk3oDE0bucQYAv5EB6soTEBeTRQbbJGEHAlIXEAoqcQX9N8EAQr4TENrLRQbXYHkFWkYXE5A+eQQuo90DTpoTEFzjTQfuFIkEZiYXEE2mgQV/w9UCVnoTER5HVQSaqIUHbgIXEZjWiQQoo7EArm4TEml3XQfvFHEFyfYXENmeiQQsK4ECVnoTEao/XQfy2FkHbgIXEVOGgQX+v2EDTpoTEiAnWQbYJE0EZiYXEJIieQSpn2kAQr4TEWLDTQYvlE0FWkYXEluXRQdrKGEG5lIXE5YYDQtB8P0H/dobE5LPRQWHWHkFRkYXEDG4DQleIRUGYc4bE5jjTQYyBIkEZiYXEjTAEQoIzSUFfa4bEvZDVQTSmIUHggIXEeVwFQitYSEEmY4bECVzXQdfEHEF4fYXEHkIGQs12Q0G/X4bEvI3XQVC5FkHggIXE+FoGQkZrPUEmY4bEuQjWQSUOE0EZiYXEd5gFQhvAOUFfa4bE4rDTQX3pE0FRkYXEi2wEQnObOkGYc4bEj9AYQW3t0cGY1IvEhYI/QdGKA8LetozEvcoeQUm80cE60YvEs3xFQT5yA8KAs4zEYGsiQe8808EZyYvEVx1JQZEyBMJfq4zEfpIhQQ2O1cH4wIvEdERIQSBbBcI+o4zEIr8cQTJU18GavYvEGHFDQTM+BsLgn4zE9MQWQVaF18H4wIvE6nY9QcVWBsI+o4zEUSQTQbAE1sEZyYvER9Y5QXKWBcJfq4zEM/0TQZKz08E60YvEKa86QeNtBMKAs4zEqYM/QZmLA8LXtozEoDVmQbMfHsIdmY3EX3pFQRVzA8J7s4zEVSxsQS8HHsLBlY3E5xhJQfkyBMJfq4zE3cpvQRPHHsKljY3Eg0BIQdxaBcJDo4zEefJuQfXuH8KJhY3E9G9DQWo9BsLnn4zE6iFqQYTRIMItgo3EP3k9Qe5VBsJDo4zENStkQQjqIMKJhY3Etto5QQuWBcJfq4zErIxgQSUqIMKljY3EGrM6QShuBMJ7s4zEEWVhQUICH8LBlY3ExDZmQXwgHsIXmY3EXXSGQZa0OMJde47EASpsQQYIHsK9lY3E+22JQSCcOMIDeI7EbsZvQXrHHsKljY3EMjyLQZRbOcLrb47EiO5uQbHuH8KOhY3EP9CKQcuCOsLUZ47ExiBqQbzQIMIzgo3EXmmIQdZkO8J6ZI7EiS1kQTHpIMKOhY3Ev2+FQUt9O8LUZ47EG5FgQb0pIMKljY3EiaGDQde9OsLrb47EAmlhQYcCH8K9lY3EfA2EQaGWOcIDeI7E73SGQV61OMJWe47E6s2ZQXhJU8KdXY/E0WyJQfecOML+d47EzMWcQRExU8JEWo/E+zmLQftbOcLrb47E9pKeQRXwU8IyUo/ERs6KQYaCOsLYZ47EQSeeQaAWVcIfSo/EzGiIQQ1kO8KAZI7Ex8GbQSf4VcLGRo/E6nCFQXR8O8LYZ47E5cmYQY4QVsIfSo/EwKODQXC9OsLrb47Eu/yWQYpRVcIyUo/EdQ+EQeaWOcL+d47EcGiXQQArVMJEWo/EfM6ZQUFKU8KWXY/EdyetQVvebcLcP5DEosScQegxU8JAWo/Enh2wQQLGbcKGPJDEvpCeQXzwU8IyUo/EuemxQZaEbsJ4NJDESSWeQVsWVcIjSo/ERH6xQXWqb8JqLJDENcGbQV73VcLNRo/EMBqvQXiLcMITKZDED8uYQbcPVsIjSo/ECiSsQdGjcMJqLJDE8/6WQSNRVcIyUo/E7leqQT3lb8J4NJDEaGqXQUQrVMJAWo/EY8OqQV6/bsKGPJDECSitQSTfbcLVP5DEBIHAQZ85hMIcIpHEcxywQdnGbcKBPJDEb3XDQXkthMLHHpHEguexQf6EbsJ4NJDEfUDFQYyMhMK+FpHES3yxQTCqb8JuLJDERtXEQSUfhcK0DpHEnhmvQa+KcMIaKZDEmXLCQWWPhcJgC5HENCWsQfqicMJuLJDEL36/QYqbhcK0DpHEJlqqQdXkb8J4NJDEIbO9QXg8hcK+FpHEXMWqQaO/bsKBPJDEVx6+Qd+phMLHHpHELSmtQbXgbcLIP5DEKYLAQWg6hMIOIpHEHxqwQYfIbcJ4PJDEGnPDQVAuhMK+HpHEEuOxQcyFbsJ4NJDEDTzFQfOMhMK+FpHEWnixQaapb8J4LJDEVdHEQeAehcK+DpHEehivQR6JcMInKZDEdXHCQZyOhcJuC5HEiCesQUyhcMJ4LJDEg4C/QbOahcK+DpHElV6qQQfkb8J4NJDEkLe9QRA8hcK+FpHETcmqQS3AbsJ4PJDESCK+QSOqhMK+HpHEiXmQQTfTJkFYMozE7HbBQcNkX0GeFI3E38OPQXaoLEH4LozEQsHAQQI6ZUE/EY3Euu6QQfTCMEHTJozEHezBQYBUaUEZCY3EB0uTQVa7MEGtHozEa0jEQeJMaUHzAI3EynaVQRGWLEFNG4zELnTGQZ0nZUGT/YzEdCyWQdLAJkGtHozE1ynHQV5SX0HzAI3EmgGVQVSmIkHTJozE/f7FQeA3W0EZCY3ETKWSQfKtIkH4LozEr6LDQX4/W0E/EY3EXnjBQW5mX0GYFI3EwXXyQf37i0He9o3EHsPAQUw4ZUE6EY3EgcDxQezkjkGA843ES+3BQWpQaUEZCY3EruryQfvwkEFf643EO0jEQdBIaUH4AI3EnkX1QS7tkEE+443EvHLGQfIlZUGa/YzEH3D3Qb/bjkHg343E/CfHQRRUX0H4AI3EXyX4QdDyi0E+443Ez/3FQfY7W0EZCY3EMvv2QcHmiUFf643E36LDQZBDW0E6EY3EQqD0QY7qiUGA843EM3fyQdP8i0HX9o3ES7oRQplFqEEd2Y7EXMLxQRHkjkF7843E4F8RQtcsq0HB1Y7E3OvyQfDukEFf643EoPQRQrY3rUGlzY7EbkX1QSXrkEFD443EaCETQuszrUGJxY7ErW73QenajkHn343ECDYUQq8jq0Etwo7EhCP4Qavzi0FD443EdJAUQnE8qEGJxY7EBPr2QczoiUFf643EtPsTQpIxpkGlzY7EcqD0QZfsiUF7843E684SQl01pkHB1Y7EBLsRQm5GqEEX2Y7EtjkqQjSPxEFdu4/EzWARQvwrq0G91Y7Ef98pQsJ0x0EDuI/EN/URQqs1rUGlzY7E6HMqQnF+yUHrr4/EUCETQuIxrUGOxY7EAqArQqh6yUHUp4/ETzUUQtoiq0Ezwo7EAbQsQqBrx0F6pI/Eho8UQkw9qEGOxY7EOA4tQhKGxEHUp4/EHfsTQp0zpkGlzY7EznksQmN8wkHrr4/EA88SQmY3pkG91Y7EtE0rQiyAwkEDuI/EsCoZwLcpWcES0I3EPsBnwGZKpMFYso7E96QDwDvTW8GyzI3EhDpSwCifpcH4ro7EtCX6v1hAYMGMxI3EaKhLwLbVp8HTpo7Etk0JwEzZY8FnvI3ERONXwDCiqcGtno7EhyshwJqCZMEHuY3EFcFvwNf2qcFNm47EQLE2wBbZYcFnvI3EZ6OCwBWiqMGtno7EXUM9wPlrXcGMxI3EdeyFwIdrpsHTpo7EgQgxwAbTWcGyzI3ED55/wA2fpMH4ro7Ej8JnwApMpMFSso7EDyybwJUB3MGYlI/ETUlSwAegpcH0ro7EbW+QwJFV3cE6kY/E/7pLwE3Vp8HTpo7ERiiNwNiK38EZiY/Exe5XwLygqcGyno7EKkKTwEdW4cH4gI/Ew75vwDL1qcFUm47EKSqfwL2q4cGafY/EA5yCwDahqMGyno7EyuapwMBW4MH4gI/EKuOFwO9rpsHTpo7E8S2twHoh3sEZiY/EjZJ/wIGgpMH0ro7EDhSnwAtW3ME6kY/ENy2bwDkD3MGRlI/E/nfCwGLcCcLXdpDE0naQwHBW3cE1kY/EmcG3wP2FCsJ7c5DEkjGNwG+K38EZiY/EWHy0wPyfC8Jfa5DE6keTwNNU4cH8gI/EsZK6wC+FDMJDY5DEACmfwBip4cGgfY/Ex3PGwFGvDMLnX5DEZd+pwOFV4MH8gI/ELCrRwLUFDMJDY5DEpiStwOIh3sEZiY/EbG/UwLbrCsJfa5DETQ6nwH5X3ME1kY/EFFnOwIQGCsJ7c5DEJ3nCwDTdCcLRdpDE7sPpwPm3JcIXWZHE/ci3wG2GCsJ3c5DExBPfwDJhJsK9VZHEpIW0wMifC8Jfa5DEa9DbwI16J8KlTZHEcpi6wHWEDMJHY5DEOePhwDpfKMKORZHEnnLGwH+uDMLtX5DEZb3twESJKMIzQpHEyCLRwEYFDMJHY5DEj234wAvgJ8KORZHEIWbUwOvrCsJfa5DE6LD7wLDGJsKlTZHEU1POwD4HCsJ3c5DEGp71wAPiJcK9VZHEFsXpwMu4JcIQWZHE74cIwZCTQcJWO5LEKBvfwKJhJsK4VZHE9zIDwWc8QsL+N5LEttnbwFl6J8KlTZHEPpIBwR5VQ8LrL5LE+ejhwIBeKMKSRZHE4JkEwUU5RMLYJ5LEPLztwHKIKMI6QpHEgoMKwTdjRMKAJJLEK2b4wJvfJ8KSRZHEedgPwWC6Q8LYJ5LEnaf7wOTGJsKlTZHEMnkRwamhQsLrL5LEWZj1wL3iJcK4VZHEkHEOwYK9QcL+N5LEA+39vfVprr6ay4/EcNgSQDC6yUDgrZDEVE3bviBk7700yI/EXLz+Pz/j0EB6qpDEkqj2vn2NMz4AwI/EjeX3Pzw92kBGopDElYaBvovPuj7Mt4/EBpcKQMhN4EASmpDEBu39PfVprj5mtI/EQbciQG+H30CslpDEVE3bPiBk7z3Mt4/EgzE2QGBe2EASmpDEk6j2Pn2NM74AwI/E65w5QGQEz0BGopDEloaBPovPur40yI/Eq/gqQNfzyEB6qpDEAd0SQHbAyUDZrZDEbdKWQKMwT0EfkJHE59v+P2bl0EB1qpDE5hqNQBvDUkG8jJHEBgn4PwE62kBGopDELmaLQGhtV0GMhJHEVqAKQBFH4EAXmpDEF7SSQPBzWkFdfJHEsLIiQCmB30CzlpDERL2eQP0QWkH5eJHEviE2QDlc2EAXmpDEy3SoQIR+VkFdfJHELos5QJ4Hz0BGopDEgymqQDfUUUGMhJHEW+8qQI76yEB1qpDEmtuiQK/NTkG8jJHEg9RWQGAMusC47ZHEWY3cQPYAP8H+z5LE8QBuQKg6t8Be6pHEkSPoQBuYPcGkzJLEZ05+QPXdu8BG4pHES0rwQMHpP8GMxJLEIjB+QMQ+xcAv2pHEKTvwQCiaRMF1vJLE3bdtQLrezcDV1pHEB//nQCPqSMEbuZLEb4tWQHGw0MAv2pHEz2jcQP9SSsF1vJLE+T1GQCUNzMBG4pHEFULUQFkBSMGMxJLEPlxGQFaswsBe6pHEN1HUQPFQQ8GkzJLEsJDcQNoDP8H3z5LE5NkmQVB/kME+spPEJSDoQNGbPcGfzJLEn6EsQUzLj8HlrpPEH0LwQB3sP8GMxJLEm7IwQXLzkMHTppPEBTPwQMiZRMF5vJLED6swQUdKk8HAnpPEsPvnQD/nSMEhuZLEZI8sQQNxlcFom5PEO2zcQElPSsF5vJLEqccmQQgllsHAnpPEQUrUQP3+R8GMxJLErbYiQeL8lMHTppPEW1nUQFFRQ8GfzJLEOb4iQQymksHlrpPEj9smQcKAkME3spPEG21fQSV+wcF9lJTE6Z8sQSfNj8HhrpPEdTFlQYrKwMEnkZTEha4wQaD0kMHTppPEEUBpQQPywcEZiZTE/aYwQRdKk8HEnpPEiThpQXtHxMELgZTEuY0sQZFvlcFum5PERR9lQfRsxsG0fZTEX8kmQSwjlsHEnpPE61pfQZAgx8ELgZTEw7oiQbT7lMHTppPET0xbQRf5xcEZiZTES8IiQTymksHhrpPE11NbQZ+jw8EnkZTExm5fQZd/wcF2lJTEKQCMQfp88sG9dpXEvy9lQWXMwMEikZTEpuCOQcjJ8cFoc5XE+ztpQTHzwcEZiZTExOaQQZTw8sFfa5XEdzRpQUtHxMEPgZTEAuOQQa5E9cFVY5XEmh1lQYJrxsG7fZTEk9eOQeZo98EBYJXEoVxfQbUex8EPgZTEFveLQRgc+MFVY5XEZVBbQen3xcEZiZTE+PCJQUz19sFfa5XE6VdbQc+jw8EikZTEuvSJQTKh9MFoc5XE/wCMQWx+8sG2dpXExUmoQei9EcL8WJbEy9+OQaPL8cFkc5XEkSirQYNkEcKqVZbEuOSQQcLx8sFfa5XEfi2tQZP3EcKlTZbE+eCQQX5E9cFaY5XEvymtQfAgE8KgRZbEvdaOQXRn98EIYJXEgx+rQWsyFMJOQpbE8feLQT0a+MFaY5XEt0CoQdCLFMKgRZbEBPOJQR709sFfa5XEyjumQcH4E8KlTZbEw/aJQWKh9MFkc5XEiT+mQWPPEsKqVZbEmkqoQaG+EcL1WJbEYJPEQVI9KsI8O5fEtierQXFlEcKlVZbEfHDHQSLkKcLrN5fEcyutQSr4EcKlTZbEOXTJQdt2KsLrL5fEtietQdggE8KlRZbEfHDJQYqfK8LrJ5fErh6rQbIxFMJVQpbEdGfHQWSwLMKbJJfEkkGoQeKKFMKlRZbEWIrEQZQJLcLrJ5fE1T2mQSr4E8KlTZbEm4bCQdt2LMLrL5fEkkGmQXvPEsKlVZbEWIrCQSxOK8LrN5fEAJaMvmTua754S5LEqYykQMkSikC/LZPE+F/Zvsev5D0cSJLECcCfQPsElUBjKpPEHNSmvozRxj4AQJLEx+iiQFXfnUBGIpPEXnMUvQ4A4D7kN5LEIi2sQD1yn0AqGpPEAJaMPmTuaz6INJLEaR+2QK/RmEDOFpPE+F/ZPsev5L3kN5LECOy6QH3fjUAqGpPEHdSmPozRxr4AQJLES8O3QCQFhUBGIpPEZXMUPQ4A4L4cSJLE8H6uQDtyg0BjKpPExZGkQBMXikC4LZPE5/MoQajEDUH+D5TE8cefQOcClUBeKpPE/Y4mQZI6E0GkDJTE2O6iQBrYnUBGIpPEcCIoQSulF0GMBJTEzy2sQBhqn0AvGpPE7MEsQSpuGEF1/JPETBq2QGXNmEDVFpPEKrgxQdEfFUEb+ZPEIeS6QJHhjUAvGpPEFR00QeepD0F1/JPEOr23QF4MhUBGIpPEoYkyQU0/C0GMBJTEQ36uQGF6g0BeKpPEJuotQU52CkGkDJTEdfYoQc3GDUH3D5TEeqF/Qet/VkE+8pTE8ZImQYg5E0GfDJTE9T19QabyW0Hl7pTEeSUoQY6hF0GMBJTEfdB+QaxaYEHT5pTEQsIsQRhqGEF5/JPEo7aBQTYjYUHA3pTEnLUxQawdFUEh+ZPEUDCEQcrWXUFo25TEIRk0QfGqD0F5/JPEE2KFQQ9kWEHA3pTEmYYyQetCC0GMBJTEzpiEQQn8U0HT5pTEz+ktQWF6CkGfDJTEakqCQX8zU0Hl7pTECKR/QRCCVkE38pTEhierQZedj0F91JXE6UF9QZzxW0Hh7pTEd/apQV1VkkEn0ZXEhtN+QQ9XYEHT5pTERb+qQRaIlEEZyZXEzraBQSMfYUHE3pTEUQytQSHslEELwZXECS+EQaXUXUFu25TEi4SvQeFGk0G0vZXEGWCFQRllWEHE3pTEm7WwQRyPkEELwZXESpeEQab/U0HT5pTEzOyvQWJcjkEZyZXEP0qCQZI3U0Hh7pTEwZ+tQVj4jUEn0ZXEzSirQaqej0F21JXEUH7WQTn7s0G9tpbEcPipQdhUkkEi0ZXE803VQWextkFos5bEycCqQUiGlEEZyZXESxbWQdfiuEFfq5bEfAytQRfqlEEPwZXE/mHYQaZGuUFVo5bERIOvQc9Fk0G7vZXExtjaQV6it0EBoJbEobOwQaGPkEEPwZXEIwncQTDstEFVo5bESOuvQTFejkEZyZXEykDbQcC6skFfq5bElp+tQWH6jUEi0ZXEGPXYQfBWskFos5bEl3/WQUv8s0G2tpbEjeoAQtpY2EH8mJfE7E/VQeKwtkFks5bEt1IAQnEN20GqlZfE0BfWQQjhuEFfq5bEqbYAQpc93UGljZfEKWLYQZ1EuUFao5bE1tsBQiyh3UGghZfEf9faQUuht0EIoJbEgRYDQtv920FOgpfEKQfcQbXstEFao5bEVq4DQkRJ2UGghZfERj/bQY+8skFfq5bEZEoDQh4Z10GljZfE7fTYQfpYskFks5bENyUCQom11kGqlZfEMOsAQu1Z2EH1mJfE8ZUWQny2/EE8e5jEtFMAQuwM20GllZfEdf4VQntp/0Hrd5jEa7cAQsg73UGljZfELGIWQizMAELrb5jE69sBQiOf3UGlhZfErIYXQtn9AELrZ5jE3RUDQsj820FVgpfEnsAYQqwsAEKbZJjEWa0DQslJ2UGlhZfEGlgZQlim/UHrZ5jEokkDQu0a10GljZfEY/QYQnx3+0Hrb5jEIiUCQpK31kGllZfE488XQiEU+0Hrd5jEIf4oQTzNDUHjD5TEJal/QVqGVkEq8pTEzJ4mQWk2E0GRDJTE0El9QYfvW0HX7pTEki4oQbaWF0GMBJTEl9l+QdRPYEHT5pTERcMsQeBdGEGI/JPEJbeBQf4WYUHO3pTE8a0xQTwXFUE1+ZPEeyyEQVvQXUF825TERg00QQ+uD0GI/JPEJVyFQS1nWEHO3pTEf30yQcNNC0GMBJTEQpSEQeEGVEHT5pTEzOgtQZmGCkGRDJTE6EmCQbc/U0HX7pTEs6t/QX+IVkEj8pTEXCurQc+gj0Fp1JXExE19QX3uW0HT7pTEZPypQc5TkkEZ0ZXEn9x+QTZMYEHT5pTE0sOqQaqClEEZyZXEULeBQesSYUHT3pTE0gytQQXmlEEZwZXEMyuEQTbOXUGC25TEtoCvQapDk0HIvZXEK1qFQThoWEHT3pTEra+wQauQkEEZwZXEvZKEQX8KVEHT5pTEQOivQc5hjkEZyZXEvUmCQcpDU0HT7pTEP5+tQXT+jUEZ0ZXEAJaMPmTua754y5TEqYykwMkSikC/rZXEXnMUvQ4A4L4cyJTE736uwDtyg0BjqpXEHNSmvozRxr4AwJTESsO3wCQFhUBGopXE+F/Zvsev5L3kt5TECOy6wH3fjUAqmpXEAJaMvmTuaz6ItJTEaR+2wK/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", 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", 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BAAA5AQAAOQEAADoBAAA7AQAAOgEAADwBAAA7AQAAOwEAADwBAAA9AQAAPAEAAD4BAAA9AQAAPQEAAD4BAAA/AQAAPgEAADABAAA/AQAAPwEAADABAAAxAQAAQAEAAEIBAABBAQAAQQEAAEIBAABDAQAAQgEAAEQBAABDAQAAQwEAAEQBAABFAQAARAEAAEYBAABFAQAARQEAAEYBAABHAQAARgEAAEgBAABHAQAARwEAAEgBAABJAQAASAEAAEoBAABJAQAASQEAAEoBAABLAQAASgEAAEwBAABLAQAASwEAAEwBAABNAQAATAEAAE4BAABNAQAATQEAAE4BAABPAQAATgEAAEABAABPAQAATwEAAEABAABBAQAAUAEAAFIBAABRAQAAUQEAAFIBAABTAQAAUgEAAFQBAABTAQAAUwEAAFQBAABVAQAAVAEAAFYBAABVAQAAVQEAAFYBAABXAQAAVgEAAFgBAABXAQAAVwEAAFgBAABZAQAAWAEAAFoBAABZAQAAWQEAAFoBAABbAQAAWgEAAFwBAABbAQAAWwEAAFwBAABdAQAAXAEAAF4BAABdAQAAXQEAAF4BAABfAQAAXgEAAFABAABfAQAAXwEAAFABAABRAQAAYAEAAGIBAABhAQAAYQEAAGIBAABjAQAAYgEAAGQBAABjAQAAYwEAAGQBAABlAQAAZAEAAGYBAABlAQAAZQEAAGYBAABnAQAAZgEAAGgBAABnAQAAZwEAAGgBAABpAQAAaAEAAGoBAABpAQAAaQEAAGoBAABrAQAAagEAAGwBAABrAQAAawEAAGwBAABtAQAAbAEAAG4BAABtAQAAbQEAAG4BAABvAQAAbgEAAGABAABvAQAAbwEAAGABAABhAQAAcAEAAHIBAABxAQAAcQEAAHIBAABzAQAAcgEAAHQBAABzAQAAcwEAAHQBAAB1AQAAdAEAAHYBAAB1AQAAdQEAAHYBAAB3AQAAdgEAAHgBAAB3AQAAdwEAAHgBAAB5AQAAeAEAAHoBAAB5AQAAeQEAAHoBAAB7AQAAegEAAHwBAAB7AQAAewEAAHwBAAB9AQAAfAEAAH4BAAB9AQAAfQEAAH4BAAB/AQAAfgEAAHABAAB/AQAAfwEAAHABAABxAQAAgAEAAIIBAACBAQAAgQEAAIIBAACDAQAAggEAAIQBAACDAQAAgwEAAIQBAACFAQAAhAEAAIYBAACFAQAAhQEAAIYBAACHAQAAhgEAAIgBAACHAQAAhwEAAIgBAACJAQAAiAEAAIoBAACJAQAAiQEAAIoBAACLAQAAigEAAIwBAACLAQAAiwEAAIwBAACNAQAAjAEAAI4BAACNAQAAjQEAAI4BAACPAQAAjgEAAIABAACPAQAAjwEAAIABAACBAQAAkAEAAJIBAACRAQAAkQEAAJIBAACTAQAAkgEAAJQBAACTAQAAkwEAAJQBAACVAQAAlAEAAJYBAACVAQAAlQEAAJYBAACXAQAAlgEAAJgBAACXAQAAlwEAAJgBAACZAQAAmAEAAJoBAACZAQAAmQEAAJoBAACbAQAAmgEAAJwBAACbAQAAmwEAAJwBAACdAQAAnAEAAJ4BAACdAQAAnQEAAJ4BAACfAQAAngEAAJABAACfAQAAnwEAAJABAACRAQAAoAEAAKIBAAChAQAAoQEAAKIBAACjAQAAogEAAKQBAACjAQAAowEAAKQBAAClAQAApAEAAKYBAAClAQAApQEAAKYBAACnAQAApgEAAKgBAACnAQAApwEAAKgBAACpAQAAqAEAAKoBAACpAQAAqQEAAKoBAACrAQAAqgEAAKwBAACrAQAAqwEAAKwBAACtAQAArAEAAK4BAACtAQAArQEAAK4BAACvAQAArgEAAKABAACvAQAArwEAAKABAAChAQAAsAEAALIBAACxAQAAsQEAALIBAACzAQAAsgEAALQBAACzAQAAswEAALQBAAC1AQAAtAEAALYBAAC1AQAAtQEAALYBAAC3AQAAtgEAALgBAAC3AQAAtwEAALgBAAC5AQAAuAEAALoBAAC5AQAAuQEAALoBAAC7AQAAugEAALwBAAC7AQAAuwEAALwBAAC9AQAAvAEAAL4BAAC9AQAAvQEAAL4BAAC/AQAAvgEAALABAAC/AQAAvwEAALABAACxAQAAwAEAAMIBAADBAQAAwQEAAMIBAADDAQAAwgEAAMQBAADDAQAAwwEAAMQBAADFAQAAxAEAAMYBAADFAQAAxQEAAMYBAADHAQAAxgEAAMgBAADHAQAAxwEAAMgBAADJAQAAyAEAAMoBAADJAQAAyQEAAMoBAADLAQAAygEAAMwBAADLAQAAywEAAMwBAADNAQAAzAEAAM4BAADNAQAAzQEAAM4BAADPAQAAzgEAAMABAADPAQAAzwEAAMABAADBAQAA0AEAANIBAADRAQAA0QEAANIBAADTAQAA0gEAANQBAADTAQAA0wEAANQBAADVAQAA1AEAANYBAADVAQAA1QEAANYBAADXAQAA1gEAANgBAADXAQAA1wEAANgBAADZAQAA2AEAANoBAADZAQAA2QEAANoBAADbAQAA2gEAANwBAADbAQAA2wEAANwBAADdAQAA3AEAAN4BAADdAQAA3QEAAN4BAADfAQAA3gEAANABAADfAQAA3wEAANABAADRAQAA4AEAAOIBAADhAQAA4QEAAOIBAADjAQAA4gEAAOQBAADjAQAA4wEAAOQBAADlAQAA5AEAAOYBAADlAQAA5QEAAOYBAADnAQAA5gEAAOgBAADnAQAA5wEAAOgBAADpAQAA6AEAAOoBAADpAQAA6QEAAOoBAADrAQAA6gEAAOwBAADrAQAA6wEAAOwBAADtAQAA7AEAAO4BAADtAQAA7QEAAO4BAADvAQAA7gEAAOABAADvAQAA7wEAAOABAADhAQAA8AEAAPIBAADxAQAA8QEAAPIBAADzAQAA8gEAAPQBAADzAQAA8wEAAPQBAAD1AQAA9AEAAPYBAAD1AQAA9QEAAPYBAAD3AQAA9gEAAPgBAAD3AQAA9wEAAPgBAAD5AQAA+AEAAPoBAAD5AQAA+QEAAPoBAAD7AQAA+gEAAPwBAAD7AQAA+wEAAPwBAAD9AQAA/AEAAP4BAAD9AQAA/QEAAP4BAAD/AQAA/gEAAPABAAD/AQAA/wEAAPABAADxAQAAAAIAAAICAAABAgAAAQIAAAICAAADAgAAAgIAAAQCAAADAgAAAwIAAAQCAAAFAgAABAIAAAYCAAAFAgAABQIAAAYCAAAHAgAABgIAAAgCAAAHAgAABwIAAAgCAAAJAgAACAIAAAoCAAAJAgAACQIAAAoCAAALAgAACgIAAAwCAAALAgAACwIAAAwCAAANAgAADAIAAA4CAAANAgAADQIAAA4CAAAPAgAADgIAAAACAAAPAgAADwIAAAACAAABAgAAEAIAABICAAARAgAAEQIAABICAAATAgAAEgIAABQCAAATAgAAEwIAABQCAAAVAgAAFAIAABYCAAAVAgAAFQIAABYCAAAXAgAAFgIAABgCAAAXAgAAFwIAABgCAAAZAgAAGAIAABoCAAAZAgAAGQIAABoCAAAbAgAAGgIAABwCAAAbAgAAGwIAABwCAAAdAgAAHAIAAB4CAAAdAgAAHQIAAB4CAAAfAgAAHgIAABACAAAfAgAAHwIAABACAAARAgAAIAIAACICAAAhAgAAIQIAACICAAAjAgAAIgIAACQCAAAjAgAAIwIAACQCAAAlAgAAJAIAACYCAAAlAgAAJQIAACYCAAAnAgAAJgIAACgCAAAnAgAAJwIAACgCAAApAgAAKAIAACoCAAApAgAAKQIAACoCAAArAgAAKgIAACwCAAArAgAAKwIAACwCAAAtAgAALAIAAC4CAAAtAgAALQIAAC4CAAAvAgAALgIAACACAAAvAgAALwIAACACAAAhAgAAMAIAADICAAAxAgAAMQIAADICAAAzAgAAMgIAADQCAAAzAgAAMwIAADQCAAA1AgAANAIAADYCAAA1AgAANQIAADYCAAA3AgAANgIAADgCAAA3AgAANwIAADgCAAA5AgAAOAIAADoCAAA5AgAAOQIAADoCAAA7AgAAOgIAADwCAAA7AgAAOwIAADwCAAA9AgAAPAIAAD4CAAA9AgAAPQIAAD4CAAA/AgAAPgIAADACAAA/AgAAPwIAADACAAAxAgAAQAIAAEICAABBAgAAQQIAAEICAABDAgAAQgIAAEQCAABDAgAAQwIAAEQCAABFAgAARAIAAEYCAABFAgAARQIAAEYCAABHAgAARgIAAEgCAABHAgAARwIAAEgCAABJAgAASAIAAEoCAABJAgAASQIAAEoCAABLAgAASgIAAEwCAABLAgAASwIAAEwCAABNAgAATAIAAE4CAABNAgAATQIAAE4CAABPAgAATgIAAEACAABPAgAATwIAAEACAABBAgAAUAIAAFICAABRAgAAUQIAAFICAABTAgAAUgIAAFQCAABTAgAAUwIAAFQCAABVAgAAVAIAAFYCAABVAgAAVQIAAFYCAABXAgAAVgIAAFgCAABXAgAAVwIAAFgCAABZAgAAWAIAAFoCAABZAgAAWQIAAFoCAABbAgAAWgIAAFwCAABbAgAAWwIAAFwCAABdAgAAXAIAAF4CAABdAgAAXQIAAF4CAABfAgAAXgIAAFACAABfAgAAXwIAAFACAABRAgAAYAIAAGICAABhAgAAYQIAAGICAABjAgAAYgIAAGQCAABjAgAAYwIAAGQCAABlAgAAZAIAAGYCAABlAgAAZQIAAGYCAABnAgAAZgIAAGgCAABnAgAAZwIAAGgCAABpAgAAaAIAAGoCAABpAgAAaQIAAGoCAABrAgAAagIAAGwCAABrAgAAawIAAGwCAABtAgAAbAIAAG4CAABtAgAAbQIAAG4CAABvAgAAbgIAAGACAABvAgAAbwIAAGACAABhAgAAcAIAAHICAABxAgA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ou8F9/j7EHqQLw936xMEJw0DEcKIEwxEPuMF/BT/EIZkLw8PhwcEMykDEqmYEw6h4tsFrFj/EW10Lw1pLwMH42kDEHx0EwwJTt8FXJz/E0BMLw7QlwcHj60DEz7SZQfsmU8KEPTPEyg2tQRW7bcIRAjXEB/mcQSAMU8IoNjPEAlKwQTqgbcK0+jTEhPSeQVTeU8JjJDPEf02yQW5ybsLv6DTE/n2eQXUiVcKeEjPE+daxQY+2b8Iq1zTE4tqbQaQaVsJCCzPE3jOvQb6ucMLOzzTEqpaYQX81VsKeEjPEpe+rQZnJcMIq1zTELZuWQUtjVcJjJDPEKPSpQWX3b8Lv6DTEtBGXQSofVMIoNjPEr2qqQUSzbsK0+jTETVZ+wVxNtMKVE0HE2P2Iwb46wsIh2ELEuqB4wcCntMJrDEHEDyOGwSOVwsL40ELEg+J2wQs+tcIh+0DE80OFwW0rw8Ktv0LECiF6wTK4tcLX6UDEN+OGwZSlw8JjrkLE5jqAwabOtcKt4kDEmA2KwQm8w8I5p0LEsBWDwUJ0tcLX6UDEYeiMwaRhw8JjrkLEy/SDwffdtMIh+0DEfceNwVrLwsKtv0LEiFWCwdBjtMJrDEHEOSiMwTNRwsL40ELENQlXwfJwmMKxij3EmK5qwVVepsI+Tz/EK0dRwRzMmMJ4gz3EjuxkwX+5psIFSD/EJYVPwa9jmcIIcj3EiSpjwRFRp8KVNj/EwspSweDemcKYYD3EJXBmwUPMp8IkJT/EVy1ZwYb1mcJfWT3EutJswejip8LrHT/EYe9ewVyamcKYYD3ExJRywb6Hp8IkJT/EZrFgwckCmcIIcj3EylZ0wSzwpsKVNj/EymtdwZiHmMJ4gz3ELRFxwfp0psIFSD/E2B8Iwws6IkN/n2HEaqsMw7ykJ0MLZGPE0HcIw3oTIkO/mGHEYgMNwyp+J0NLXWPE9b4Iw90sIkNziGHEh0oNw42XJ0MATWPEm8sIw1Z3IkMoeGHELVcNwwbiJ0O0PGPEWZYIw0XHIkNocWHE6yENw/UxKEP0NWPEYT4Iw9ftIkMoeGHE88kMw4dYKEO0PGPEPPcHw3PUIkNziGHEzoIMwyQ/KEMATWPEluoHw/qJIkO/mGHEKHYMw6r0J0NLXWPEjasMw+WkJ0P+Y2PEHjcRw5UPLUOKKGXEUQMNw2l+J0NCXWPE444RwxrpLEPOIWXETUoNw76XJ0MATWPE39URw24CLUOMEWXE7FYNwwziJ0O+PGPEfuIRw7xMLUNKAWXEyCENw8wxKEMCNmPEWq0Rw32cLUOO+mTEBMoMw0hYKEO+PGPEllURw/jCLUNKAWXECIMMw/M+KEMATWPEmg4Rw6OpLUOMEWXEaXYMw6X0J0NCXWPE+wERw1VfLUPOIWXEQTcRw74PLUN9KGXE08IVw256MkMJ7WbE0o4Rw1npLEPFIWXEZBoWwwlUMkNR5mbEpdURw58CLUOMEWXEN2EWw09tMkMY1mbEPOIRw8JMLUNTAWXEzm0Ww3K3MkPgxWbEOK0Rw1ScLUOb+mTEyjgWwwQHM0Mov2bEplURw7nCLUNTAWXEOOEVw2ktM0PgxWbE1A4Rw3OpLUOMEWXEZZoVwyMUM0MY1mbEPAIRw1BfLUPFIWXEzo0VwwDKMkNR5mbE9cIVw5d6MkP87GbEh04aw0flN0OIsWjEVBoWw0hUMkNI5mbE5aUaw/m+N0PUqmjE/WAWw39tMkMY1mbEj+wawzDYN0OlmmjEjW0Ww3e3MkPpxWbEH/kawyciOEN2imjEpzgWw9sGM0M1v2bEOcQaw4txOEPBg2jESeEVwyotM0PpxWbE22waw9qXOEN2imjEn5oVw/MTM0MY1mbEMSYaw6N+OEOlmmjED44Vw/vJMkNI5mbEoRkaw6s0OEPUqmjEqU4aw3DlN0N7sWjEO9oewyBQPUMHdmrE1aUawzi/N0PLqmjEZzEfw+gpPUNXb2rEVewaw2DYN0OlmmjE53cfwxFDPUMxX2rE3vgawy0iOEN/imjEcIQfw92MPUMLT2rEF8Qaw2JxOEPPg2jEqU8fwxPcPUNbSGrE62waw5uXOEN/imjEffgew0sCPkMLT2rEayYaw3J+OEOlmmjE/bEewyPpPUMxX2rE4hkaw6Y0OEPLqmjEdKUew1afPUNXb2rECi8Owk6XSUPy2nPEYxgTwv+NUEN/n3XE56wPwuOhSUMy1HPEQJYUwpSYUEO/mHXElXAQwnLbSUPnw3PE7lkVwiPSUENziHXEcwcQwkQiSkObs3PEzPAUwvUYUUMoeHXEGK8OwtxMSkPbrHPEcZgTwo1DUUNocXXEOzENwkdCSkObs3PEkxoSwvg4UUMoeHXEjW0MwrgISkPnw3PE5lYRwmn/UENziHXEr9YMwubBSUMy1HPECMARwpe4UEO/mHXEiBgTwjSOUENxn3XE4QEYwuWEV0P+Y3fEiJUUwsKYUEO1mHXE4X4ZwnSPV0NCXXfExFgVwjDSUENziHXEHUIawuHIV0MATXfE4O8UwtkYUUMxeHXEONkZwooPWEO+PHfES5gTwllDUUN1cXXEpIEYwgo6WEMCNnfETBsSwso4UUMxeHXEpAQXwnsvWEO+PHfED1gRwlz/UENziHXEaEEWwg32V0MATXfE9MARwrO4UEO1mHXETaoWwmSvV0NCXXfEBgIYwhmFV0PwY3fEX+scwst7XkN9KHnEKX4ZwqKPV0M4XXfEgmcewlOGXkPFIXnE9EAawu/IV0MATXfETSofwqC/XkOMEXnETNgZwm4PWEPHPHfEpcEewiAGX0NTAXnEf4EYwtU5WEMPNnfE2GodwocwX0Ob+njEXQUXwk0vWEPHPHfEte4bwv4lX0NTAXnEkUIWwgD2V0MATXfE6isbwrHsXkOMEXnEOasWwoCvV0M4XXfEkpQbwjKmXkPFIXnEhOscwv97XkNvKHnE3dQhwrFyZUP87HrEymYewoKGXkO7IXnEIlAjwjN9ZUNI5nrEIykfwq2/XkOMEXnEfBIkwl62ZUMY1nrEuMAewgQGX0NdAXnEEaojwrX8ZUPpxXrEs2odwlIwX0Op+njEDFQiwgMnZkM1v3rEbe8bws8lX0NdAXnExtggwoEcZkPpxXrEFC0bwqTsXkOMEXnEbRYgwlbjZUMY1nrEf5Ubwk2mXkO7IXnE2H4gwv+cZUNI5nrEAtUhwuVyZUPu7HrEW74mwpZpbEN7sXzEak8jwmF9ZUM+5nrEwzgowhN0bEPLqnzEUxEkwmu2ZUMY1nrErPoowh2tbEOlmnzEJakjwpn8ZUPzxXrEfZIowkrzbEN/inzE51Miws8mZkNCv3rEQD0nwoAdbUPPg3zEftkgwlIcZkPzxXrE18IlwgQTbUN/inzElhcgwkjjZUMY1nrE7wAlwvrZbEOlmnzExH8gwhudZUM+5nrEHWklwsyTbEPLqnzEgy3yQUjSi8FXcE7Ec5URQg4bqMHkNFDE4pb0QdKEicHYaE7EI8oSQpjNpcFkLVDELzb3QZaAicG+Vk7EyRkUQlzJpcFKG1DEKoL4QRDIi8GkRE7Ex78UQtYQqMEwCVDEXbj3QXQFj8EkPU7E4FoUQjpOq8GxAVDE/U71QepSkcGkRE7EMCYTQrCbrcEwCVDEsa/yQSZXkcG+Vk7EitYRQuyfrcFKG1DEtmPxQawPj8HYaE7EjDARQnJYq8FkLVDEbVmCQt8QM0PzaIPEqy+HQuW1OUM6S4TETr6BQuVJM0OSZYPEjJSGQuzuOUPYR4TEEqOBQl+UM0NnXYPEUXmGQmU5OkOtP4TErReCQqvEM0M9VYPE7O2GQrJpOkODN4TE0deCQoC+M0PbUYPEEK6HQoZjOkMhNITE8HKDQnmFM0M9VYPEL0mIQoAqOkODN4TELI6DQv86M0NnXYPEamSIQgbgOUOtP4TEkBmDQrMKM0OSZYPEz++HQrmvOUPYR4TE0C+HQhe2OUMzS4TEDwaMQh5bQEN5LYXEC5WGQv3uOUPTR4TESWuLQgOUQEMZKoXE33mGQkw5OkOtP4TEHVCLQlLeQEPzIYXENu6GQnxpOkOHN4TEdcSLQoMOQUPOGYXE662HQlRjOkMoNITEKoSMQlsIQUNuFoXEsEiIQm8qOkOHN4TE7x6NQnXPQEPOGYXE3GOIQiDgOUOtP4TEGzqNQiaFQEPzIYXEhe+HQu+vOUPTR4TEw8WMQvZUQEMZKoXEMwaMQlBbQENyLYXEctyQQlYAR0O5D4bEyGuLQhSUQEMUKoXEBkKQQhs5R0NbDIbEq1CLQjjeQEPzIYXE6iaQQj+DR0M6BIbEwMSLQk0OQUPSGYXE/pqQQlOzR0MZ/IXEBYSMQigIQUN0FoXERFqRQi+tR0O7+IXEcR6NQmTPQEPSGYXEsPSRQmp0R0MZ/IXEjTmNQkCFQEPzIYXEzA+SQkcqR0M6BIbEecWMQitVQEMUKoXEuJuRQjL6RkNbDIbEltyQQogAR0OyD4bE1bKVQo+lTUP48YbEhUKQQiw5R0NWDIbEwxiVQjPeTUOc7obEeCeQQiWDR0M6BIbEt/2UQisoTkOA5obESZuQQh6zR0Md/IXEiHGVQiRYTkNj3obEIFqRQv2sR0PB+IXEXjCWQgNSTkMH24bEMvSRQll0R0Md/IXEcMqWQmAZTkNj3obEPg+SQmAqR0M6BIbEfeWWQmfPTUOA5obEbZuRQmj6RkNWDIbErHGWQm6fTUOc7obEmw2NQqtP9MKIcn/EzB+UQoJHAMOKm4DEe8yNQjoh9MKha3/Erd6UQkkwAMMXmIDExFKOQqFt9ML4Wn/E9WSVQn1WAMPCj4DEylGOQh8I9cJOSn/E/GOVQryjAMNth4DEIcqNQjWW9cJnQ3/EU9yUQsfqAMP6g4DEQQuNQqbE9cJOSn/Ech2UQgACAcNth4DE+ISMQj949cL4Wn/EKpeTQszbAMPCj4DE8oWMQsHd9MKha3/EI5iTQo2OAMMXmIDEASCUQrBHAMOEm4DEMzKbQl1nBsPKfYHEdt6UQoUwAMMSmIDEqPCbQjFQBsNYeoHEcmSVQqNWAMPCj4DEpHacQk92BsMIcoHEemOVQrajAMNyh4DEq3WcQmPDBsO4aYHEHtyUQpnqAMMAhIDET+6bQkUKB8NGZoHEqR2UQsQBAcNyh4DE2i+bQnEhB8O4aYHErZeTQqbbAMPCj4DE3qmaQlP7BsMIcoHEpZiTQpOOAMMSmIDE16qaQj+uBsNYeoHE75k4QvZghkFAPIjECS5TQvG5mUGGHonElH84QpGViUGjOIjErhNTQozunEHqGonE3E05QpSHi0HrL4jE9uFTQo/gnkEyEonE8Is6QkUTi0EzJ4jECiBVQkBsnkF5CYnEfH87QsV8iEGXI4jElhNWQsDVm0HdBYnE15k7QipIhUEzJ4jE8S1WQiWhmEF5CYnEj8s6QidWg0HrL4jEqV9VQiKvlkEyEonEfI05QnbKg0GjOIjEliFUQnEjl0HqGonEHcjtwsWFx8KiPZnEfp34wuic0MLoH5rEdHrtwuU2yMI8OpnE1E/4wglO0cKCHJrEk63twifGyMIIMpnE84L4wkvd0cJOFJrEiEPuwp/fyMLUKZnE6Bj5wsL20cIaDJrEe+TuwmF0yMJuJpnE3Ln5woWL0cK1CJrEJDLvwkHDx8LUKZnEhQf6wmTa0MIaDJrEBf/uwv8zx8IIMpnEZtT5wiNL0MJOFJrEEGnuwocax8I8OpnEcT75wqsx0MKCHJrEz534wi2d0MLhH5rEmLkBw1G02cIoApvEU1D4wuhN0cJ+HJrE2pIBwwtl2sLE/prEVIP4wtfc0cJOFJrEWqwBw/vz2sKV9prE8xj5wkD20cIfDJrEKvcBw2QN28Jl7prEirn5wkCL0cK7CJrEdUcCw2Si2sIB65rEBgf6woba0MIfDJrEM24Cw6nx2cJl7prEBdT5wpZL0MJOFJrEs1QCw7pi2cKV9prEZj75wi0y0MJ+HJrE4wkCw1FJ2cLE/prEwbkBw5W02cIhApvEcSQHw7nL4sJn5JvEGZMBw+pk2sK//prEyf0Gww5848IF4ZvEi6wBw4fz2sKV9prEOxcHw6sK5MLb2JvEL/cBw+IM28Jq7prE32EHwwUk5MKw0JvETEcCwyCi2sII65rE/bEHw0O548JOzZvE9G0Cw8vx2cJq7prEpdgHw+8I48Kw0JvEglQCwy5j2cKV9prEMr8Hw1J64sLb2JvE3gkCw9NJ2cK//prEjnQHw/dg4sIF4ZvEjB2YvoT3UL8AgI7EjB2YvoT3UL8AwI/E9YpJvz/2u74AgI7E9YpJvz/2u74AwI/Eg/dQv40dmD4AgI7Eg/dQv40dmD4AwI/EP/a7vvWKST8AgI7EP/a7vvWKST8AwI/EjR2YPoT3UD8AgI7EjR2YPoT3UD8AwI/E9YpJPz/2uz4AgI7E9YpJPz/2uz4AwI/EhPdQP40dmL4AgI7EhPdQP40dmL4AwI/EQPa7PvWKSb8AgI7EQPa7PvWKSb8AwI/EPBXevllUQD8AwI/EPBXevllUQD8AAJHEzuplPgKEVj8AwI/EzuplPgKEVj8AAJHEWVRAPzwV3j4AwI/EWVRAPzwV3j4AAJHEAoRWP83qZb4AwI/EAoRWP83qZb4AAJHEPRXePllUQL8AwI/EPRXePllUQL8AAJHEzOplvgKEVr8AwI/EzOplvgKEVr8AAJHEWFRAvzwV3r4AwI/EWFRAvzwV3r4AAJHEAoRWv83qZT4AwI/EAoRWv83qZT4AAJHEROYpvwaQDr8AAJHEROYpvwaQDr8AQJLErfFcvwukmj0AAJHErfFcvwukmj0AQJLEBpAOv0TmKT8AAJHEBpAOv0TmKT8AQJLEDaSaPa3xXD8AAJHEDaSaPa3xXD8AQJLEROYpPwaQDj8AAJHEROYpPwaQDj8AQJLErfFcPwukmr0AAJHErfFcPwukmr0AQJLEBpAOP0TmKb8AAJHEBpAOP0TmKb8AQJLECqSava3xXL8AAJHECqSava3xXL8AQJLEjOmzPoDJfb1rS9PEkJfTwNA8lT+xLdTE1fw+PhdYyr4TSNPEQt7YwCwqVT9ZKtTEXnSzvTRv/r4AQNPE+qPhwJ0eOz9GItTEyfCevv96nb7tN9PENcXowLiYaz8zGtTEi+mzvoDJfT2VNNPEwRTqwGgZpT/bFtTE0/w+vhdYyj7tN9PED87kwCHBzz8zGtTEYnSzPTRv/j4AQNPEVwjcwOnG3D9GItTEy/CePv96nT4TSNPEHOfUwNuJxD9ZKtTEIp7TwHJBlT+rLdTEJTpZwUc2GUDxD9XEv+HYwE5lVT9UKtTE9NtbweHuA0CbDNXEV6LhwPhoOz9GItTEQDxgwZjf+j+MBNXEZ7/owL3Gaz84GtTEyMpjwT2HCUB+/NTELw7qwMUUpT/iFtTELHJkwfAfIUAo+dTEksrkwJCjzz84GtTEXdBhwVZnNkB+/NTE+wncwLuh3D9GItTEEnBdwWvmPECMBNXE6uzUwNlyxD9UKtTEieFZwfrOMECbDNXEbz1ZwZg4GUDqD9XEQVSkwSbOZ0Aw8tXEst1bwar9A0CWDNXEY6SlwTeTUkDc7tXEbjtgwcUE+z+MBNXEQdOnwfAXTEDT5tXE4cdjwb6SCUCD/NTEepmpwUwoWEDJ3tXE4m5kwZ8dIUAv+dTE++ypwS2zb0B129XEn85hwY5YNkCD/NTE2pyowQ53gkDJ3tXE43BdwdXTPECMBNXE/G2mwbG0hUDT5tXEceRZwXnDMECWDNXEwqekwQdZf0Dc7tXE5lWkwXfQZ0Aq8tXEcAvcwQMzm0Bw1NbEQ6WlwQCiUkDX7tXEzVrdwcebkEAd0dbE2NKnwYcqTEDT5tXEYojfwQpgjUAZydbEB5ipwc4zWEDO3tXEkU3hwa5kk0AUwdbEV+upwduwb0B829XE4aDhwTUjn0DCvdbE+puowalvgkDO3tXEhFHgwXC6qUAUwdbEZW6mwWarhUDT5tXE7yPewS32rEAZydbENqmkwYVNf0DX7tXEwF7cwYnxpkAd0dbEFQ3cwSs0m0Bp1NbEUOEJwvJ+wkCvttfErFvdwSujkEAZ0dbEm4gKwvLtt0Bfs9fE+YffwVZpjUAZydbEwp4Lwh20tEBfq9fEHUzhwW5qk0AZwdbE1IAMwjW1ukBfo9fEPJ/hwQwin0DIvdbEY6oMwtNsxkAPoNfEpVDgwQyzqUAZwdbEGAMMwtP90EBfo9fEWCTeweHsrEAZydbE8ewKwqg31EBfq9fENGDcwcnrpkAZ0dbE3woKwpA2zkBfs9fEPRezPtagfL1eS9PEtaTTwBVGlT+kLdTElB0+Po9ryb4JSNPEPOXYwG+gVT9QKtTEmKKyvchF/b4AQNPEs6DhwFOzOz9GItTE/jaevunCnL73N9PEmLnowMP0az89GtTEPBezvtagfD2iNNPEnAfqwCIQpT/pFtTEkR0+vo9ryT73N9PEFcfkwP+Fzz89GtTEnKKyPchF/T4AQNPEngvcwI583D9GItTE/zaePunCnD4JSNPEufLUwNZbxD9QKtTER6vTwLhKlT+dLdTEuEBZweo6GUDjD9XEuejYwJHbVT9LKtTEcd9bwXIMBECRDNXED5/hwK79Oz9GItTEnDpgwfMp+z+MBNXEyrPowMgibD9BGtTE+cRjwUCeCUCI/NTECgHqwIALpT/vFtTEmWtkwU4bIUA1+dTEmMPkwG9ozz9BGtTE4MxhwcVJNkCI/NTEQg3cwGBX3D9GItTEtXFdwT7BPECMBNXEh/jUwNNExD9LKtTEWOdZwfe3MECRDNXEAURZwTs9GUDdD9XEi1ekwcnSZ0Aj8tXEL+FbwTsbBECMDNXEIqalwciwUkDT7tXEyjlgwSBP+z+MBNXEb9KnwR49TEDT5tXEEsJjwcGpCUCM/NTEk5apwU8/WEDT3tXEUGhkwfwYIUA8+dTEsumpwYqub0CC29XEIsthwf06NkCM/NTEG5uowUVogkDT3tXEh3JdwaeuPECMBNXEzm6mwRqihUDT5tXEP+pZwXasMECMDNXEqqqkwQRCf0DT7tXE0U6LvlHJab5ei9TEHKGkQPIjikCkbdXEE2bXvo+b4j0JiNTEqN+fQKv8lEBQatXE20+lvtcCxT4AgNTECwGjQGrCnUBGYtXE4RkTvb/23T73d9TE1S+sQKhRn0A9WtXE0k6LPlHJaT6idNTE9gq2QIfAmEDpVtXEFWbXPo+b4r33d9TEasy6QM7njUA9WtXE3E+lPtcCxb4AgNTEBqu3QA8ihUBGYtXE6hkTPb/23b4JiNTEPXyuQNCSg0BQatXEOKakQDwoikCdbdXEIf4oQTzNDUHjT9bEj+efQJb6lEBLatXEzJ4mQWk2E0GRTNbEHAejQC+7nUBGYtXEki4oQbaWF0GMRNbEgjCsQINJn0BBWtXERcMsQeBdGEGIPNbE2QW2QD28mEDvVtXE8a0xQTwXFUE1OdbEgsS6QOLpjUBBWtXERg00QQ+uD0GIPNbE9aS3QEophUBGYtXEf30yQcNNC0GMRNbEkHuuQPaag0BLatXEzOgtQZmGCkGRTNbErwApQWHPDUHdT9bEs6t/QX+IVkEjMtfEwKImQV81E0GMTNbExE19QX3uW0HTLtfEmzEoQRiTF0GMRNbEn9x+QTZMYEHTJtfEnMMsQc1ZGEGMPNbEULeBQesSYUHTHtfEY6sxQRcVFUE8OdbEMyuEQTbOXUGCG9fEUgk0QRmvD0GMPNbEK1qFQThoWEHTHtfEd3oyQWBRC0GMRNbEvZKEQX8KVEHTJtfEdugtQayKCkGMTNbEvUmCQcpDU0HTLtfE", 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", 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NAML6RR3E/pIuwjJ8EsKHCh/EXZUZwh+G/cGNTR3EHkAvwlfxEMIaEh/EZyMZwmwH+8HXXx3EKM4uwv2xD8JjJB/EHtUXwuCV+sEgch3E338twjh5D8KsNh/ErD/CwlIBicGBVzbEDy3QwgTUksENHDjEjlXCwvcWjMGGUDbE8ELQwqnplcETFTjElMzCwpurjcGtPzbE97nQwk1+l8E6BDjEBl/DwjXSjMHULjbEaUzRwuaklsFh8zfEG7fDwh4KisHaJzbEfqTRwtDck8Fm7DfEOaHDwnn0hsHULjbEnI7RwivHkMFh8zfEMyrDwtVfhcGtPzbElRfRwocyj8E6BDjEwZfCwjw5hsGGUDbEI4XQwu0LkMETFTjEeC3Qwk7UksEAHDjE2hrewgCnnMGM4DnETUPQwjnolcEJFTjEsDDewuu6n8GW2TnEEbrQwvp7l8E6BDjEdKfewqxOocHGyDnEMUzRwg2jlsFq8zfElDnfwr91oMH2tznEFKTRwobck8Fz7DfEd5HfwjevncEAsTnEP47RwpvIkMFq8zfEonvfwkybmsH2tznEexfRwto0j8E6BDjE3gTfwowHmcHGyDnEW4XQwsYNkMEJFTjEvnLewnjgmcGW2TnEZpolwjaa6cAONCjEK3VBwn5yCMGa+CnE48clwjNt9sDNLCjEqKJBwv3bDsFa8SnEUL8mwoH//MBKGyjEFZpCwiQlEsHX3ynEve8nwqh3+cDHCSjEg8pDwjdhEMFUzinE16Yowh3n7cCGAijEnIFEwvKYCsETxynEWnkowiAU4cDHCSjEH1REwnMvBMFUzinE7YEnwtGB2sBKGyjEslxDwkzmAMHX3ynEf1EmwqsJ3sDNLCjERCxCwjmqAsFa8SnEDFRdwscaHMHkvCvE0S55wivAL8FwgS3EDoFdwv9yIsG3tSvE01t5wmIYNsFDei3E4HVewkuzJcFjpCvEpVB6wq5YOcHvaC3EGaNfwiD0I8EPkyvE3317woSZN8GcVy3ERlhgwnA7HsHiiyvECzN8wtPgMcFuUC3ERCtgwjjjF8EPkyvECQZ8wpyIK8GcVy3EcTZfwuyiFMFjpCvENhF7wk9IKMHvaC3EOAlewhdiFsG3tSvE/eN5wnoHKsFDei3ElQ8SQEOmyMAL3ibEt2uWQImjTsGXoijEfpIsQE3Mx8CT1ibELK2jQI42TsEgmyjEW6k8QFx2zsCMxCbEmrirQJaLUcEZiSjEZec4QA692MCFsibEn9epQO+uVsESdyjEHIAjQFyb4MAOqybE+iOfQBaeWsGabyjEM/0IQFJ14cCFsibEhuKRQBELW8ESdyjErMzxP0PL2sCMxCbEF9eJQAm2V8EZiSjEmVD5P5GE0MCT1ibEEriLQLCSUsEgmyjELgGbwMrE28EdKzHE9UvCwCq9CcKq7zLE8F2PwE013cHRIzHEt6i2wGt1CsJd6DLEYtCLwACa38EyEjHEKBuzwMWnC8K+1jLEUG2SwPuL4cGSADHEF7i5wMOgDMIfxTLECVWfwIfn4cFG+TDE0J/GwInODMLSvTLER/iqwAR34MGSADHEDkPSwEcWDMIfxTLE1oWuwFES3sEyEjHEnNDVwO3jCsK+1jLE5+inwFYg3MHRIzHErjPPwPDqCcJd6DLE2mVnwFIKpMG5Zi/EtP2awNy/28FFKzHE+vlPwCV9pcFhXy/ExEePwK8y3cHtIzHEcdNIwLHlp8GlTS/Ef7SLwDub38EyEjHEjiJWwMzaqcHqOy/EDlySwFaQ4cF2ADHEeBtwwOs2qsGRNC/Eg1ifwHXs4cEe+TDErMODwBjEqMHqOy/Ecw6rwKJ54MF2ADHE8VaHwIxbpsGlTS/EuKGuwBYR3sEyEjHEYq+AwHFmpMFhXy/EKfqnwPsb3MHtIzHEszRZwo1tgUKQzkHE+mJrwu1CjEIdk0PE5aJawkUdgUKKx0HELNFswqbyi0IWjEPEEctbwh1SgUKVtkHEWPltwn4njEIhe0PEuP9bwiDtgUKfpUHE/y1uwoHCjEIrakPEAiJbwoCTgkKZnkHESlBtwuFojUIlY0PE0LNZwsjjgkKfpUHEGOJrwim5jUIrakPEpItYwvCugkKVtkHE7LlqwlCEjUIhe0PE/VZYwu0TgkKKx0HERYVqwk3pjEIWjEPEZ5N9wpUZl8J010fE1+CHwvXuocIAnEnEn7d8woO+l8J90EfE83KHwuOTosIJlUnE0et8wi1YmMKtv0fEDI2Hwo0to8I6hEnEaRF+wo+MmMLerkfE2B+IwvBho8Jqc0nEbHx/wvo8mMLnp0fEWtWIwlsSo8JzbEnEGiyAwgyYl8LerkfEPkOJwm1tosJqc0nEARKAwmL+lsKtv0fEJSmJwsPTocI6hEnEav5+wgDKlsJ90EfEWZaIwmGfocIJlUnEfkgXP9JKND8AAC/EfkgXP9JKND8AgDHEkXVqP6cZpD0AAC/EkXVqP6cZpD0AgDHE0ko0P35IF78AAC/E0ko0P35IF78AgDHEqBmkPZF1ar8AAC/EqBmkPZF1ar8AgDHEfkgXv9JKNL8AAC/EfkgXv9JKNL8AgDHEkXVqv6cZpL0AAC/EkXVqv6cZpL0AgDHE0ko0v35IFz8AAC/E0ko0v35IFz8AgDHEphmkvZF1aj8AAC/EphmkvZF1aj8AgDHE9hcXP/sQND8AgDHE9hcXP/sQND8AADTEWipqPwLloz0AgDHEWipqPwLloz0AADTE/BA0P/YXF78AgDHE/BA0P/YXF78AADTEA+WjPVoqar8AgDHEA+WjPVoqar8AADTE9hcXv/sQNL8AgDHE9hcXv/sQNL8AADTEWipqvwLlo70AgDHEWipqvwLlo70AADTE+xA0v/YXFz8AgDHE+xA0v/YXFz8AADTEAeWjvVoqaj8AgDHEAeWjvVoqaj8AADTEbucWPyXXMz8AADTEbucWPyXXMz8AgDbEI99pP16woz0AADTEI99pP16woz0AgDbEJdczP27nFr8AADTEJdczP27nFr8AgDbEX7CjPSPfab8AADTEX7CjPSPfab8AgDbEbucWvyXXM78AADTEbucWvyXXM78AgDbEI99pv16wo70AADTEI99pv16wo70AgDbEJdczv27nFj8AADTEJdczv27nFj8AgDbEXbCjvSPfaT8AADTEXbCjvSPfaT8AgDbE5rYWP06dMz8AgDbE5rYWP06dMz8AADnE7JNpP7l7oz0AgDbE7JNpP7l7oz0AADnETp0zP+a2Fr8AgDbETp0zP+a2Fr8AADnEunujPeyTab8AgDbEunujPeyTab8AADnE5bYWv06dM78AgDbE5bYWv06dM78AADnE7JNpv7l7o70AgDbE7JNpv7l7o70AADnETp0zv+a2Fj8AgDbETp0zv+a2Fj8AADnEuHujveyTaT8AgDbEuHujveyTaT8AADnEXoYWP3hjMz8AADnEXoYWP3hjMz8AgDvEtUhpPxRHoz0AADnEtUhpPxRHoz0AgDvEeGMzP12GFr8AADnEeGMzP12GFr8AgDvEFUejPbVIab8AADnEFUejPbVIab8AgDvEXYYWv3hjM78AADnEXYYWv3hjM78AgDvEtUhpvxRHo70AADnEtUhpvxRHo70AgDvEeGMzv12GFj8AADnEeGMzv12GFj8AgDvEE0ejvbVIaT8AADnEE0ejvbVIaT8AgDvE1VUWP6EpMz8AgDvE1VUWP6EpMz8AAD7Efv1oP28Soz0AgDvEfv1oP28Soz0AAD7EoSkzP9VVFr8AgDvEoSkzP9VVFr8AAD7EcBKjPX79aL8AgDvEcBKjPX79aL8AAD7E1VUWv6EpM78AgDvE1VUWv6EpM78AAD7Efv1ov28So70AgDvEfv1ov28So70AAD7EoSkzv9VVFj8AgDvEoSkzv9VVFj8AAD7EbhKjvX79aD8AgDvEbhKjvX79aD8AAD7EIz8iPl0JZr8AAD7EIz8iPl0JZr8AgEDEn/oFv4NXP78AAD7En/oFv4NXP78AgEDEXAlmvyI/Ir4AAD7EXAlmvyI/Ir4AgEDEg1c/v6D6BT8AAD7Eg1c/v6D6BT8AgEDEIj8ivl0JZj8AAD7EIj8ivl0JZj8AgEDEoPoFP4NXPz8AAD7EoPoFP4NXPz8AgEDEXQlmPyI/Ij4AAD7EXQlmPyI/Ij4AgEDEg1c/P6D6Bb8AAD7Eg1c/P6D6Bb8AgEDEvRBXwUl2mEIEClTEILZqwaxjpkKQzlXEZUZdwU+MmEL+AlTEyetwwbJ5pkKKx1XE/XRgwR4EmUII8lPEYBp0wYDxpkKVtlXEVb9ewYaXmUIT4VPEuWRywemEp0KfpVXEzyVZwS/wmUIM2lPEMstswZHdp0KZnlXEJvBSwSjamUIT4VPEipVmwYvHp0KfpVXEj8FPwVpimUII8lPE82ZjwbxPp0KVtlXENndRwfLOmEL+AlTEmhxlwVS8pkKKx1XExRmtQYvLbUL4AGfEwHLAQdIvhEKFxWjEFJSqQeq4bkLu+WbED+29QYKmhEJ7vmjEuCKqQezub0Lv6GbEs3u9QYNBhUJ8rWjEGAisQfi3cELx12bEFGG/QQmmhUJ9nGjE4ievQUiecELm0GbE3YDCQTGZhUJzlWjEk62xQemwb0Lx12bEjgbFQYIihUJ9nGjE7x6yQed6bkLv6GbE6nfFQYGHhEJ8rWjEjzmwQduxbULu+WbEipLDQfsihEJ7vmjEhHnEQe0mKsIVeGjESsLgQZ+lQsKhPGrE/YrHQV7HKcL7cGjEw9PjQRBGQsKINWrEkbPJQZJkKsLXX2jEV/zlQUTjQsJjJGrEj6/JQXKiK8KyTmjEVfjlQSQhRMI+E2rEUIHHQcnGLMKYR2jEFsrjQXtFRcIlDGrE12/EQVgmLcKyTmjEnbjgQQqlRcI+E2rEQ0fCQSSJLMLXX2jECZDeQdYHRcJjJGrERUvCQURLK8L7cGjEC5TeQfbJQ8KINWrE6Jy3Qs0RmkJK0oDESXLCQvEoo0KQtIHEEk+3QlTDmkLizoDEcyTCQnfao0IosYHET4K3QuhSm0KpxoDEr1fCQgtqpELvqIHEmhi4Qm5sm0JxvoDE++3CQpKDpEK3oIHE6rm4QvMAm0IJu4DES4/DQhcYpEJPnYHEwAe5Qm1PmkJxvoDEId3DQpBmo0K3oIHEhNS4Qti/mUKpxoDE5KnDQvzWokLvqIHEOD64QlKmmULizoDEmRPDQna9okIosYHEm3LCQjUpo0KJtIHE+0fNQllArELPloLE8STCQlbao0IjsYHEUvrMQnrxrEJpk4LEEFjCQphppELvqIHEcS3NQryArUI2i4LEBe7CQhCDpEK7oIHEZsPNQjOarUICg4LE+Y7DQtIXpEJWnYHEWWTOQvYurUKcf4LEotzDQrJmo0K7oIHEA7LOQtV9rEICg4LEg6nDQnDXokLvqIHE5H7OQpTuq0I2i4LEjhPDQvi9okIjsYHE7+jNQhzVq0Jpk4LEhPGhwvzih0LLzYLE5MaswiD6kEIRsIPEjZOiwgZ3h0JfyoLE7mitwiqOkEKlrIPEhSqjwqqQh0IdwoLE5f+tws2nkEJjpIPE/F2jwuIgiELbuYLEXDOuwgY4kUIhnIPEzQ+jwjXTiEJvtoLELeWtwlnqkUK1mIPEw22iwis/iULbuYLEJEOtwk9WkkIhnIPEzNahwogliUIdwoLELKyswqs8kkJjpIPEVKOhwk+ViEJfyoLEtXiswnKskUKlrIPENseswmX6kEIKsIPEl5y3wogRmkJQkoTE42itwqyOkEKgrIPEQz64wtClmULnjoTEhP+twkGokEJjpIPE5dS4wmW/mUKphoTE3jKuwig4kUImnIPEPwi5wktPmkJsfoTE2+StwhTqkUK8mIPEPLq4wjgBm0ICe4TEL0Otws1VkkImnIPEjxi4wvBsm0JsfoTEjayswjg8kkJjpIPE7oG3wltTm0KphoTEM3mswlGskUKgrIPElE63wnXDmkLnjoTEp3wQQlwxLEIinobE76oiQh3cQUJogIfE6J8PQqp8LUKjmobEMM4hQmsnQ0LpfIfEVdQPQlexLkIykobEnAIiQhhcREJ4dIfEN/sQQpIaL0LAiYbEfikjQlPFREIGbIfE0mcSQrV6LkJBhobEGZYkQnYlREKHaIfEkEQTQmcvLULAiYbE2HIlQijaQkIGbIfEJBATQrr6K0IykobEaz4lQnulQUJ4dIfEQukRQoCRK0KjmobEiRckQkE8QULpfIfEZENFwsHVqkJ3q4/Ex2dTwhoVt0K9jZDEFLxGwu2nqkIPqI/Ed+BUwkbntkJVipDEFMVHwlHzqkLXn4/Ed+lVwqoyt0IdgpDEKMNHwsOLq0Kel4/Ei+dVwhvLt0LkeZDEcLdGwvUXrEI2lI/E09tUwk5XuEJ8dpDEwD5FwslFrEKel4/EI2NTwiKFuELkeZDEwDVEwmX6q0LXn4/EI1pSwr45uEIdgpDErDdEwvRhq0IPqI/ED1xSwk2ht0JVipDEMWhTwnYVt0K3jZDElIxhws9Uw0L9b5HECuBUwr3ntkJRipDEbQRjwhYnw0KXbJHEcuhVwvUyt0IdgpDE1Qxkwk5yw0JjZJHEh+ZVwg/Lt0LpeZDE6gpkwmgKxEIvXJHEaNtUwvJWuEKDdpDEy/9iwkqWxELJWJHEkGNTwquEuELpeZDE84dhwgTExEIvXJHEKFtSwnM5uEIdgpDEi39gwst4xEJjZJHEE11Swlmht0JRipDEdoFgwrHgw0KXbJHE/4xhwixVw0L2b5HEYrFvwoSUz0I8UpLE/wNjwo0nw0KSbJHEYihxwuVmz0LYTpLEzwtkwppyw0JjZJHEMjBywvOxz0KpRpLE5QlkwlwKxEI0XJHESC5ywrVJ0EJ6PpLEYf9iwu6VxELQWJHExCNxwkfV0EIWO5LEYYhhwo3DxEI0XJHExKxvwuYC0UJ6PpLEkYBgwoB4xEJjZJHE9KRuwtm30EKpRpLEe4Jgwr3gw0KSbJHE3qZuwhYg0ELYTpLEJdQawugVhkLGBI3EiPgowkFVkkIM543EDlEcwpHnhUJUAY3EcXUqwuomkkKa443EB10dws0zhkIE+YzEaoErwiZzkkJK243EFVsdwvTNhkK08IzEeH8rwk0Nk0L60o3EXUwcwrlbh0JC7YzEwHAqwhKbk0KIz43EdM8awhCKh0K08IzE1/MowmnJk0L60o3Ee8MZwtQ9h0IE+YzE3ucnwi19k0JK243EbcUZwq2jhkJUAY3E0OknwgbjkkKa443E8/gowp5VkkIF543EVh03wvaUnkJMyY7EBHUqwmEnkkKW443EZ5k4wrpmnkLcxY7EZIArwnJzkkJK243Ex6Q5wsqynkKQvY7EdH4rwkENk0L/0o3E16I5wppMn0JFtY7EVXAqwraak0KPz43EuJQ4wg7an0LVsY7ERPQowvLIk0L/0o3Epxg3wksIoEJFtY7E5OgnwuJ8k0JK243ERw02wjq8n0KQvY7E1OonwhLjkkKW443ENw82wmsin0LcxY7EMSDeQsSqnMHvr5LElA3sQnZ9psE2kpPEk3XeQn74mcGNrJLE9mLsQjDLo8HUjpPEiQPfQsElmcFjpJLE6/DsQnL4osGphpPE6nbfQv+tmsE5nJLETGTtQrCApMF/fpPEIIzfQnOrncHXmJLEgnntQiV+p8Ede5PEvjbfQrldoME5nJLEISTtQmswqsF/fpPEyKjeQncwocFjpJLEK5bsQigDq8GphpPEZzXeQjion8GNrJLEyiLsQup6qcHUjpPE/Q3sQsB9psEvkpPEYPv5QnJQsMF1dJTELWPsQgnNo8HPjpPEkFD6QrqfrcEVcZTE0fDsQsX6osGphpPENN76QnfNrMHvaJTE8GPtQiGCpMGDfpPEUlH7QtJUrsHKYJTEGXntQtt9p8Eje5PEfGb7QoxQscFqXZTE6SPtQpIuqsGDfpPESxH7QkQBtMHKYJTERZbsQtUAq8GphpPEqIP6QofTtMHvaJTEJyPsQnp5qcHPjpPEiRD6QixMs8EVcZTEyfv5QrxQsMFudJTElvQDQ20jusG1VpXEyFD6QpOhrcEQcZTEFR8EQ0V0t8FXU5XEGd76QsrPrMHvaJTEvmUEQ3uitsE2S5XE9VD7QkNWrsHOYJTELJ8EQ/QouMEVQ5XEE2b7QkJQscFwXZTEu6kEQ/Qiu8G3P5XEFBH7Qmv/s8HOYJTEO38EQxzSvcEVQ5XEwoP6QjTRtMHvaJTEkjgEQ+ajvsE2S5XE5hD6QrxKs8EQcZTEJP8DQ20dvcFXU5XEyvQDQ7gjusGuVpXEe+sKQ2n2w8H0OJbEMR8EQx52t8FSU5XE4hULQ9BIwcGYNZbEsWUEQ86ktsE2S5XEYlwLQ4B3wMF8LZbE/Z4EQ2QquMEZQ5XEr5ULQxb9wcFfJZbEhqkEQ6oiu8G9P5XEN6ALQ1z1xMEDIpbEH38EQ0PQvcEZQ5XE0HULQ/Wix8FfJZbEnzgEQ5OhvsE2S5XEUS8LQ0V0yMF8LZbEU/8DQ/0bvcFSU5XEBPYKQ6/uxsGYNZbEFV3WwVffs8FqN4rETNkAwuY72MGwGYvEkRrVweq+tsHjM4rECjgAwnkb28EpFovE3e7VwdURucFfK4rEMKIAwmRu3cGlDYvEm13YwZh7ucHbIorEj9kBwijY3cEhBYvEAfrawUC+t8FUH4rEwicDws8a3MGaAYvEhDzcwazetMHbIorEA8kDwjw72cEhBYvEOWjbwcKLssFfK4rE3l4DwlHo1sGlDYvEe/nYwf4hssHjM4rEficCwo1+1sEpFovE79kAwvg82MGqGYvEsIQWwoeZ/MHw+4vEBzkAwvQa28ElFovEyOMVwoN3/8Fr+IvE8qIAwpVs3cGlDYvEs00WwpLkAMLr74vEpNkBwh7W3cEmBYvEZYQXwlcZAcJs54vEHicDwr0Z3MGhAYvE39EYwiY7AMLn44vEBsgDwsE72cEmBYvEx3IZwlCY/cFs54vEG14Dwh/q1sGlDYvE3QgZwq9G+8Hr74vEaScCwpeA1sElFovEKtIXwibd+sFr+IvEBWtrwrhHjMIqyZjETZl9whkdl8Jwq5nEi5RqwqvojMLExZjE0sJ8wgy+l8ILqJnEesdqwqF+jcKQvZjEwvV8wgFUmMLXn5nE/eVrwr+xjcJdtZjERRR+wiCHmMKjl5nEP0htwhZkjcL3sZjEhnZ/wnc5mMI9lJnEuR5uwiPDjMJdtZjEgCaAwoOYl8Kjl5nEyuttwi4tjMKQvZjECQ2Awo4Cl8LXn5nER81swg/6i8LExZjEjvt+wm/PlsILqJnE1pl9wmodl8Jqq5nED+SHwsvyocKwjZrE18N8wgG+l8IGqJnED3mHwmKTosJMiprEqfZ8wqBTmMLXn5nEeJKHwgEpo8IdgprEiBR+wqGGmMKnl5nEaCGIwgJco8LueZrE/XV/wiU5mMJElJnEItKIwoUOo8KKdprE/iWAwo6Yl8Knl5nEIj2Jwu9tosLueZrElQyAwu8Cl8LXn5nEuSOJwlDYocIdgprETPt+wu7PlsIGqJnEypSIwk6locJMiprEU+SHwh3zocKpjZrEd/uQwn3IrMLvb5vEknmHwleTosJHiprEtZCQwrhorcKNbJvE7JKHwp8oo8IdgprEEKqQwgD+rcJjZJvEiSGIwoRbo8LyeZrErTiRwuQwrsI5XJvE3tGIwjQOo8KQdprEAemRwpTjrcLXWJvEoDyJwvltosLyeZrEw1OSwlpDrcI5XJvERSOJwrHYocIdgprEaTqSwhGurMJjZJvEqJSIws2locJHiprEzKuRwi17rMKNbJvEY5RBQoOICEFQu7fEKG9dQuYtHEGWnbjEPL5BQrBuDkH5t7fEAZldQhMUIkFAmrjE3qFCQox0EUHrr7fEo3xeQu8ZJUEykrjE8blDQsfUD0Hdp7fEtpRfQip6I0EjirjEZGJEQu2CCkGHpLfEKT1gQlE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k28P2AUXE7Gq4sint3sODxkbE6kfAvvxV28MACUXE6kfAvhXf3sONzUbEkPYHv/8z28P/GUXEkPYHvxe93sOM3kbE6kfAvgES28P+KkXE6kfAvhqb3sOK70bE9x80wyL+m8PzPznEEKk3w/gNn8N/BDvE79ozw0ginMPtODnECGQ3wx8yn8N5/TrEcNozw5dJnMP3JznEiWM3w21Zn8OE7DrExR40wwddnMMCFznE3ac3w95sn8OO2zrE5n80wzZRnMP7DznE/gg4ww1hn8OI1DrE7cQ0wxAtnMMCFznEBk44w+Y8n8OO2zrEbMU0w8EFnMP3JznEhU44w5gVn8OE7DrEGIE0w1Hym8PtODnEMQo4wycCn8N5/TrEd4TAQygkDMPkn0rE+tbDQ0iPDsNwZEzENKLAQ0XTC8PWmErEt/TDQ2U+DsNiXUzECcnAQxLFC8POh0rEjRvEQzEwDsNaTEzEOeLAQ+ABDMPFdkrEvDTEQ/9sDsNSO0zEAd/AQxBmDMO3b0rEhDHEQzDRDsNENEzERcHAQ/O2DMPFdkrEyBPEQxMiD8NSO0zEb5rAQyfFDMPOh0rE8uzDQ0YwD8NaTEzEQIHAQ1mIDMPWmErEw9PDQ3jzDsNiXUzEdi2lwwy7PsOzDUbETT2owyVEQsM/0kfEmCGlw5kcP8OlBkbEbjGow7KlQsMxy0fEHjWlwzlhP8Oc9UXE9ESow1LqQsMpukfEmVylw7pgP8OU5EXEb2yow9PpQsMgqUfE54Clw2UbP8OG3UXEvZCow36kQsMSokfExYylw9i5PsOU5EXEnJyow/FCQsMgqUfEP3mlwzh1PsOc9UXEFomow1D+QcMpukfExVGlw7d1PsOlBkbEm2Gow9D+QcMxy0fEZD2owz9EQsMy0kfEOk2rw1jNRcO+lknEjDGow5alQsMny0fEYkGrw68uRsO0j0nEB0WowxHqQsMpukfE3lSrwylzRsO1fknEbGyow5HpQsMqqUfEQnyrw6pyRsO2bUnEppCow2OkQsMgokfEfKCrw3wtRsOsZknEfpyowwxDQsMqqUfEVKyrwyXMRcO2bUnEA4mow5L+QcMpukfE2Zirw6uHRcO1fknEnmGowxH/QcMny0fEdHGrwyqIRcO0j0nEimGbw9AYMTN830DEo+qew2cgNTMIpELEOW+bw9Dbur6l2EDEUfiew9Dbur4xnULEQZCbwwghBL8hyEDEWhmfwwghBL+tjELESbGbw9Dbur6ct0DEYjqfw9Dbur4pfELE+L6bwxeJMTPFsEDEEUifw6+QNTNRdULESbGbw9Pbuj6ct0DEYjqfw9Pbuj4pfELEQZCbwwkhBD8hyEDEWhmfwwkhBD+tjELEOW+bw9Pbuj6l2EDEUfiew9Pbuj4xnULEveqew4YgNTP7o0LE1nOiwx0oOTOHaETEZPiewwpxur4onULEfYGiwwpxur60YUTEWhmfw4fVA7+tjELEc6Kiw4fVA785UUTETzqfwwpxur4yfELEaMOiwwpxur6/QETE9kefw42QNTNfdULED9GiwyWYOTPrOUTETzqfwwxxuj4yfELEaMOiwwxxuj6/QETEWhmfw4jVAz+tjELEc6Kiw4jVAz85UUTEZPiewwxxuj4onULEfYGiwwxxuj60YUTE8XOiwzwoOTN6aETECv2lw9MvPTMGLUbEkIGiw0MGur6rYUTEqQqmw0MGur43JkbEc6KiwwaKA785UUTEiyumwwaKA7/GFUbEVcOiw0MGur7IQETEbkymw0MGur5UBUbE9NCiwwOYOTP4OUTEDVqmw5qfPTOF/kXEVcOiw0YGuj7IQETEbkymw0YGuj5UBUbEc6KiwwiKAz85UUTEiyumwwiKAz/GFUbEkIGiw0YGuj6rYUTEqQqmw0YGuj43JkbEzQVOQjQNksMRV0LEJu9SQoyIlcOdG0TEFJRPQrgSksMHUELEbX1UQhGOlcOTFETEK2BQQr0wksMIP0LEhElVQhWslcOUA0TEhfJPQqtVksMJLkLE3dtUQgTRlcOV8kPEW4tOQuJrksP/JkLEtHRTQjrnlcOL60PEFP1MQl1mksMJLkLEbeZRQrbhlcOV8kPE/TBMQllIksMIP0LEVhpRQrHDlcOUA0TEpJ5MQmojksMHUELE/YdRQsOelcOTFETEJu9SQoyIlcOdG0TEf9hXQuUDmcMp4EXEbX1UQhGOlcOTFETExmZZQmoJmcMf2UXEhElVQhWslcOUA0TE3TJaQm4nmcMhyEXE3dtUQgTRlcOV8kPENsVZQlxMmcMit0XEtHRTQjrnlcOL60PEDV5YQpNimcMYsEXEbeZRQrbhlcOV8kPExs9WQg5dmcMit0XEVhpRQrHDlcOUA0TErwNWQgo/mcMhyEXE/YdRQsOelcOTFETEVXFWQhsamcMf2UXEuvZSwwYFMcOUCVbEamFYw5iQNcMgzlfEPc5Sw19hMcN+AlbE7ThYw/HsNcMKx1fE5OhSww6sMcNj8VXElFNYw6A3NsPvtVfEEjdTw1W5McNH4FXEwqFYw+dENsPUpFfE+4pTw22BMcMy2VXEq/VYw/8MNsO+nVfEeLNTwxQlMcNH4FXEKR5Zw6awNcPUpFfE0ZhTw2XaMMNj8VXEggNZw/dlNcPvtVfEo0pTwx7NMMN+AlbEVLVYw69YNcMKx1fEk2FYw7qQNcMTzlfERMxdw0wcOsOfklnELDlYw+DsNcMBx1fE3aNdw3J4OsONi1nExVNYw2Y3NsPvtVfEdb5dw/jCOsN7elnEyKFYw6ZENsPdpFfEeAxewzjQOsNqaVnEg/VYw9wMNsPLnVfEM2Bew26YOsNYYlnE6R1Zw7ewNcPdpFfEmohew0k8OsNqaVnEUQNZwzBmNcPvtVfEAW5ew8LxOcN7elnETrVYw/FYNcMBx1fE/x9ew4LkOcONi1nEx7zPQj+wjsPiGnHEBZPUQsICksNv33LEp37QQiKtjsMPFHHE5VTVQqX/kcOb2HLET/TQQoDFjsOUA3HEjsrVQgMYksMhyHLE1djQQhPrjsMZ83DEE6/VQpY9ksOmt3LETzzQQtgHj8NG7HDEjhLVQltaksPSsHLEb3rPQvUKj8MZ83DErlDUQnhdksOmt3LExwTPQpfyjsOUA3HEBdvTQhpFksMhyHLEQSDPQgTNjsMPFHHEgPbTQocfksOb2HLEKpPUQtsCksNh33LEaWnZQl5VlcPuo3TEm1TVQsD/kcOS2HLE2iraQkNSlcMenXTEAMrVQhAYksMhyHLEP6DaQpNqlcOtjHTEla7VQo49ksOvt3LE1ITaQhGQlcM8fHTEahLVQkJaksPgsHLEqOjZQsaslcNsdXTE+VDUQl1dksOvt3LENyfZQuGvlcM8fHTEk9vTQg1FksMhyHLE0rHYQpGXlcOtjHTE/vbTQpAfksOS2HLEPc3YQhNylcMenXTEjWnZQndVlcPgo3TEzD/eQvunmMNtaHbEjyraQl5SlcMVnXTEzgDfQuGkmMOhYXbEsZ/aQqBqlcOtjHTE8HXfQiS9mMM5UXbEVoTaQgiQlcNFfHTElVrfQovimMPRQHbEhOjZQqyslcN5dXTEw77eQjD/mMMGOnbEgifZQsavlcNFfHTEwf3dQkkCmcPRQHbEYLLYQoSXlcOtjHTEn4jdQgfqmMM5UXbEu83YQhxylcMVnXTE+qPdQp/EmMOhYXbEVFyfQn7rWsMhbl/EkzKkQoWQYcOuMmHERiSgQhPlWsMXZ1/EhfqkQhmKYcOkK2HEnp2gQlYXW8MYVl/E3XOlQly8YcOlGmHER4GgQtZkW8MaRV/EhlelQt0JYsOmCWHE29+fQi6gW8MPPl/EGrakQjRFYsOcAmHE6RefQpqmW8MaRV/EJ+6jQqBLYsOmCWHEkJ6eQld0W8MYVl/Ez3SjQl0ZYsOlGmHE57qeQtYmW8MXZ1/EJpGjQt3LYcOkK2HECmI3Q57A08K/oHrEt4E9Q9DS2sJLZXzESKs3Q8E008KhmXrE9co9Q/NG2sIuXnzE7Po3Q8Az08JziHrEmBo+Q/JF2sIATXzETyI4QzK+08JFd3rE+0E+Q2PQ2sLSO3zEXgo4Q/yC1MIocHrECio+Qy2V28K0NHzEIME3Q9kO1cJFd3rEzOA9Qwoh3MLSO3zEfHE3Q9oP1cJziHrEKJE9Qwsi3MIATXzEGUo3Q2iF1MKhmXrExmk9Q5qX28IuXnzEZZHXMnb8Oj8AQBLF2HHYMnb8Oj8A4BLFHTgEPx04BD8AQBLFHTgEPx04BD8A4BLFdvw6PwoDp7AAQBLFdvw6PwoDp7AA4BLFHTgEPx04BL8AQBLFHTgEPx04BL8A4BLFBLHCMnb8Or8AQBLFd5HDMnb8Or8A4BLFHTgEvx04BL8AQBLFHTgEvx04BL8A4BLFdvw6v1kJqDAAQBLFdvw6v1kJqDAA4BLFHTgEvx04BD8AQBLFHTgEvx04BD8A4BLF4No3v6SsAb4A4BLF4No3v6SsAb4AgBPFs+0Yv9Qp1j4A4BLFs+0Yv9Qp1j4AgBPFoqwBvuDaNz8A4BLFoqwBvuDaNz8AgBPF1SnWPrPtGD8A4BLF1SnWPrPtGD8AgBPF4do3P6SsAT4A4BLF4do3P6SsAT4AgBPFtO0YP9Qp1r4A4BLFtO0YP9Qp1r4AgBPFpqwBPuDaN78A4BLFpqwBPuDaN78AgBPF1CnWvrPtGL8A4BLF1CnWvrPtGL8AgBPFvScvv1MBfz4AgBPFvScvv1MBfz4AIBTFiYydvrTuKD8AgBPFiYydvrTuKD8AIBTFVQF/Pr4nLz8AgBPFVQF/Pr4nLz8AIBTFtO4oP4mMnT4AgBPFtO4oP4mMnT4AIBTFvicvP1MBf74AgBPFvicvP1MBf74AIBTFioydPrTuKL8AgBPFioydPrTuKL8AIBTFUgF/vr4nL78AgBPFUgF/vr4nL78AIBTFs+4ov4mMnb4AgBPFs+4ov4mMnb4AIBTFyuAuvwiafj4AIBTFyuAuvwiafj4AwBTFt0ydvkaqKD8AIBTFt0ydvkaqKD8AwBTFCpp+PsvgLj8AIBTFCpp+PsvgLj8AwBTFR6ooP7hMnT4AIBTFR6ooP7hMnT4AwBTFy+AuPwiafr4AIBTFy+AuPwiafr4AwBTFuUydPkaqKL8AIBTFuUydPkaqKL8AwBTFB5p+vsvgLr8AIBTFB5p+vsvgLr8AwBTFRqoov7hMnb4AIBTFRqoov7hMnb4AwBTFTg8Bvs/7Nr8AwBTFTg8Bvs/7Nr8AYBXFKDQYv/4l1b4AwBTFKDQYv/4l1b4AYBXFz/s2v1APAT4AwBTFz/s2v1APAT4AYBXF/SXVvig0GD8AwBTF/SXVvig0GD8AYBXFUQ8BPs/7Nj8AwBTFUQ8BPs/7Nj8AYBXFKDQYP/4l1T4AwBTFKDQYP/4l1T4AYBXF0Ps2P1APAb4AwBTF0Ps2P1APAb4AYBXF/yXVPig0GL8AwBTF/yXVPig0GL8AYBXFPCiKwDimpEDPliPFPM0NwSH+KEHyByTFlvqUwI/nn0AllSPFaTYTwcyeJkFJBiTFL7udwBwHo0AjkSPFtpYXwZIuKEFGAiTFg0mfwIIwrEAhjSPF4F0YwUXDLEFE/iPFPbyYwNkFtkB4iyPFPBcVwfGtMUGb/CPF4umNwILEukAhjSPFD64PwUYNNEFE/iPFSimFwPWkt0AjkSPFw00LwX99MkFGAiTF9pqDwJB7rkAllSPFmYYKwczoLUFJBiTFYc8Nwa8AKUHuByTFf4hWwbOrf0EReSTFXzUTwcCiJkFGBiTFfe5bwcRNfUFpdyTFGJMXwZsxKEFGAiTFNkxgwZ/cfkFpcyTFzVkYwZzDLEFG/iPF6xJhwVC3gUFpbyTFFxUVwWOrMUGe/CPFNs5dwTMrhEHBbSTFGa8PwVIJNEFG/iPFOGhYwStahUFpbyTFYFELwXd6MkFGAiTFfwpUwb2ShEFpcyTFrIoKwXboLUFGBiTFykNTwb1JgkFpdyTFl1JqPp2giz6yZSTFqB+KwP+bpMDV1iTFFHnePkVwE70HZCTFq4qDwOl8rsAq1STFhXbFPuywpb4AYCTF1BqFwBext8Aj0STFoSDjPY3k1775WyTFuuWNwFLUusAczSTFlFJqvp2gi75OWiTF0cSYwBMQtsBxyyTFEnnevkVwEz35WyTFzVmfwCgvrMAczSTFhHbFvuywpT4AYCTFpcmdwPr6osAj0STFmSDjvY3k1z4HZCTFv/6UwMDXn8Aq1STF8iOKwByhpMDS1iTFF8sNwZL7KMH1RyXF0JKDwDx8rsAo1STFhoIKwSPpLcFLRiXFDyKFwAart8Aj0STFJkoLwYiAMsFGQiXFzueNwGrMusAezSTFBa0PwTkRNMFBPiXFh8CYwPYKtsB0yyTFYhkVwX+wMcGXPCXFqFGfwNUvrMAezSTF8mEYwe/CLMFBPiXFasKdwAsBo8Aj0STFU5oXwYorKMFGQiXFq/yUwKffn8Ao1STFczcTwdiaJsFLRiXFPM0NwSH+KMHyRyXFWoZWwSWpf8EVuSXFmYYKwczoLcFJRiXFtz9TwehJgsFstyXFw00LwX99MsFGQiXF4QZUwUKUhMFpsyXFD64PwUYNNMFEPiXFLWdYwSVchcFnryXFPBcVwfGtMcGbPCXFW9BdwXsshMG+rSXF4F0YwUXDLMFEPiXF/hZhwSW3gcFnryXFtpYXwZIuKMFGQiXF1E9gwZfZfsFpsyXFaTYTwcyeJsFJRiXFh+9bwdBJfcFstyXFf4hWwbOrf8ERuSXFz6CPwVwrq8E1KibFykNTwb1JgsFptyXFdP6NwT+frcGMKCbFfwpUwb2ShMFpsyXFzmGOwUDor8GMJCbFOGhYwStahcFpryXFq5CQwa2vsMGMICbFNs5dwTMrhMHBrSXFqkOTwbaAr8HkHibF6xJhwVC3gcFpryXFBeaUwdIMrcGMICbFNkxgwZ/cfsFpsyXFqoKUwdLDqsGMJCbFfe5bwcRNfcFptyXFzlOSwWT8qcGMKCbFl1JqPp2giz6yZSTFqB+KwP+bpMDV1iTFFHnePkVwE70HZCTFq4qDwOl8rsAq1STFhXbFPuywpb4AYCTF1BqFwBext8Aj0STFoSDjPY3k1775WyTFuuWNwFLUusAczSTFlFJqvp2gi75OWiTF0cSYwBMQtsBxyyTFEnnevkVwEz35WyTFzVmfwCgvrMAczSTFhHbFvuywpT4AYCTFpcmdwPr6osAj0STFmSDjvY3k1z4HZCTFv/6UwMDXn8Aq1STF8iOKwByhpMDS1iTFF8sNwZL7KMH1RyXF0JKDwDx8rsAo1STFhoIKwSPpLcFLRiXFDyKFwAart8Aj0STFJkoLwYiAMsFGQiXFzueNwGrMusAezSTFBa0PwTkRNMFBPiXFh8CYwPYKtsB0yyTFYhkVwX+wMcGXPCXFqFGfwNUvrMAezSTF8mEYwe/CLMFBPiXFasKdwAsBo8Aj0STFU5oXwYorKMFGQiXFq/yUwKffn8Ao1STFczcTwdiaJsFLRiXFPM0NwSH+KMHyRyXFWoZWwSWpf8EVuSXFmYYKwczoLcFJRiXFtz9TwehJgsFstyXFw00LwX99MsFGQiXF4QZUwUKUhMFpsyXFD64PwUYNNMFEPiXFLWdYwSVchcFnryXFPBcVwfGtMcGbPCXFW9BdwXsshMG+rSXF4F0YwUXDLMFEPiXF/hZhwSW3gcFnryXFtpYXwZIuKMFGQiXF1E9gwZfZfsFpsyXFaTYTwcyeJsFJRiXFh+9bwdBJfcFstyXFf4hWwbOrf8ERuSXFz6CPwVwrq8E1KibFykNTwb1JgsFptyXFdP6NwT+frcGMKCbFfwpUwb2ShMFpsyXFzmGOwUDor8GMJCbFOGhYwStahcFpryXFq5CQwa2vsMGMICbFNs5dwTMrhMHBrSXFqkOTwbaAr8HkHibF6xJhwVC3gcFpryXFBeaUwdIMrcGMICbFNkxgwZ/cfsFpsyXFqoKUwdLDqsGMJCbFfe5bwcRNfcFptyXFzlOSwWT8qcGMKCbF3aB8PTwXs76vBSXFFUaVv7Wk00DSdiXF6MKcvv82nr4FBCXF1VvEv7ny1EAodSXFx0X9vpqisr0AACXFjXzcv54L3EAjcSXFj2vJvpMdPj77+yTF/4XPvxXH5EAebSXFz6B8vTwXsz5R+iTFIhClv5wH6kB0ayXF6sKcPv82nj77+yTFwvRrv5m56EAebSXFyUX9Ppqisj0AACXFUrM7v7Og4UAjcSXFkGvJPpMdPr4FBCXFb6BVvzzl2EAodSXFt0qVv0er00DPdiXF6ToZwLhAWUHy5yXF00TEv4f41EAldSXF97cwwFjnWUFJ5iXFYFfcv0IN3EAjcSXFPsE8wLVxXUFG4iXFbmjPv5jD5EAhbSXFxUk2wODMYUFE3iXFfwulvwoB6kB4ayXFTRshwJlrZEGb3CXFxyJsv8qz6EAhbSXFQJ4JwPnEY0FE3iXFrf07vw+f4UAjcSXF8in7v5w6YEFG4iXFkdtVv7no2EAldSXFcgwEwHHfW0FJ5iXFOz0ZwAFEWUHu5yXFyNJnwItXpEERWSbFdqwwwD/qWUFG5iXFA0J/wKqqpEFpVybFp648wIdyXUFG4iXFGqKFwM5upkFpUybF/Do2wCLLYUFG3iXFRWiCwBubqEFpTybF/BghwFBoZEGe3CXFiq5vwLLpqUHBTSbFwakJwBLCY0FG3iXFTz9YwJOWqUFpTybFIE/7v8o5YEFG4iXFHT1MwG/Sp0FpUybFOhsEwC/hW0FG5iXFyLBSwCKmpUFpVybF", 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b4sLcdSLEN6Euwknl78JpOiTE3i8mwmIn4sK7fCLEXNwvwm9x78JIQSTEMmcmwhSQ4cJSjSLEsBMwwiHa7sLfUSTETHolwvQt4cLpnSLEyiYvwgF47sJ2YiTEvXtBQiF3CMEweBjEg1ZdQoQcHMG8PBrEwS9CQsrHAsEOcRjEhwpeQi1tFsGaNRrED1tDQnoLAcHXXxjE1DVfQt2wFMFjJBrEUU5EQnZGBMGfThjEFilgQtrrF8EsExrECntEQk+UCsF+RxjEz1VgQrM5HsEKDBrEBsdDQqZDEMGfThjEy6FfQgrpI8EsExrEuJtCQvf/EcHXXxjEfnZeQlqlJcFjJBrEdqhBQvrEDsEOcRjEO4NdQl5qIsGaNRrE/wJ/wfD6VcG3ZxbEAteqwQdaj8FDLBjE6kh8wRkzXMEUYBbE93mpwRt2ksGgJBjEbhR+wcs6YcGlTRbEuV+qwfX5lMEyEhjELqyBwbgfYsE2OxbEsAGtwWtslcHD/xfEjX+EwcVbXsGUMxbEENWvwXGKk8Eg+BfEmNyFwZwjWME2OxbEGjKxwV1ukMHD/xfE1vaEweobU8GlTRbEWEywwYTqjcEyEhjE31SCwf02UsEUYBbEYqqtwQ54jcGgJBjEzFldwtYeHMGHvCvEkTR5wjnEL8ETgS3EIoZdwtxeIsF1tSvE52B5wkAENsEBei3ET3dewsOSJcFjpCvEFFJ6wic4OcHvaC3EDKBfwkHaI8FRkyvE0Xp7wqV/N8HeVy3EhVJgwmE3HsE/jCvESi18wsXcMcHMUC3ELyZgwlv3F8FRkyvE9AB8wr6cK8HeVy3EAjVfwnTDFMFjpCvExw97wtdoKMHvaC3ERQxewvZ7FsF1tSvECud5wlkhKsEBei3EIrBYwe/UGMASIiHEmw2kwX1qZ8Ce5iLEnGdZwTSyMsDBGiHEWGmkweGjgMBO3yLEp01dwSbzP8AZCSHEXlymwVpEh8ClzSLEnxliwTrUOMBw9yDEWsKoweS0g8D8uyLEMPxkwUiBIcAg8CDEojOqwdYWcMCstCLEtURkwQOkB8Bw9yDE5depwZA5VsD8uyLEql5gwSLG9L8ZCSHE3+SnwZ/4SMClzSLEspJbwf2BAcDBGiHE436lwYsXUMBO3yLELRSkwcJzZ8Bp5iLEuMnbwagEm8D1qiTEJ2+kwd6MgMAo3yLEsSTcwaXXp8C0oyTEAV6mwS0fh8ClzSLEixPewfNprsAykiTE3b6owVOXg8AivCLEZ3TgwRriqsCvgCTEDy2qwZANcMDhtCLEmuLhwY9Rn8BueSTEFtKpwZZnVsAivCLEoIfhwZJ+ksCvgCTEPOOnwfpCScClzSLExpjfwUTsi8AykiTEYIKlwa1SUMAo3yLE6zfdwR10j8C0oyTEnDfYwb3WAEKWMzfEK5T8wX6BFkIi+DjEjh3bwRY0AEJ4LDfEHXr/wdfeFUIF8TjEn3XdwSefAEJKGzfEF+kAwuhJFkLX3zjETeDdwTjZAUIcCjfEbh4BwvmDF0KpzjjEGR/cwVAqA0L/AjfE1D0AwhHVGEKLxzjEJznZwffMA0IcCjfEtpX9wbh3GUKpzjjEFuHWweZhA0JKGzfEpT37wacMGULX3zjEaHbWwdUnAkJ4LDfE99L6wZbSF0IF8TjEyZ7Qwrqf+MJzv1fE7bXZwo26AcP/g1nEOzXQwiU++cLCuFfEX0zZwsMJAsNPfVnETU7Qwr/R+cKdqFfEcGXZwpBTAsMpbVnETdvQwhAE+sJ3mFfEcfLZwrhsAsMDXVnEpYnRwp+3+cLHkVfEyKDawoBGAsNTVlnEMvPRwjQZ+cJ3mFfEVgrbwkr3AcMDXVnEIdrRwpuF+MKdqFfERfHawn6tAcMpbVnEIE3RwkpT+MLCuFfERGTawlWUAcNPfVnEMbbZwra6AcPyg1nEVc3iwmclB8N+SFvE4UzZwr4JAsNFfVnEBWTiwm50B8PSQVvE5GXZwl9TAsMpbVnECH3iwg++B8O1MVvEkvLZwnlsAsMNXVnEtgnjwinXB8OZIVvEhKDawldGAsNgVlnEqLfjwgexB8PtGlvE1AnbwlD3AcMNXVnE9yDkwgBiB8OZIVvE0fDawq6tAcMpbVnE9Qfkwl4YB8O1MVvEI2TawpSUAcNFfVnERnvjwkX/BsPSQVvEms3iwo8lB8NxSFvEveTrwkCQDMP9DF3EiGTiwmh0B8PIQVvEq3vrwhnfDMNVBl3Ee33iwt+9B8O1MVvEn5Trwo8oDcNC9lzE1wnjwurWB8OjIVvE+yDswppBDcMv5lzEY7fjwt6wB8P6GlvEh87swo4bDcOG31zEdSDkwgViB8OjIVvEmTftwrXMDMMv5lzEgQfkwo8YB8O1MVvEpR7twj+DDMNC9lzEJXvjwoT/BsPIQVvESZLswjRqDMNVBl3EAuXrwmmQDMPwDF3EJvz0whn7EcN80V7ELnzrwhPfDMNLBl3EUZP0wsRJEsPYyl7EE5Xrwl4oDcNC9lzEN6z0wg+TEsPOul7EHCHswltBDcM45lzEQDj1wgusEsPFql7EQs7swmYbDcOU31zEZuX1whaGEsMgpF7EFjftwrvMDMM45lzEOk72wms3EsPFql7EMR7twnCDDMNC9lzEVTX2wiDuEcPOul7EKJLswnNqDMNLBl3ES6n1wiTVEcPYyl7Eavz0wkL7EcNv0V7EjhP+wvJlF8P7lWDE1JP0wr5JEsPOyl7E96r9wm60F8Nbj2DEqqz0wt6SEsPOul7EzsP9wo79F8Nbf2DEYTj1wsyrEsPOql7EhU/+wnwWGMNbb2DEIeX1wu2FEsMupF7ERfz+wp3wF8O6aGDEuE32wnE3EsPOql7E3GT/wiGiF8Nbb2DE4TT2wlDuEcPOul7EBUz/wgFZF8Nbf2DEKqn1wmPVEcPOyl7ETsD+whNAF8Nbj2DEYpf8wWmDFsL6dzvE+XkQwiouLMKHPD3EE9n6wVXSF8LocDvE0ZoPwhZ9LcJ1NT3EEUP7wWEKGcLXXzvE0M8PwiK1LsJjJD3ERpf9wcF0GcLFTjvE6vkQwoIfL8JREz3EODwAwibTGMKzRzvEgGoSwud9LsI/DD3EYBsBwjqEF8LFTjvEp0kTwvsuLcJREz3EYeYAwi5MFsLXXzvEqRQTwvD2K8JjJD3Ejnj/wc7hFcLocDvEjuoRwo+MK8J1NT3E3VnCwAbHCUIKb0nEpKTpwMuhJUKWM0vEpu7OwKbzCULsZ0nEbTn2wGvOJUJ4LEvEFGHVwGPmCkK+VknE26v8wCjBJkJKG0vEW+rRwAwRDEKQRUnEITX5wNHrJ0IcCkvE6JHGwK3EDEJyPknEr9ztwHKfKEL/AkvEH/25wA2YDEKQRUnE5kfhwNJyKEIcCkvEsYqzwFClC0K+VknEeNXawBWAJ0JKG0vEagG3wKd6CkLsZ0nEMUzewGxVJkJ4LEvE2gHkQHacnEH+ZVzE47IYQarE0UGLKl7Ed8nZQGJ9nkHdXlzEspYTQZal00FpI17EIP7XQHjxoEGlTVzEBrESQasZ1kEyEl7E56zfQMuIokFuPFzEaogWQf+w10H6AF7EsFXsQMFUokFMNVzEztwcQfV810HY+V3EE472QNZzoEFuPFzE//ghQQqc1UH6AF7Ealn4QMD/nUGlTVzEq94iQfQn00EyEl7Eo6rwQGxonEHdXlzESAcfQaCQ0UFpI17EB7QYQTvG0UF9Kl7E/WU/QTh3A0IK71/Eo5oTQR+m00FgI17EmUw6QSpnBELs51/EdbUSQd0Y1kEyEl7Ea2c5QYigBUK+1l/EvooWQVGv10EDAV7EtDw9QcNrBkKQxV/EqtscQWR710Hm+V3EoI1DQcxRBkJyvl/EDvUhQYCb1UEDAV7EBKdIQdphBUKQxV/EPNoiQcIo00EyEl7EMoxJQXsoBEK+1l/E9AQfQU6S0UFgI17E6rZFQUFdA0Ls51/E6SXcQGKnPsGaoV/EgKQmQRRRkMEmZmHElo3oQAolPcFtml/EV9gsQeiPj8H5XmHEq0fxQJygP8EZiV/EYjUxQbHNkMGlTWHEdzfxQMilRMHFd1/ESC0xQUdQk8FRPGHEd2boQLhDScGYcF/EyMQsQT+flcEkNWHEyv7bQA/GSsHFd1/E8ZAmQWtglsFRPGHEtUTTQH1KSMEZiV/E5jMiQaIilcGlTWHE6VTTQFJFQ8Ftml/EADwiQQygksH5XmHE4ocWQuSe/EGd92/EozIsQrp9EEIpvHHEuegVQup0/0Gm8G/EepMrQr3oEUIztXHEfVEWQg7gAELX32/EPvwrQlUOE0JjpHHE0YQXQj8UAUIHz2/Eki8tQodCE0KTk3HErc4YQnc4AEIQyG/EbnkuQr9mEkKdjHHE120ZQuma/UEHz2/EmBgvQrz7EEKTk3HEEgUZQrhP+0HX32/E068uQiTWD0JjpHHEvtEXQlTn+kGm8G/Ef3wtQvKhD0IztXHERzMsQkN+EEIcvHHECN5BQoqsIkKogHPEd5QrQnroEUIptXHEOD9BQsIWJEK2eXPEAf0rQm4NE0JjpHHEwqdBQrU7JULvaHPEqC8tQoJBE0Kdk3HEadpCQspvJUIpWHPEy3guQjZmEkKqjHHEjCNEQn2UJEI2UXPEmxcvQv/7EEKdk3HEXMJEQkYqI0IpWHPEEa8uQgvXD0JjpHHE0llEQlIFIkLvaHPEaXwtQvaiD0IptXHEKydDQj7RIUK2eXPEfdwAwkNB2EEes3XEP4cWwtKd/EGqd3fEEicCwryI1kEjrHXE1NEXwkvl+kGwcHfEE1sDwlrx1kFKm3XE1AUZwulN+0HXX3fEE8QDwtU92UFxinXE1G4ZwmSa/UH+TnfEkCQDwnIV3EF3g3XEUc8YwgE5AEIDSHfE+9kBwvnN3UFxinXEvIQXwkQVAUL+TnfE+qUAwltl3UFKm3XEu1AWwvXgAELXX3fE+zwAwuAY20EjrHXEvOcVwm91/0GwcHfE4ocWwuSe/EGdd3fEozIswrp9EEIpPHnEvtEXwlTn+kGmcHfEf3wtwvKhD0IzNXnEEgUZwrhP+0HXX3fE068uwiTWD0JjJHnE120Zwuma/UEHT3fEmBgvwrz7EEKTE3nErc4Ywnc4AEIQSHfEbnkuwr9mEkKdDHnE0YQXwj8UAUIHT3fEki8twodCE0KTE3nEfVEWwg7gAELXX3fEPvwrwlUOE0JjJHnEuegVwup0/0GmcHfEepMrwr3oEUIzNXnECY8NQQC0KEGlUIHEJ0hWQQRff0HrMoLEfRAKQZXyLUEaTYHEm8lSQc1OgkFgL4LE7uQKQXbVMkGMRIHEDJ5TQT3AhEHTJoLE6o8PQeN/NEH/O4HECElYQXSVhUFFHoLEcFUVQRH4MUF0OIHEjg5eQYtRhEG6GoLE/NMYQXy5LEH/O4HEGo1hQUCygUFFHoLEi/8XQZzWJ0GMRIHEqbhgQaCBfkHTJoLEjlQTQS4sJkEaTYHErQ1cQTPXfEFgL4LET/CLwYdh8kE7t4fEFTmowXWvEUKCmYjE5PCOwYWm8UHCs4fEqjmrwfRREUIIlojElg2RwSra8kFfq4fEXFatwcbrEUKljYjEqgmRwT5I9UH8oofEcFKtwdAiE0JChYjEbOeOwVmE90GCn4fEMjCrwd5AFELJgYjE2OaLwVs/+EH8oofEni+owV+eFEJChYjEJsqJwbYL90Ffq4fE7BKmwY0EFEKljYjEEs6JwaKd9EHCs4fE2BamwYPNEkIIlojE27YmwflgkEHK8oXEZ0hfwVxewUEQ1YbEh8UswVKkj0FJ74XEE1dlwbahwEGP0YbEbQgxwavakEHT5oXE+ZlpwQ/YwUEZyYbEhAAxwTdOk0Fd3oXEEJJpwZpLxEGjwIbEbbIswVqPlUHb2oXE+UNlwb6MxkEivYbEwKMmwQFMlkFd3oXETDVfwWRJx0GjwIbE2mAiwagVlUHT5oXEZvJawQsTxkEZyYbExGgiwRyikkFJ74XEUPpawX+fw0GP0YbEEkpfwc5fwUEJ1YbEz+2LwTFd8kFPt4fEXlVlwZGjwEGK0YbEdfOOwfSg8UHQs4fE45VpwT3ZwUEZyYbEuBORwaDW8kFfq4fE/o1pwWpLxEGnwIbExQ+Rwc5I9UHuoofETkJlwUyLxkEovYbE7emOwa+I90Fun4fEAjdfwYlHx0GnwIbER+SLwexE+EHuoofEffZawd0RxkEZyYbEBMSJwUAP90Ffq4fEYv5awa+fw0GK0YbE98eJwRKd9EHQs4fE4dAJQsVnwsA194jEpqslQoyy6cB72YnE438KQh1at8C984jEqFomQuSk3sAE1onE26ILQjn6s8Bf64jEoH0nQgBF28ClzYnEWI8MQidCusAB44jEHWooQu6M4cBHxYnE0boMQgCExsCJ34jElpUoQsfO7cDPwYnE0AsMQqiR0cAB44jEleYnQm/c+MBHxYnE2OgKQozx1MBf64jEncMmQlI8/MClzYnEW/wJQp6pzsC984jEINclQmT09cAE1onEeawlQrSz6cB02YnEPodBQj5/CMG6u4rEF1smQkis3sD/1YnE3DVCQoj7AsFFuIrEa30nQkxO28ClzYnEMFhDQolMAcHrr4rEY2koQq+S4cBLxYnEKEREQrtuBMGSp4rExJQoQp7N7cDWwYnEiW9EQjOMCsEcpIrEJuYnQgrV+MBLxYnE68BDQukPEMGSp4rE0sMmQgcz/MClzYnEl55CQue+EcHrr4rE2tclQqTu9cD/1YnEn7JBQrWcDsFFuIrEezaVPqhoej4tzIXEoQKkwPeeicBzrobEu7bmPjy48r2cyIXEneqewB09lcDiqobE1xCxPs4E074AwIXE+0SiwIminsBGoobEa48dPeW+7b5kt4XE6hqswCtOoMCqmYbEejaVvqhoer7Ts4XEcKm2wIJFmcAalobEu7bmvjy48j1kt4XEdMG7wFunjcCqmYbE1hCxvs4E0z4AwIXEFme4wO9BhMBGoobEZY8dveW+7T6cyIXEKJGuwE6WgsDiqobEZwZqM4Eht0IJiZLEVXB4M+RFxUJPa5PEmoW3vkJXt0KthZLEmoW3vqV7xULzZ5PEA8UBvwfZt0KQfZLEA8UBv2r9xULXX5PEmoW3vsxauEJ0dZLEmoW3vi9/xkK6V5PEGXJrM42QuEIYcpLEB9x5M/C0xkJeVJPEnoW3PsxauEJ0dZLEnoW3Pi9/xkK6V5PEBMUBPwfZt0KQfZLEBcUBP2r9xULXX5PEnoW3PkJXt0KthZLEnoW3PqV7xULzZ5PEvnB4M09GxUJIa5PEVm2DM7Jq00KOTZTE0xq3vvB7xULuZ5PE0xq3vlOg00I0SpTEgnkBv2r9xULXX5PEgnkBv80h1EIdQpTE0xq3vuR+xkK/V5PE0xq3vkej1EIFOpTEm9t5M4W0xkJlVJPExSKEM+jY1EKrNpTE1xq3PuR+xkK/V5PE1xq3Pkej1EIFOpTEhHkBP2r9xULXX5PEhHkBP80h1EIdQpTE1xq3PvB7xULuZ5PE1xq3PlOg00I0SpTEim2DMx1r00KITZTEgaKKM4CP4ULOL5XEDLC2vp+g00IwSpTEDLC2vgLF4UJ2LJXEAS4Bv80h1EIdQpTEAS4BvzBG4kJjJJXEDLC2vvui1EIKOpTEDLC2vl7H4kJQHJXEjyKEM33Y1EKyNpTEhleLM+D84kL4GJXEELC2Pvui1EIKOpTEELC2Pl7H4kJQHJXEAy4BP80h1EIdQpTEAy4BPzBG4kJjJJXEELC2Pp+g00IwSpTEELC2PgLF4UJ2LJXEtaKKM+uP4ULHL5XErNeRM06070IOEpbERUW2vk3F4UJxLJXERUW2vrDp70K3DpbEgeIAvzBG4kJjJJXEgeIAv5Nq8EKpBpbERUW2vhPH4kJVHJXERUW2vnbr8EKb/pXEUFeLM3X84kL/GJXER4ySM9gg8UJF+5XESkW2PhPH4kJVHJXESkW2Pnbr8EKb/pXEg+IAPzBG4kJjJJXEg+IAP5Nq8EKpBpbESkW2Pk3F4UJxLJXESkW2PrDp70K3DpbE4NeRM7m070IHEpbE1wyZMxzZ/UJN9JbEftq1vvzp70KzDpbEftq1vl8O/kL58JbEAJcAv5Nq8EKpBpbEAJcAv/aO/kLv6JbEftq1virr8EKg/pXEftq1vo0P/0Lm4JbEEYySM24g8UJM+5XECMGZM9FE/0KS3ZbEg9q1Pirr8EKg/pXEg9q1Po0P/0Lm4JbEApcAP5Nq8EKpBpbEApcAP/aO/kLv6JbEg9q1Pvzp70KzDpbEg9q1Pl8O/kL58JbECw2ZM4bZ/UJG9JbEAkKgM/X+BUON1pfEuG+1vqsO/kL08JbEt2+1vocZBkM605fEf0sAv/aO/kLv6JbEf0sAv61ZBkM2y5fEuG+1vkIP/0Lr4JbEt2+1vtKZBkMxw5fE08CZM2ZE/0KY3ZbEyvWgM2S0BkPfv5fEvG+1PkIP/0Lr4JbEvG+1PtKZBkMxw5fEgksAP/aO/kLv6JbEgksAP61ZBkM2y5fEvG+1PqsO/kL08JbEvG+1PocZBkM605fENkKgMyr/BUOG1pfELXenM1wRDUPMuJjE8QS1vq0ZBkM205fE8QS1vt4rDUN8tZjE/f//vq1ZBkM2y5fE/f//vt5rDUN8rZjE8QS1vq2ZBkM2w5fE8QS1vt6rDUN8pZjElPWgMy+0BkPlv5fEiyqoM2DGDUMropjE9gS1Pq2ZBkM2w5fE9gS1Pt6rDUN8pZjEAQAAP61ZBkM2y5fEAQAAP95rDUN8rZjE9gS1Pq0ZBkM205fE9gS1Pt4rDUN8tZjEdVtWwQZ2f8Gv8o/ESYqPwYUQq8H11JDEQ+5SwUhNgsE274/EsNONwcqircF80ZDElb5TwZeyhMHT5o/E2juOwRkIsMEZyZDEY1JYwauDhcFv3o/EwYWQwS3ZsMG2wJDEQPtdwQpGhMH22o/EL1qTwYybr8E8vZDEcmhhwcWzgcFv3o/EyBCVwUcJrcG2wJDEIJhgwe2cfsHT5o/En6iUwfijqsEZyZDEUgRcwcX6fME274/EuF6SweTSqcF80ZDEXIuPwcwRq8Hv1JDE6+ezwU5n1sE1t5HEutWNwZ+ircF30ZDESTKywSH42MG9s5HEqD2OwZUGsMEZyZDEN5qywRdc28Ffq5HERoaQwTPXsMG6wJDE1eK0wbUs3MEBo5HEHVmTwUWar8FDvZDErLW3wcfv2sGJn5HEvw6VwXIJrcG6wJDETmu5wfVe2MEBo5HE0KaUwX2lqsEZyZDEXwO5wf/61cFfq5HEM16Swd7UqcF30ZDEwrq2wWEq1cG9s5HEyLZoPjqrir5QS6vEhiyKwFWrpECWLazEcpHhvSJp1r4ASKvEgviUwHfvn0BGKqzEfRvEvruNpL4AQKvE9LOdwC0No0BGIqzEF/LcvidtEr0AOKvEXkGfwC4xrEBGGqzExrZovjqrij6wNKvE8reYwLwAtkD2FqzEdZHhPSJp1j4AOKvE9uuNwJu8ukBGGqzEfhvEPruNpD4AQKvEhDCFwOSet0BGIqzEGPLcPidtEj0ASKvEG6ODwON6rkBGKqzEDUBpPgb9ir5XS6vEPCiKwDimpECdLazEgBbivZvn1r4FSKvElvqUwI/nn0BLKqzEKo/EvsvupL4AQKvEL7udwBwHo0BGIqzEa3TdvobDEr37N6vEg0mfwIIwrEBBGqzEC0Bpvgb9ij6pNKvEPbyYwNkFtkDvFqzEgxbiPZvn1j77N6vE4umNwILEukBBGqzEK4/EPsvupD4AQKvESimFwPWkt0BGIqzEbHTdPobDEj0FSKvE9pqDwJB7rkBLKqzEhiyKwFWrpECWLazEYc8Nwa8AKUHdD63EgviUwHfvn0BGKqzEXzUTwcCiJkGMDK3E9LOdwC0No0BGIqzEGJMXwZsxKEGMBK3EXkGfwC4xrEBGGqzEzVkYwZzDLEGM/KzE8reYwLwAtkD2FqzEFxUVwWOrMUE8+azE9uuNwJu8ukBGGqzEGa8PwVIJNEGM/KzEhDCFwOSet0BGIqzEYFELwXd6MkGMBK3EG6ODwON6rkBGKqzErIoKwXboLUGMDK3EDUBpPgb9ir5XS6vEPCiKwDimpECdLazEgBbivZvn1r4FSKvElvqUwI/nn0BLKqzEKo/EvsvupL4AQKvEL7udwBwHo0BGIqzEa3TdvobDEr37N6vEg0mfwIIwrEBBGqzEC0Bpvgb9ij6pNKvEPbyYwNkFtkDvFqzEgxbiPZvn1j77N6vE4umNwILEukBBGqzEK4/EPsvupD4AQKvESimFwPWkt0BGIqzEbHTdPobDEj0FSKvE9pqDwJB7rkBLKqzEhiyKwFWrpECWLazEYc8Nwa8AKUHdD63EgviUwHfvn0BGKqzEXzUTwcCiJkGMDK3E9LOdwC0No0BGIqzEGJMXwZsxKEGMBK3EXkGfwC4xrEBGGqzEzVkYwZzDLEGM/KzE8reYwLwAtkD2FqzEFxUVwWOrMUE8+azE9uuNwJu8ukBGGqzEGa8PwVIJNEGM/KzEhDCFwOSet0BGIqzEYFELwXd6MkGMBK3EG6ODwON6rkBGKqzErIoKwXboLUGMDK3E", 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", 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", 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qoMLcnhnEYoj8wf50rcJoYxvEsazrwc21n8LOpRnErAX/wdr/rMJbahvEkxzswdAcn8KVthnEjnX/wd1mrMIhexvEhD3qwZm5nsJbxxnEf5b9waYDrMLnixvEsIH6wbgQrMLMkhvEVu0GwsVaucJZVx3EzQX4wZqFrMLeixvEZK8FwqfPucJqUB3EKZb3wUAercIhexvEkncFwk1ousKtPx3EK3T5wT+BrcJkahvEk2YGwkzLusLwLh3E0If8wZp0rcJ1YxvEZfAHwqe+usICKB3EswP/wbj/rMJkahvEVy4JwsVJusLwLh3EV3P/wRFnrMIhexvEKWYJwh6xucKtPx3EVZX9wRIErMLeixvEKHcIwh9OucJqUB3Ej8QJQmNWwsAy7xTEVJ8lQiqh6cC+sxbEWHkKQj7rtsAI6BTEHVQmQgQ23sCVrBbE7aULQs9us8C+1hTEsoAnQpa52sBKmxbEO5oMQt3rucB0xRTEAHUoQqQ24cAAihbEJMcMQmKVxsBKvhTE6aEoQing7cDWghbEWxIMQocA0sB0xRTEIO0nQk5L+cAAihbExeUKQvZ81cC+1hTEi8AmQr3H/MBKmxbEePEJQuj/zsAI6BTEPcwlQq9K9sCVrBbEtE+jwNQIicC53hLE3lIowYg9DcFFoxTE9NWdwOGFlcAO1xLE/5UlwQ98E8GbmxTEqHChwJSfn8CMxBLEWGMnweiIGMEZiRTETAOswEJrocALshLEqqwswb9uGcGXdhTEXly3wKXbmcBgqhLEM1kywfGmFcHtbhTEHda8wJhejcALshLEExY1wWpoD8GXdhTEaju5wOVEg8CMxBLEuUgzwZFbCsEZiRTExqiuwDd5gcAO1xLEZ/8twbl1CcGbmxTEnaIlwsyl6cCJMyjEYn1Bwkp4CMEV+CnEJM8lwqwz9sBvLCjE6qlBwjm/DsH78CnEXMEmwo+i/MBKGyjEIZxCwqv2EcHX3ynEYesnwr0t+cAmCijEJsZDwkI8EMGyzinEoJ4owobb7cAMAyjEZXlEwieTCsGYxynEGHIowqdN4cAmCijE3kxEwjdMBMGyzinE4X8nwsPe2sBKGyjEplpDwsUUAcHX3ynE3FUmwpVT3sBvLCjEoTBCwi7PAsH78CnELZPFPuVZiz0UmR3E9nzSwH11lL+gXR/EWouuPt3wrL68kR3Ec+3TwFNnyL9IVh/EghLFPeG0C78AgB3E38HbwIwF47+MRB/Ez7xRvn013r5Ebh3ED2TlwHu41L/RMh/ELZPFvuVZi73sZh3EWy/rwLrgpb94Kx/EWouuvt3wrD5Ebh3E3r7pwMndY7/RMh/EgBLFveG0Cz8AgB3Ec+rhwFahLr+MRB/Ez7xRPn013j68kR3EQkjYwHk7S79IVh/EWHyPwej/qkGYqjPE6NizwWpV1kEkbzXEemWSwTS5qUFyozPECcK2wbYO1UH/ZzXEHsCUwUGQqkEykjPErRy5wcPl1UG+VjXEQSuVwRYHrUHxgDPE0Ie5wZhc2EF9RTXEIGiTwSqsr0HLeTPEr8S3wawB20FXPjXE/36Qwd7ysEHxgDPEjtu0wWBI3EF9RTXEWiSOwdAbsEEykjPE6YCywVNx20G+VjXEN7mNwfykrUFyozPExhWywX762EH/ZzXEhuOHwifyocJ6m0nEqfqQwojHrMIHYEvEC3iHwneTosKrlEnELo+QwthorcI3WUvEkZGHwsMpo8I6hEnEtaiQwiP/rcLGSEvEJSGIwv9co8LIc0nESTiRwmAyrsJVOEvErNKIwikPo8L5bEnEz+mRwonkrcKFMUvEJz6JwtltosLIc0nESlWSwjpDrcJVOEvEoCSJwo7XocI6hEnExDuSwu6srMLGSEvEDJWIwlGkocKrlEnEMKyRwrJ5rMI3WUvE7vqQwtrHrML5X0vEEhKawjqdt8KGJE3EsY+Qws1orcIuWUvE1KaZwi4+uMK6HU3EKKmQwsL+rcLGSEvETMCZwiPUuMJSDU3EajiRwuExrsJeOEvEjk+awkIHucLr/EzEi+mRwjjkrcKTMUvErgCbwpi5uMIf9kzEyFSSwkRDrcJeOEvE7GubwqUYuMLr/EzEUDuSwk+trMLGSEvEdFKbwrCCt8JSDU3ED6yRwjB6rMIuWUvEMsOawpFPt8K6HU3EVhKawoydt8J4JE3Eeimjwu1ywsIF6U7EV6eZwiM+uMKxHU3Eer6iwoMTw8I94k7EwMCZwsLTuMJSDU3E5NeiwiKpw8Lf0U7Er0+awsMGucL0/EzE02ajwiTcw8KAwU7EagCbwka5uMIs9kzEjhekwqeOw8K5uk7EaWubwrAYuML0/EzEjYKkwhDuwsKAwU7EAFKbwhGDt8JSDU3EJGmkwnFYwsLf0U7EEcOawg9Qt8KxHU3ENdqjwnAlwsI94k7EH9yzwT9Z1sH87jfErjjYwWHXAMKJsznE4huywfz52MHi5zfEcnjWwb8nAsJvrDnEVoaywcZs28G+1jfE5eLWwSRhA8JKmznEHd20wXJC3MGZxTfErDnZwfrLA8ImijnEeMG3wdb92sF/vjfEBx7cwawpA8IMgznEtIG5wRpd2MGZxTfEQ97dwU7ZAcImijnEQRe5wVDq1cG+1jfE0HPdwemfAMJKmznEesC2waQU1cHi5zfECR3bwRM1AMJvrDnE+4NnwK4fpEEM5kXExQybwDjV20GYqkfEmWSAwFB5pEHm3kXEYK+nwNou3EFyo0fEHd6GwN9gpkGlzUXE5CiuwGoW3kEykkfElWODwMK4qEFkvEXEXK6qwExu4EHxgEfEV/1vwI8hqkE/tUXEckmfwBnX4UHLeUfEILhWwO3HqUFkvEXE16aSwHd94UHxgEfEGcVJwF3gp0GlzUXEUy2MwOiV30EykkfEKLpQwHuIpUHm3kXE26ePwAU+3UFyo0fE4WoSQK8jyUAA3VjEXZmWQD/iTkGNoVrEZsf7P5qv0EDX1VjExlWMQDWoUkFjmlrEKZL0P7SK2kCMxFjEd4iKQMKVV0EZiVrEe7cJQPzu4EBCs1jEqj+SQObHWkHOd1rE0CQjQPAd4EAZrFjEVPaeQGBfWkGlcFrE/qs3QAWS2EBCs1jE6zmpQGqZVkHOd1rEnUY7QOu2zkCMxFjEOwerQN2rUUEZiVrENtgrQKNSyEDX1VjEB1CjQLl5TkFjmlrEc95Evld+qj6cGFzESfhVQKdNucAo3V3EmMdJPtn92j5nEVzEquJuQK9FtsDz1V3EPx3xPhY1iz4AAFzE7DSAQDtCu8CMxF3E4xjwPi37ML2Z7lvEpiSAQINXxcAms13EdN5EPld+qr5k51vEF5RuQHKdzsDxq13El8dJvtn92r6Z7lvEt6lVQGql0cAms13EPx3xvhY1i74AAFzEiCJEQN6ozMCMxF3E4hjwvi37MD1nEVzEFENEQJaTwsDz1V3EMmLWQaHjs0GfbmzE2tsAQjBA2EErM27EeSLVQda8tkGgZ2zE/jsAQmUZ20EtLG7E7vTVQZoKuUG+VmzEOKUAQiln3UFKG27ESF7YQXNzuUHbRWzE5dkBQgLQ3UFoCm7E5PTaQfa5t0HdPmzEMyUDQoUW3EFpA27EnTTcQcHgtEHbRWzED8UDQlA92UFoCm7EKGLbQf2SskG+VmzE1VsDQozv1kFKG27EzvjYQSQqskGgZ2zEKCcCQrOG1kEtLG7EaAurwf+Fj0EgKnLE6mDWwY7is0Gs7nPEd6OtwYvLjUEdI3LE+fjYwRooskGq53PEKg6wwZ80jkEyEnLErGPbwS6RskG+1nPEFeGwwa2DkEFGAXLElzbcwTzgtEHSxXPEqaCvwXlek0FD+nHEK/bawQi7t0HQvnPEmgitwe0YlUFGAXLEHV7YwX11uUHSxXPE552qwdqvlEEyEnLEavPVwWkMuUG+1nPE/cqpwcxgkkEdI3LEfyDVwVu9tkGq53PEYt95vq/klL5MGH/EQaOJQL4HpEBsboDEkTztvgk5HT0uEX/Ec56CQHuQrkDdaoDEIZHSvsavsD4AAH/EKkmEQAVhuEBGYoDELTPyvUI45j7S7n7EcKmNQI25u0CvWYDEZN95Pq/klD60537EN0GZQFSktkAgVoDEkjztPgk5Hb3S7n7EBUagQJcbrECvWYDEIZHSPsavsL4AAH/ETpueQAxLokBGYoDEMDPyPUI45r4uEX/ECTuVQIXynkDdaoDE803cwA/KPkF9EIXEhrgmwWtikEHD8oXEi2TowJVRPUH+DIXE0sMswS6mj0FE74XEl+XwwOy8P0GMBIXEVwQxwdnbkEHT5oXEzNXwwEihREEb/ITEcvwwwQdOk0Fh3oXEbT7owAshSUGc+ITEwrAswemNlUHi2oXE1CfcwIWZSkEb/ITEdqUmwSZKlkFh3oXEyabTwC0uSEGMBIXE8WQiwXoUlUHT5oXElLbTwNFJQ0H+DIXE1mwiwUyikkFE74XEsUFWwDqNuUBLLoTE8UPcwGTBPkGREIXEbJduwFiXtkDGKoTEzm7owHJGPUEMDYXEB7Z/wCR2u0BGIoTEHP7wwNi1P0GMBIXEPpZ/wENPxUDHGYTEN+7wwGiiREEN/ITEr0puwN9dzkBCFoTEb0jowLYpSUGI+ITE9PRVwMJT0UDHGYTEkh3cwKekSkEN/ITEWNZEwPZ0zEBGIoTERI7TwEE1SEGMBIXEIvZEwNabwkDGKoTEKZ7TwLFIQ0EMDYXEbfhYQewHGcB2UIbEwTGkQXqdZ8C8MofEErlbQTjHAsD5TIbEE5KlQcVcUcA/L4fEo0xgQQr497+MRIbE3NunQZORSsDTJofE1wRkQSGhCMAgPIbE9repQa82V8BmHofE5LNkQUtOIcCjOIbEfA+qQdnjb8DpGofEQPNhQQCPN8AgPIbEKq+oQUcSg8BmHofErl9dQTJaPsCMRIbEYWWmQeB3hsDTJofEeqdZQRa1McD5TIbER4mkQVIlgMA/L4fEZTOkQcufZ8C2MofE7+jbQa0am8D8FIjE8pKlQY5rUcA6L4fEfEjdQY4AkMCBEYjEc9unQSqkSsDTJofE/ZDfQdycjMAZCYjEgrapQTBCV8BrHofEDGzhQd/rksCxAIjE2A2qQYfhb8DvGofEYsPhQYs7n8A2/YfES66oQeIKg8BrHofE1WPgQalVqsCxAIjEymWmQZVuhsDTJofEVBveQVu5rcAZCYjEu4qkQZEfgMA6L4fERUDcQVhqp8CBEYjEY4gTM12JREKMO43EUfIhMyPSYELSHY7EQwa6vlb2REIkOI3EQwa6vhw/YUJqGo7EBooDv2r9RULrL43EBooDvzBGYkIyEo7EQwa6vn4ER0KzJ43EQwa6vkRNY0L5CY7ECvkUM3dxR0JLJI3E+GIjMz26Y0KRBo7ERQa6Pn4ER0KzJ43ERga6PkRNY0L5CY7ECIoDP2r9RULrL43ECIoDPzBGYkIyEo7ERQa6Plb2REIkOI3ERga6Phw/YUJqGo7EufIhM/nSYELLHY7Ep1wwM78bfUIRAI/EfJu5vrM/YUJlGo7EfJu5vnmIfUKs/I7Ehj4DvzBGYkIyEo7Ehj4Dv/aOfkJ49I7EfJu5vq1MY0L+CY7EfJu5vnOVf0JE7I7EjGIjM2e5Y0KYBo7EeswxMxYBgELe6I7Ef5u5Pq1MY0L+CY7Ef5u5PnOVf0JE7I7Ehz4DPzBGYkIyEo7Ehz4DP/aOfkJ49I7Ef5u5PrM/YUJlGo7Ef5u5PnmIfUKs/I7ElbQiwp7nQcLwP5XE3eI0wl+SV8I2IpbEhOAhwuclQ8KUPJXEyw40wqjQWMLaHpbE4RIiwnJORMJ4NJXEKEE0wjP5WcK+FpbELC4jwoqzRMJbLJXEdFw1wkteWsKiDpbEcowkwvYZRML/KJXEuro2wrfEWcJGC5bEhGAlwq3bQsJbLJXEzI43wm6GWMKiDpbEJy4lwiKzQcJ4NJXEblw3wuNdV8K+FpbE3BIkwgpOQcKUPJXEI0E2wsv4VsLaHpbEZuM0wgKTV8IwIpbErhFHwsQ9bcJ2BJfE0A80wpLQWMLVHpbEFz5GwlN7bsIcAZfEEEI0wnH4WcK+FpbEV3BGwjKjb8IE+ZbEtlw1wk5dWsKmDpbE/opHwg8IcMLs8JbEMbo2whPEWcJMC5bEeOhIwtRub8KS7ZbEx403woSGWMKmDpbEDrxJwkUxbsLs8JbEh1s3wqVeV8K+FpbEz4lJwmYJbcIE+ZbE4UA2wsj5VsLVHpbEKG9IwomkbMIcAZfENxJHwmc+bcJvBJfEf0BZwpR0gcK15pfEHD9Gwj57bsIXAZfEZG1Ywv8SgsJd45fEP3FGwnCib8IE+ZbEhp9YwpmmgsJK25fEQItHwhIHcMLx8JbEiLlZwurYgsI305fE7+dIwjFub8KZ7ZbENhZbwnmMgsLfz5fECrtJwloxbsLx8JbEUelbwg7ugcI305fE54hJwigKbcIE+ZbEL7dbwnVagcJK25fE5m5IwoalbMIXAZfELZ1awiQogcJd45fECEFZwuZ0gcKv5pfET29rwkZKjML1yJjEaG5YwvUSgsJY45fEsJxqwlXojMKfxZjEbaBYwjemgsJK25fEtc5qwph7jcKQvZjEyrlZwmvYgsI805fEEuhrwsytjcKCtZjErRVbwieMgsLmz5fE9UNtwohhjcIsspjETehbwhnugcI805fElBZuwnnDjMKCtZjESLZbwtZagcJK25fEj+RtwjYwjMKQvZjE65xawqIogcJY45fEMstswgP+i8KfxZjE2W9rwphKjMLuyJjEIJ59wvkfl8I0q5nEtZ1qwkrojMKaxZjE/Mt8wqu9l8Lgp5nEnM9qwjd7jcKQvZjE5P18wpdQmMLXn5nEVOhrwk2tjcKHtZjEnBZ+wq6CmMLNl5nEa0NtwjZhjcIzspjEs3F/wpY2mMJ5lJnEkBVuwoTDjMKHtZjE7CGAwuSYl8LNl5nEqONtwpcwjMKQvZjE+AiAwvgFl8LXn5nE8MpswoH+i8KaxZjEN/l+wuLTlsLgp5nEqp59wksgl8Iuq5nEeeaHwqv1ocJ0jZrEAc18wqC9l8Lbp5nEpH2HwgGTosIiiprEy/58wjZQmMLXn5nEiZaHwpclo8IdgprE3hZ+wi+CmMLSl5nEkyKIwpBXo8IYeprEKnF/wkU2mMKAlJnEuc+IwqULo8LGdprEaSGAwu+Yl8LSl5nEjTiJwlBuosIYeprEhAiAwlkGl8LXn5nEqB+JwrnbocIdgprE9fh+wmDUlsLbp5nEnpOIwsGpocIiiprEveaHwv31ocJtjZrE4f2Qwl3LrMKzb5vEJn6HwvaSosIdiprESpWQwlZorcJjbJvE/ZaHwjYlo8IdgprEIa6Qwpb6rcJjZJvEtCKIwhFXo8IdeprE2DmRwnIsrsJjXJvEdM+IwlMLo8LNdprEmOaRwrTgrcITWZvECziJwltuosIdeprELk+SwrtDrcJjXJvENB+JwhrcocIdgprEWDaSwnuxrMJjZJvEfZOIwj+qocIdiprEoaqRwqB/rMJjbJvEPZV1PlFWkj7wS43EksWJwKQwpMA3Lo7E8ynpPhGGGr1xSI3End+CwBWLrsC3Ko7EuPPOPkOnrb4AQI3EAYOEwH0wuMBGIo7EwQruPXpE4r6PN43EEbqNwFB6u8DVGY7EO5V1vlFWkr4QNI3E5h6ZwG57tsBWFo7E8ynpvhGGGj2PN43E2wSgwP0grMDVGY7EuPPOvkOnrT4AQI3EeGGewJV7osBGIo7EvgruvXpE4j5xSI3EZyqVwMExn8C3Ko7E3cmJwMA1pMAwLo7EDJ4NweXFKMF2EI/EwueCwGiKrsCzKo7E/ywKwTjwLcH5DI/EPIqEwGwquMBGIo7EPP4KwTrAMsGMBI/EJryNwGlyu8DaGY7EMZcPwTlkNMEg/I7EnBqZwFF2tsBcFo7EbEYVwS3mMcGj+I7EtvyfwKkhrMDaGY7EebcYwdm7LMEg/I7EPVqewKaBosBGIo7EPeYXwdfrJ8GMBI/EUyiVwKk5n8CzKo7ESE0TwdlHJsH5DI/ElbQiwp7nQcLwP5XE3eI0wl+SV8I2IpbEhOAhwuclQ8KUPJXEyw40wqjQWMLaHpbE4RIiwnJORMJ4NJXEKEE0wjP5WcK+FpbELC4jwoqzRMJbLJXEdFw1wkteWsKiDpbEcowkwvYZRML/KJXEuro2wrfEWcJGC5bEhGAlwq3bQsJbLJXEzI43wm6GWMKiDpbEJy4lwiKzQcJ4NJXEblw3wuNdV8K+FpbE3BIkwgpOQcKUPJXEI0E2wsv4VsLaHpbEZuM0wgKTV8IwIpbErhFHwsQ9bcJ2BJfE0A80wpLQWMLVHpbEFz5GwlN7bsIcAZfEEEI0wnH4WcK+FpbEV3BGwjKjb8IE+ZbEtlw1wk5dWsKmDpbE/opHwg8IcMLs8JbEMbo2whPEWcJMC5bEeOhIwtRub8KS7ZbEx403woSGWMKmDpbEDrxJwkUxbsLs8JbEh1s3wqVeV8K+FpbEz4lJwmYJbcIE+ZbE4UA2wsj5VsLVHpbEKG9IwomkbMIcAZfENxJHwmc+bcJvBJfEf0BZwpR0gcK15pfEHD9Gwj57bsIXAZfEZG1Ywv8SgsJd45fEP3FGwnCib8IE+ZbEhp9YwpmmgsJK25fEQItHwhIHcMLx8JbEiLlZwurYgsI305fE7+dIwjFub8KZ7ZbENhZbwnmMgsLfz5fECrtJwloxbsLx8JbEUelbwg7ugcI305fE54hJwigKbcIE+ZbEL7dbwnVagcJK25fE5m5IwoalbMIXAZfELZ1awiQogcJd45fECEFZwuZ0gcKv5pfET29rwkZKjML1yJjEaG5YwvUSgsJY45fEsJxqwlXojMKfxZjEbaBYwjemgsJK25fEtc5qwph7jcKQvZjEyrlZwmvYgsI805fEEuhrwsytjcKCtZjErRVbwieMgsLmz5fE9UNtwohhjcIsspjETehbwhnugcI805fElBZuwnnDjMKCtZjESLZbwtZagcJK25fEj+RtwjYwjMKQvZjE65xawqIogcJY45fEMstswgP+i8KfxZjE2W9rwphKjMLuyJjEIJ59wvkfl8I0q5nEtZ1qwkrojMKaxZjE/Mt8wqu9l8Lgp5nEnM9qwjd7jcKQvZjE5P18wpdQmMLXn5nEVOhrwk2tjcKHtZjEnBZ+wq6CmMLNl5nEa0NtwjZhjcIzspjEs3F/wpY2mMJ5lJnEkBVuwoTDjMKHtZjE7CGAwuSYl8LNl5nEqONtwpcwjMKQvZjE+AiAwvgFl8LXn5nE8MpswoH+i8KaxZjEN/l+wuLTlsLgp5nEqp59wksgl8Iuq5nEeeaHwqv1ocJ0jZrEAc18wqC9l8Lbp5nEpH2HwgGTosIiiprEy/58wjZQmMLXn5nEiZaHwpclo8IdgprE3hZ+wi+CmMLSl5nEkyKIwpBXo8IYeprEKnF/wkU2mMKAlJnEuc+IwqULo8LGdprEaSGAwu+Yl8LSl5nEjTiJwlBuosIYeprEhAiAwlkGl8LXn5nEqB+JwrnbocIdgprE9fh+wmDUlsLbp5nEnpOIwsGpocIiiprEveaHwv31ocJtjZrE4f2Qwl3LrMKzb5vEJn6HwvaSosIdiprESpWQwlZorcJjbJvE/ZaHwjYlo8IdgprEIa6Qwpb6rcJjZJvEtCKIwhFXo8IdeprE2DmRwnIsrsJjXJvEdM+IwlMLo8LNdprEmOaRwrTgrcITWZvECziJwltuosIdeprELk+SwrtDrcJjXJvENB+JwhrcocIdgprEWDaSwnuxrMJjZJvEfZOIwj+qocIdiprEoaqRwqB/rMJjbJvEp3KGQTyyOEJx+5XEosuZQVZGU0K33ZbEkgeEQdKVOUIR+JXEjWCXQewpVEJX2pbE4pqDQQ2/OkLr75XE3fOWQSdTVUIy0pbEQWyFQdB/O0LG55XEPMWYQeoTVkIMypbEFGuIQTBnO0Jm5JXED8SbQUn7VUKsxpbEKdaKQZmDOkLG55XEJC+eQbMXVUIMypbE2UKLQV5aOULr75XE1JueQXjuU0Iy0pbEenGJQZuZOEIR+JXEdcqcQbUtU0JX2pbENMyZQR5HU0Kx3ZbELyWtQTjbbUL3v5fEhmKXQTEqVEJT2pbEgbuqQUu+bkKZvJfEFfaWQcBSVUIy0pbEEE+qQdrmb0J4tJfEZsaYQRMTVkIQypbEYh+sQS2ncEJXrJfEfcObQYH6VUKyxpbEeByvQZuOcEL5qJfEKy2eQW4XVUIQypbEJoaxQYirb0JXrJfEnJmeQd/uU0Iy0pbEmPKxQfmCbkJ4tJfES8mcQYwuU0JT2pbERiKwQabCbUKZvJfEwSWtQQHcbULwv5fEvH7AQQ04hEI2opjEer2qQZC+bkKUvJfEdRa+QVWphELanpjER1GqQXPmb0J4tJfEQqq9QUY9hUK+lpjEjCCsQVamcEJbrJfEh3m/QTidhUKijpjE5huvQdKNcEL/qJfE4XTCQfaQhUJGi5jELoSxQUOrb0JbrJfEKd3EQa8fhUKijpjEYPCxQWGDbkJ4tJfEW0nFQb2LhEK+lpjEHCGwQX3DbUKUvJfEF3rDQcwrhELanpjETn/AQXI4hEIwopjESdjTQX+CkUJ2hJnEbRi+QXephELVnpjEaHHRQYTzkUIcgZnEeqy9QRM9hUK+lpjEdQXRQSCHkkIEeZnEsXq/QcychUKmjpjErNPSQdnmkkLscJnET3TCQZKQhUJMi5jESs3VQZ/akkKSbZnEMNvEQYwfhUKmjpjEKzTYQZlpkkLscJnEI0fFQfGLhEK+lpjEH6DYQf7VkUIEeZnE7XjDQTcshELVnpjE6NHWQUR2kUIcgZnE29jTQeOCkUJvhJnE1jHnQfDMnkK1ZprEYXPRQafzkUIXgZnEXMzkQbQ9n0JdY5rErQfRQeyGkkIEeZnEqGDkQfnQn0JKW5rE1tTSQW7mkkLxcJnE0S3mQXswoEI3U5rEuMzVQTrakkKZbZnEsyXpQUckoELfT5rEMzLYQXdpkkLxcJnELovrQYSzn0I3U5rE553YQTLWkUIEeZnE4vbrQT4gn0JKW5rEvtDWQa92kUIXgZnEuSnqQbzAnkJdY5rEbRdZsu5DKMIr2ZjEVTGQsrSMRMJxu5nEKVu4PuyvKMLL1ZjEKVu4PrL4RMIRuJnEBVwCP6S0KcKlzZjEBFwCP2r9RcLrr5nEKVu4Ply5KsJ/xZjEKVu4PiICR8LGp5nEtLFgslolK8IfwpjEef6TsiBuR8JmpJnEKlu4vly5KsJ/xZjEKlu4viICR8LGp5nEBVwCv6S0KcKlzZjEBVwCv2r9RcLrr5nEKlu4vuyvKMLL1ZjEKlu4vrL4RMIRuJnEazKQsomNRMJqu5nECtizsk/WYMKxnZrEYvC3Pkn5RMIMuJnEYvC3Pg9CYcJTmprEhBACP2r9RcLrr5nEhBACPzBGYsIykprEYvC3PosBR8LKp5nEYvC3PlFKY8IQiprEXP2TskttR8JspJnE+qK3shG2Y8KyhprEY/C3vosBR8LKp5nEY/C3vlFKY8IQiprEhBACv2r9RcLrr5nEhBACvzBGYsIykprEY/C3vkn5RMIMuJnEY/C3vg9CYcJTmprEIdmzsiXXYMKqnZrEv37XsusffcLwf5vEm4W3PqZCYcJOmprEm4W3PmyLfcKUfJvEA8UBPzBGYsIykprEA8UBP/aOfsJ4dJvEm4W3PrpJY8IViprEm4W3PoCSf8JbbJvE3aG3sju1Y8K5hprEfEfbsgH+f8L/aJvEnIW3vrpJY8IViprEnYW3voCSf8JbbJvEBMUBvzBGYsIykprEBMUBv/aOfsJ4dJvEnIW3vqZCYcJOmprEnYW3vmyLfcKUfJvE1n/XssAgfcLpf5vEdCX7ssO0jMIwYpzE1Bq3PgOMfcKPfJvE1Bq3PmTqjMLVXpzEg3kBP/aOfsJ4dJvEgnkBP95rjcK+VpzE1Bq3PumRf8JgbJvE1Bq3PljtjcKmTpzEX0bbsiz9f8IGaZvE/ev+svkijsJMS5zE1hq3vumRf8JgbJvE1hq3vljtjcKmTpzEg3kBv/aOfsJ4dJvEg3kBv95rjcK+VpzE1hq3vgOMfcKPfJvE1hq3vmTqjMLVXpzE0/yLwTN38sHXNp7EmUWowUu6EcIdGZ/El+yJwXKg9MF7M57EXTWmwevOEsLBFZ/EzOiJwQT69sFfK57EkjGmwbT7E8KlDZ/Eq/OLwYQj+MFDI57EcTyowXSQFMKJBZ/E6dqOwa1u98HnH57EryOrwQg2FMItAp/EJeuQwW5F9cFDI57E6zOtwWghE8KJBZ/E8O6Qwdzr8sFfK57EtjetwaD0EcKlDZ/EEeSOwVzC8cF7M57E1yyrwd9fEcLBFZ/EbkaowQS7EcIXGZ/ENI/EwbY5KsJd+5/EZjemwQPPEsK9FZ/ELIDCwbRNK8ID+J/EnTOmwR37E8KlDZ/EY3zCwc55LMLr75/ETD2owYaPFMKOBZ/EEobEwTgOLcLU55/E2iKrwU81FMIzAp/EoGvHwQG0LMJ65J/E4jGtwVAhE8KOBZ/EqHrJwQKgK8LU55/EqzWtwTf1EcKlDZ/EcX7JwehzKsLr75/E/Curwc1gEcK9FZ/EwnTHwX/fKcID+J/ECpDEwW86KsJW+5/E0NjgwSC5QsKd3aDENYLCwcxNK8L+95/E+8rewX7MQ8JE2qDEbn7CwTd5LMLr75/ENMfewen3RMIy0qDE7YbEwUoNLcLY55/Es8/gwfyLRcIfyqDEymrHwUizLMKA5J/EkLPjwfkxRcLGxqDEn3jJweqfK8LY55/EZcHlwZweRMIfyqDEZnzJwX90KsLr75/ELMXlwTHzQsIy0qDE53PHwWzgKcL+95/ErbzjwR5fQsJE2qDEpdngwdm5QsKW3aDEayL9wYs4W8Lcv6HEBM3ewZbMQ8JA2qDEyhX7wUdLXMKGvKHEP8newVL3RMIy0qDEBRL7wQN2XcJ4tKHEjtDgwQ6LRcIjyqDEVBn9wcAJXsJqrKHEu7LjwUAxRcLNxqDEgfv/wfKvXcITqaHEXL/lwYQeRMIjyqDEEQQBwjWdXMJqrKHEIcPlwcjzQsIy0qDE8wUBwnlyW8J4tKHE0rvjwQtgQsJA2qDETAIAwr3eWsKGvKHEQSP9wUQ5W8LVv6HEBLYMwvW3c8IcoqLE0hf7wV9LXMKBvKHETLALwhHKdMLHnqLEEBT7wWx1XcJ4tKHEa64Lwh70dcK+lqLELhr9wdIIXsJurKHEerEMwoSHdsK0jqLEq/r/wTmvXcIaqaHEuSEOwustdsJgi6LEDQMBwh2dXMJurKHEcCcPws8bdcK0jqLE7gQBwhBzW8J4tKHEUSkPwsLxc8K+lqLE3wEAwqrfWsKBvKHEQiYOwlxec8LHnqLEbrYMwq64c8IVoqLE0doawrAbhsJbhKPEUbELwinKdMLDnqLEtNUZwm2khsIJgaPEca8LwofzdcK+lqLE1NMZwhw5h8IEeaPE6LEMwpaGdsK5jqLES9YawqSCh8L/cKPETiEOwjItdsJni6LEsUUcwvJVh8KtbaPEayYPwrcbdcK5jqLEzkodwjTNhsL/cKPESygPwlnyc8K+lqLErkwdwoU4hsIEeaPE1CUOwkpfc8LDnqLEN0ocwv7uhcIJgaPEPNsawgwchsJUhKPEn/8owmVbksKbZqTEuNYZwnmkhsIEgaPEG/snwtLjksJKY6TE2dQZwtE4h8IEeaPEPPknwip4k8JKW6TEuNYawi2Ch8IEcaPEG/sowobBk8JKU6TERkUcwpVVh8K0baPEqWkqwu6Uk8L6T6TEykkdwijNhsIEcaPELW4rwoEMk8JKU6TEqUsdwtE4hsIEeaPEDHArwip4ksJKW6TEykkcwnTvhcIEgaPELW4qws0uksJKY6TE4DsqwrWRxMFJO6HEkrpCwnva4MGPHaLER+IpwjJyx8H1N6HE+WBCwvi648E7GqLErXUqwlB4ycHrL6HEX/RCwhbB5cEyEqLEup8rwo50ycHiJ6HEbB5EwlS95cEoCqLE1rEswh9px8GOJKHEiDBFwuWx48HUBqLEbwstwqKIxMHiJ6HEIYpFwmjR4MEoCqLECXgswoSCwsHrL6HEu/ZEwkrL3sEyEqLE/E0rwkaGwsH1N6HErsxDwgzP3sE7GqLES7tCwlHb4MGIHaLE/Tlbwhck/cHP/6LE5mFCwh2648E2GqLEmOBawnEBAMJ8/KLE9vRCwgq/5cEyEqLEp3NbwugDAcJ49KLEVB5Ewku75cEtCqLEBZ1cwggCAcJz7KLEzy9Fwg+x48HbBqLEgK5dwtX5/8Eh6aLEM4lFwkPS4MEtCqLE5Qdewgkb/cFz7KLEJPZEwlbN3sEyEqLE1XRdwhwW+8F49KLExsxDwhXR3sE2GqLEd0tcwtsZ+8F8/KLEtjpbwuwk/cHI/6LEZ7lzwtm2DMIO4qPEhuFawgQBAMJ4/KLEN2BzwmclDsK+3qPEPnRbwuMCAcJ49KLE8PJzwkYnD8K+1qPE7ZxcwgQBAcJ47KLEnxt1wmclD8K+zqPEx61dwgD5/8En6aLEeSx2wuMgDsJuy6PE9wZewuQb/cF47KLEqYV2wlWyDMK+zqPEPnRdwicY+8F49KLE8PJ1wnawC8K+1qPEj0tcwuQb+8F4/KLEQcp0wlWyC8K+3qPE4DsqwrWRxMFJO6HEkrpCwnva4MGPHaLER+IpwjJyx8H1N6HE+WBCwvi648E7GqLErXUqwlB4ycHrL6HEX/RCwhbB5cEyEqLEup8rwo50ycHiJ6HEbB5EwlS95cEoCqLE1rEswh9px8GOJKHEiDBFwuWx48HUBqLEbwstwqKIxMHiJ6HEIYpFwmjR4MEoCqLECXgswoSCwsHrL6HEu/ZEwkrL3sEyEqLE/E0rwkaGwsH1N6HErsxDwgzP3sE7GqLES7tCwlHb4MGIHaLE/Tlbwhck/cHP/6LE5mFCwh2648E2GqLEmOBawnEBAMJ8/KLE9vRCwgq/5cEyEqLEp3NbwugDAcJ49KLEVB5Ewku75cEtCqLEBZ1cwggCAcJz7KLEzy9Fwg+x48HbBqLEgK5dwtX5/8Eh6aLEM4lFwkPS4MEtCqLE5Qdewgkb/cFz7KLEJPZEwlbN3sEyEqLE1XRdwhwW+8F49KLExsxDwhXR3sE2GqLEd0tcwtsZ+8F8/KLEtjpbwuwk/cHI/6LEZ7lzwtm2DMIO4qPEhuFawgQBAMJ4/KLEN2BzwmclDsK+3qPEPnRbwuMCAcJ49KLE8PJzwkYnD8K+1qPE7ZxcwgQBAcJ47KLEnxt1wmclD8K+zqPEx61dwgD5/8En6aLEeSx2wuMgDsJuy6PE9wZewuQb/cF47KLEqYV2wlWyDMK+zqPEPnRdwicY+8F49KLE8PJ1wnawC8K+1qPEj0tcwuQb+8F4/KLEQcp0wlWyC8K+3qPE2jGbQMwJ3MF2lKPEoXzCQKvfCcK9dqTESvemQE1d3MEikaPEEULOQGsJCsJoc6TEeP+sQIYj3sEZiaPEP0rUQIjsCsJfa6TE1cGpQGRS4MEPgaPEmwzRQPcDDMJVY6TEXSSfQIai4cG7faPEJG/GQAisDMIBYKTE7V6TQAVP4cEPgaPEtKm6QEeCDMJVY6TEv1aNQMuI38EZiaPEhqG0QCufC8Jfa6TEY5SQQO1Z3cEikaPEKd+3QLyHCsJoc6TEyX3CQH3gCcK2dqTEkMjpQEK7JcL8WKXEUDzOQCUKCsJkc6TEF4f1QOrkJcKqVaXE9EDUQL3sCsJfa6TEuov7QILHJsKlTaXENwXRQIcDDMJaY6TE/k/4QEzeJ8KgRaXE+23GQDarDMIIYKTEwrjtQPuFKMJOQqXEda+6QI6BDMJaY6TEO/rhQFNcKMKgRaXE0aq0QPaeC8Jfa6TEmPXbQLt5J8KlTaXEjua3QCuICsJkc6TEVTHfQPFiJsKqVaXEucnpQBW8JcL1WKXEQIoIQdqWQcI8O6bEVoH1QKTlJcKlVaXED2YOQWnAQcLrN6bEb4L7QLbHJsKlTaXEm2YRQXuiQsLrL6bEmkj4QN3dJ8KlRaXEsMkPQaK4Q8LrJ6bEmrftQCiFKMJVQqXEMIEKQe1fRMKbJKbE/P/hQJlbKMKlRaXEYaUEQV42RMLrJ6bE5P7bQId5J8KlTaXE1aQBQUxUQ8LrL6bEuTjfQGBjJsKlVaXEwEEDQSU+QsLrN6bEEM2cQZxI5EAw8qPERPXRQUTWGEF21KTEepycQUQa8EDc7qPErsTRQRi/HkEi0aTExBieQX1G90DT5qPE+EDTQTRVIkEZyaTEKGOgQaOZ9UDJ3qPEXIvVQch+IUEPwaTEJySiQe4O7EB126PEW0zXQW25HEG7vaTEvVSiQUU94EDJ3qPE8XzXQZnQFkEPwaTEc9igQQ0R2UDT5qPEpwDWQX06E0EZyaTED46eQee92kDc7qPEQ7bTQekQFEEi0aTE1fbRQWjXGEFw1KTEhY8DQl6JP0G2tqXEXMbRQcS8HkEd0aTESHcDQrpuRUFks6XEx0HTQcVQIkEZyaTE/TQEQrsCSUFfq6XE04rVQdZ6IUEUwaTEg1kFQswsSEFao6XEykrXQUm4HEHCvaTEfzkGQj9qQ0EIoKXEQ3vXQe3SFkEUwaTEu1EGQuOEPUFao6XE2f/VQew+E0EZyaTEBpQFQuLwOUFfq6XEzbbTQdsUFEEd0aTEgG8EQtHGOkFks6XETZADQoKKP0GvtqXEZyQeQng8ZkH1mKbEH3gDQmZsRUFfs6XEOQweQlwebEGllabEZDUEQkz+SEFfq6XEfskeQkKwb0GljabEPlkFQtsoSEFfo6XEWO0fQtHabkGlhabEtjgGQhtpQ0EPoKXE0MwgQhEbakFVgqbE5VAGQjeHPUFfo6XE/uQgQi05ZEGlhabEn5MFQlH1OUFfq6XEuScgQkenYEGljabExW8EQsLKOkFfs6XE3wMfQrh8YUGllabED7A2PlM2nr5ry6PEL9tWwCgSukCxraTEoz47vn83y74TyKPEGvptwBVCt0BZqqTE777fvgIugb4AwKPEDj5+wK3iu0BGoqTEVM3evoY7JD3tt6PE2h9+wAQ+xUAzmqTEDbA2vlM2nj6VtKPEMbFtwPLYzUDblqTEpT47Pn83yz7tt6PERpJWwAWp0EAzmqTE8L7fPgIugT4AwKPEUk5GwG0IzEBGoqTEVc3ePoY7JL0TyKPEhWxGwBatwkBZqqTE2+FWwO8XukCrraTEBpTcwL4GP0Hxj6XEQ/NtwIFJt0BUqqTEuhzowIefPUGbjKXEtS1+wGXnu0BGoqTE8znwwHnuP0GMhKXEkw9+wEQ9xUA4mqTE4irwwGiZREF+fKXEhKptwCrTzUDilqTEWvjnwFzkSEEoeaXEHZlWwJih0EA4mqTEpm/cwJNLSkF+fKXEq15GwLUDzEBGoqTEbVLUwKH8R0GMhKXEzXxGwNatwkBUqqTEfmHUwLFRQ0GbjKXEXJfcwKIJP0Hqj6XEOt0mwTSCkEEwcqbEThnowD2jPUGWjKXEM54swQLPj0HcbqbExjHwwNXwP0GMhKXEb6owwc71kEHTZqbEviLwwAiZREGDfKXE66IwwedJk0HJXqbEBPXnwHjhSEEveaXEDowswR9ulUF1W6bEEnPcwNxHSkGDfKXEFcsmwVEhlkHJXqbEmlrUwEX6R0GMhKXE2b4iwYb6lEHTZqbEomnUwBFSQ0GWjKXEXcYiwWymkkHcbqbE5d4mwaaDkEEqcqbEcXBfwQmBwUFwVKfEfZwswd3Qj0HXbqbECS5lwUDOwEEdUafEWaYwwfz2kEHTZqbE5TdpwV/0wUEZSafE2Z4wwbdJk0HOXqbEZTBpwRtHxEEUQafEY4oswa1slUF8W6bE7xtlwRBqxkHCPafEy8wmwXYflkHOXqbEV15fwdkcx0EUQafE78IiwVj5lEHTZqbEe1Rbwbv2xUEZSafEb8oiwZymkkHXbqbE+1tbwf+jw0EdUafEHHJfwXuCwUFpVKfE1AGMwd5/8kGvNqjEUyxlwRvQwEEZUafE8N6OwX7N8UFfM6jEzzNpwY31wUEZSafEreKQwfDy8kFfK6jEUyxpwetGxEEZQafE8N6QwU5E9UFfI6jERBplwZ9oxkHIPafE6NWOwQJm90EPIKjEDGBfwf4ax0EZQafEzPiLwWIY+EFfI6jEkVhbwY31xUEZSafED/WJwfDy9kFfK6jEDGBbwS+kw0EZUafEzPiJwZKh9EFfM6jE1ho3PsySnr5yy6PEg9RWwGAMukC4raTEE6w7vkWuy74YyKPE8QBuwKg6t0BeqqTEtUHgvoN5gb4AwKPEZ05+wPXdu0BGoqTEjU/fvoObJD3ot6PEIjB+wMQ+xUAvmqTE1Bo3vsySnj6OtKPE3bdtwLrezUDVlqTEFaw7PkWuyz7ot6PEb4tWwHGw0EAvmqTEtkHgPoN5gT4AwKPE+T1GwCUNzEBGoqTEjk/fPoObJL0YyKPEPlxGwFaswkBeqqTEL9tWwCgSukCxraTEsJDcwNoDP0H3j6XEGvptwBVCt0BZqqTEJSDowNGbPUGfjKXEDj5+wK3iu0BGoqTEH0LwwB3sP0GMhKXE2h9+wAQ+xUAzmqTEBTPwwMiZREF5fKXEMbFtwPLYzUDblqTEsPvnwD/nSEEheaXERpJWwAWp0EAzmqTEO2zcwElPSkF5fKXEUk5GwG0IzEBGoqTEQUrUwP3+R0GMhKXEhWxGwBatwkBZqqTEW1nUwFFRQ0GfjKXEBpTcwL4GP0Hxj6XEj9smwcKAkEE3cqbEuhzowIefPUGbjKXE6Z8swSfNj0HhbqbE8znwwHnuP0GMhKXEha4wwaD0kEHTZqbE4irwwGiZREF+fKXE/aYwwRdKk0HEXqbEWvjnwFzkSEEoeaXEuY0swZFvlUFuW6bEpm/cwJNLSkF+fKXEX8kmwSwjlkHEXqbEbVLUwKH8R0GMhKXEw7oiwbT7lEHTZqbEfmHUwLFRQ0GbjKXES8IiwTymkkHhbqbEOt0mwTSCkEEwcqbExm5fwZd/wUF2VKfEM54swQLPj0HcbqbEvy9lwWXMwEEiUafEb6owwc71kEHTZqbE+ztpwTHzwUEZSafE66IwwedJk0HJXqbEdzRpwUtHxEEPQafEDowswR9ulUF1W6bEmh1lwYJrxkG7PafEFcsmwVEhlkHJXqbEoVxfwbUex0EPQafE2b4iwYb6lEHTZqbEZVBbwen3xUEZSafEXcYiwWymkkHcbqbE6Vdbwc+jw0EiUafEcXBfwQmBwUFwVKfE/wCMwWx+8kG2NqjECS5lwUDOwEEdUafEy9+OwaPL8UFkM6jE5TdpwV/0wUEZSafEuOSQwcLx8kFfK6jEZTBpwRtHxEEUQafE+eCQwX5E9UFaI6jE7xtlwRBqxkHCPafEvdaOwXRn90EIIKjEV15fwdkcx0EUQafE8feLwT0a+EFaI6jEe1Rbwbv2xUEZSafEBPOJwR709kFfK6jE+1tbwf+jw0EdUafEw/aJwWKh9EFkM6jE1AGMwd5/8kGvNqjEmkqowaG+EUL1GKnE8N6OwX7N8UFfM6jEtierwXFlEUKlFanEreKQwfDy8kFfK6jEcyutwSr4EUKlDanE8N6QwU5E9UFfI6jEtietwdggE0KlBanE6NWOwQJm90EPIKjErh6rwbIxFEJVAqnEzPiLwWIY+EFfI6jEkkGoweKKFEKlBanED/WJwfDy9kFfK6jE1T2mwSr4E0KlDanEzPiJwZKh9EFfM6jEkkGmwXvPEkKlFanE0k6LPlHJaT5eC6XEHKGkwPIjisCk7aXEFGbXPo+b4r0JCKXEp9+fwKv8lMBQ6qXE3E+lPtcCxb4AAKXECwGjwGrCncBG4qXE6RkTPb/23b7396TE1S+swKhRn8A92qXE0U6LvlHJab6i9KTE9gq2wIfAmMDp1qXEFGbXvo+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r38Mx9V/EaueCw3i74sO+uWHEu0OBwzaJ38Pi+1/ERwiDww2Z4sNuwGHE90OBw8lj38MHDGDEgwiDw59z4sOU0GHEbyOBw0dR38MtHGDE/OeCwx1h4sO64GHEy7mCw3Rs4sNc52HEV36Ew0t85cPpq2PEAZmCw8yO4sOw4GHEjV2Ew6Ke5cM8pWPExZiCwyO04sOU0GHEUV2Ew/rD5cMglWPEOrmCw5vG4sN3wGHExn2Ew3HW5cMEhWPEXOeCw2G74sPLuWHE6auEwzfL5cNXfmPEJwiDwwqZ4sN3wGHEs8yEw+Co5cMEhWPEYwiDw7Jz4sOU0GHE78yEw4iD5cMglWPE7ueCwzth4sOw4GHEeqyEwxFx5cM8pWPEZX6Ew2J85cPbq2PE8UKGwziM6MNocGXErl2Ew6We5cMzpWPEOiKGw3uu6MO/aWXEcl2Ew+fD5cMglWPE/iGGw73T6MOtWWXE1H2Ew1PW5cMNhWPEYEKGwyrm6MOaSWXE26uEwyDL5cNlfmPEaHCGw/fa6MPxQmXEksyEw92o5cMNhWPEH5GGw7O46MOaSWXEzsyEw5uD5cMglWPEW5GGw3GT6MOtWWXEbayEwy5x5cMzpWPE+XCGwwWB6MO/aWXE/0KGw0+M6MNacGXEiweIwyWc68PnNGfEWyKGw36u6MO2aWXE5+aHw1W+68NCLmfEHyKGw6rT6MOtWWXEq+aHw4Dj68M5HmfEbkKGwwzm6MOjSWXE+gaIw+L168MvDmfEWnCGw9/a6MP/QmXE5zSIw7bq68OLB2fE/pCGw7C46MOjSWXEi1WIw4bI68MvDmfEOpGGw4ST6MOtWWXEx1WIw1uj68M5HmfE63CGwyKB6MO2aWXEeDWIw/mQ68NCLmfEmAeIwzyc68PZNGfEJcyJwxKs7sNm+WjECOeHw1i+68M5LmfElKuJwy7O7sPF8mjEzOaHw23j68M5HmfEWKuJw0Tz7sPF4mjECAeIw8T168M5DmfElMuJw5sF78PF0mjE2TSIw57q68OYB2fEZvmJw3X67sMlzGjEalWIw4PI68M5DmfE9hmKw1nY7sPF0mjEplWIw22j68M5HmfEMhqKw0Sz7sPF4mjEajWIwxaR68M5LmfE9vmJw+yg7sPF8mjE2QD5Q3RCNcNUrGjEXFP8Q5StN8PgcGrEfR35Q4v0NMOIpWjEAHD8Q6pfN8MUamrE5UL5Q93mNMMglWjEaJX8Q/1RN8OtWWrEJ1v5Q24hNcO4hGjEqq38Q46MN8NFSWrEDlj5Q++BNcPtfWjEkar8Qw/tN8N5QmrEajv5Q9jPNcO4hGjE7Y38Q/g6OMNFSWrEAhb5Q4bdNcMglWjEhWj8Q6VIOMOtWWrEv/34Q/WiNcOIpWjEQ1D8QxQOOMMUamrEdVP8Q6atN8PTcGrE+KX/Q8UYOsNfNWzECXD8Q+pfN8MLamrEjML/QwnLOcOXLmzEW5X8Q0RSN8OtWWrE3+f/Q2O9OcM5HmzEkK38Q7OMN8NOSWrECQAARNP3OcPaDWzEeKr8Q/3sN8OGQmrE+/z/QxxYOsMTB2zE5I38Q7k6OMNOSWrEZ+D/Q9ilOsPaDWzEkmj8Q15IOMOtWWrEFbv/Q36zOsM5HmzEXlD8Q+8NOMMLamrE4aL/Qw95OsOXLmzEEab/Q9cYOsNSNWzESnwBRPeDPMPe+W3ElcL/Q0jLOcOOLmzEjIoBRGc2PMMa823E0uf/Q6q9OcM5HmzEKp0BRMooPMPF4m3E+P//Q/j3OcPkDWzEPqkBRBdjPMNw0m3E4vz/QwpYOsMgB2zEs6cBRCnDPMOty23EX+D/Q5mlOsPkDWzEcZkBRLgQPcNw0m3EIrv/QzezOsM5HmzE04YBRFYePcPF4m3E/KL/Q+l4OsOOLmzEv3oBRAnkPMMa823EJkzcw6pgfsOh3mXE/Fvfw+H0gMMto2fEvkDcw2q+fsPZ12XElVDfw8EjgcNmnGfEglPcw14Af8N7x2XEWGPfw7tEgcMHjGfEcnncw+P/fsMdt2XESInfw35EgcOpe2fEV5zcw0K9fsNVsGXELazfwy0jgcPhdGfEvqfcw4JffsMdt2XElbffw030gMOpe2fE+5Tcw44dfsN7x2XE0aTfw1PTgMMHjGfEC2/cwwkefsPZ12XE4X7fw5HTgMNmnGfEE1zfw+/0gMMgo2fE6mviw3u5gsOsZ2nEslDfw7QjgcNcnGfEiGDiw0DogsPpYGnEa2Pfw5tEgcMHjGfEQXPiwycJg8OUUGnERYnfw11EgcOye2fEHJniw+oIg8M/QGnEFqzfwyAjgcPvdGfE7Lviw6zngsN7OWnEd7ffw1v0gMOye2fETcfiw+i4gsM/QGnEvqTfw3TTgMMHjGfElbTiwwGYgsOUUGnE5H7fw7HTgMNcnGfEuo7iwz6YgsPpYGnEAWziw4i5gsOfZ2nE13vlwxV+hMMsLGvEpmDiwzLogsPfYGnEfHDlw7+shMNsJWvEVHPiwwYJg8OUUGnEKoPlw5PNhMMgFWvEGZniw8kIg8NIQGnE76jlw1bNhMPVBGvE1bviw5/ngsOIOWnEq8vlwyyshMMV/mrEL8fiw/W4gsNIQGnEBtflw4J9hMPVBGvEgrTiwyGYgsOUUGnEWMTlw65chMMgFWvEvY7iw16YgsPfYGnEk57lw+tchMNsJWvEVDiTQki70MP/J2LEAK2VQqE21MOM7GPEsfeTQpbA0MM7IWLEXWyWQu471MPI5WPEwVmUQm7d0MPnEGLEbc6WQsdY1MNz1WPEESWUQusA0cOSAGLEvpmWQkR81MMexWPEgHiTQkQW0cPO+WHELO2VQp2R1MNavmPEI7mSQvYQ0cOSAGLEzy2VQk+M1MMexWPEE1eSQh700MPnEGLEv8uUQndv1MNz1WPEwouSQqHQ0MM7IWLEbwCVQvlL1MPI5WPEE62VQrs21MN+7GPEvyGYQhSy18MLsWXEAWyWQgY81MO+5WPEruCYQl6318NLqmXE2M2WQs1Y1MNz1WPEhUKZQibU18P/mWXER5mWQjZ81MMnxWPE9A2ZQo/318O0iWXEGu2VQoKR1MNnvmPExmGYQtsM2MP0gmXEKy6VQjiM1MMnxWPE2KKXQpAH2MO0iWXEVMyUQnBv1MNz1WPEAUGXQsnq18P/mWXE5QCVQgdM1MO+5WPEknWXQmDH18NLqmXE0iGYQi6y18P9sGXEfpaaQoct28OKdWfEUuCYQnW318NBqmXE/lSbQs4y28PObmfE8EGZQizU18P/mWXEnLabQoVP28OMXmfEfg2ZQoH318O9iWXEKoKbQtly28NKTmfEs2GYQsEM2MMBg2XEYNaaQhmI28OOR2fENKOXQnkH2MO9iWXE4BeaQtKC28NKTmfElUGXQsLq18P/mWXEQraZQhtm28OMXmfECHaXQm7H18NBqmXEtOqZQsZC28PObmfEkZaaQqEt28N8dWfEPQudQvqo3sMJOmnEolSbQuUy28PEbmfET8mdQj6u3sNRM2nECLabQoxP28OMXmfEtCqeQuTK3sMYI2nEtIGbQsty28NTTmfEYPadQiTu3sPfEmnETdaaQv+H28ObR2fE+kqdQlgD38MnDGnEPBiaQruC28NTTmfE6IycQhP+3sPfEmnE1raZQhRm28OMXmfEgyucQm3h3sMYI2nEKuuZQtRC28PEbmfE11+cQi2+3sNRM2nEQTiTQi670MMNKGLE7qyVQoc21MOZ7GPEDfiTQn/A0MNFIWLEumyWQtc71MPR5WPEVVqUQmfd0MPnEGLEAs+WQsBY1MNz1WPEhyWUQvkA0cOIAGLENJqWQlJ81MMUxWPEkniTQl4W0cPA+WHEP+2VQreR1MNNvmPEx7iSQg4R0cOIAGLEcy2VQmaM1MMUxWPEflaSQiX00MPnEGLEK8uUQn1v1MNz1WPETIuSQpPQ0MNFIWLE+f+UQutL1MPR5WPEAK2VQqE21MOM7GPErSGYQvmx18MYsWXEXWyWQu471MPI5WPECuGYQke318NUqmXEbc6WQsdY1MNz1WPEGUOZQh/U18P/mWXEvpmWQkR81MMexWPEag6ZQp3318OqiWXELO2VQp2R1MNavmPE2WGYQvUM2MPngmXEzy2VQk+M1MMexWPEe6KXQqgH2MOqiWXEv8uUQndv1MNz1WPEbECXQs/q18P/mWXEbwCVQvlL1MPI5WPEG3WXQlLH18NUqmXEvyGYQhSy18MLsWXEbJaaQmwt28OXdWfEruCYQl6318NLqmXEWlWbQrcy28PXbmfEhUKZQibU18P/mWXEMbebQn5P28OMXmfE9A2ZQo/318O0iWXEoIKbQudy28NATmfExmGYQtsM2MP0gmXEctaaQjOI28OAR2fE2KKXQpAH2MO0iWXEhBeaQumC28NATmfEAUGXQsnq18P/mWXErbWZQiFm28OMXmfEknWXQmDH18NLqmXEPuqZQrlC28PXbmfEfpaaQoct28OKdWfEKwudQt+o3sMWOmnE/lSbQs4y28PObmfEq8mdQieu3sNaM2nEnLabQoVP28OMXmfESSueQt7K3sMYI2nEKoKbQtly28NKTmfE1vadQjLu3sPWEmnEYNaaQhmI28OOR2fEDEudQnID38MaDGnE4BeaQtKC28NKTmfEjIycQir+3sPWEmnEQraZQhtm28OMXmfE7iqcQnTh3sMYI2nEtOqZQsZC28PObmfEYV+cQh++3sNaM2nEuhySw5U0dcMFjXDEEtKUwyfAecORUXLEIwmSw/GNdcMqhnDEe76Uw4MZesO2SnLECBaSwzfWdcOcdXDEYMuUw8lhesMpOnLE2zuSwxDjdcMPZXDENPGUw6JuesObKXLEdWSSw/asdcMzXnDEzRmVw4g4esPAInLEDHiSw5pTdcMPZXDEZC2VwyzfecObKXLEJ2uSw1QLdcOcdXDEfyCVw+aWecMpOnLEU0WSw3v+dMMqhnDEq/qUww2KecO2SnLEJtKUw0rAecOEUXL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", 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b/doc/example/examples_cut_and_flow.ipynb @@ -8,8 +8,8 @@ "# Example of cut and flow (CnF) analysis\n", "\n", "The purposes here are:\n", - "- to show how to use the wrapper functions allowing tha analysis of CnF experiments\n", - "- to illustarte how it is important to consider water and solutes transport in some water stress cases to avoid significative error on hydraulic parameters.\n", + "- to show how to use the `cut_and_flow` functions allowing tha analysis of CnF experiments\n", + "- to illustrate how it is important to consider water and solutes transport in some water stress cases to avoid significative error on hydraulic parameters.\n", "\n", "CnF experiment protocol is described in [Boursiac et al.](https://doi.org/10.1093/plphys/kiac281). In this work, experiments were performed on Arabidopsis in control condition only therefore analysis was done with the pure water solver of HydroRoot. A second publication, [Bauget et al. 2023](https://doi.org/10.1093/jxb/erac471) was focused on the phenotypage of maize roots under water stress. The authors showed that in this condition solute transport had to be accounting for CnF analysis.\n", "\n", @@ -51,14 +51,19 @@ }, { "cell_type": "code", - "execution_count": 1, "id": "1c2f0b9d-93a3-4c83-8673-adb477942f94", - "metadata": {}, - "outputs": [], + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:53:49.482154Z", + "start_time": "2026-02-26T12:53:49.479486Z" + } + }, "source": [ "import warnings\n", "warnings.filterwarnings('ignore')" - ] + ], + "outputs": [], + "execution_count": 8 }, { "cell_type": "markdown", @@ -67,83 +72,108 @@ "source": [ "## Maize root in control condition\n", "\n", - "#### Solute-water solver\n", + "#### Solute solver\n", "\n", - "Here an example of a maize root with measurements done in hydroponic solution (control), in the parameters file `parameters_Ctr-3P2.yml` hydraulic and solute transport parameters have been already optimized to get the best fit (lines in the plots) of data (dot)." + "Here an example of a maize root with measurements done in hydroponic solution (control), in the parameters file `parameters_Ctr-3P2.yml` hydraulic and solute transport parameters have been **already optimized** to get the best fit (lines in the plots) of data (dot)." ] }, { "cell_type": "code", - "execution_count": 2, "id": "96755068-9b05-4654-ade9-bdc2c5bac991", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:54:18.553271Z", + "start_time": "2026-02-26T12:54:15.311997Z" + } + }, + "source": [ + "%run example_cut_and_flow_water_solute.py parameters_Ctr-3P2.yml" + ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "running time is 2.2715487480163574\n" + "running time is 3.079962730407715\n" ] }, { "data": { - "image/png": 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", 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" }, "metadata": {}, - "output_type": "display_data" + "output_type": "display_data", + "jetTransient": { + "display_id": null + } } ], - "source": [ - "%run example_cut_and_flow_water_solute.py parameters_Ctr-3P2.yml" - ] + "execution_count": 9 }, { "cell_type": "markdown", "id": "1dfe27b6-8baa-4b27-aee4-5f7f557aeb5a", "metadata": {}, "source": [ - "### Pure water solver\n", + "### With hydrostatic solver\n", "\n", - "The same input parameter file with the pure water solver (no solute transport)." + "Here we run simulation with the same input parameter file with the **hydrostatic solver** (no solute transport)." ] }, { "cell_type": "code", - "execution_count": 3, "id": "8e760841-764e-4a9f-b7d2-e9302a438cfc", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:55:13.385457Z", + "start_time": "2026-02-26T12:55:12.289805Z" + } + }, + "source": [ + "%run example_cut_and_flow_pure_water.py parameters_Ctr-3P2.yml" + ], "outputs": [ { "data": { - "image/png": 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", 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4MmDi2OJjSE7kgAmi7GD3KxHZPWmJa968uVpkBKzM9SoB3ezZszFixAjUr18fLVu2VAMnOGDCNKp2qYp8hfKp7td/tvwDvw5+dv/vkiir2FJHRKTDwcEBAQEBeP/997Fx40asWbMGdevWxU8//YRnn30WP/74I8+XCTi7OaPW6xwwQZQTDOqIiDJQpkwZtG/fHg0aNFDThjVs2JDny4QDJsT5Ledx7+o9nmeiLGJQR0T0FHfu3MHChQtRoEABFeSRaRSsVBDlWpZ7MmBiMQdMEGUVgzoiIrK4GSaOLeGACaKsYlBHREQWo8qLVeBexB0Prj9QdeuIKPMY1BERkcVwcnVCwBsB6vGRhUfMfThEVoUlTYjI7k2fPj3DcxAVFWX35yg31elXB/un7ceF3y4g6lIUvMt58/wTZQKDOiKye2fOnHnqOQgMfJLrRabnU8EH5Z8tj4vbL+Lo10fRakornnaiTGBQR0R2b+nSpXZ/DixxwIQEdceWHkPzic3h5OJk7kMisnjMqSMiIovj19EPHsU8EHszFmc3njX34RBZBbbUERH9a+zYsRmei08++STL52rlypVYtmwZbt++jQoVKqhpxwx15co2M2bMwOnTp3HlyhW8+uqrantDtmzZguHDh6NFixb44osvbOr3KC1ztd+qjX2T9yF4UTD8u/mb+5CILB5b6oiI/nX//v1Uy927d/HXX39h586dePDgQZbP09atWzFt2jT069dPTTcmwdzAgQMRERGhd/v4+Hj4+Pio7f38Mp779Pr165g5cybq1Klj0wMm4ABc3HERd8/fNffhEFk8ttQREf1rzpw56c5FcnIyJk2ahJIlS2b5PC1fvhxdunRB165d1XNpddu/fz9WrVqFoUOHptu+RIkSGDlypHq8YcMGg/tNSkpS2w0aNAjBwcHZCjitQYEyBVCxbUU1bVjw18F4dtqz5j4kIovGljoioowuko6O6N27N1asWJGl85SQkIBTp06lmytWnoeEhOTonMuUZd7e3ipgzAxpAYyJidEusbGxsLYZJkK+CUFSfJK5D4fIorGljojoKcLCwlTrWFZIbTt5T8GCBVOtl+cyl2x2HTt2DOvXr8fatWsz/Z7FixdjwYIFsEaV21eGZwlPPAh/gNMbTqP6y9XNfUhEFotBHRGRgSLEKSkpiIyMxN69e9GxY0ejnCfZZ3ZJC9tHH32ECRMmqJa6zOrbty/69OmTaj+tW7eGNXB0dlQDJvZ+vFcNmGBQR2QYgzoiIgNFiKXrVYKnYcOGoXPnzlk6T/I+JyendK1yMvgibetdVloMw8PD8e6776bK+RMBAQHYtGkTSpUqle59rq6uarFWdfrWwb5J+3B512VEno1EIb9C5j4kIovEoI6IyARFiF1cXODv74+DBw+iVav/ZkSQ51KCJDvKlSunul51zZ07F3FxcWoQRrFixWCL8pfKj0rPV8K5X84h+KtgtPmsjbkPicgiMagjIjIR6fKU7tJq1aqhVq1aqqyJlDPp3r27en327Nm4desWpkyZkq61UAI1adWT5xIgSo07Nzc3VKpUKdVneHp6qp9p19saGTAhQd3xZcfRanIrOOfhny+itPh/BRHZtQEDBqhFui8zInloUkg4X758eOWVVzK177Zt2yI6OlqNVpXCwhUrVsT8+fPh6+urXpd1aWvWvfTSS9rHMnp28+bNavtt27bBnlVsVxFepbxwP+w+Tq07hZqv1jT3IRFZHIfQ0NDsZ+0SEVk56c788ssv4e7ujubNm6tWtSJFiqgcNClAfPHiRRw9ehT79u1Ds2bN8MEHH1h9N6eUNQkKCsK9e/fg5eUFa7Hnkz3YPW43SjcpjTf2vmHuwyHKNXItyp8/v0rf8PDwMLgdW+qIyK5JrbcOHTrgt99+UzNArFu3TlvM18HBAeXLl0ejRo1UwWDJaSPzqfNWHeyZuAdX913F7VO3Udi/MH8dRDoY1BGR3ZOctfbt26tFSFD3+PFjdWcsr5Fl8PT1hF8HP5z56YwaMNF2dltzHxKRReGMEkREacjgg0KFCjGgs+AZJo5/exwJDxPMfThEFoVBHRERWY0Kz1VAgbIF8Cj6EU6tOWXuwyGyKAzqiIjIajg4OqBOvzrqscwwQUT/YVBHRERWpfabtdX0YWEHwnAz9Ka5D4fIYjCoIyIiq+JRzAN+nfzUY7bWEf2HQR0R0b/GjBmDQ4cOISWF5TutZcDEiRUnEB8bb+7DIbIIDOqIiP4lxXgHDRqE1q1bY8aMGdopu8jylG9VHt7lvfH4/mOcXHXS3IdDZBEY1BER/Wvu3LnYtWuXmjZMpuh6+eWX0alTJ3z99dcIDw/nebKwAROa1jp2wRI9waCOiEiHTJsl869+8803ar7VF198EZs2bdIWJibLEfB6ABxdHBH+VzhuhNww9+EQmR2DOiIiPRISEnDy5EmEhobi+vXrKFiwIM+ThXEv4o6qXaqqx0cWHTH34RCZHYM6IiIdf/31FyZMmIDmzZurgRP58uVT3bLbt2/nebJAmi7Y0O9DER/DARNk3zj3KxHRv1q1aoXo6Gg0atQI48aNU4Gdm5sbz48FK9u8LApWLog75+4g9MdQBPZ7EuQR2SMGdURE/5IBEs899xzy58/Pc2IlHBwcUKd/HWwftl0NmGBQR/aMQR0R2b2hQ4dqz8H+/fv1ng8nJycUKlQIQUFBqgWPLEfAawH4fdTviAiOwPUj1+Fb19fch0RkFsypIyK75+Hh8dQlT548uHLlCj788EPMmzfP7s+ZJclXKB/8u/mrxxwwQfaMLXVEZPcmTZqU6XOwd+9efPLJJxg8eLDdnzdLGzAR+kMo/v7xb7T5rA3cvJgLSfaHLXVERFkQEBCAatWq8ZxZmNJNSqNQ1UJIiE3Aie9PmPtwiMyCQR0RURaLE8+ePZvnzAIHTAT2/2+GCc7fS/aIQR0REdmEWn1qwTmPM24ev6lmmSCyNwzqiIjIJuT1yYtq3Z90jXM+WLJHDOqIiMjmZpj4e+XfeBT9yNyHQ5SrGNQREZHNKBlUEkWqF0Hiw0Sc+I4DJsi+MKgjIiLbGjDxb2sdB0yQvWGdOiIisik1e9XE9uHbcevvW7jyxxVcTrqMiIgIFC9eHE2aNFGzgxDZIrbUERGZ0MqVK9G2bVsEBgaie/fuCA4ONrjt7du3MXz4cHTo0AE1a9bEtGnT0m2zdu1avPbaa2jYsKFa+vbti9DQUP4OdeQpkAfVe1RXj0e3HY0WLVqgZ8+e6mfZsmWxfv16ni+ySQzqiIhMZOvWrSow69evH9asWaMCu4EDB6pWI33i4+Ph4+Ojtvfz89O7zeHDh9GuXTssXboU3333nWp9evvtt3Hz5k3+HnU8qPxA/SwfVx55kVe7Pjw8HN26dWNgRzbJITQ0NMXcB0FEZIukdahq1aoYO3asdl3Hjh3RsmVLDB06NMP3vvHGG6hSpQpGjBiR4XZJSUlo1KgRRo0apfZtKFiURSM2NhatW7fGvXv3VDFlWyPnpGyZsngh/AUUQzFsxVYcwqFUeXclS5bEpUuX2BVLVuH+/fvInz8/Dh48qOaiNoQtdUREJpCQkIBTp06pLlJd8jwkJMRon/Po0SMkJiaqC74hixcvRlBQkHaRgM6W7du3D9fCr+EIjqjngXgycEJDZpsICwtT2xHZEgZ1REQmEBUVpVqMChYsmGq9PL9z547RPufzzz9HkSJF0KBBA4PbSN6d3OFrlh07dsCWabq3QxGKeMSjMAqjCqoY3I7IVnD0KxFRLjLmnKSSV7dlyxb1083NzeB2rq6uarEXkmcoHuMxTuAE6qIueqAHruAKDuIgzuIsUpCi3Y7IVjCoIyIyAW9vb5WvlbZV7u7du+la77Jj2bJlqlv166+/Njiowl5J2RLJmZNBEdtTtsMZzqiBGijz7393cRdnCpxB/dr1zX2oREbF7lciIhNwcXGBv7+/6u7UJc8DAgJytO9vvvkGixYtwoIFC1Ct2pO5Tuk/EkzPmTNHPY53iMdP+Amf43PsxV7EIQ4+8EHD6Ib4ouwX2DFyB+5fu8/TRzaBQR0RkYn06dMH69atw4YNG3Dx4kVV3kTyuKRenZg9e7YatarrzJkzaomLi1OtevL4woUL2telq3Xu3Ln4+OOPUaJECURGRqpFtqf/dOnSRdX0k3MkYhCD3/E71pRYA99+vvCp5KPmht0/bT/mlJuDDb03IOIYc+zIurGkCRGRiYsPS8uaFBauWLGiKi5ct25d9dro0aNx/fp19bpGjRo10u3D19cX27ZtU4/btGmj3pOW1L975513MnVMMTExahSsrZY00SWDVWSUa9oZJVKSU3Dul3M4OOsgruy5ot2+bPOyCPogCJWerwQHRwezHjtRVkuaMKgjIrIz9hTUZcb1I9dx6PND+HvV30hJejKQpaBfQTR4vwFq9a4Fl3wu5j5EsnP3GdQREZE+DOr0uxd2D3/N/QvBXwXj8b3Hal3egnlRd2Bd1BtUDx7FDLeQEJkSgzoiItKLQV3GHj94jJBvQnBo9iFEX4pW65xcnVDj1Rqq9a5ojaL8l0W5ijNKEBERZYObpxvqD6mPd/95Fy+tfQmlGpZCUnySCvQW1lyIFc+twPlt541ac5DIGFinjoiISA9HJ0f4d/VXy7VD19SgitPrTuPi9otqKVytsGq5q/lqTTjn4Z9TMj8OlCAisjPsfs2+6MvRODTnEI4tPob4mHi1zr2IO54Z9IzKvXMv7G603xORBnPqiIhILwZ1Offo3iMcXXwUf875E/fDnhQvlta6mn1qosHQBihctTD/9ZHRMKeOiIjIRPLkz4OGHzTEkAtD0PXHrvCt64vER4k4+tVRzPefjx/a/4BLv19i3h3lKiYBEBERZZOTixOq96iOai9Xw9U/ruLQrEM4s/EM/tn8j1qK1iqKoP8FqW1kBC2RKTGnjojIzrD71bTunr+ryqHIaNmEuAS1zqO4Byo8W0ENrijsX1j9LFCmAGetoExhTh0REenFoC53PLz7UBUyloLGD64/SPe6zFRRqGohFKlWhMEeGSWoY/crERGRCeT1yYvGIxur7tfzW8/jxvEbiDwViVsnb+HO2TuqFS8iOEItuhjsUXYxqCMiIjIhyaXz6+inFo3kxGTVTXv71G0V5N0+eVs9zjDYc3dRo2o13bearlx245IGgzoiIqJc5ujsiEJVCqmlapeqmQv2YhNw/ch1tehisEcaDOqIiIjsKNjLXzq/mi2DbA+DOiIiIjsK9hycHOBRzANeJbzg6esJzxKeT37qPJbX3PK7wcHBAZYuKSkJ+/btQ0REBIoXL44mTZrAyck+y8cwqCMiIrKjYC8pPgkPwh+oJSPOeZ21AV6q4E83CPT1hEteF5jL+vXr8d577+HatWvadSVLlsScOXPQpUsX2BvWqSMisjMsaWK/JNiLuRmjSqyoJTzNz+sPcD/8Ph5FPcr0PvN45/kv8DMQ/HkU9VABqLEDum7duqWbtcPh39bFtWvX2kxgxzp1RESkF4O63GWN3YMJDxPSB346jyXwk8cyNVpmODg6wL2o+1O7fCVAzEyXr5zTsmXLpmqh0yX7kBa7S5cuWfy5zgzWqSMiIjIza+0elC5Vnwo+ajFEWsge33v8JMDLIPiLuRGDlKQUxETEqCUjTm5OT+3yldf2/7XfYECnObawsDAVTDdv3hz2gjl1REREJmCoezA8PFytt/buQWkNy1Mgj1pkVgxDkpOSEXc77qnB38M7D5H0OAnRl6LVkhHHfI54B+/ggc5/sYhFAhIQj3j1U/67uOsi/Lz81EhgKeosi6u7qwoerWEQSFYxp46IyM6w+9X07K170BikK/dBxIOn5vvJqN6ccnB00AZ5akkT9KVd97TX9a1zcjHe75Xdr0RERGYi3X6W1j1o6bl9znmc4V3OWy0Znbf4B/GIvhqNji064nHkY3j++18+5IOLzn/uLu6oVLaSmqFDAkH5KSN/1X6SUxAfE68WU3F0cXxqIOiczxlB7wehSHXDLZ1Zwe5XIiIiI5PAyZjb2Wtun74WTjcvNxStXhQjFo1Q3dhCt4vbQTP6dWX67m0Z/auCvLgExMfGax9rgj596zTrE+MSM/UeCRjVZyUkq5xDWTJSs1dNo50fBnVERERGJi1hxtwuJ2w1t0+OWY5dX7A6e/Zsvd9JyqpIUCiLKcg5ltbApwWKuut8KhoejJJVzKkjIrIzzKnLvZw6CZzSBlO5mVNnD7l9lt6tnJs5dZz8jYjIhFauXIm2bdsiMDAQ3bt3R3BwsMFtb9++jeHDh6NDhw6oWbMmpk2bpne77du3o1OnTqhTp476uXPnThN+A8oOCSqka1OkHWWpeS6tSaYOPrKS22et5BxKXuIrr7yiftpaQJcVDOqIiExk69atKjDr168f1qxZowK7gQMHGsyjio+Ph4+Pj9rez89P7zYhISH48MMPVeAnXU/yc9iwYThx4gR/jxbaPViiRIlU66VlLLe6PC0tt4/+a13cvXs3fvzxR/VTnhsDgzoiIhNZvny5+sPdtWtXlC9fHiNGjECxYsWwatUqvdvLH/+RI0eiY8eOBrtYvvvuOzRo0AB9+/ZV+5Sf9evXV+vJ8sjv//Lly9i1axd++OEH9VO6OnMrh82ScvvovxxH6RJv0aIFevbsqX7Kc1mfUwzqiIhMICEhAadOnULDhg1TrZfn0tqWXcePH8/yPqUFUPLoNEtsbGy2P5+sq3tQ8sukZdBQoV1ZX6pUKbUdIdcGraTtEtcMWslpYMegjojIBKKiolSXSsGCBVOtl+d37tzJ9n4jIyP17lPWG7J48WIEBQVpl9atW2f788m6WEpuH0FdD2Skrr6BM5p1Q4cOzVFXLIM6IqJcpO+CnlVp/zjLPjOa8ki6aGXUnGbZsWNHjo+BrIcl5PYRcmXQCuvUERGZgLe3t2r9SNsqd/fu3XQtbVlRqFChdK1yT9unq6urWsh+SeAmI6VtvfSHJcuNQStsqSMiMgEXFxf4+/urljFd8jwgICDb+61Vq1a6fR44cCBH+yT7wNIf5pUbg1YY1BERmUifPn2wbt06bNiwARcvXlTlTeQuXOrVaXKZRo0aleo9Z86cUUtcXJxqgZPHFy5c0L7eq1cvFdQtWbJE7VN+/vnnn2o9EVmu3Bi0wu5XIiITkaLD0dHRWLhwoSosXLFiRcyfPx++vr7qdVmXtqvlpZde0j6W0bObN29W22/btk2tkxa56dOnY+7cuZg3b576IzBjxgxVrJiILH/QioxylQBO33y1OR20wmnCiIjsDKcJIzIfKVuSdr5auTkzNF9tVqYJY0sdERERkQ0MWmFQR0RERGSGQSvGxqCOiMjOaHJ5pEuHiCyf5v/Vp9W5ZFBHRGRnZGStJo+HiKzr/11PT0+Dr3OgBBGRnUlOTlYjb/Ply5fhTBTWTOa3lenQZPYMd3d3cx+OxeH5sa5zJC10EtAVLlwYjo6Gq9GxpY6IyM7IH4WiRYvCHsgf44xGC9o7nh/rOUcZtdBpsPgwERERkQ1gUEdERERkAxjUERGRzXF1dcXAgQPVT+L5sZd/QxwoQURERGQD2FJHREREZAMY1BERERHZAAZ1RERERDaAQR0RERGRDWBQR0RERGQDGNQREZFVWrlyJdq2bYvAwEB0794dwcHBBreVqZ769euHpk2bokGDBnj11Vexf/9+2LKsnJ+jR4+id+/eaNy4MerWrYsOHTpg+fLlsGUrs3B+dB07dgwBAQHo1q0bLA2DOiIisjpbt27FtGnTVKC2Zs0a9YdZaopFRETo3V7+YAcFBWH+/PlYtWoV6tWrh8GDB+P06dOwRVk9P3nz5sUrr7yCZcuWYePGjejfvz/mzZun3muLtmbx/Gg8ePAAo0aNQv369WGJWKeOiIisTs+ePVG1alWMHTtWu65jx45o2bIlhg4dmql9vPjii2jTpo36Y25rjHF+ZDsJ9j799FPYmp7ZPD8ffvghSpcuDScnJ/z+++9Yu3YtLAlb6oiIyKokJCTg1KlTaNiwYar18jwkJCRT+0hOTkZsbCzy588PW2OM8yMtmLKtdMXamoRsnp8NGzYgLCzMom8CnM19AERERFkRFRWFpKQkFCxYMNV6eX7nzp1M7ePbb7/Fw4cPVUudrcnJ+WnVqpX2/RK8dO3aFbYmKhvn58qVK5g9e7b6d+PsbLmhk+UeGRERURakpKRkarvNmzdjwYIFmDNnTro/7PZ+fiRoiYuLw4kTJ1QQI12Nzz//POz5/CQlJWHEiBEYNGgQypYtC0vGoI6IiKyKt7e3ymlK26py9+7dpwZpkiA/fvx4fPbZZ2rghC3KyfkpWbKk+lm5cmX1fgl+bS2o887i+ZFu+pMnT+LMmTOYMmWKtvtegkAZBbto0SKLGTjBnDoiIrIqLi4u8Pf3x8GDB1Otl+fyRzajFroxY8Zg6tSpqrSJrcru+UlLgpb4+HjY+/nx8PDA+vXr1ShZzSIlUKTVTh7XqFEDloItdUREZHX69OmDjz76CNWqVUOtWrXUH1cpRyF/bIV0Hd66dUvbsiIB3ejRo1U3mmwfGRmp1ru5ucHT0xP2fn5+/PFHFC9eHOXKldPWrZOuWClzYov6ZOH8ODo6olKlSqne7+Pjo/7tpF1vbgzqiIjI6kjR2OjoaCxcuBC3b99GxYoVVQ06X19f9bqs0605Jn+0ExMTMXnyZLXolrHQfW6v50e6EyXHMDw8XHVNlipVSpX2eOmll2CL2mbx/FgL1qkjIiIisgHMqSMiIiKyAQzqiIiIiGwAgzoiIiIiG8CgjoiIiMgGMKgjIiIisgEM6oiIiIhsAIM6IiIiIhvAoI6IiMgCyHRTO3fuhCWQQrzdunXL1ntlpoavv/46R5+/Z88eVfhYiiJT5jGoIyIismPGDCbPnj2LvXv3omfPnjnaT7NmzeDg4IBff/3VKMdlLxjUERERkVHIHLLPPfcc3N3dc7yvTp06qf1R5jGoIyIiu/XGG2+oSdunTZuGhg0bqhYimSc2Li4OY8aMQf369dGuXTvs27dP+56kpCSMGzdOzR9at25ddOjQAd9995329cePH+PFF1/EhAkTtOuuXbuGoKAgrF27NtPHdvPmTQwbNkwdV+PGjfHuu++quVk1Ro8ejSFDhmDZsmVo0aKF2mbSpElISEjQbiNzmL7zzjvqOOV4peWrTZs2WLFihXpdHguZ51Va7DTPNTZt2qTWybF/+OGHiI2NNXi80lX622+/qWPRJe9ftGgRRo0ahXr16qmg7/fff8fdu3fVd5J1nTt3xsmTJ1O9T/YTGhqKsLCwTJ8ze8egjoiI7NrPP/+MAgUKqFYh6TaUwOiDDz5AQEAAVq9ejUaNGqmA5OHDh9rgpWjRopg5cyZ++uknvP322/jiiy+wdetW9bqbmxumTp2q9ivdmhIEyvufeeaZTOepyWe99dZbyJcvnwrali9frh4PGDAgVdB2+PBhFfQsWbIEkydPVp+5ceNG7evyuRLYLV26FLNmzVJBpQRTGpqWsE8++QS7du1K1TIm+5Xga968eWo5cuSI+hxDzp07hwcPHsDf3z/daxJEyvmUgLlp06bquGR54YUX1DkuXbq0ep6SkqJ9j6+vL3x8fHD06NFMnTNiUEdERHbOz89PBWZlypRB3759VVDm7e2tAjBZJ4FUdHS0ClqEi4sLBg0ahOrVq6NkyZIqMOnYsaNqpdKoUqWKaoWaOHEipk+frgIkeZxZEiBKTpm8p3LlyihfvrwKNm/cuKECOQ0vLy8VDMnr0srYpEkT/Pnnn+q1ixcv4tChQ6rFsGbNmirYkv09evRI+34JmoSnpycKFSqkfS4kwJLPrFSpEgIDA1WLpGbf+kgropOTEwoWLJjuNTmu7t27a8+ntPjJ+ZNWvLJly+LNN99Ux3vnzp1U75Pg+fr165k+b/bO2dwHQEREZE4StGhIUCKtdrrrNEGKbguXtC6tW7cOERERKkiS1jMJ5HS99tprqvXrhx9+wIIFC1SgmFnSFSmBoHT/6pKuXd3uyAoVKqhj1ihcuDD++ecf9fjy5ctwdnZG1apVta9Li5gEgpkhLWW6uXES9KUNutIem6urqwpG05LANO351HeOZf/yORoSYGtaSOnpGNQREZFdk5Y3XRKUSDCk+1xoymtIK5q0vkm+W61atVTg880336j8L10SBEpgJUHXlStXVM5bZkkrmbSsSTduWrrBoe5xao5Vc5y6XZlp950Z+vad0XslGJYATALctOdU3/nUty7t/u/du5eq9ZAyxqCOiIgoCyTHS/LDevTooV2nL5l/7NixqFixIrp27Yrx48ejQYMGqmUtM6R1TYJHCWg8PDyy9fspV64cEhMTcfr0aVSrVk2tu3r1qsp70yXBlTHqwWlaKi9cuJCu1TI7NK2SxtiXveBACSIioiyQLkzpHt2/f79qiZs7d266kZsy4OD48eNqZG379u3x7LPPYuTIkakGOWRE3iMtcjK6NTg4WI2elVw6abmTvLrMkDw7CSQlj05aESW4k8d58uRJ1UVaokQJlSsXGRmpWsaySwJQCUaNNbDhxIkTqjtXWkMpcxjUERERZYEk/Ldq1UqV+JDRshIIvfzyy9rXJeFfRppKSZRixYppy49IC5kEgJmRN29eNeq1ePHieP/991XNNimjIvl7WWm5k6BS8tVef/11VbZEWg1lFK0ESxrSjXzw4EEVeMp3ywkZXGKsgsGbN29Wwa2cC8och9DQ0Mx1rhMREZFVk1Y+Cd5kGi9pxTM26TKVUbKScyhd1Nkl+YgyonjlypVqhDFlDnPqiIiIbJR0q0ohZRlpKt2r0oIo3a1SosQUZLSq1MuTEjA5IeVRpKWTAV3WsKWOiIjIRknenxRJlpw86XaV1rMRI0aociVkexjUEREREdkADpQgIiIisgEM6oiIiIhsAIM6IiIiIhvAoI6IiIjIBjCoIyIiIrIBDOqIiIiIbACDOiIiIiIbwKCOiIiIyAYwqCMiIiKyAQzqiIiIiGwAgzoiIiIiG8CgjoiIiMgGMKgjIiIisgHO5j4AS5ScnIzbt28jX758cHBwMPfhEFEmpKSkIC4uDoULF4ajI+9XM8JrHJFtXt/MHtStXLkSy5YtU0FUhQoVMGLECAQGBurddseOHVi1ahXOnj2L+Ph4tf0777yDRo0apdpu+/btmDdvHsLCwlCqVCkMGTIErVq1yvQxybG0bt06x9+NiHKfXCeKFi3KU58BXuOIbPP6ZtagbuvWrZg2bRrGjBmD2rVrY82aNRg4cCA2btyI4sWLp9s+ODgYQUFBeO+99+Dp6YmffvoJgwcPxg8//ICqVauqbUJCQvDhhx+q9S1btsTvv/+OYcOG4dtvv0XNmjUzdVzSQickKPTy8jLytyYiU7h//766idP8/0uG8RpHZJvXN7MGdcuXL0eXLl3QtWtX9Vxa6fbv369a44YOHZpue3ldlwR3u3btwu7du7VB3XfffYcGDRqgb9++6nn58uVx5MgRtX769OmZOi5Nl6sEdAzqiMwjKSkJ+/btQ0REhLrJa9KkCZycnJ76PqZMPB2vcUTW6WnXN7MlniQkJODUqVNo2LBhqvXyXFrbMpsXEhsbi/z582vXHT9+PMv7lK7cmJgY7SL7JCLzWb9+PcqWLYsWLVqgZ8+e6qc8l/VERGRhLXVRUVHqTrxgwYKp1svzO3fuZGof0qX68OFDtGnTRrsuMjJS7z5lvSGLFy/GggULsvwdiMj4JHDr1q2bSgzWFR4ertavXbtWtfATEVFqFjdELO2F3JDNmzerQGzGjBnpgri0zZOyz4yaLKWr9uDBg9pFEhGJKPfJjZ6kVei7DmjWSWqGbEdERBYS1Hl7e6v8mLStcnfv3k0XpOkbYDF+/HjMnDlTDZzQVahQoXStck/bp6urKzw8PLSLu7t7tr4TEeWM5NBdu3ZNPXaDG97CW6iBGnCAgzawkwFMsh0REVlIUOfi4gJ/f3/VMqZLngcEBGTYQiejZadOnYqmTZume71WrVrp9nngwIEM90lElkEGRWg0QAOUQik0QZMMtyMiIgsY/dqnTx989NFHqFatmgrGpKSJXKy7d++uXp89ezZu3bqFKVOmaAO60aNHq1Gwsr2mRc7NzU2VOBG9evXC66+/jiVLlqjkahkd++eff6r8OyKybJpSRnmRF0F40gq/G7uRgtTdsfpKHpHplB35K0+vmVye2t6k++fv1rZ+v2YN6tq2bYvo6GgsXLhQFcOsWLEi5s+fD19fX/W6rNO9I5egLzExEZMnT1aLRseOHbXPpUVOSpfMnTtXFSCWui6Sd5fZGnVEZD5StqRkyZKofK0y8iAPbuAGTuO09nXJjZXXZTsiIrKwGSV69OihFn10AzfxzTffZGqfzz33nFqIyLpInu1nn3yGkDdC0rXSaQY7SQt+ZurVERHZG4sb/UpE9s37tLcaJBHpEokzOKNdLy10LGdCRGTBLXVERBoxN2NweN5h9XjQ2kHo6tU1yzNKEBHZKwZ1RGQx/pj6BxLiElCifgn4dfBDFYcq5j4kIiKrwe5XIrIID64/wJEFR9TjFh+34ByuRERZxKCOiCzCvin7kPQ4CaUbl0b5Z8ub+3CIiKwOgzoiMrt7V+/h6NdH1ePmHzdnKx0RUTYwqCMis9s7eS+S4pNQtkVZlGtRztyHQ0RklRjUEZFZRV2KQsjSEG0uHRERZQ+DOiIyq72f7EVyYjIqPFdB5dMREVEulDS5dOkStmzZgqNHjyI8PByPHj2Ct7c3qlatioYNG+LZZ5+Fq6trNg+FiOzNnX/u4Pjy49pcOiIiMnFQd/r0acyaNUsFczK3avXq1dGiRQvkyZMH9+7dw/nz59Vcq59++ineeOMN9O7dm8EdET3V3o/3IiUpBZXaV0LJ+iV5xoiITB3Uvffee3j99dcxc+ZM5M+f3+B2ISEhWLFiBb799lv069cvJ8dFRDbu9unbOPH9CfWYuXRERLkU1P36669wcXF56nbSiidLQkKCEQ6NiGzZnol7gBSgyotVULxOcXMfDhGRfQyUyExAl5Ptici+3Ay9iZOrTqrHzScyl46IyCxzv8oACX0DJWrVqgU3NzejHBQR2bY9E/aon9W6V0PRmkVhLeLj45kvTETWH9RJF+wPP/yA0NBQ+Pj4oEiRItqBEmFhYSqga9++Pd588034+vqa9qiJyGpFHIvA6fWnAQeg2fhmsGT79+/H5s2b1Y3sjRs3kJycrK57mhH/L774oroWEhFZTVDXvXt3NW1Pp06d1GCJ4sWLp7t7PX78uCp30qNHD4wePRpt2rQx1TETkRXbPW63+lmjZw0U9i8MS7Rz507Mnj0bDx48QJMmTdSofgne5OZVM+L/0KFDWLRokbouDh48WN3sEhFZfFAnF6ymTZsafF1q0z3zzDNqeffdd1XXLBFRWuF/hePcL+fg4OiAZuMst5Vu8eLF+OCDD9R1z9HRcOrxzZs38f3332PTpk147bXXnrrfI0eOYNmyZTh16hRu376tAsdWrVppX5cb4p9//jnVe2rWrKk+Q/cmWm6u5Sb68ePHqF+/vnpfsWLFsv19iciOgrqMArq0JMdOFiKitHaN26V+1upTCwUrF7TYE/Tjjz9maruiRYvif//7X6b3+/DhQ1SuXFl1277//vt6t2nUqBEmTZpkcODZtGnTsHv3bkyfPh0FChRQAZ7ceK9atQpOTk6ZPhYisj1ZHiihSwZKJCYmplrn4eGR02MiIht0df9VXNh2AY7Ojmg6NvM3irZEunJlyYj0fBQqVEjva9IdvH79elXoPSgoSK2TxzKbj3QHS0Coj7TuyaIRGxubo+9BRDYS1Mmdpswu8dtvvyE6Ojrd65JbR0RkKJcu4I0AeJe3jtb8lJQU1WUaHByM69eva0f8V6lSRQVVpujylM9r1qwZPD09UbduXZXSUrDgk1ZN6baVG2lNQCck169ixYqq+LuhoE66kxcsWGD0YyUiKw/qPvvsMxw+fFjlcMgyatQo3Lp1C2vWrMHQoUNNc5REZNUu776MS79fgqOLI5qOsfxWOgneZHaclStXqoERfn5+2oESV69exe+//46JEyeq4GrAgAGqpJMxSCueDDKTwWiSmzxv3jz07dtXda1KC15kZKTqjk07s48EffKaIbKPPn36pGqpa926tVGOmYisOKjbs2cPpkyZogZFjBs3DoGBgShdurQqYyJlT1544QXTHCkRWSVp7dLk0tXpVwf5SxueatBSyHVMBijINU5Kl+grqC4td1Lu5MMPP0T//v3RrVu3HH9u27ZttY8rVaqEatWq4bnnnsPevXszDMLkHEuFAkMkIJSFiGxbloM6uWstUaKEeuzu7q6ei9q1a+OTTz4x/hESkVW7uOMiru67Cic3JzQZlXE+maWQrkoJqjIiN7LSAiajXiXAM4XChQurz7ly5Yp6Lrl2Mg2jXHd1W+vu3r2rpmgkIvuWqWnCdJUsWVJbsqRChQrYtm2btgVPckCIiHRbkDS5dHUH1IVXCS+rODlPC+h0SStemTJlTHIckrcsRY8luBP+/v5wdnbGwYMHtdtIaRSpm8egjoiy3FInQ/HPnTunul/lLnXQoEFqpomkpCTVDUFEpHF+y3lcO3QNznmd0XhkY6s+MTJILCIiQrWU6ZJ8u8yKi4tTOXkacoN85swZ1eomy/z581U3qwRx0vo3Z84cVbZEU8tObpy7dOmiypjIenmP5DlLENqgQQMjflsisougTjfZtl69eti4caMakVWqVKksXdyIyH5y6Z4Z9Aw8illnuSPp2hw7diz++OMPva9nZcT/yZMn1VSKGjNmzFA/O3bsqD7jn3/+UYWM79+/rwI7uXmWAE5SXTSGDx+u6tENGzZMW3xYBlSwRh0R5ahOnZB8D871SkRpnf35LCKCI+Di7oJGw/WX2rAGUuxXgiyZ1UECMpkF4s6dO/jqq6+y3DshQZrMn22ITDv2NDICV6oOyEJElOOgTopcynD/ixcvqhFX5cqVQ69evVLVTiIi+5WSnILd45/k0tV/rz7cC//X0mRt/vrrL3zxxReoXr26mjJMbmJlRKwUWpf6b1mZcYeIyKIGSkj+3MCBA1V3gARyr776qnr8zjvvqNeIiE6vP42bx2/CzcsNDT9oaPW5dD4+Puqx5LBFRUWpx5LHdvr0aTMfHRFRDlrqlixZorocevbsqV0ngZ3Mlfj111+nWp8ZUtxTJriWEVwymnbEiBGq9p0+so3koMiFVIb4y+fK9rp++uknlZuir0q7dFsQkWklJyVrW+kavN8AeX3yWvUpL1u2LC5fvqxKOUnesBRal9a61atXG5zOi4jIKlrqYmJi0Lhx+lFs0h0hr2XF1q1bVb5Kv3791IVSgjlpBZQRZvrI3IVyxyzbZzQoQ7pFdu3alWphQEeUO06uPonbp24jT4E8aDDU+kdkSo+EzJoj5Pq0f/9+VRBYeibee+89cx8eEVH2W+qaN2+OnTt34o033ki1XgIneS0rli9frobnd+3aVT2XVje5YMqUOPqmHJM75ZEjR6rHGzZsMLhfyfPLyh00J7smMo7kxGTsmbBHPQ4aFqQCO2unO0tO1apV1c3opUuX1FReMg8sEZHVBnXly5dX3awy/6tmvsMTJ07g2LFjqrK6jBDTkO5RQ6TWk5RCeeutt9K1+MnE1DkhtaDkTlpq58nE24MHD1YXY0M42TWRcYT+EIo75+4gb8G8qD+kvtXn0kkNOLlhTUxMVKVDPvroIxXISRFgIiKrD+qkhczLy0uNfJVFQ9albT3LKKiTZGMJumQial3yXMoFZJeMxJXpyipXrqy6gyXIlNp6a9euNVj1nZNdE+VcUkIS9kx80konJUzcPK07h1UKAf/88894/vnnVfrGli1b1LVl1qxZ5j40IiLjBHXS9WDqgqU5Ia2HmhZEzZy03bt3V/kvcpetDye7Jsq5498eR9TFKLgXcVfFhq3djh07MHHiRLRr107bDSs3iHIzykK/RGQTAyWMRbow5MKYtlVOqrenbb3LCakrJfWlNBNiE5HxJcUnYe8ne9XjRiMbwdXd1epPs8y5WqdOHe3zGjVqqGuWjMInIrLqlroFCxZkajsZHZbZSbAlL0UmptbMayjkeYsWLWDMlj+ZWzErE3QTUdYcXXIU967eg0dxD9QdUNcmTl9ycrK6TumSoE7y64iIrD6ok7kIpRXNUBepjDrNbFAnpCtDukSrVaumukylrImUM5HuUiHT8UgpgSlTpmjfIwGaZjCEtOrJc7nwSo07zXHWrFkTpUuXRmxsrMqpO3v2LEaPHp3p4yKizEt8lIh9k/epx01GNYFL3tSBkLWS69yYMWNUeobuSHnJq8ub97/ae3KdIiKyqqCuUaNGasSrBGCdO3dWU+PkNK+kbdu2iI6OxsKFC1WXRsWKFVVysmYuWVmXtmbdSy+9pH0so2c3b96stt+2bZtaJ3M0Sh5MZGQkPD091ejXb775RnWdEJHxBX8VjAfhD+BVygt1+v3XXWntOnbsmG5d+/btzXIsRESZ4RAaGprpkQkSZG3cuFEtMrK0Q4cOKsCTEae2RL6bzGN77949NaqXiPRLiEvAFxW+QMyNGLyw6AUE9tc/G0xukBs6mcZLUjikADkZ7xpXduSvPJ1mcnmqaW8k+Lu1jt9vZq9vWRooId2vUv5j06ZNarou6f585ZVX0Lt3bzx69CgruyIiG3B4wWEV0BUoWwABrweY+3CIiOxalkuaaMiI0uvXr6tadZLXxuRhIvsSHxOP/VP3q8dNxzWFk2vO0jEsjb45pPWRHDsiIqsM6mS2h59++knlsEkx3xdffFEV52R3B5F9+WveX4iLjINPRR/U6v1fbUhbIWkmkq8rebk5rZ9JRGRRQd3SpUtVMCc5GBLEffvtt2rWBiKyP4/vP8aBGQfU42bjm8HR2WwlL01GRuHLLBLXrl1TucNSfFhyWoiIrD6ok2H7MoG1zKkqpUskwNNn+PDhxjw+IrJAh+YcwsO7D1GoSiFUf6U6bJGUM5HrmcwsIVMgzpkzB02aNEGXLl3UHNVyHSQissqgLjAwUF3ELly4YHAbXuSIbN/DqIc4+NlB9bjZhGZwdLK9VjoNqVEnPROySA6xdMlOmjRJ5RDL43z58pn7EImIsh7USa03IqJDnx/C43uPUaR6EVR7qZrdnBDNTavk18lsE0RENjP6lYjsT9ydOByafUg9bj6xORwcbbsLUmaQ0HS/Hjt2TBVdHzVqFBo3bqzmlSYissmg7vfff1cFLfVVYSci2yCDI+IfxKNY7WKo0rkKbJl0s8pACcklllH+UpuzQIEC5j4sIiLTB3Wff/45rl69yqCOyEbF3orFX3P/+q+VzsYHCqxevVoFdCVKlMCRI0fUog/nfiUimwvqZJYJIrJdf0z7Q00LVqJeCVR+wfbLGck0iLYeuBKRbWFOHRE91YOIBzgy/0lLVfOPbb+VTkyePNnch0BElCVZzvT9448/cPToUe3zH3/8Ed26dVP1nKQwMRHZnj8+/QOJjxJRqmEpVHiugrkPh4iIjBHUffbZZ2pAhDh37hxmzpypCnKGh4erRGIisi33r91H8KJg9bjFJy3sopUuM1auXIkFCxaY+zCIiLIf1EnwVqHCkzt1GerfrFkzvPfeexg9erRqxSMi27J38l4kxSehTLMyKNuirLkPx2LI9U8KEBMRWW1OnYuLCx49eqQeHzp0SCUTC5kTMTY21vhHSERmE305GseWHFOPW3zMVjpdixcvNtNvhYjISEFdnTp1VDdrQEAAQkNDtV2uV65cQdGiRbO6OyKyYHsn7UVyQjLKty6PMk3LmPtwiIjImN2vUk3dyckJ27dvx9ixY7WB3L59+9CoUaOs7o6ILNTd83cRsixEm0tnr6SLde/evdrns2bNQsOGDdGrVy81HywRkdW21Ekxzi+//DLd+hEjRhjrmIjIAuz9ZC9SklJQ6flKKNmgJOy5m3XMmDHqcUhIiBrxL6P9JdCbPn06iw8TkXW11MXFxWVpp1ndnogsS+SZSJz47oR29gh7duPGDZQuXVo7HeKzzz6Ll156SQ0Q0y3vRERkFUFd+/bt8fXXX+PWrVsGt0lJScGBAwcwYMAA/PDDD8Y8RiLKZXs+3oOU5BT4dfKDb11fuz7/+fLlQ3R0tHp88OBBNGjQQD12c3PTDhojIrKa7telS5di7ty5qiZTlSpV4O/vjyJFiqiLmhQcvnjxIo4fPw5nZ2f07dtXFSMmIut06+9b+Hvl3+qxvbfSCQnixo8fj6pVq6oBYU2bNlXrz58/r+aFJSKyqqCuXLlyKjlYuiF+++03BAcHqyBO7lK9vb1VoDdhwgRVhNjRMctjL4jIguyesBtIAfy7+aNYrWKwd1KDU25q5fon18ECBQqo9adOnUK7du3MfXhERNkbKFGsWDH06dNHLURke26E3MDpdacBB6DZhGbmPhyL4OXlpQK7tAYNGpTlfR05cgTLli1TAeHt27fVIItWrVqlSmORHpG1a9fi/v37qFGjhvrsihUrareJj49XM/ls2bIFjx8/Rv369dU2cn0mIvuW6Wa1V199FUuWLFFdrURkm3aP361+Vu9RHUWqFYG9ioiIyNL2N2/ezNR2Dx8+ROXKlVVpKEOpLsuXL1evyyjbQoUKoX///qkKu0+bNg07d+5UI2+//fZbNTBt8ODBSEpKytIxE5EdB3Xdu3fH33//jVdeeQUvvPCCmgNWumHlzpKIrN/1I9dx9uezcHB0QLPx9t1K16NHD5VSIgXWDXnw4IFqUevcubOaMiwzJEVlyJAhaN26dbrX5Fr63XffoV+/fur1SpUqYfLkySrN5ddff9V+5vr16/Hhhx8iKChI5fl9+umn+Oeff9QMP0Rk3zLd/dqpUye1SNO/XDx27dqlLiyJiYnqQtWyZUtVkDNv3rymPWIiMold43apnzV71UQhv0J2fZZ//vlnNeJfRvPLALBq1aqpwWGurq6qW1R6LGSghKz/3//+p66BOXXt2jVERkaq66iGfF5gYKDKYZYba+m2lWuuBHQaclzSPSs19AwVgJfrtiwanNKRyDZlufiwXGRk9JdmBNiJEyewe/duzJs3DyNHjkS9evXUCNjatWub4niJyATCDobh/JbzcHByQNNxT/7ftmcyl/WwYcPw7rvvqtlypFdCZo+QHDYZKCFlniT4ktY0Y7lz5476WbBgwVTr5bmmO1iCPpl/W44v7TbyWkYFlCVXj4hsW5aDurRq1qypFulSCAsLUy14kgBMRNZj97gnuXQBrwfAp4KPuQ/HYkjZJukK1dddaioODg6ZWpe26zajbeRGW3eAm7TU5eZ3IqLckeP6Iz/99JPK8xClSpVSF47nnnsu0+9fuXIl2rZtq7oYpHtB7ogNkWBRpufp0KGDCiQlYVgfmZdWuorr1KmjfkpSMRHpd2XvFVzccRGOLo5oOpatdBqSUvLJJ5+olrqEhAST//PRtNClbXGTFjzNazJwQo5F6oPqunv3broWvrQ9LB4eHtrF3d3dJN+BiKw8qJs4cWK2W+a2bt2qAjNJDF6zZo0K7AYOHGhw5JnkhPj4+Kjt/fz89G4jeSWS6yeBnyQxy0/pRpFuYiJK38Kza+yTXLo6feugQJknNdjoySjTPHnyYOrUqSpnTnLnNm3alC6gMpaSJUuqoE1mrdCQAE5udGvVqqWeS+F3yfHT3Uauv5LfFxAQwF8bkZ3LdPeroQRcGUbfq1cvbdP//v37M/3hMnS/S5cu6Nq1q3o+YsQI9f5Vq1Zh6NCh6baX6u2Styc2bNigd58yekwqwEt3gyhfvryqDSXrpQQAEf3n0u+XVEudk5sTmozKebK/LXnmmWfUIjeJEjRJ7rD0LMjsEhJktWjRQi3SQ5FZUn7k6tWr2ufh4eE4c+aMypErXry4upZK/luZMmXUfLMyWEMCS8nhE56enuqaKXXqJLdP3ieVCCS3TzN9GRHZr0wHdTLiqm7duqm6VuUuX4b9v/HGG2oEVlbIHaiM5HrrrbdSrZfkY2ltyy4ZJda7d+90+5SgzhCODCN7JP//anLpAt8OhFdJL3MfksWS0aWyyM2idI9KgCeLzDQhLWzvv/++dvBYRk6ePIk333xT+3zGjBnqZ8eOHVX5EnlNBmNMmjRJW3x40aJFqbpLJQXFyclJ9UBoig/LQDVZR0T2LdNBnXSPSkvaX3/9paqXyyTXmu5XyT2pUKFClj44KipKtfLpG+mlGQWWHXLB1bdPjgwjSu3CtgsIOxAG5zzOaDyyMU9PJkkXqcxvLYsUEz5w4IAakZoZ0vKXUe076fF455131JLR4A0pTmyogDER2a9MB3XSFbBixQp88cUX6mImd5WmKFtijGLGaUeBcWQYUfr/zzR16Z4Z9Aw8i3vyFD2F3GzKgITk5ORU63Wn+SIispqSJpKgK8nCkl8nrXaaPI/s8Pb2Vt0FaVvlnjaKKzN30Wlb5TIzMkwWIntx7pdzuH74OlzcXdBouP58Wfqvy3TMmDGq4HDam065gZSUDyIiq61TJzkcq1evVvl0MoOEo2PWB9FKd4WM5JJRXLp3uvJcko+zSxKYZR+6NZmke4Qjw4ieSEn+L5eu3rv14F6E5S0yMnbsWDVwQVJN5ObwaTXjiIisrviwjLyaPXt2jj5cAq+PPvpITbUjwZjk7Uk5E6lXJ2T/t27dwpQpU7TvkZFimlFk0gInzyVA1OT0yeix119/HUuWLFHBoRRD/vPPP9XE10QEnPnpDG6E3ICrpysaDvtvSirST0aoyrVIUlCIiGwyqDOUX2Kofpw+UnQ4OjoaCxcuVLWWZHTZ/Pnz4evrq16XdWlr1r300kvaxzJ6dvPmzWr7bdu2qXXSIielS2RUmowIk3IDMsJMihUT2TvVSjf+SStdg6ENkK/gkwFPlHHPxNmzZxnUEZHtBXXGzi/p0aOHWvSRwRhpZTRyTEPKrmRlVgsie3FyzUnc+vsW3PK7Ieh//00KT4ZJt6uM+JdadXLjKbnFunKSLkJEZNagjvklRNYpOSkZeybsUY+DPghCngJ5zH1IVkHqZh47dgx//PFHutc4UIKIrDqoY34JkXUK/SEUkWcikdcnLxq8x9kHMkumCXvhhRfw9ttvq9H1RESWyjG7+SVEZD2SE5OxZ+KTVrqGwxvCzcvN3IdkNSTvVwZ1MaAjIptrqWN+CZH1Ob78OKIuRCFf4XyoN6ieuQ/HqrRu3VrNpJOVOV6JiKwiqGN+CZF1SYpPwt5P9qrHMh2YqwcLbWeF1KibM2cOjh49isqVK6cbKPHqq68a9fdFRJRrQR3zS4isy7FvjiH6cjQ8inmg7oC65j4cq7N+/Xo113VwcLBa0mJQR0RWG9Qxv4TIeiQ+TsS+SfvU48ajGsMlX+Ymnqf/bN26laeDiGxzoIQmv4SILN/Rr4/i/rX78CrphcB+geY+HCIisqSWOuaXEFmHhIcJ2DflSStdk9FN4Jwn2xPIEBGRFcjyVZ75JUTW4cjCI4iJiEH+MvlR+83a5j4cIiKytKCO+SVEli8+Nh77p+5Xj5uObQonVydzHxIREVlaTh0RWb7DXx5G7K1YeFfwRq0+tcx9OERElAuYZENkYx4/eIz905+00jUb1wxOLmyly4mwsDA19+vt27fh5OSEEiVKICgoCB4eHkb6jRERGQeDOiIb8+cXf+LhnYco6FcQNXrWMPfhWK24uDiMGTMGO3bsUM8dHBzg4+ODqKgouLm5YejQoXjllVfMfZhERFoM6ohsyKPoRzg486B63Gx8Mzg6M8Miu2bMmIHIyEisWbMGrq6umDt3LkqWLImBAweq3OJPP/0UXl5eaN++vRF/g0RE2ccrPpENOfj5QRXYFa5WGNVfrm7uw7FqO3fuxIgRI+Dn54dy5cph/Pjx+OGHH9RrnTt3xvvvv49ly5aZ+zCJiLLfUsf8EiLL9PDuQxz6/JB63Hxiczg4Opj7kKxaYmJiqrw5mSosKSkJDx8+RN68edGwYUN89tlnZj1GIqJsBXXMLyGybAdmHkD8g3gUrVUUVTtXNffhWL3q1avju+++w+jRo9Xz77//Ht7e3iqvTnNNlECPiMjqgjrmlxBZrtjbsWqAhGjxcQu20hmBDITo37+/Gijh4uKi8usmT56sfT0kJARNmjQxxkcREeVuUCf5JQsWLFD5JULyS1q1aqWShiW/5NGjRyq/hEnDRLlPSpgkxCbAt64vKneozF+BEfj7+2PDhg3Ys2cP4uPjUb9+fVSoUEH7Oke+EpHVBnXMLyGyTDE3YlSxYdH84+aq9AYZR+HChdGtWzeeTiKyrdGvmvwSDeaXEFmGP6b+gcSHiSgZVBIV21Y09+HYtAYNGqjBYkREVt1Sx/wSIstz/9p9HFl45L9cOrbSmVRKSoppP4CIKDeCOuaXEFmefZ/uQ9LjJJRpWgblWpUz9+EQEZG11KljfgmR5Yi+Eo2jXx9Vj5lLlzteeOEFzvlKRLY5owTzS4jMZ9/kfUhOSFYtdGWbleWvIheMHTtW1aojIrK5uV+ZX0JkHlEXoxDyTYg2l45MQwoMb968WdWkkzp1krNYsGBB1K5dG+3atWPxYSKyKJz7lcgK7f1kL5ITk9Vo11INS5n7cGzShQsX0KFDB8yaNQv3799H8eLFUbRoUfVYpgeT12QbIiKbaKljfglR7rtz7g6OLz+uzaUj05DZIwIDA9VPmVFCV0JCgpo+TF5bunQpfwVEZP0tdcwvIcp9eybuQUpyipo5osQzJfgrMJHQ0FC8/fbb6QI6Iev69euntiEissqWOlPkl6xcuVJNL3b79m01Bc+IESPU3bEhhw8fVvPQSreHjMZ988030b17d+3rP/30kwo20zpy5Ajc3NyyfHxEluT2qdsI/fFJINF8IlvpTMnLywtXrlxJNTWYrqtXr6ptiIisLqiTIEomt3748CHq1q2r8ktkoMTdu3dVfsn8+fPx1VdfGbwA6rN161ZMmzYNY8aMUYHhmjVr1FyyGzduVPtP69q1axg0aBC6du2KqVOn4tixY5g0aZIajfbss89qt/Pw8MCmTZtSvZcBHdmC3RN2AylA1S5VUbx2+v9HyHjkOiPXJrnuBQUFqRtYcefOHRw8eBBff/01evXqZdRTLtdRmWNbl3zu7t271WO55srra9euVbl9NWrUUN3AFStyJhEiykJQZ4r8kuXLl6NLly7q4imklW7//v1YtWqVmsEirdWrV6NYsWJqO1G+fHmcPHlStfTpBnXSglioUKFMH4dM1i2LRmxsbKbfS5Rbbp64iVNrTgEObKXLDe+88466GZTrlAyW0MzWIYGVXF/eeust1VNgbBKgScCo4ej4X5aMXF/leORmtkyZMupGWoJOuYl1d3c3+rEQkY0GdZI7Il2lGeWX9OzZM9MfLIHgqVOn1IVRV8OGDVX3rj7Hjx9Xr+tq1KgRNmzYoPanOTbpJn7uueeQlJSEKlWqYPDgwahatarBY1m8eHG6u2MiS7N7/JPWmmrdq6FI9SLmPhy7INcnWaSXQFJOhAR0JUuWNNlnOjk56b0plWBS5t+Wa23r1q3VOrmRbt68OX799ddUaShp8caVyD44myu/JCoqSgVdmi4NDXku3Rv6yHp92ycmJiI6Olrl2JUrVw6ffPIJKleujJiYGHz//ffo06eP6q6QO1t9+vbtq7bRbanTXDSJLMH14Os489MZODg6oPkE5tLlNgniTBnIpb2WtmzZEq6urqp7dciQIShVqpQ2sNS9sZVtpAdFbngzCup440pkH5wtLb/kaQWN005Yrtles75WrVpq0ZBcPbnY/fDDD/joo4/07lMujLIQWXorXY1Xa6BQlcynFpDp3LhxA19++aW6iTQWCeKk9U1uQOXaKt2rvXv3VgPANDe7+m5sIyIiMtwvb1yJ7IOzufJLZHCDdDOkbZWTgRdpL1oasl7TBaK7vbOzM/Lnz6/3PZKPUr16ddXKSGSNrh26hn9+/QcOTg5oNq6ZuQ+H/nXv3j38/PPPRg3qmjRpkuq53KA+//zzavCY5mY17Y2toXW6eONKZB+czZVfIvlv/v7+qpWvVatW2vXyvEUL/dMeyUVtz549qdYdOHBA7Udfrp8m6Dxz5gwqVaqU5WMksqRWulqv1YJPRR9zH47d2LVrV4avy3XQ1KRMlFy7NF2yQq69kmqSUVoKEdknZ3Pml0gem3SJVqtWTQVsUtJEuhE0uSGzZ8/GrVu3MGXKFPVc1stgjenTp6Nbt24qj2T9+vXquYYMeKhZsyZKly6tcuMkp+7s2bNqdC6Rtbn6x1Vc+O0CHJ0d0XRMU3Mfjl157733VAtYRikhT2shyykZ4HDx4kXUqVNHXXPlJlpufDUDv2SAWHBwsN5qAURkf3I0TVhO80vatm2rBjgsXLhQFR+WofxSp8nX11e9Lut0c0XkoiafIcWHJbgrUqSICgp1y5lI7aaJEyequ1lPT081+vWbb75RuSpE1mbXuCetRbXfqg3vct7mPhy7Iq1ho0aNStWToEt6AF5++WWjfubMmTPRrFkzVadTUkskp05uTjt16qQCSMlblkEPknMnN66Sy5wnTx60b9/eqMdBRHYe1GU3v6RHjx5q0UcShtN65plnVL06Q6SGnaaOHZE1u7TrEi7vugwnVyc0GZ0614pMT9I6Tp8+bTCoe1orXnbcvHlTXb+kOoCPj4/qdZDeBs2NruQtP378WNWp0xQfXrRoEWvUEVHWgjpLyC8hshcSLOwe9ySXrk7/OshfSv9AIDKd119/Xc2gY4iUGVmyZIlRP1N6ITIigaQMWpOFiCjbQZ0l5JcQ2YuL2y+qfDrnPM5o8hFb6cwhozmoNYMYpOeAiMjqgjpz5JcQ2SO5cdo19knLeN2BdeHp62nuQyIiIivw36SCmcwvMcQU+SVE9uifzf8g/K9wuORzQaMRjcx9OHbp448/VoO/MmPr1q345ZdfTH5MRERGa6kzR34JkT3n0j0z+Bl4FPUw9yHZJSmO3rlzZ1VqSepmStkl6a2QAuwyQOHChQs4duwYtmzZokbhjx8/3tyHTESU+aCO+SVEpnd241lEHI2Aq4crGn3IVjpzeffdd9GzZ09s2LBBjbY/f/58qtfd3d3RoEEDVT5Jdy5WIiKbKGlCRDmTkpyirUtXf2h95CuUj6fUjGSWBpkzVRZpnZOamY8ePVKteNIzwYFhRGSVQZ3kl/Tv3x/FihXLVH5JYmIiXnjhBWMcH5HNS0pKwr59+3BuwzncCr0Ft/xuCPpfkLkPi3R4eXmphYjI6oM65pcQmYZMcyflgsKvheMdvIPCKIwDKQdQeVdldOnShaediIiMG9Qxv4TINAGdzGEsgyNqoIYK6B7iIbbf345fuv2CtWvXMrAjIiLj59Qxv4Qy6jqUfCOZr7JJkyZwcnIy6smylc9I+3nSQicBnSMc0RzN1fr92I9HeAQHOKhJ2mXOT1MeBxER2flACeaXkG7Xoe4UcSVLlsScOXOM1sJkC5+RnJSM2JuxuH/t/pMl/D5OHjiJetfqoTVao8C//8UiFn/hL/UeCfbCwsJUoNm8+ZOAj4iIKCMc/Uo57jrUFR4ertYbo+vQGj4jKSEJMREx/wVsepYH1x8gJSl9Ye6aqJnq+W7sRjziU62TlkMyr02bNqFDhw56X/vss8/wwQcf5PoxERHpw6COctR1KKT7UFqahKyT/0YNHoWW9VrCxdUFDk4OcHB0gKOTo3qs+xMO+ucMTvsZumSdvCen3ZNP+wxnOGPs4LEI8A5AbIROS5vOEnMjBsjERCryfT2Le8KrpJda7uEelq5divv//heNaDzAg3Tvk65gMq9PP/1U9U40a9Ys1fpp06ap0f4M6ojIUjCooyyTLkHpqpRgrhZqoRmaaYM6rQhgTqk5mdqfBHxpg72k5CT0jOmJZCSrIFHzU/ufBI9hKZhVYRbcPdyf7COLS1R0FJpda5Zqv/KdPOEJL3jBHe7qe6xouSLD43d0cdQGa/oWzxKeamYIR2fHVAHlxLITVYugvqBSglbpApbcPjKv6dOnY/jw4fjiiy9Qt25dtW7KlCnYuXMnZ9EhItsN6mJiYuDhwWmNbN318OvaYM4HPmpdAhJU4OXw738SHDk5OGWqFUuK7sqSnJCcan0+PL34btyVOMh/2VUJlTJ8Xb5XvmL5UKJqCYNBmxQJliAxK6R1UXL2pIs37bzJmpbL2bNnc5CEBWjcuDHGjh2rWnW/+uorNcvErl27VEBXtmxZcx8eEVHWg7ply5ap+V8zCujefvttfP/995ndJVkZCbxOrj6Jax9dQ2d0VutiEIM/8AeO4AgSkZhq+12/71JdVpqgTfLKZNCA7k8VzOlZd+jAIbz+2uvaAFHzUzjo/Dfn8zlqfk7tZ2RhOX3ytOpa092ftNbJd9J0i0qJkV0/7jLJYAXJ1ZOcPX2DNCSgY506y9GuXTs1q0SfPn1U3c5vvvkGpUuXNvdhERFlL6ibN28e8ufPrya5TisuLk4FdBLYke1RAdCG09g9fjdun7yt1j1yfIQ/kv/An/hTtWYZ6jqUx9KlCkl7c8n8Z7Yp1wZuo92e2j3Z4d0O2W7NqpZUDcNWDMvwM0qVLGXSLlAJ3CQvMDfLqVDmulz18fHxQZUqVbBy5UrtOumaJSKyqqBOckhGjRqlEoZbtWqVKqCTKcTkLlbuXsl2SKBzbtM5NR/pzeM31bo8BfIg6IMg3Cx7E9P6TPt3Qxi96zA3uictpQtU9s+yJZblzJkzetfLnK+xsbHa1zn/KxFZZVD33HPP4cGDBxg5ciS+/PJL1KtXTwV0AwYMQHR0tAroChUqZNqjpVwhwc35reexe9xuXD9yXa1z9XRFg/cbIOj9IBXYCad8TibtOsyN7kl2gZI+S5cu5YkhItseKNG1a1fcu3dP/ZGVkWDSJRsZGakCusKFC5vuKCnXgrlLOy+plrlrB58EUS75XFBvSD00HNYQ+Qrmy/WuQ1v5DCIiIosb/frmm2+qrta+ffvC19dXBXRFixY1zdFRrrmy9wp2jd2lfgrnPM54ZtAzaDS8EdyLuJu169BWPoOIiMgigjop9Jrqjc7OahTY1KlTU62XbjGyHmEHw1Q368UdF9VzJ1cnBA4IROORjVWxXCIiIrKxoC5t/TkZ4k/WK/xwuBrNen7LeW0B3Tp966DJqCaq9hoRERHZaFA3adIk0x4J5YobITdUMHf257PquZQbCXg9AE3HNEWBsmlmhSAiIiKrwWnC7MStk7dUMHd63Wn1XGZAqNmrJpqOawqfCk9mhSAiIiLrxaDOxkWejcSeCXvw96q/n9STcwCq96iOZuOboZAfS9AQERHZCgZ1NuruhbvY+/FenPjuhJoRQlTtWhXNJzRHkepFzH14REREZGQM6nIgKSnJLLXNMvrc6CvR2PvJXoQsC1HzqAq/jn5oPrE5igUUM/mxERERkZ0GdTKH4rJly3D79m1UqFABI0aMQGBgoMHtDx8+jBkzZuDChQuq4LHUzevevXuqbbZv364KI4eFhalpfYYMGZJqajNjWL9+vd6ZDmTaKVNOxG7oc2eOmwn3o+44tuQYkhOS1fqK7Sqixcct4FvX12THQ0RERJbB0ZwfvnXrVkybNg39+vXDmjVrVDA3cOBA1QKljwQygwYNUtvJ9vK+Tz/9VAVxGiEhIfjwww/RoUMHNcWU/Bw2bBhOnDhh1MBK5gvVDayETAwv6+V1U9D3uR7wQI1rNfB3/78RvDBYBXTlW5fHmwfexKubX2VAR0REZCfM2lK3fPly1aol048JaaXbv38/Vq1ala7YsVi9ejWKFSumthPly5fHyZMnVUvfs88+q9Z99913aNCggZrxQrPNkSNH1Prp06cbpetTWso0k7+XRmk4yOgD8e988FMHTEWAd4BRu2Llcz8d8ClKp5TWrvODH57BM3CBi3oe4RaB4VuGo3yL8kb7XCIiIrIOZgvqEhIScOrUKbz11lup1jds2FC1tulz/Phx9bquRo0aYcOGDWp/Li4uapvevXun26cEdYbEx8erRSM2NtbgtpLLpttS9hpegxPSBG+3gRUtV8DYXsALeteHIQy/43dcenwJPRx6oDwY1BEREdkbswV1UVFRqvWpYMGCqdbL8zt37uh9j6zXt31iYiKio6NVjl1kZKTebWS9IYsXL8aCBQsyddxpu4YjEQlHPb3YJXxLwMvLeDMzyHy74dfDU617gAc4gAM4j/MGj4+IiIjsg9kHSqSl6dY0xMHBQe/2uuv1bZN2nS7pqu3Tp0+qlrrWrVvr3VZGm+paAP3B4K7vdxl1gvjdu3ejRYsWT90u7fERERGRfTDbQAlvb2+Vc5a2Ve7u3bvpWtoyanGT7Z2dnZE/f371vFChQnq3MbRP4erqqua21Szu7u4Gt5XyITLa1FCQKOtlxK1sZ0zm+lwiIiKyDmYL6iT/zd/fHwcPHky1Xp4HBATofU+tWrXSbX/gwAG1H9lfRtsY2mdWSSAqZUtE2gBL83z27NlGr1dnrs8lIiIi62DWkibS5blu3To10OHixYuqvInkhGnqzkmQMmrUKO32sl5el1Gssr28T8p8vP7669ptevXqpYK6JUuWqG3k559//qnWG4uM2JVyKSVKlEi1XlrSZL2p6tSZ63OJyPJIjc+2bduqEk9ybQwODjb3IRGRPefUyQVJBjgsXLhQFR+uWLEi5s+fD1/fJ8VyZZ1u4r8EL19++aUqPiwXtCJFiuCjjz7SljMR0iInQd/cuXNVAWLpkpTta9asadRjlwCqU6dOuT6jhLk+l4gsh6bG55gxY1C7dm1Vt1NqfG7cuJF5tUR2zCE0NDTjkQl2KCYmBkFBQbh3755RR7ASkenICHHJrZWWesmNtWU9e/ZE1apVMXbsWO26jh07omXLlnprfOb0Gld25K85PmbKnstT25v01PF3ax2/38xe3yxu9Ksl0IyolZNIRNZB8//r00bQW7vs1PhMW4tTgrqsXOOSH8fl6Jgp+0z9d4i/W+v4/Wb2+sagTo+4uCcXMOm6JSLr+//X09MTtio7NT4N1eLkNc7y5Z9t7iMgS/r9Pu36xqBODylivGPHDuTLly/D+na6Ne1k+4xKoVg6fg/Lw99J1sgdrFzw5P9fe5TRHXzaWpzJycmq67VAgQJPvcZZM1v5f4j0s6ffb0omr28M6vRwdHRE0aJFs3TC5R+ULeTx8HtYHv5OMs+WW+hyUuNTanHKosue8oVt5f8hsu/fr2cmrm9mLWlCRESmr/FJRPaBLXVERFZGulKlnFO1atVUwXUpaaJb45OI7BODuhySLg2pD5W2a8Pa8HtYHv5OKLs1Psm2/h8i/fj7TY916oiIiIhsAHPqiIiIiGwAgzoiIiIiG8CgjoiIiMgGMKgjIiKb88Ybb2DatGnmPgyblFvndvTo0RgyZIjB55akTZs2WLFihbkPg0FdZqxcuVKNNgsMDFQlA4KDgzPc/vDhw2o72V7et3r1aljb95ARdcOHD0eHDh1Qs2ZNi7o4ZuV7SKXxfv36oWnTpmjQoAFeffVV7N+/H9b2PY4ePYrevXujcePGqFu3rvq9LF++HNb4/4fGsWPHVF21bt26mfwYicj6jRw5EpMmTbK5QMyY2FL3FFu3blUBjQQGUgtK/nDJEHmpCaXPtWvXMGjQILWdbC/v+/TTT7F9+3ZY0/eQyb99fHzU9n5+frAUWf0eEmAEBQWpcg+rVq1CvXr1MHjwYJw+fRrW9D3y5s2LV155BcuWLcPGjRvRv39/zJs3T73Xmr6HxoMHDzBq1CjUr18/146ViKx/RgV7mgklOxjUPYW0hnTp0gVdu3ZF+fLlMWLECBQrVkwFCPpIq5y8LtvJ9vK+zp07qz/G1vQ9SpQooe6KOnbsaFHTr2T1e8jrb775JqpXr44yZcrgvffeUz93794Na/oeVatWxfPPP6/qkcnvRlrqGjZsqFrwrOl7aHz88cfq+0jhXKLc8Mcff6gbvJ9//pknPJfPbVJSEsaNG6da9DU9Dd999126baZPn66ua9IjMWvWrHT7Sdv9qq+lrVu3buomXkMeP/vss6hTpw5atmypGlk0XcjXr19Xn1mjRg21aISEhOC1115Txypzy8p7ZN5VDZmiTxoH5HX5Tr/88gssBYO6DCQkJODUqVPqH5kueS6/dH2OHz+ebvtGjRqp/cj+rOV7WCJjfA+ZyFwmgc6fPz+s+XtIS6NsKxcVa/seGzZsQFhYmGrRI8oNW7ZswbBhwzB58mR1o0q5e27luivzqc+cORM//fQT3n77bXzxxReqpV/j22+/Va9NnDhR3Szeu3cPO3fuzNGx/fbbbyrok4Dy119/xZw5c1CpUiX12uzZs9UxSc/arl271CLOnTunjk+CuXXr1qljllSRKVOmaPc7ZswYhIeHY/Hixfjss8/UTazMvWwJOKNEBqKiotTdQ9pJsuV52sm0NWS9vu0TExNVBfjChQvDGr6HJTLG95ALx8OHD9UdnjV+j1atWmnfL0GRtJBZ0/e4cuWKupjK78HZmZcfyp2cTwkgZJH0C8r9cyvzFUvwpFGyZEl14ydBl7R0CWm5e+utt1Srmhg7dmyO858jIiJQqFAhlU8tx1C8eHFti5zc2Ds5OcHd3V1toyG9atKLIDnMQnp2pNdKWvbkmGSf0jL5/fffq3xzIYFop06dYAl4Vc2GlJSUDF93cHDQu33a9Zb+PaxFZr/H5s2bsWDBAnW3ljYQsZbvIcGQdAOcOHFCBUelS5dWFyBr+B4SAEr3rFzcy5Ytm+vHRfZHcpnlBkNafnS71yj3z62kJknLlwRFjx49Ui39VapU0ebYyuA83XQMuemTuY1z8neqTZs2Klhs166d6tJt0qQJmjVrluENpfQ+XL16VbXspW1tlNa5y5cva49NQ1JPJN/PEjCoy4C3t7eK5NO2Okgzq6GgQNZHRkam217+EZiryy8738MS5eR7SDP/+PHjVVO55H5Y6/eQO1xRuXJl9X4JUs0V1GX1e0i398mTJ3HmzBltV4ZcKOWiLaNgFy1axIETZFQSNEiqgnTrSV6tpd1Y28u5leuv5K5JN60EbtI69s033yA0NDRHxyCfmTboS0xM1D6W/N5Nmzbh4MGDOHTokBo5K58ri7Tc6SPXpJdeeklVSkhLWvouXbqk/WxLxJy6DMgv3d/fX/2D0CXP5Y+QPvIPNu32Bw4cUPsx9I/IEr+HJcru95AWOsmBmDp1qiptYm7G+n3IxUxGKVvL95ABN+vXr1ejZDWLlECRVjt5zJYUMrZSpUphyZIlKl9KNyeKcvfcyoAuuSb06NFDDfqSHgbJq9WQVi5JTZIeCN3gTFrNMiIVGnQbUWJiYlRrmq48efKgRYsW+Oijj7B06VKV9/7PP/9or2ESxOmS47tw4YI6xrSLbC+tcnJscoOqIYGetDZaArbUPUWfPn3UPwZpapWATf74SPOx/DES0gV269Yt7T9qWS95BnJXIqNw5B+Q/CGT59b0PYS0qAjp7pPWF3ku/6grVKhgNd9DAjoZMSXdfrK95gLg5uZm1ubyrH6PH3/8Ud0llitXTnuRlK5YKXNiTln5Ho6OjtokZd2Lsvwu0q4nMha5aZDgQ0bBS4+JXAsod8+tBETSYiY5cjJ6Xx5LUCSPNaRlTPYlOWxynZNu3acFSpLHJyWepEtVSp3MmzdPXWc0pBVRgja5YZTgTj5Xfvr6+qrX5eeRI0dUXp+rq6vqfZDv0qtXL9WqJ3/DpZzUxYsX1c2qlGGSY5PBjxMmTFC9P9JbIX/fZb+WgEHdU8gvWwY4LFy4UPX5S0kJGSKt+Uch63Rrckn32JdffokZM2ao4K5IkSLqj54m+dNavoeQJmgNuWOSAEm237ZtG6zle0iQIXdVMjJLFg0ZpaX73NK/h1yYJBdQ7kLlIiJ3yUOHDk31O7KWf1dEuU3+EEvAIMnu8kf/ww8/5C8hF8+t3ORJo4DmNUkZefnll9WAAw0pISI33dKrIl2bUgpMBoZlFNj17dtX1YaV8iLSEzB48OBULXVy4y6tc/L3WHJ65eZx7ty5KFCggHpd8ns15ZWk10O6g6Uuq3TPyuAPOSbpEZHrrWZAh5CATwI6+c6SavLuu++qgNISOISGhtpGtjwRERHZLJnlSAJHSaUh/ZhTR0RERBZLelskz03SmaQ3gAxjUEdEREQW6/z582qQheRzmzvlxNKx+5WIiIjIBrCljoiIiMgGMKgjIiIisgEM6oiIiIhsAIM6IiIiIhvAoI6IiIjIBjCooxyTqtrTpk3TPm/Tpg1WrFhhU98puxISElS18mPHjuVoPzNnzsSnn36a4+MhIiLbxaCOjE7mKZU58zIjuwGgzOc6ZMgQ5NThw4fVvID3799PtV7mLJUpZ3JKpimTKbNq166d4yBT5jGUKXGIiIj0YVBHRieTtMskyNYsf/78cHd3N0qA26VLlxzvR+YXbNiwIVavXp3jfRERkW1iUEdZEhcXh1GjRqFevXpo0aIFvv3226e2vskE788++yzq1KmDli1barsRpfXp+vXrmD59umotkyUzZH8///wzdu3apX2ftLiJc+fO4a233kLdunXRuHFjTJgwQR2zPjLx85tvvqkeN2rUSO1HWgANdSnLpPUy96B8d/ke33//fYbHeerUKVy9ehVNmzZN9ZnyOVu3blWTRctxSqX0y5cv4++//1aTXMv+BwwYgLt376baX/PmzbFly5ZMnSMiIrI/DOooS2bNmoW//vpLdU8uWrRIBVMSvBjy22+/qQBv3Lhx+PXXXzFnzhxUqlRJvSb7KFq0KAYNGqQCNFky4/XXX1dBlgRimvcFBATg4cOHGDhwILy8vFQL2WeffYZDhw5h8uTJevdTrFgxfP755+rxpk2b1H5Gjhxp8HOXLVuGypUrq9YyCRxnzJiBAwcOGNw+ODgYZcqUgYeHh97AtH///mpfTk5OKliUcyufL4FyWFgYvvzyy1TvkWDwxo0bKhAmIiJKyzndGiIDpMVr/fr1mDJliuoKFBIwtW7d2uA5i4iIQKFChdCgQQO4uLigePHi2hY56eKUgEa6OWWbzMqXLx/c3NwQHx+f6n0bN27Eo0eP1DHJNkJaFd999128//776T5DPluOQdNlLMFgRiRw7Nu3r3pctmxZhISEqIBVcy7SkuCrSJEiBgNTCUpFr169VFC3ePFibe5d586d1ffRpdmXtPZJnh4REZEuttRRpknrkYzmrFWrlnadBEUS4BgiLWoSaLVr1051he7cuROJiYkmOesXL16En5+fNqATEiQlJyer7s2c0v3emueXLl0yuL18b1dXV72vSYufbr6c0LRgatal7X6VQFazXyIiorQY1FGmpaSkZPlsSRendG1KrpoEJZMmTVKtVBIcmuL4HBwc9L5maL0peXt7pxtVq+Hs7Jzu2NKuS3u+7927p21VJCIiSotBHWVa6dKlVeBx/PjxVIHGlStXMnxfnjx51KCKjz76CEuXLlXv/+eff9Rr0iUrLWlZpe99FSpUwJkzZ1INjJD6cI6Ojiq3zdB+RGaO4cSJE+melytXzuD2VapUUS152QmG9Tl//rw6//I9iYiI0mJQR5km3ZpSnkMS+mUAggRmY8aMybAVTGqrSR6ebCvdt9JqJ0GeJidMfh45cgQ3b95EVFSUWiePO3TogNDQUIP7LVGihBrpKkGTvE9a/tq3b69aA+WY5PNkQIeMtH3hhRcM5uxJjp8c/549e1R3p6GRskJy6CQola5cGYghg0AkH84QGcUqgzckGDOGo0ePIjAwUJ0/IiKitBjUUZZ88MEHKrCQwr/9+vVTZUr8/f0Nbu/p6Yl169ahT58+6Nq1K/7880/MnTsXBQoUUK/LyFcZUCCzLmhKf0jOnQROGeWOyb4kl0/Kgcj7JOCS2nhSdkRaD1955RX873//Q/369bVlSvSR0bfvvPOOGokrJUMMjZQV8h1kpG/37t3VyN9hw4ZpBzvoI99RBpHIqF9jkHIm8r2JiIj0cQgNDTVO3xCRDZMBH9Iq17t37yy9T1oTJfjdvHlzjooZ7927V5VokQBZN/eOiIhIgy11RCYko1ylxVDKkOSEdAt/8sknDOiIiMgg3vITmVinTp1yvI+2bdsa5ViIiMh2sfuViIiIyAaw+5WIiIjIBjCoIyIiIrIBDOqIiIiIbACDOiIiIiIbwKCOiIiIyAYwqCMiIiKyAQzqiIiIiGwAgzoiIiIiWL//AwbvApn0BskBAAAAAElFTkSuQmCC" }, "metadata": {}, - "output_type": "display_data" + "output_type": "display_data", + "jetTransient": { + "display_id": null + } } ], - "source": [ - "%run example_cut_and_flow_pure_water.py parameters_Ctr-3P2.yml" - ] + "execution_count": 10 }, { "cell_type": "markdown", "id": "9691ce8a-7a52-4132-bbad-5c09a5855e7c", "metadata": {}, "source": [ - "We can note that the fit of data is not as good as simulation with water-solute solver. Let's do run a fit with pure water solver." + "We can note that the fit of data is not as good as simulation with water-solute solver.\n", + "\n", + "We then adjust K and k with hydrostatic solver to fit data. It takes around 40 s." ] }, { "cell_type": "code", - "execution_count": 4, "id": "8e3bdc3d-e376-426a-ac7e-2ec5acb66acc", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:57:15.256051Z", + "start_time": "2026-02-26T12:56:36.046325Z" + } + }, + "source": [ + "%run example_cut_and_flow_pure_water.py parameters_Ctr-3P2.yml -op -v " + ], "outputs": [ { "name": "stdout", @@ -174,18 +204,19 @@ }, { "data": { - "image/png": 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", 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" }, "metadata": {}, - "output_type": "display_data" + "output_type": "display_data", + "jetTransient": { + "display_id": null + } } ], - "source": [ - "%run example_cut_and_flow_pure_water.py parameters_Ctr-3P2.yml -op -v " - ] + "execution_count": 11 }, { "cell_type": "markdown", @@ -202,81 +233,100 @@ "source": [ "## Maize root in control condition\n", "\n", - "#### Solute-water solver\n", + "#### Solute solver\n", "\n", "Here an example of a maize root with measurements done in a PEG solution (150 g/l) simulating water stress, in the parameters file `parameters_150-5P13.yml` hydraulic and solute transport parameters have been already optimized to get the best fit." ] }, { "cell_type": "code", - "execution_count": 5, "id": "2730baac-d9c8-4632-aa64-ba47f229720d", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:58:06.576621Z", + "start_time": "2026-02-26T12:58:04.618368Z" + } + }, + "source": [ + "%run example_cut_and_flow_water_solute.py parameters_150-5P13.yml" + ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "running time is 1.2109487056732178\n" + "running time is 1.745145320892334\n" ] }, { "data": { - "image/png": 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", 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" }, "metadata": {}, - "output_type": "display_data" + "output_type": "display_data", + "jetTransient": { + "display_id": null + } } ], - "source": [ - "%run example_cut_and_flow_water_solute.py parameters_150-5P13.yml" - ] + "execution_count": 12 }, { "cell_type": "markdown", "id": "15a02283-0624-4043-b666-e74a57070d5c", "metadata": {}, - "source": [ - "### pure water solver" - ] + "source": "### With hydrostatic solver" }, { "cell_type": "code", - "execution_count": 6, "id": "4e2f9b73-c99d-406a-8c99-7dedf53a6ff4", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:58:23.340955Z", + "start_time": "2026-02-26T12:58:22.940428Z" + } + }, + "source": [ + "%run example_cut_and_flow_pure_water.py parameters_150-5P13.yml" + ], "outputs": [ { "data": { - "image/png": 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", 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" }, "metadata": {}, - "output_type": "display_data" + "output_type": "display_data", + "jetTransient": { + "display_id": null + } } ], - "source": [ - "%run example_cut_and_flow_pure_water.py parameters_150-5P13.yml" - ] + "execution_count": 13 }, { "cell_type": "markdown", "id": "63c8ed84-8a91-4bdc-a1f2-06a10817ee3b", "metadata": {}, - "source": [ - "Here the fit is very bad. Let's run a parameters optimization with the pure water solver." - ] + "source": "Here the fit is very bad. Let's adjust parameters with the **hydrostatic solver** to fit the data. It takes around 13 s." }, { "cell_type": "code", - "execution_count": 7, "id": "e7b4cb66-d1aa-4e71-bcef-38c22740d9a2", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-26T12:59:25.023757Z", + "start_time": "2026-02-26T12:59:12.654500Z" + } + }, + "source": [ + "%run example_cut_and_flow_pure_water.py parameters_150-5P13.yml -op -v" + ], "outputs": [ { "name": "stdout", @@ -311,26 +361,25 @@ }, { "data": { - "image/png": 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", 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" }, "metadata": {}, - "output_type": "display_data" + "output_type": "display_data", + "jetTransient": { + "display_id": null + } } ], - "source": [ - "%run example_cut_and_flow_pure_water.py parameters_150-5P13.yml -op -v" - ] + "execution_count": 14 }, { "cell_type": "markdown", "id": "39796e61-137f-44aa-bb0b-3e498b2005dc", "metadata": {}, - "source": [ - "Therefore without taking account for solute transport we make an error of 62 % on k and 93 % on the max of K" - ] + "source": "Therefore without taking account for solute transport we make an **error of 62 % on k and 93 % on the max of K**" }, { "cell_type": "code", diff --git a/doc/example/notebook_list.ipynb b/doc/example/index.ipynb similarity index 67% rename from doc/example/notebook_list.ipynb rename to doc/example/index.ipynb index 8f4aa537..cf82e842 100644 --- a/doc/example/notebook_list.ipynb +++ b/doc/example/index.ipynb @@ -6,7 +6,7 @@ "metadata": {}, "source": [ "# OpenAlea HydroRoot Gallery\n", - "You will find below links to different Jupyter notebooks." + "You will find below links to different Jupyter tutorial notebooks." ] }, { @@ -15,7 +15,7 @@ "metadata": {}, "source": [ "## Measured and Simulated architectures\n", - "These are small examples of direct water flow simulations on root simulated, RSML and measured architectures." + "These examples explore the different ways to have RSA, either by generating it or from measurements." ] }, { @@ -34,8 +34,8 @@ "id": "ffeb1e3a-7ad0-4e69-a24d-a5047a4502f0", "metadata": {}, "source": [ - "## Parameter class\n", - "`Parameter` is a python class that manage HydroRoot model parameters allowing for example to use yaml file as input." + "## HydroRoot's Parameters class\n", + "`Parameters` is a python class that manage model parameters allowing for example to use yaml file as input." ] }, { @@ -62,9 +62,33 @@ "source": [ "- [Radial conductivity](example_k_adjustment.ipynb)\n", "- [Solute and water transport parameters](example_solute_water_transport.ipynb)\n", - "- [Example of cut and flow (CnF) analysis](example_cut_and_flow_analysis.ipynb)\n", - "- [Boursiac et al. 2022](Boursiac2022/boursiac2022.ipynb)" + "- [Example of cut and flow (CnF) analysis](example_cut_and_flow_analysis.ipynb)" ] + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "## Paper Boursiac et al. 2022", + "id": "6e6054a7752942a1" + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "This notebook allow to reproduce all figures of the paper:\n", + "\n", + "Yann Boursiac, Christophe Pradal, Fabrice Bauget, Mikaël Lucas, Stathis Delivorias, Christophe Godin, Christophe Maurel, Phenotyping and modeling of root hydraulic architecture reveal critical determinants of axial water transport, Plant Physiology, Volume 190, Issue 2, October 2022, Pages 1289--1306, " + ], + "id": "ea70cf597b621d99" + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "\n", + "- [Boursiac et al. 2022](Boursiac2022/boursiac2022.ipynb)" + ], + "id": "ce905844b1bcb85c" } ], "metadata": { diff --git a/doc/example/millet/Simulating_archicture.ipynb b/doc/example/millet/Simulating_archicture.ipynb new file mode 100644 index 00000000..86193572 --- /dev/null +++ b/doc/example/millet/Simulating_archicture.ipynb @@ -0,0 +1,1189 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2e095779-4a3f-4330-a131-d5fac2b265f5", + "metadata": {}, + "source": [ + "## Load packages" + ] + }, + { + "cell_type": "code", + "id": "27a65c43-8622-4ff8-a641-b2afe382d303", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.229008Z", + "start_time": "2026-03-16T10:54:09.579020Z" + } + }, + "source": [ + "import openalea.mtg as mtg\n", + "from openalea.hydroroot.main import root_builder\n", + "from openalea.hydroroot.radius import compute_length, compute_relative_position" + ], + "outputs": [], + "execution_count": 1 + }, + { + "cell_type": "markdown", + "id": "c7c58eb3-8e5c-40fe-8149-786209324327", + "metadata": {}, + "source": [ + "## Compute architecture from architectural parameters and laws" + ] + }, + { + "cell_type": "markdown", + "id": "6fef8c24-8666-48c9-b93c-7bfa8d0783d9", + "metadata": {}, + "source": [ + "| Lineage | Num. of plants | Mean (e.t.) Seminal Root Length (cm) | Mean Num. Coronair Roots (e.t) | Mean Num. Lateral roots (e.t) |\n", + "|-------|----------------|----------------------------------------------|-----------------------------------------|----------------------------------------|\n", + "| 57 | 46 | 10.3 (6.4) | 0.17 (0.68) | 3.1 (3.9) |\n", + "| 109 | 76 | 20.2 (8.6) | 0.54 (1.1) | 14.1 (14.3) |\n" + ] + }, + { + "cell_type": "code", + "id": "937c0dcd-dc5c-4e6f-b001-0de89a5514e9", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.249581Z", + "start_time": "2026-03-16T10:54:10.237372Z" + } + }, + "source": [ + "from openalea.hydroroot.millet import architecture, law\n", + "from openalea.hydroroot.millet.architecture import millet_generator\n", + "\n", + "g57 = millet_generator(\n", + " seed=1,\n", + " primary_length=0.103,\n", + " nude_tip_length=0.03,\n", + " nb_crown=1,\n", + " n_laterals_primary=3, # explicit count\n", + " lateral_length=0.02,\n", + " segment_length=1e-3, \n", + ")\n", + "g109 = millet_generator(\n", + " seed=1,\n", + " primary_length=0.202,\n", + " nude_tip_length=0.03,\n", + " nb_crown=4,\n", + " n_laterals_primary=10, # explicit count\n", + " lateral_length=0.05,\n", + " segment_length=1e-3, \n", + ")" + ], + "outputs": [], + "execution_count": 2 + }, + { + "cell_type": "markdown", + "id": "0a0912ce-fafd-4e40-83d6-4e31837419d6", + "metadata": {}, + "source": [ + "## Compute length and position" + ] + }, + { + "cell_type": "markdown", + "id": "873b51aa-7d08-4888-9dea-b136342e5fef", + "metadata": {}, + "source": [ + "* **57**" + ] + }, + { + "cell_type": "code", + "id": "4acc9050-4c07-4254-aa1d-e99860243994", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.289479Z", + "start_time": "2026-03-16T10:54:10.286785Z" + } + }, + "source": [ + "g57 = compute_length(g57)\n", + "g57 = compute_relative_position(g57)" + ], + "outputs": [], + "execution_count": 3 + }, + { + "cell_type": "markdown", + "id": "d55a647f-ff0e-439c-a207-87f2e9be5519", + "metadata": {}, + "source": [ + "* **109**" + ] + }, + { + "cell_type": "code", + "id": "166b5c05-80d0-4350-898f-2437c439adc7", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.345457Z", + "start_time": "2026-03-16T10:54:10.338353Z" + } + }, + "source": [ + "g109 = compute_length(g109)\n", + "g109 = compute_relative_position(g109)" + ], + "outputs": [], + "execution_count": 4 + }, + { + "cell_type": "markdown", + "id": "b461601a-aa45-4bf6-8490-96cb23cc12df", + "metadata": {}, + "source": [ + "## Compute diameter property using evolution laws" + ] + }, + { + "cell_type": "code", + "id": "efb443dc-67fe-467d-98f5-6af2d7116d15", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.403477Z", + "start_time": "2026-03-16T10:54:10.399808Z" + } + }, + "source": [ + "import pandas as pd" + ], + "outputs": [], + "execution_count": 5 + }, + { + "cell_type": "markdown", + "id": "a642410b-69ea-40b8-978c-bc4e45b09fce", + "metadata": {}, + "source": [ + "- **Load diameter data for the different root types**" + ] + }, + { + "cell_type": "code", + "id": "ad233424-3b4e-498e-95d8-d5dcb0f4a49f", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.457859Z", + "start_time": "2026-03-16T10:54:10.451312Z" + } + }, + "source": [ + "sr_xy = pd.read_csv(\"SR_diameters.csv\", delimiter=\";\")\n", + "cr_xy = pd.read_csv(\"CR_diameters.csv\", delimiter=\";\")\n", + "lr_xy = pd.read_csv(\"LR_diameters.csv\", delimiter=\";\")" + ], + "outputs": [], + "execution_count": 6 + }, + { + "cell_type": "markdown", + "id": "11813448-4f1c-41d9-b582-b383ef824c7e", + "metadata": {}, + "source": [ + "- **Estimate the laws from the data by determing the best params of the affine function**" + ] + }, + { + "cell_type": "code", + "id": "7abdbf06-5022-4418-a3b5-2578a597cfac", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.509866Z", + "start_time": "2026-03-16T10:54:10.505251Z" + } + }, + "source": [ + "from openalea.hydroroot.millet import law, age" + ], + "outputs": [], + "execution_count": 7 + }, + { + "cell_type": "code", + "id": "2236335a-f36f-4717-8720-16f70ea99aa6", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.566079Z", + "start_time": "2026-03-16T10:54:10.561523Z" + } + }, + "source": [ + "def affine_f(x, a, b):\n", + " return a * x + b" + ], + "outputs": [], + "execution_count": 8 + }, + { + "cell_type": "code", + "id": "9086ee80-fbb9-4e58-b55a-dc48ebb6b861", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.628Z", + "start_time": "2026-03-16T10:54:10.617209Z" + } + }, + "source": [ + "sr_diam_law = law.diameter_law2(sr_xy, function=affine_f, plot=False)\n", + "cr_diam_law = law.diameter_law2(cr_xy, function=affine_f, plot=False)\n", + "lr_diam_law = law.diameter_law2(lr_xy, function=affine_f, plot=False)" + ], + "outputs": [], + "execution_count": 9 + }, + { + "cell_type": "markdown", + "id": "39df3861-836f-4e68-8246-638bc4c42850", + "metadata": {}, + "source": [ + "- **Calculate diameter and radius**" + ] + }, + { + "cell_type": "markdown", + "id": "52149881-9f96-4410-8e70-70da271399ea", + "metadata": {}, + "source": [ + " **57** " + ] + }, + { + "cell_type": "code", + "id": "99295687-87c2-48a6-abfe-255b66a1e64b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.686986Z", + "start_time": "2026-03-16T10:54:10.683036Z" + } + }, + "source": [ + "# calculate diameter\n", + "g57 = law.compute_diameter_from_laws(g57, seminal_RootDiameter_law= sr_diam_law,crown_RootDiameter_law= cr_diam_law,lr_RootDiameter_law= lr_diam_law)\n", + "# calculate radius\n", + "g57 = law.compute_radius_from_diameter(g57)" + ], + "outputs": [], + "execution_count": 10 + }, + { + "cell_type": "markdown", + "id": "f41cd528-53fd-4939-9184-389f29b8f399", + "metadata": {}, + "source": "s **109**" + }, + { + "cell_type": "code", + "id": "f2234503-eafc-426e-9b67-d05144ed0036", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.741538Z", + "start_time": "2026-03-16T10:54:10.735463Z" + } + }, + "source": [ + "# calculate diameter\n", + "g109 = law.compute_diameter_from_laws(g109, seminal_RootDiameter_law= sr_diam_law,crown_RootDiameter_law= cr_diam_law,lr_RootDiameter_law= lr_diam_law)\n", + "# calculate radius\n", + "g109 = law.compute_radius_from_diameter(g109)" + ], + "outputs": [], + "execution_count": 11 + }, + { + "cell_type": "markdown", + "id": "e01ec6f7-e2e2-4317-b0ac-934f6b8526be", + "metadata": {}, + "source": "## Compute DAG (Days After Germination) of each vertex on the MTG" + }, + { + "cell_type": "code", + "id": "b11b1744-4419-4a48-aeb3-25664dafa6d0", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.804053Z", + "start_time": "2026-03-16T10:54:10.792043Z" + } + }, + "source": [ + "g57 = age.compute_dag_with_constant_growth_speed(g57)\n", + "#g57 = law.developmental_age2(g57)\n", + "g109 = age.compute_dag_with_constant_growth_speed(g109)" + ], + "outputs": [], + "execution_count": 12 + }, + { + "cell_type": "markdown", + "id": "7d196eb2-3123-4122-b853-cc0676e18d19", + "metadata": {}, + "source": [ + "## Visualizing architectures" + ] + }, + { + "cell_type": "code", + "id": "873d6970-5877-4148-9513-0e021b0fbe54", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:10.916776Z", + "start_time": "2026-03-16T10:54:10.854231Z" + } + }, + "source": [ + "from openalea.plantgl.algo.view import view # 2D view\n", + "from openalea.widgets.plantgl import PlantGL # notebook viewer 3D\n", + "from openalea.hydroroot.display import mtg_scene\n", + "from openalea.hydroroot.millet import turtle" + ], + "outputs": [], + "execution_count": 13 + }, + { + "cell_type": "markdown", + "id": "08c19c5e-b830-4330-80b4-50b9829ff8f6", + "metadata": {}, + "source": [ + "* 57" + ] + }, + { + "cell_type": "code", + "id": "bf6594b5-d261-45da-a51d-fe0545611cf7", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.072034Z", + "start_time": "2026-03-16T10:54:10.927186Z" + } + }, + "source": [ + "s = mtg_scene(g57,prop_cmap='dag')\n", + "view(s) " + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 14 + }, + { + "cell_type": "markdown", + "id": "cfdc8748-e7b6-4a2d-a185-6e510d8d1c1e", + "metadata": {}, + "source": [ + "* **109**" + ] + }, + { + "cell_type": "code", + "id": "43d254d4-ce11-4643-9ccf-4f8469a91696", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.251072Z", + "start_time": "2026-03-16T10:54:11.081357Z" + } + }, + "source": [ + "s = mtg_scene(g109,prop_cmap='dag')\n", + "view(s) # use PlantGL(s) to display in 3D" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 15 + }, + { + "cell_type": "markdown", + "id": "a230e93c-02d4-4c49-880b-2cadb59f26cd", + "metadata": {}, + "source": [ + "## Calculation of axial conductances K from the evolution laws" + ] + }, + { + "cell_type": "markdown", + "id": "e365d8e1-e368-4d67-ab47-92f8606d0b3d", + "metadata": {}, + "source": [ + "### Define laws for the different root types" + ] + }, + { + "cell_type": "code", + "id": "d917bf82-b596-4b14-b33d-55a41c08254e", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.261938Z", + "start_time": "2026-03-16T10:54:11.259775Z" + } + }, + "source": [ + "# Laws are defined with respect to relative position, so experimental laws are slightly modified\n", + "sr_law = lambda x: 2135.05* (x * 29.5) + 21338.63 # x is replace by r * xmax where r is the relative position\n", + "cr_law = lambda x: 9228.45* (x *17.4) + 42600.14\n", + "lr_law = lambda x: 2951.65* (x * 13.6) + 2720.09" + ], + "outputs": [], + "execution_count": 16 + }, + { + "cell_type": "code", + "id": "2fc84bd3-a262-4d74-9a80-d7405761e3d3", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.319480Z", + "start_time": "2026-03-16T10:54:11.314171Z" + } + }, + "source": [ + "from openalea.hydroroot.millet import conductance as conductance_millet" + ], + "outputs": [], + "execution_count": 17 + }, + { + "cell_type": "markdown", + "id": "1f77ccca-e5f2-448a-a128-b6d6fcd02bc4", + "metadata": {}, + "source": [ + "### Compute K for the lines" + ] + }, + { + "cell_type": "markdown", + "id": "8930037c-5a33-46da-b28d-48bcb522e767", + "metadata": {}, + "source": [ + "* **57**" + ] + }, + { + "cell_type": "code", + "id": "9e42932a-0571-4c6e-8d7e-99c1e6299fde", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.380096Z", + "start_time": "2026-03-16T10:54:11.374974Z" + } + }, + "source": [ + "g57 = conductance_millet.compute_K_from_laws(g57, sr_law, cr_law, lr_law)" + ], + "outputs": [], + "execution_count": 18 + }, + { + "cell_type": "markdown", + "id": "e65813b4-04e8-4f64-8d1c-a3851a7a9545", + "metadata": {}, + "source": [ + "* **109**" + ] + }, + { + "cell_type": "code", + "id": "1a0169de-5df3-4ef7-a47b-d83b7c9c1f75", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.428950Z", + "start_time": "2026-03-16T10:54:11.425983Z" + } + }, + "source": [ + "g109 = conductance_millet.compute_K_from_laws(g109, sr_law, cr_law, lr_law)" + ], + "outputs": [], + "execution_count": 19 + }, + { + "cell_type": "markdown", + "id": "17dce9b3-528f-4c5d-bd91-1e688300d0f9", + "metadata": {}, + "source": [ + " ## Compute surface and volume for the lines" + ] + }, + { + "cell_type": "code", + "id": "d6df51aa-3293-4d85-ab89-3b35a91d9e13", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.477733Z", + "start_time": "2026-03-16T10:54:11.475257Z" + } + }, + "source": [ + "from openalea.hydroroot import radius" + ], + "outputs": [], + "execution_count": 20 + }, + { + "cell_type": "markdown", + "id": "de747bef-3e38-4598-8817-b14c67ecef2e", + "metadata": {}, + "source": [ + "* **57**" + ] + }, + { + "cell_type": "code", + "id": "d8f5880e-4877-4261-b980-9f03ebd8d5e6", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.529103Z", + "start_time": "2026-03-16T10:54:11.526055Z" + } + }, + "source": [ + "g57, surface57 = radius.compute_surface(g57)\n", + "g57, volume57 = radius.compute_volume(g57)" + ], + "outputs": [], + "execution_count": 21 + }, + { + "cell_type": "code", + "id": "c5b034e5-2e2b-4372-addd-cea2d8c41c23", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.587078Z", + "start_time": "2026-03-16T10:54:11.583245Z" + } + }, + "source": [ + "print( 'surface (sq. meters): ',surface57)\n", + "print ('volume (cube meters): ',volume57)" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "surface (sq. meters): 9.497065092701509e-06\n", + "volume (cube meters): 3.297623262612453e-10\n" + ] + } + ], + "execution_count": 22 + }, + { + "cell_type": "markdown", + "id": "a7f8a0b8-64cf-4d26-ace0-2917a6d05f99", + "metadata": {}, + "source": [ + "* **109**" + ] + }, + { + "cell_type": "code", + "id": "3a474218-d78c-423f-9d47-0771e1c495dd", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.641862Z", + "start_time": "2026-03-16T10:54:11.638634Z" + } + }, + "source": [ + "g109, surface109 = radius.compute_surface(g109)\n", + "g109, volume109 = radius.compute_volume(g109)" + ], + "outputs": [], + "execution_count": 23 + }, + { + "cell_type": "code", + "id": "fb4a38a1-161f-4576-b0cb-3713a4c907a7", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.691314Z", + "start_time": "2026-03-16T10:54:11.687810Z" + } + }, + "source": [ + "print( 'surface (sq. meters): ',surface109)\n", + "print ('volume (cube meters): ',volume109)" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "surface (sq. meters): 3.634075428164427e-05\n", + "volume (cube meters): 1.1328779032705608e-09\n" + ] + } + ], + "execution_count": 24 + }, + { + "cell_type": "markdown", + "id": "f09b2319-8ae7-49d0-8ebb-e7b54ef9a19e", + "metadata": {}, + "source": [ + "## Compute the radial conductances" + ] + }, + { + "cell_type": "code", + "id": "9b6b17a4-de9c-47ce-a5d5-fc72cccbecc5", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.740972Z", + "start_time": "2026-03-16T10:54:11.738432Z" + } + }, + "source": [ + "from openalea.hydroroot.length import fit_law\n", + "from openalea.hydroroot import conductance" + ], + "outputs": [], + "execution_count": 25 + }, + { + "cell_type": "markdown", + "id": "d73485fd-8516-4767-bbe0-2a482ffc5e4a", + "metadata": {}, + "source": [ + "### Define data with respect to the relative position" + ] + }, + { + "cell_type": "code", + "id": "7cee8e2b-3b10-4ac7-9425-8ae40109196c", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.788437Z", + "start_time": "2026-03-16T10:54:11.785472Z" + } + }, + "source": [ + "radial_conductivity_data57 = ([0,1], [300., 300.])\n", + "radial_conductivity_data109 = ([0,1], [300., 300.])" + ], + "outputs": [], + "execution_count": 26 + }, + { + "cell_type": "markdown", + "id": "5367dedb-ea84-4b61-9b8b-2ba44d15ac98", + "metadata": {}, + "source": [ + "### Radial law" + ] + }, + { + "cell_type": "code", + "id": "c5afb0e5-86d3-40d0-9a56-010250baf724", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.842554Z", + "start_time": "2026-03-16T10:54:11.838814Z" + } + }, + "source": [ + "def radial_law(radial_data):\n", + " xr, yr = radial_data\n", + " radial_conductivity_law = fit_law(xr, yr)\n", + " return radial_conductivity_law" + ], + "outputs": [], + "execution_count": 27 + }, + { + "cell_type": "code", + "id": "ecb71871-5c9a-4dfb-a33f-98be3620d95b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.898782Z", + "start_time": "2026-03-16T10:54:11.894827Z" + } + }, + "source": [ + "radial_law57 = radial_law(radial_conductivity_data57)\n", + "radial_law109 = radial_law(radial_conductivity_data109)" + ], + "outputs": [], + "execution_count": 28 + }, + { + "cell_type": "markdown", + "id": "03880815-6b0a-42ab-a433-a9554ebfb706", + "metadata": {}, + "source": [ + "### compute radial conducances" + ] + }, + { + "cell_type": "code", + "id": "6d805ceb-932e-4df2-a401-986cbf0c8a2d", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:11.954514Z", + "start_time": "2026-03-16T10:54:11.950313Z" + } + }, + "source": [ + "g57 = conductance_millet.fit_property_from_spline(g57, radial_law57, 'relative_position', 'k0')\n", + "g57 = conductance.compute_k(g57, k0='k0')" + ], + "outputs": [], + "execution_count": 29 + }, + { + "cell_type": "code", + "id": "6c49c7d4-95c4-4995-b69d-8e77e6a97684", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.014928Z", + "start_time": "2026-03-16T10:54:12.009236Z" + } + }, + "source": [ + "g109 = conductance_millet.fit_property_from_spline(g109, radial_law109, 'relative_position', 'k0')\n", + "g109 = conductance.compute_k(g109, k0='k0')" + ], + "outputs": [], + "execution_count": 30 + }, + { + "cell_type": "markdown", + "id": "27754a99-ea35-4ddf-af73-06be462c9cd7", + "metadata": {}, + "source": [ + "## Use HydroRoot model to compute Water flux" + ] + }, + { + "cell_type": "code", + "id": "c2fea737-3262-48ff-b579-b217ceb0b14b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.070966Z", + "start_time": "2026-03-16T10:54:12.066998Z" + } + }, + "source": [ + "from openalea.hydroroot import flux" + ], + "outputs": [], + "execution_count": 31 + }, + { + "cell_type": "markdown", + "id": "de89cba8-0906-44b6-8557-dff1af043ad0", + "metadata": {}, + "source": [ + "### Define hydraulic params" + ] + }, + { + "cell_type": "code", + "id": "32ac5965-b4ab-4912-a16b-1e9f0dfd6f56", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.124613Z", + "start_time": "2026-03-16T10:54:12.120897Z" + } + }, + "source": [ + "# parameters\n", + "Jv = 0.1\n", + "psi_e = 0.4\n", + "psi_base = 0.1" + ], + "outputs": [], + "execution_count": 32 + }, + { + "cell_type": "markdown", + "id": "4576d4f7-0751-4a58-9107-20e703bfa4c6", + "metadata": {}, + "source": [ + "### Computation of flux in millet root system" + ] + }, + { + "cell_type": "code", + "id": "a60f2eb8-83fe-4f39-ad32-77b9eecae1bf", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.180734Z", + "start_time": "2026-03-16T10:54:12.174567Z" + } + }, + "source": [ + "#57\n", + "g57 = flux.flux(g57, Jv, psi_e, psi_base, invert_model=True)" + ], + "outputs": [], + "execution_count": 33 + }, + { + "cell_type": "code", + "id": "c89698c6-0a2b-4489-b5e6-a0710120c370", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.251666Z", + "start_time": "2026-03-16T10:54:12.232689Z" + } + }, + "source": [ + "#109\n", + "g109 = flux.flux(g109, Jv, psi_e, psi_base, invert_model=True)" + ], + "outputs": [], + "execution_count": 34 + }, + { + "cell_type": "markdown", + "id": "968a3282-1205-482d-a4f3-14a55c0d8c26", + "metadata": {}, + "source": [ + "### Visualizing water fluxes for two architecturally contrasted millet lines" + ] + }, + { + "cell_type": "code", + "id": "eca27e97-a01b-404a-addf-4110e7f97f63", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.557283Z", + "start_time": "2026-03-16T10:54:12.295356Z" + } + }, + "source": [ + "s57 = mtg_scene(g57,prop_cmap='k', visitor=turtle.visitor_millet) # calling visitor 2 allows to get the xyz position of every node\n", + "s109 = mtg_scene(g109,prop_cmap='j', visitor=turtle.visitor_millet) \n", + "PlantGL(s57)\n", + "#PlantGL(s109)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "Plot(antialias=3, axes=['x', 'y', 'z'], axes_helper=1.0, axes_helper_colors=[16711680, 65280, 255], background…" + ], + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "9c9b24908b80423aa274417d852b5064" + } + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 35 + }, + { + "cell_type": "markdown", + "id": "d5c38c4f-38e0-445b-99c4-d91f1ddbbacd", + "metadata": {}, + "source": [ + "### Calculate global water at the root base" + ] + }, + { + "cell_type": "code", + "id": "b8e36e09-b2b8-4462-8b2a-5737b1dba990", + "metadata": {}, + "source": [ + "from openalea import plantgl as pgl # 2D view\n", + "from openalea.widgets import plantgl as wgl" + ], + "outputs": [], + "execution_count": 36 + }, + { + "cell_type": "code", + "id": "340dbc3b-85f5-4bc8-aa91-6740ca2c081e", + "metadata": {}, + "source": [ + "def compute_Jv_global(g, HAS_SOIL=False):\n", + " Keqs = g.property('Keq')\n", + " v_base = next(g.component_roots_at_scale_iter(g.root, scale=1))\n", + " Keq = Keqs[v_base]\n", + " \n", + " if HAS_SOIL:\n", + " psi_e_base = g.property('psi_e')[v_base]\n", + " else:\n", + " psi_e_base = psi_e\n", + " Jv_global = Keq * (psi_e_base - psi_base)\n", + " return Jv_global" + ], + "outputs": [], + "execution_count": 37 + }, + { + "cell_type": "markdown", + "id": "3266a1c9-29f0-4ecd-a537-76ad09dfbe97", + "metadata": {}, + "source": [ + "* **57**" + ] + }, + { + "cell_type": "code", + "id": "ae17b59b-88fb-4caa-af76-9178d6d5a0b6", + "metadata": {}, + "source": [ + "J57 = compute_Jv_global(g57)\n", + "print(f'Global water flux (microL/s): {J57}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Global water flux (microL/s): 0.0008547352629919072\n" + ] + } + ], + "execution_count": 38 + }, + { + "cell_type": "markdown", + "id": "ed37a672-b7a0-4c5f-a47f-c1fc79102293", + "metadata": {}, + "source": [ + "* **109** " + ] + }, + { + "cell_type": "code", + "id": "1aaf92ba-4b23-4419-9c53-e8465479e054", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.612542Z", + "start_time": "2026-03-16T10:54:12.609611Z" + } + }, + "source": [ + "J109 = compute_Jv_global(g109)\n", + "print(f'Global water flux (microL/s): {J109}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Global water flux (microL/s): 0.0032706488579380003\n" + ] + } + ], + "execution_count": 39 + }, + { + "cell_type": "markdown", + "id": "f096a08a-aefd-41db-be80-67993d78e54f", + "metadata": {}, + "source": [ + "Add a sandy Soil and compute $\\Psi_e$\n", + "===============================" + ] + }, + { + "cell_type": "markdown", + "id": "9f49e3fc-fcd1-49d9-802a-72ca152c9ac8", + "metadata": {}, + "source": [ + "Here we simulate a $1d$ sandy soil where pearl millet traditionally grows in farm conditions. The soil model is a superposition of layers with increasing heterogeneous water potential that varies with depth, unlike the pressure chamber, where potential is homogeneous and constant everywhere." + ] + }, + { + "cell_type": "code", + "id": "53dd12ee-8ae0-45cd-b1cf-ff23adc0e6d0", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.658123Z", + "start_time": "2026-03-16T10:54:12.655381Z" + } + }, + "source": [ + "soil_potential = (\n", + "[0., 0.10, 0.5, 1.],\n", + "[0.1, 0.1, 0.4, 0.8]\n", + ")\n", + "x, y = soil_potential\n" + ], + "outputs": [], + "execution_count": 40 + }, + { + "cell_type": "code", + "id": "72f77765-2b4e-4f16-81ab-2e2f1ca705cd", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.710679Z", + "start_time": "2026-03-16T10:54:12.704559Z" + } + }, + "source": [ + "g57_s = law.add_soil2(g57, soil_potential)\n", + "g109_s = law.add_soil2(g109, soil_potential)" + ], + "outputs": [], + "execution_count": 41 + }, + { + "cell_type": "markdown", + "id": "09301a81-e6a2-468c-92bb-e3593d5a8de3", + "metadata": {}, + "source": [ + "### Recompute the water fluxes with the heterogenous external water potential" + ] + }, + { + "cell_type": "code", + "id": "13a4c2d8-7bc8-419d-8d7e-cac07029949b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.772780Z", + "start_time": "2026-03-16T10:54:12.767647Z" + } + }, + "source": [ + "#57\n", + "g57_f = flux.flux(g=g57_s, Jv=Jv, psi_e=None, psi_base=psi_base, invert_model=True)" + ], + "outputs": [], + "execution_count": 42 + }, + { + "cell_type": "code", + "id": "f68774db-1b5e-4efd-ad36-a9dd4ce71ed9", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.832265Z", + "start_time": "2026-03-16T10:54:12.822874Z" + } + }, + "source": [ + "#109\n", + "g109_f = flux.flux(g=g109_s, Jv=Jv, psi_e=None, psi_base=psi_base, invert_model=True)" + ], + "outputs": [], + "execution_count": 43 + }, + { + "cell_type": "markdown", + "id": "f55e184f-90d8-4e8e-b704-f2a7fe99cbe1", + "metadata": {}, + "source": [ + "### Visualize water fluxes in sandy soils" + ] + }, + { + "cell_type": "code", + "id": "5a852aa8-49f5-49e8-8b8c-8f555ced5116", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2026-03-16T10:54:12.920964Z", + "start_time": "2026-03-16T10:54:12.878545Z" + } + }, + "source": [ + "s57 = mtg_scene(g57_f,prop_cmap='j', visitor=turtle.visitor_millet) \n", + "s109 = mtg_scene(g109_f,prop_cmap='j', visitor=turtle.visitor_millet) " + ], + "outputs": [], + "execution_count": 44 + }, + { + "cell_type": "code", + "id": "49619d5c-84a6-4237-a308-5f5a1bf3ac0b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:54:13.181394Z", + "start_time": "2026-03-16T10:54:12.932552Z" + } + }, + "source": [ + "PlantGL(s57)\n", + "#PlantGL(s109)\n" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "Plot(antialias=3, axes=['x', 'y', 'z'], axes_helper=1.0, axes_helper_colors=[16711680, 65280, 255], background…" + ], + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "b85f11cd08094426ba90cd741c827f92" + } + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 45 + }, + { + "cell_type": "code", + "id": "f249aee3-c170-4cc1-9daf-07ee9c0bad94", + "metadata": {}, + "source": [], + "outputs": [], + "execution_count": null + } + ], + "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": "3.13.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/doc/example/millet/WIP_notebook.ipynb b/doc/example/millet/WIP_notebook.ipynb index b3b98124..8853e54e 100644 --- a/doc/example/millet/WIP_notebook.ipynb +++ b/doc/example/millet/WIP_notebook.ipynb @@ -25,39 +25,41 @@ }, { "cell_type": "code", + "execution_count": 1, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:13:44.974379Z", "start_time": "2025-09-12T14:13:44.535328Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "%matplotlib inline\n", "%gui qt5" - ], - "outputs": [], - "execution_count": 1 + ] }, { "cell_type": "code", + "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T14:13:45.521732Z", "start_time": "2025-09-12T14:13:45.517165Z" } }, + "outputs": [], "source": [ "#Seminal\n", - "primary_length = 0.7\n", - "segment_length = 1.e-4\n", + "primary_length = 0.7 # 70 cm\n", + "segment_length = 1.e-4 # 0.1 mm\n", "n = int(primary_length/segment_length)\n", "nude_tip_length = (primary_length*0.15) / 0.75 # for a root 75cm-root we computed a 15cm nude tip length, so for a given root length we infer the corresponding length of apical zone\n", - "lamda = int(nude_tip_length/segment_length)\n", - "delta = 2.e-3 #branching rate\n", + "lamda = int(nude_tip_length/segment_length) # nb of segments without ramification from the tip\n", + "delta = 2.e-3 # latency time / m\n", "beta = 0.25\n", "branching_delay = int(delta / segment_length)\n", "\n", @@ -65,9 +67,7 @@ "crown_length = 0.12\n", "m = int(crown_length/segment_length)\n", "crown_nb = 2\n" - ], - "outputs": [], - "execution_count": 2 + ] }, { "cell_type": "markdown", @@ -79,16 +79,18 @@ }, { "cell_type": "code", + "execution_count": 3, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:13:47.717315Z", "start_time": "2025-09-12T14:13:47.327414Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", @@ -96,56 +98,51 @@ "from openalea.hydroroot import radius\n", "from openalea.hydroroot.display import plot\n", "from openalea.plantgl.all import Viewer" - ], - "outputs": [], - "execution_count": 3 + ] }, { "cell_type": "code", + "execution_count": 4, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T14:13:48.369433Z", "start_time": "2025-09-12T14:13:48.363253Z" } }, + "outputs": [], "source": [ "filename = 'lr_length_law_data.csv'\n", "xy = pd.read_csv(filename,sep=';')" - ], - "outputs": [], - "execution_count": 4 + ] }, { "cell_type": "code", + "execution_count": 5, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:13:49.392208Z", "start_time": "2025-09-12T14:13:49.299978Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, - "source": [ - "LR_length_law = law.expovariate_law(xy, size=5e-2, segment_length =1e-4, plot=True)" - ], "outputs": [ { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 5 + "source": [ + "LR_length_law = law.expovariate_law(xy, size=5e-2, segment_length =1e-4, plot=True)" + ] }, { "cell_type": "markdown", @@ -157,16 +154,18 @@ }, { "cell_type": "code", + "execution_count": 6, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:13:51.246573Z", "start_time": "2025-09-12T14:13:51.105237Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "#g = architecture.millet_mtg(LR_length_law = LR_length_law,nb_vertices=1500)\n", "g = architecture.millet_mtg(nb_vertices = n,\n", @@ -176,42 +175,40 @@ " nb_crown = crown_nb,\n", " LR_length_law = LR_length_law\n", " )" - ], - "outputs": [], - "execution_count": 6 + ] }, { "cell_type": "code", + "execution_count": 7, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:13:52.060887Z", "start_time": "2025-09-12T14:13:51.958051Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "g = radius.compute_length(g)\n", "g = radius.compute_relative_position(g)" - ], - "outputs": [], - "execution_count": 7 + ] }, { "cell_type": "code", + "execution_count": 8, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T14:13:53.511264Z", "start_time": "2025-09-12T14:13:52.729332Z" } }, + "outputs": [], "source": [ "plot(g)" - ], - "outputs": [], - "execution_count": 8 + ] }, { "cell_type": "markdown", @@ -230,86 +227,83 @@ }, { "cell_type": "code", + "execution_count": 9, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:03.091679Z", "start_time": "2025-09-12T14:14:03.082450Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "sr_growth_data = 'seminal_growth_109.csv'\n", "pq = pd.read_csv(sr_growth_data, sep=';')" - ], - "outputs": [], - "execution_count": 9 + ] }, { "cell_type": "code", + "execution_count": 10, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:03.798532Z", "start_time": "2025-09-12T14:14:03.717403Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, - "source": [ - "f = law.age_law(pq, segment_length = 1e-4,scale_x= 1, scale_y = 1.e-2, plot= True)" - ], "outputs": [ { "data": { + "image/png": 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SEbHV984GCVoqV66cY98+LS1NZW327NmjbtMzZXxM3TfZIUGR1N9I4fHdsjGurq63Pf8NGS5oIbNgrXfv3io7JIFYUlKSClqee+458+sydSlJjU96lq+TiCjPkd+LoaHA0KHAhQu67CA4GJg0KVvZe0fGIMZE3hwO9qaQrEWqFHzd45jUisixCxcuoHnz5pk+lwyLjo6OznDMct9Sjx49VIAxbdo0zJw587bH4+PjVV1MyZIlce7cuQyZm72yrkcW+Pv7q0Jh6UaSIEZGQpUuXVo9JrdSqPzXX3+pjA0Rkd2IjdXBi6w6LWTto8WLgUwGMzgzBjEOTEb3bNmyRWUmZERTiRIl1LErV66oIlkp/JWRRpIxkQ/5F154QdWPSFDzzz//YOPGjaoLR+Z4kRFGTZs2VQGJjBJav379XbuSRLly5VTwMmzYMCQmJqrnl+8vtTfLly9XWR75fjJqSbp+5Lkl8JHn/emnn1Q9TVbIucsIJykitgyW5LicuzyX1A5JF9nu3bsRFxeH0aNHP9D1JSLKlezLsmWA/H6Kjwfy59eFvG++qZcPoIwMB5WQkCD9E+rWUlJSknHw4EF1a2/69+9vdOnSJdPHAgICjODgYPN+VFSUUadOHcPDw0NdC5PBgwcbPj4+6tiECRPUsZSUFOOdd94xKlasaLi5uRm+vr5Gt27djD/++MP8dYsXLzb8/f0NT09Po1OnTsbHH39seHl53fOcN2zYYLRr184oXry4UaBAAaNatWrG2LFjjbNnz5rbzJs3zyhXrpxRqFAh44UXXjA++OADo0KFCll63XFxceo1FixY0Lh8+fJtj69YscKoV6+e4e7urs6hRYsWRlhYmHE/7Pm9Q0R53F9/GUbr1hLG6K1+fcP4/XfD2STc5fPbkov8Awckf/lL8abUZFj+RZ+cnIwTJ06okSoydwhRVvG9Q0Q5Trr4587VE9fJSFn5XJLZ12WQgmRinEziXT6/LTnf1SEiIsorZIK6l18GoqL0fkCAXrAxBwdvODLO2EtERGRtMgJTRhk9+qgOYGTJmPnzgY0bGcBkAzMxRERE1rRnD/DSS8Aff+j9p5/WAYy/P38O2cRMDBERkTUkJQH/+Q/w+OM6gJHJRFesAL7/ngHMfWImhoiIKLdFRuralz//1PvPPw/Mng2ULMlr/wCcOhPjoAOzKBfxPUNE2ZKYCLz6KhAYqAOYsmWB774DVq5kAGOLICYmJgZ9+/ZVa+rIRGn16tVT09Wn/yUvE4zJQoKenp5qIjNZWTg9mXBs+PDhavI1mUq+c+fOagK09GQysn79+qlhVrLJfZnhNSe4ubmp22u2WrWa7JbpPWN6DxER3dHatUDNmrreRcjijfJ52KkTL5otupMksHjiiSfUAoQyo2qpUqXUCsgydbyJzLo6Y8YMLFu2TM0EO2nSJLRp0wZHjhxRKyoLWaDv+++/R0hIiAqGxowZg44dO2ZYu0fWxJHAxjQr7KBBg1QgI1/3oOR7yDnLNPtCgrGcXKiQHI8E5xLAyHtG3jtce4mI7uiff/QcL1LvIh5+WC/Y2LIlL1oOy9Zkd7IOzi+//IKtW7dm+rg8lWRgJEj5jxQv3cq6yBo2H374IV555RU1eY2slfPFF1+gV69eqs3Zs2fVFPVr165Fu3bt1IrJprV6TAv3yX1ZNfnw4cOoWrXqA0+WI+cq6/XkVHaHnIMEML6+vgx6iZyYrDUnn4OmxW1lzTn1h418nH79NTB8uA5kXF318gHvvpvthX6dWWJuTXb33XffqSDj2WefRWRkpFpcb8iQIRg4cKB6XGbBlcCgbdu25q+RNXsCAgKwfft2FcRItkVWKE7fRgKfWrVqqTby/FFRUeoFpF95uHHjxuqYtMksiJFgSbb0F+FuJPMibz7JJmW2YjKRJelCYgaGyLmFhYUhODg4QwmELES74J138NQPP+h6F1Grll6wUUYiUa7JVhAjqwHPmzdPLZz3xhtvYOfOnWpxPQlUZHE/CWCEaRVhE9k/efKkui9tZCXl4sWL39bG9PVyK8GFJTlmamNpypQpeFei3WySDyV+MBERUVYCGFmk1rIDo8OZM3hC6l2E1Mu99ZZ0XQDu7ryoeSmISUtLQ4MGDTB58mS1L6sdS9GuBDYSxJhY1pfID/xeNSeWbTJrf7fnGT9+fIZViSUTI11UREREOdGFJBmY9AHMQwAWAWh1a/9Xd3fU3bUL+erU4QXPi6OTpPtFalXSq169Ok6dOqXuS62AsMyWSDGkKTsjbVJSUlSR8N3anD9//rbvf/HixduyPCaSDZK+s/QbERFRTpAaGFMXkvwpPQLAvlsBjIxZHAWgYUoKtv77Ly94Xg1iZGSSjDJK7+jRo6hQoYK6L6tCSwCyYcMG8+MSsEj9TNOmTdV+/fr1VW1B+jZSHLV//35zGynglYIe6a4y2bFjhzpmakNERGQt8jklygJYD2C2jGwF8LOUvwCYJb0V6dpRHuxOGjVqlAoipDupZ8+eKshYuHCh2oR09cjIJHm8SpUqapP7MoRZhkwLKc4NCgpSw6pleLW3tzfGjh2L2rVro3Xr1ubsTvv27VXB8IIFC8xDrGUYdlZGJhEREeUk6Yl4FoDM+OJ9K/sy5ta+ZTuyIiObvv/+e6NWrVqGh4eHUa1aNWPhwoUZHk9LSzMmTJhg+Pr6qjYtWrQw9u3bl6FNUlKSMWzYMMPb29vw9PQ0OnbsaJw6dSpDm0uXLhl9+vQxihQpoja5HxcXl+XzTEhIkI5LdUtERHTf4uON1L59pRpGbTsB4xFAfcaYNhcXF6NcuXLGzZs3eaEfUHY+v7M1T4yjjjMnIiLKlMyL1q8fcPIkDFdXTEpLw/sA0k/MYRpwsnr1anTv3p0X0oqf3069dhIREVGmUlL0MOmAABXA4KGH4LJ1K2qGhqK0v3+GpjJPDAMY2+Aq1kREROkdPAj06QPs3av3X3oJmDULKFIEkmfp0qVL5jP2ktUxiCEiIhJpacAnnwDjxgHJyYCPj17zqFu3DNdHAhZZ3Jhsj0EMERHR2bPAiy8C62UANYD27YElS2S4Ea9NHsaaGCIicm6rVwO1a+sApkABnY1Zu5YBjB1gJoaIiJyTLBQ8YgTw+ed6/7HHgBUrgGrVbH1mlEXMxBARkfPZtg2oW1cHMK6uwBtvAFFRDGDsDDMxRETkXEOn330XmDpVF/JWrAh88QXQrJmtz4zuA4MYIiJyDocOAX37Ar/+qvcHDABmzwY4IardYncSERE5NpmYXop1peZFAhhvb13Mu3QpAxg7x0wMERE5LllVWiari4jQ+23b6uClTBlbnxnlAGZiiIjIMYWH66HTEsDI0Ok5c4CffmIA40CYiSEiIsdy+TIQHKwzLqJePT10ukYNW58Z5TBmYoiIyHFs366DFglgZHVpWcRxxw4GMA6KmRgiIrJ/N24A770HTJ6sh05XqAAsXw60aGHrM6NcxCCGiIjs25Ejeuj07t16v18/4L//Bby8bH1mlMvYnURERPY7dHrePODRR3UAU7w4sGqVzsAwgHEKzMQQEZH9OXcOePll4Mcf9X7r1sCyZUDZsrY+M7IiZmKIiMi+fPutHjotAYyHBzBrFrBuHQMYJ8RMDBER2YcrV4BRo4DPPtP7soDjl18CtWrZ+szIRpiJISKivC86Wg+dlgBGhk6PG6eHTjOAcWrMxBARUd4eOj1pEvDBB0BqKlC+vC7cDQiw9ZlRHsAghoiI8qajR/XQ6V279H6fPsDcuUCxYrY+M8oj2J1ERER5b+j0woV66LQEMBK0fPWVrn9hAEPpMBNDRER5x4ULQFAQ8MMPer9VKz10ulw5W58Z5UHMxBARUd7w/fe6UFcCGHd3YMYMYMMGBjB0R8zEEBGRbV29CowerbuQhMwBI6tOyy3RXTATQ0REtrNzp659MQUwY8boYwxgKAsYxBARkfXdvKlXnW7aFDh2DPD3B37+Gfj4Y6BAAf5EKEvYnURERNb15596pWmZwE48/zzwySd6AUeibGAmhoiIrDd0WmbclZl3JYCRlaal9mXlSgYwdF+YiSEiotx38aJedfq77/R+YCDw+ed6Bl6i+8RMDBER5a61a3WhrgQwMnT6o490/QsDGHpAzMQQEVHuDZ0eOxaYP1/v16ypu49k9WmiHMBMDBER5TxZLuCxx/4/gBk1Cti9mwEM5SgGMURElLNDp2XVaRk6LQs4li2rZ92V2Xc5dJpyGLuTiIgoW1JTU7F161bExsbCz88PzZs3R758+YDjx/XQ6ago3bBnT2DePMDbm1eYcgWDGCIiyrKwsDAEBwfjzJkz5mP+ZctiTZcuqL98OXDlClC0qJ73pU8fwMWFV5dyDYMYIiLKcgDTo0cPGDLfyy0+AGbHxKD+p5/qAy1aABLMVKjAq0q5jjUxRESUpS4kycCkD2DaA9gHoDuAFACTvbyQKvUvDGDIShjEEBHRPUkNjKkLSVY2+i+AnwD4ATgAoBGANxMSsHX7dl5Nshp2JxER0T1JEa+oCuBrAKaZXmYDeB1AskU7ImtgEENERPcko5BeACCVL4UAnAfU/vpM2hFZC4MYIiK6u8uX0WLxYgTe2v0fgL63AhkTFxcX+Pv7q+HWRNbCIIaIiO5s716gVy+4Hj0Kw9UVb6elYaoU+loEMGLWrFl6vhgiK2FhLxER3U5GIclcL40b65l3/f3hEhmJx0JD4efvn6GpZGBWr16N7t1lnBKR9TATQ0REGcXFAUFBQHi43u/UCVi6FPDxUcOpu3TpkvmMvURWxiCGiIj+nywZ8PzzwMmTgJsb8NFHwIgRGWbelYAlMNBUIUNkO+xOIiIiIC0N+PBDQApzJYB5+GEd0AQHc+kAcowgZuLEiaqAK/3m6+trflxmcpQ2ZcqUgaenp4rUDxyQaZD+3/Xr1zF8+HCUKFEChQoVQufOnTOswSHi4uLQr18/eHl5qU3ux8fHP+hrJSKizFy4ADz1FPD66zI1L/Dcc8CvvwL16/N6kWNlYmrWrKn6QU3bvn0y6bQ2bdo0zJgxA3PnzsWuXbtUgNOmTRtcvnzZ3GbkyJEIDw9HSEgItm3bhitXrqBjx45qSmuT3r17Y+/evYiIiFCb3JdAhoiIctjGjUDdusC6dYCnJ7BoEbBypV7EkSivM7JhwoQJRt26dTN9LC0tzfD19TWmTp1qPpacnGx4eXkZ8+fPV/vx8fGGm5ubERISYm4TExNjuLq6GhEREWr/4MGDsjCHER0dbW4TFRWljh0+fDjL55qQkKC+Rm6JiMjCjRuG8dZbhuHiIuOQDKNGDcPYv5+XiWwuO5/f2c7EHDt2THUXVapUCc899xz++usvdfzEiRM4d+4c2rZta27r4eGBgIAAbL+1lsaePXtw48aNDG3kuWrVqmVuExUVpbqQGjWSlTi0xo0bq2OmNpmRbqrExMQMGxERZUK68Fu1AiZN0kOpX34Z2LVLUu28XGRXshXESGCxfPlyrFu3DosWLVJBS9OmTXHp0iV1X5QuXTrD18i+6TG5dXd3R/Hixe/aplSpUrd9bzlmapOZKVOmmGtoZCtXrlx2XhoRkXP4/nvdfbR1K1CkCPDVV7oLqWBBW58ZUe4GMR06dMAzzzyD2rVro3Xr1vjxxx/V8c8///y2mRvTF/taHrNk2Saz9vd6nvHjxyMhIcG8nT59OjsvjYjIsaWkAKNGAZ07A//+q4t2pXhXiniJnHGItYwukoBGuphMo5QssyUXLlwwZ2ekTUpKihp9dLc258+nX5FDu3jx4m1ZnvSk66po0aIZNiIiAnD8ONC0qawLoC/HyJHAL78AlSvz8pDzBjFSh3Lo0CE1Y6PUyEgAsmHDBvPjErBERkaqLidRv359uLm5ZWgjI5z2799vbtOkSROVSdm5c6e5zY4dO9QxUxsiIsqikBDg0UelKBHw9ga++w6YOVP+8uMlJOeasXfs2LHo1KkTypcvr7InkyZNUgW0/fv3V109Mnx68uTJqFKlitrkfsGCBdWQaSG1KkFBQRgzZgx8fHzg7e2tntPUPSWqV6+O9u3bY+DAgViwYIE6NmjQIDUMu2rVqrlxDYiIHM+1azrjIvUuolkzPXSa9YLkrEGMTEr3/PPP459//kHJkiXVqKHo6GhUqFBBPT5u3DgkJSVhyJAhqstICoHXr1+PIlI8dsvMmTORP39+9OzZU7V98sknsWzZsgzrbqxYsQIjRowwj2KSCfFk7hkiIsqCgweBnj0BmWxUagnffBOYMAHIz5VmyLG4yDhrOCDJEEnmR7qhWB9DRE5Bfp0vWQIMHw4kJcnQT/mrEHjySVufGVGufH4zLCcicgQyN9bgwXrItJBM9vLlOpAhclBcAJKIyN5J0e5jj+kARrrmp0wBfvqJAQw5PGZiiIjsuftozhzgtdeAGzeA8uV1IMORnOQkGMQQEdmjS5eAl17SQ6ZF167A4sV6GDWRk2B3EhGRvdm2DahXTwcw7u7Af/8LhIUxgCGnwyCGiMhepKYCH3wABAbqRRyrVAGio4Fhw/RQaiInw+4kIiJ7IEu69O0L/Pyz3pf7n36qF3EkclIMYoiI8jpZqkWClgsX9GrTn3wC9O/P7As5PXYnERHlVTLi6I03gHbtdABTuzawezcwYAADGCJmYoiI8qiTJwFZd277dr0vE9nNmAF4etr6zIjyDHYnERHlNWvWAC++CMTHAzLt+mefAc8+a+uzIspz2J1ERJRXXL8OjBgBdOumA5iGDYHffmMAQ3QHDGKIiPKCY8eAJk30nC9izBg9H8xDD9n6zIjyLHYnERHZmqw0LTUvV64APj7A558DTz9t67MiyvMYxBAR2crVq8Dw4cDSpXq/RQtg5UqgbFn+TIiygN1JRES2sG+frnmRAEZm250wAdi4kQEMUTYwE0NEZO2VpxcuBEaOBJKTAT8/nX2RpQSIKFsYxBARWUtCAjBwIPDNN3q/Qwdd/1KyJH8GRPeB3UlERNawaxfw6KM6gMmfH/joI+CHHxjAED0AZmKIiHJTWhowcybw+uvAzZtAxYpASAjQqBGvO9EDYhBDRJRb/vlHL9S4dq3ef+YZPftusWK85kQ5gN1JRES5ITISqFtXBzAeHsCnn+quJAYwRDmGQQwRUU5KTQXeew9o1Qo4exaoWhXYsQN49VWuPE2Uw9idRESUUyRo6dMH2LxZ70tX0ty5QOHCvMZEuYBBDBFRNqSmpmLr1q2IjY2Fn58fmjdvjnz58gEREUC/froOplAhYN48vU9EuYZBDBFRFoWFhSE4OBhnzpwxH6tYtizWNWiAR779Vh+QOpivv9bdSESUqxjEEBFlMYDp0aMHDJlx95YKAL6KicEjMTH6wNChwMcfAwUK8JoSWQELe4mIstCFJBmY9AFMdwB7ATQGEA9gkI8PUmfPZgBDZEUMYoiI7kFqYExdSJK+ngkgFIDM9hIFoB6ARZcuqXZEZD0MYoiI7kGKeEUJAOsBjLx1/EMALQCctGhHRNbBmhgionuQUUiPAgi/VQdzGYCMO/o2k3ZEZD0MYoiI7qHF6dPYDkDKdY8B6ALgULrHXVxc4O/vr4ZbE5H1sDuJiOhOZMHGsWPh+sILKoCRFZAezySAEbNmzdLzxRCR1TCIISLKzKVLQPv2wPTpev+NN5C8ahUK+/tnaCYZmNWrV6N7dxmvRETWxO4kIiJLv/8OdO0K/P03ULAgsGwZ8Oyzalh1l+7dM5+xl4isjkEMEVF6q1YBL74IXLsGPPQQsGYNULu2+WEJWAIDA3nNiPIAdicREZlWn379daBXLx3AtGkD7NqVIYAhoryFQQwRUVwc8PTTwIcy8wuA114D1q4FvL15bYjyMHYnEZFz279f178cPw54egJLlgDPPWfrsyKiLGAQQ0TOKzQU6N8fuHoVqFBB17/Uk0UEiMgesDuJiJyz/uWtt4AePXQA06oVsHs3AxgiO8NMDBE5l/h4oG9f4Mcf9f6oUcC0aUB+/joksjf8X0tEzuPQIaBLF+DYMaBAAWDRIh3QEJFdYhBDRM7h22+Bfv2Ay5eBcuWA8HCgfn1bnxURPQDWxBCRY0tLAyZO1COQJIAJCND1LwxgiOweMzFE5LgSE3X25bvv9P7w4XotJDc3W58ZEeUABjFE5JiOHNHZl8OHAQ8PYP58YMAAW58VEeUgBjFE5Hhk5FHv3joTU7YsEBYGPP64rc+KiHIYa2KIyLHqXyZNAjp10gFMs2a6/oUBDJFDYiaGiByDFO1Kd5FkXcSrrwKzZgHu7rY+MyLKi5mYKVOmwMXFBSNHjjQfMwwDEydORJkyZeDp6amWrD9w4ECGr7t+/TqGDx+OEiVKoFChQujcuTPOnDmToU1cXBz69esHLy8vtcn9eJmkiojI0p9/Ak2a6ABGinYXLgQ+/ZQBDJGDu+8gZteuXVi4cCHq1KmT4fi0adMwY8YMzJ07V7Xx9fVFmzZtcFn+SrpFgp7w8HCEhIRg27ZtuHLlCjp27IhUmQr8lt69e2Pv3r2IiIhQm9yXQIaIKIOICKBhQ0D+WPLzAyIjgYEDeZGInIFxHy5fvmxUqVLF2LBhgxEQEGAEBwer42lpaYavr68xdepUc9vk5GTDy8vLmD9/vtqPj4833NzcjJCQEHObmJgYw9XV1YiIiFD7Bw8eNOTUoqOjzW2ioqLUscOHD2fpHBMSElR7uSUiB5SWZhhTphiGi4thyK+yxo3ll4mtz4qIHlB2Pr/vKxMzdOhQPP3002jdunWG4ydOnMC5c+fQtm1b8zEPDw8EBARg+/btan/Pnj24ceNGhjbS9VSrVi1zm6ioKNWF1KhRI3Obxo0bq2OmNpakiyoxMTHDRkQOShZtfO45YPx4CV+Al18GNm+WXya2PjMiysuFvdIF9Ouvv6quIksSwIjSpUtnOC77J0+eNLdxd3dH8eLFb2tj+nq5LVWq1G3PL8dMbTKrz3n33Xez+3KIyN789RfQrRvwxx960cb//hd45RXAxcXWZ0ZEVpatTMzp06cRHByML7/8EgVk8bQ7kGLf9KTY1/KYJcs2mbW/2/OMHz8eCQkJ5k3OlYgczP/+p+tfJICRP5Y2bQIGD2YAQ+SkshXESFfQhQsXUL9+feTPn19tkZGRmDNnjrpvysBYZkvka0yPSaFvSkqKGn10tzbnz5+/7ftfvHjxtixP+m6rokWLZtiIyEFIl5EsF9CuHfDvvzqQkflfZB4YInJa2QpinnzySezbt0+NFDJtDRo0QJ8+fdT9hx56SAUgGzZsMH+NBCwS6DRt2lTtSwDk5uaWoU1sbCz2799vbtOkSROVTdm5c6e5zY4dO9QxUxsichLXrgF9+wJjx+rJ7GQumC1bAH9/W58ZEdlTTUyRIkVUAW56Ms+Lj4+P+bgMn548eTKqVKmiNrlfsGBBNWRaSHFuUFAQxowZo77O29sbY8eORe3atc2FwtWrV0f79u0xcOBALFiwQB0bNGiQGoZdtWrVnHrtRJTXSS2drH+0dy+QL5+evG7oUHYfEVHuzNg7btw4JCUlYciQIarLSEYYrV+/XgVAJjNnzlTdTz179lRtJcOzbNky5JNfUresWLECI0aMMI9ikgnxZO4ZInISUu/Ssyfwzz9AiRLA6tVAQICtz4qI8hAXGWcNByRDrCXrI11QrI8hsiPyK2nOHGDMGEAmwHzsMSA8HChf3tZnRkR57PObC0ASUd6RlKRrXmQpEwlgpBZm2zYGMESUKS4ASUR5g0yL0L27HnUkXcsffwwEB7P+hYjuiEEMEdmejDZ69lmZawHw8QG+/lqGQ9r6rIgoj2N3EhHZtv7lk090wCIBTN26OhPDAIaIsoBBDBHZxvXres2jYcOAmzf1WkiyNlrFivyJEFGWsDuJiKwvJgZ45hmZxRJwdQWmTtWT2XH9IyLKBgYxRGRdv/wC9Ogh65MAshBsSAiQblV7IqKsYncSEVnPwoVAy5Y6gJFZvnftYgBDRPeNQQwR5b6UFL3a9CuvADdu6ExMVBTw8MO8+kR039idRES5KzZWBy1StCs1Lx98ALz+OutfiOiBMYghotwjhbsygd3Zs7L6K/DVV0CHDrziRJQj2J1ERLljyRKgRQsdwFSvrutfGMAQUQ5iEENEOUtqXmTul6AgXQvTtavOyFSpwitNRDmKQQwR5RyZdVdm25VZeMV77wGhoUCRIrzKRJTjWBNDRDlDlgvo1g04c0YHLStWAJ068eoSUa5hEENE2ZKamoqtW7ciNjYWfn5+aN68OfJJwDJokF5KoGpVYM0aoFo1XlkiylUMYogoy8LCwhAcHIwzkm259QtkXuHCePnKFd2gY0fgyy/1SCQiolzGIIaIshzA9OjRA4asPA2gBICvAbS6FcAcevZZVJclBGQtJCIiK+BvGyLKUheSZGBMAUw9ALskgAFwGUB3AO2io5F663EiImtgEENE9yQ1MKYupF6yhiOAigCOAWgEIBzA6dOnVTsiImthEENE9yRFvPLLYjKAEAAFAfwEoKF0I1m0IyKyFtbEENE9+Rcpgu8APH1rfyqANwGkWbST0UpERNbCIIaI7u7IETQbOxYuAJIABAH4yqKJi4sL/P391XBrIiJrYXcSEd3ZTz8BjRrB5cgRXPPxgYQoIbIStUUAI2bNmoV8+fLxahKR1TCIIaLbySijadOAp58GEhKAJ55AwQMH8EZoKMqWLZuhqWRgVq9eje6yWjURkRW5GKYxkw4mMTERXl5eSEhIQNGiRW19OkT2IykJePllYOVKvT9wIDB3LuDufucZe5mBISIbfH6zJoaI/t/p03rV6V9/BfLnB+bMAQYPlj4jcxMJWAIDA3nViMjmGMQQkbZtG/DMM3ol6hIlgNWrgYAAXh0iyrNYE0NEwKJFQKtWOoCpWxfYtYsBDBHleQxiiJzZjRvAsGF6BWq5/+yzwC+/ABVlPl4ioryN3UlEzuriRR20REbqmpdJk4Dx4zPUvxAR5WUMYoic0d69uoD35EmgSBFgxQqgUydbnxURUbawO4nI2XzzjZr3RQUwlSsD0dEMYIjILjGIIXIWaWnA228DPXsC164BbdsCO3cCNWrY+syIiO4Lu5OInEFiItC3L/D993p/7FhgyhQ9FwwRkZ3ibzAiR3fsGNClC3DoEODhAXz2mQ5oiIjsHIMYIke2bh3w3HNAfDxQpgywZg3QsKGtz4qIKEewJobIEcmSaNOnA089pQOYJk2A3bsZwBCRQ2EQQ+SICzj276/rXqSY96WXgE2bAD8/W58ZEVGOYncSkSOJiQG6ddPLBsjK0rNmAUOHcgI7InJIDGKIHEVUFNC9O3DuHODjA6xapddDIiJyUOxOInIES5YAgYE6gKldW2diGMAQkYNjEENkz2TRxhEjgKAgICVFZ2K2bwcqVbL1mRER5Tp2JxHZq0uX9Oy7Gzfq/ffeA958E3Dl3yZE5BwYxBDZo3379AR2J04AhQsDX3yhF3QkInIi/JONyN6Ehup5XySAeeghXdDLAIaInBCDGCJ7IXO+TJgA9OgBXL0KtG6tC3hr1bL1mRER2QS7k4jsweXLwAsv6GUDxMiRwEcfcQFHInJqDGKI8rrjx3X9y4EDgLs7sGABMGCArc+KiMjmGMQQ5WX/+58egRQXp5cNCA8HGjWy9VkREdlfTcy8efNQp04dFC1aVG1NmjTBTz/9ZH7cMAxMnDgRZcqUgaenJwIDA3FA/npM5/r16xg+fDhKlCiBQoUKoXPnzjhz5kyGNnFxcejXrx+8vLzUJvfjZRE7ImdawFGWDGjXTgcwjz+uF3BkAENEdH9BjL+/P6ZOnYrdu3errVWrVujSpYs5UJk2bRpmzJiBuXPnYteuXfD19UWbNm1wWfrzbxk5ciTCw8MREhKCbdu24cqVK+jYsSNSU1PNbXr37o29e/ciIiJCbXJfAhkip5CcDLz4IjBqlC7mlcUcIyOBMmVsfWZERHmL8YCKFy9ufPbZZ0ZaWprh6+trTJ061fxYcnKy4eXlZcyfP1/tx8fHG25ubkZISIi5TUxMjOHq6mpERESo/YMHDxpyWtHR0eY2UVFR6tjhw4ezfF4JCQnqa+SWyG7ExBhGo0aShzEMV1fDmDnTMNLSbH1WRERWk53P7/seYi2ZE8mmXL16VXUrnThxAufOnUPbtm3NbTw8PBAQEIDtMg06gD179uDGjRsZ2kjXU61atcxtoqKiVBdSo3Rp88aNG6tjpjaZkW6qxMTEDBuRXdmxA2jQQN8WLw6sW6dHIbm42PrMiIjypGwHMfv27UPhwoVVgDJ48GDVNVSjRg0VwIjSpUtnaC/7psfk1t3dHcXlF/Rd2pQqVeq27yvHTG0yM2XKFHMNjWzlypXL7ksjsp3PPwdatABiY4GaNfX8LzIPDBER5VwQU7VqVVWjEh0djVdffRX9+/fHwYMHzY+7WPzVKMW+lscsWbbJrP29nmf8+PFISEgwb6dPn87mKyOygZs3de2LDJmWBRxlKLXMwPvww/xxEBHldBAjmZTKlSujQYMGKvtRt25dzJ49WxXxCstsyYULF8zZGWmTkpKiRh/drc358+dv+74XL168LcuTnmSGTKOmTBtRnvbvv0CHDnoUknjnHSAsDChSxNZnRkTkHMsOSIZE6lEqVaqkApANGzaYH5OAJTIyEk2bNlX79evXh5ubW4Y2sbGx2L9/v7mN1NdIJmXnzp3mNjt27FDHTG2I7J6M6GvYUM8DU6gQsHo18O67XIGaiCi3Jrt744030KFDB1VvIsOmpbB38+bNahi0dPXI8OnJkyejSpUqapP7BQsWVEOmhdSqBAUFYcyYMfDx8YG3tzfGjh2L2rVro/Wt/v/q1aujffv2GDhwIBbIzKQABg0apIZhS1cWkd2TpQNkyoArV4CKFYFvvwXq1LH1WREROXYQI908Ml+LZE8kIJGJ7ySAkblgxLhx45CUlIQhQ4aoLiMZYbR+/XoUSZcenzlzJvLnz4+ePXuqtk8++SSWLVuGfPnymdusWLECI0aMMI9ikgnxZO4ZIrsmc75MmqQXcRQtWwKrVgElStj6zIiI7JKLjLOGA5Ih1hJoSTcU62PI5iTrIsW7oaF6f/hwYPp0wM3N1mdGRGS3n99cO4kot504oUcd7dung5Z584CgIF53IqIHxCCGKDdt3KgXcLx0SSZE0qOPWKBORJQ3RicRUSakl/a//wWkrksCGJmJVxZwZABDRJRjGMQQ5bTr14GBA4ERI2R9DqBvX2DLFllBldeaiCgHsTuJKCfJZI/du+tZd11dZWl3YPRorn9ERJQLGMQQ5RRZ76hbNyAmBihWDAgJAdq14/UlIsolDGKI7mMF961bt6r5kvz8/NC8eXPk++or4OWXdVdS9ep6ArsqVXhtiYhyEYMYomwICwtDcHAwzpw5Yy4q+6RwYQyWeWBEp07Al18CXLuLiCjXMYghykYA06NHD7VemCgGIARAu1sBzOFnnkE1mYFXamGIiCjX8bctURa7kCQDYwpgqgGQJUql4uUqgF4A2u7ciVTHnACbiChPYhBDlAVSA2PqQmovK6sDkIqXvwE8AWAVgNOnT6t2RERkHQxiiLJAinjFYAA/AJDVPDYDaAjg90zaERFR7mMQQ5QFfqVKYTqAeQBkvfUl0n0E4B/Ldn5+vJ5ERFbCwl6ie7l6FQFz5iDw1u4bAKZYNHFxcYG/v78abk1ERNbBIIbobqR7qFMnuOzZg1Q3N/S5cQOrXFz02kjpAhgxa9Ys5MsneRoiIrIGdicR3cm+fUCjRsCePUCJEsi3eTN6hoaibNmyGZpJBmb16tXoLssNEBGR1TATQ5SZdeuAZ58FLl8GqlYFfvwRePhhSJjSpUuX22fsZQaGiMjqGMQQWVqwABg6VK9AHRgos9wBxYubH5aAJVCOExGRTbE7icgkLQ147TVg8GAdwPTvrzMy6QIYIiLKO5iJIRLXrgF9+wLh4fp6vP8+8OabUrXL60NElEcxiCE6dw7o3BnYtQtwdweWLgV69+Z1ISLK4xjEkHPbvx94+mng1CnAxwdYswZo1szWZ0VERFnAmhhyXhs2AE88oQOYKlWA6GgGMEREdoRBDDmnRYuADh2AxESgRQsgKgqoXNnWZ0VERNnAIIacbwTS668DgwbpEUhSzLt+ve5KIiIiu8KaGHIeSUnACy8Aq1fr/YkTgXfe4QgkIiI7xSCGnMP58zLVLrBjB+DmBixZorMwRERktxjEkOM7eFCPQPr7b8DbW88FI3UwRERk11gTQ47t55+Bpk11ACOFu1LAywCGiMghMIghxyVdRu3bAwkJeui0BDCPPGLrsyIiohzCIIYccwTSG28AQUHAzZt69t3//Q8oUcLWZ0ZERDmIQQw53gik558HpkzR+zL66MsvAQ8PW58ZERHlMBb2kuO4eFGPQJJuIxmB9Nlnekg1ERE5JAYx5BgOH9YjkP76CyhWTI9ACgy09VkREVEuYncS2b9Nm4AmTXQA89BDOhPDAIaIyOExiCH7tmwZ0LYtEB+vAxlZxLFaNVufFRERWQGDGLJPhgG8/Tbw4ot6BFKvXsDGjUDJkrY+MyIishIGMWR/kpOBPn2ASZP0vgynXrkSKFDA1mdGRERWxMJesi///AN07Qr88guQPz+wcKHOxhARkdNhEEP24+hR4KmngOPHAS8vICwMaNXK1mdFREQ2wiCG7MOWLToDExcHVKwIrF0LVK9u67MiIiIbYk0M5X1ffAG0bq0DmMaNgR07GMAQERGDGMrjI5AmTNCz7t64ATz7rB6BVKqUrc+MiIjyAHYnUd50/bpewHHFCr3/+uvABx8ArkweEhGRxiCG8p5Ll4Bu3YCtW/UIpHnzgJdftvVZERFRHsMghvKWY8f0GkhyW7QoEBqq62GIiIgsMIihvEMyLzIC6d9/gQoVgB9/BGrWtPVZERFRHsUCA8obZMZdybhIAPP443oEEgMYIiK6CwYxZPsRSO+/r5cRSEkBunfXq1KXLs2fDBER5VwQM2XKFDRs2BBFihRBqVKl0LVrVxw5ciRDG8MwMHHiRJQpUwaenp4IDAzEgQMHMrS5fv06hg8fjhIlSqBQoULo3Lkzzpw5k6FNXFwc+vXrBy8vL7XJ/XhZqZgcawTSgAHAO+/o/ddeA775BihY0NZnRkREjhbEREZGYujQoYiOjsaGDRtw8+ZNtG3bFlevXjW3mTZtGmbMmIG5c+di165d8PX1RZs2bXD58mVzm5EjRyI8PBwhISHYtm0brly5go4dOyI1NdXcpnfv3ti7dy8iIiLUJvclkCEHId1G7doBy5cD+fIB8+fLm4dDqImIKOuMB3DhwgVDniIyMlLtp6WlGb6+vsbUqVPNbZKTkw0vLy9j/vz5aj8+Pt5wc3MzQkJCzG1iYmIMV1dXIyIiQu0fPHhQPW90dLS5TVRUlDp2+PDhLJ1bQkKCai+3lMf8+adhPPKIdCQZRpEihnHr505ERJSQjc/vB6qJSUhIULfe3t7q9sSJEzh37pzKzph4eHggICAA27dvV/t79uzBjRs3MrSRrqdatWqZ20RFRakupEaNGpnbNG7cWB0ztSE7JatPy9IBsphj+fJ6XzIyRERE1hpiLbUvo0ePRrNmzVQAIiSAEaUtijJl/+TJk+Y27u7uKF68+G1tTF8vt1JzY0mOmdpYkjob2UwSExPv96VRbgkJ0TUw8nNq0AD47jvAz4/Xm4iI7st9Z2KGDRuGP/74A1999dVtj7m4uNwW8Fges2TZJrP2d3seKTo2FQHLVq5cuWy8GspV0nEkSwY8/7wOYGQumM2bGcAQEZH1gxgZWfTdd99h06ZN8Pf3Nx+XIl5hmS25cOGCOTsjbVJSUtToo7u1OX/+/G3f9+LFi7dleUzGjx+vurdM2+nTp+/npVFOk2HTL70EvPWW3h8zBli9GihUiNeaiIisF8RIJkQyMGFhYdi4cSMqVaqU4XHZlwBERi6ZSMAio5qaNm2q9uvXrw83N7cMbWJjY7F//35zmyZNmqhAZOfOneY2O3bsUMdMbSxJ7U3RokUzbGRjEqi2bw8sW6ZHHX36KfDxx3o0EhERkTVrYmR49cqVK/Htt9+quWJMGRfpvpE5YaSrR4ZPT548GVWqVFGb3C9YsKAaMm1qGxQUhDFjxsDHx0cVBY8dOxa1a9dG61tr5FSvXh3t27fHwIEDsWDBAnVs0KBBahh21apVH/Q1kzX89ZdeA+nwYaBwYWDVKqBDB157IiLKOdkZzCXNM9uWLl1qbiPDrCdMmKCGWnt4eBgtWrQw9u3bl+F5kpKSjGHDhhne3t6Gp6en0bFjR+PUqVMZ2ly6dMno06ePUaRIEbXJ/bi4uCyfK4dY29D27YZRsqQeQu3vbxh799rybIiIyI5k5/PbRf6BA5LRSZL1kS4odi1ZkWRcXnhBF/A+9hjw/fcyht6aZ0BERE7y+c21kyhnSCw8dSrQq5cOYDp3BrZsYQBDRER5b54Yck6yNMTWrVtVMbafnx+aN2+OfGlpwKuvAosX60YjR7KAl4iIch2DGMoyGZUWHBycYbHOGmXKYJOPD0rt26dHIM2eLZMI8aoSEVGuYxBDWQ5gevTooYbZm1SUEpizZ1Hq7FncLFAA+WX+FxmRREREZAWsiaEsdSFJBiZ9APM4gGgANQHEAOjo5YVUmROGiIjIShjE0D1JDUz6LqTnAGyW9a4A/AZAlulcd/68akdERGQtDGLonqSIV8iiEqsByGpZngB+ANDiViYmfTsiIiJrYBBD9+Tn64v+AA4CeAbADQDvAugK4Er6dlyRmoiIrIiFvXR3J08iYOpUBN7a3Q0gCMAf6ZrIchOyEKgMtyYiIrIWZmIoczL3yyefALVqwWX9eqS6ueF1WZwzkwBGzJo1C/m4sCMREVkRgxi63dGjQGCgnu/lyhWgWTPk27cPj4eGwtffP0NTycCsXr0a3bt355UkIiKr4tpJ9P9u3gRmzAAmTACSk4FChfRSAkOG6Ins7jRjLzMwRERkg7WTWBND2h9/AC+9BOzZo/fbtAEWLgQqypR2/08ClkDJ0hAREdkYu5OcnSzWKJmX+vV1AFOsGLB0KbBu3W0BDBERUV7CTIwz27lTZ18OHND73brpYl4OlSYiIjvATIwzunYNGDsWaNJEBzClSgGrVgGhoQxgiIjIbjAT42w2bwZefhk4flzv9+0r46MBHx9bnxkREVG2MBPjLBITgcGDgZYtdQAjQ6V/+AH44gsGMEREZJeYiXEGa9cCr7wCmBZxlPvTpgH3GLpGRESUlzGIcWSXLgEjRwJffqn3H34Y+OwzPZEdERGRnWN3kiMyDOCbb4AaNXQAIxPVjR6t54JhAENERA6CmRhHExsLDB0KhIfrfQlkliwBGjWy9ZkRERHlKGZiHCn7smyZDlokgMmfH3j7beDXXxnAEBGRQ2ImxhGcPKmLdWWWXSGz7y5eDNSta+szIyIiyjXMxNiztDQ9w27NmjqA8fAAPvwQiI5mAENERA6PmRh7dfQoEBQEbNum95s109mXRx6x9ZkRERFZBTMx9ubmTT3HS506OoApVAiYOxeIjGQAQ0REToWZGHsiQ6RlwUZZbVq0bQssXAhUqGDrMyMiIrI6ZmLswfXrwDvv6IJdCWCKFQOWLgUiIhjAEBGR02ImJq/bsUPXvshq06JbN13M6+dn6zMjIiKyKWZi8qpr14AxY4CmTXUAU6oUsGoVEBrKAIaIiIiZmDxq82bg5Zf1atOib19g1iyuNk1ERJQOMzF5SWIiMHgw0LKlDmD8/YEffwS++IIBDBERkQUGMXnF2rV60roFC/S+BDPSjfTUU7Y+MyIiojyJhb22dukSMHKkXm1aPPww8NlnXG2aiIjoHpiJseWCjVKoW726DmBcXXUhr8wFExhos9MiIiKyF8zE2EJsLDBkCLBmjd6XbqQlS4DHH7fJ6RAREdkjZmKsnX2RSepq1NABTP78ehI7mcCOAQwREVG2MBNjLSdPAoMGAevX632ZfVeyL7IGEhEREWUbMzG5LS1NL9AoXUYSwBQoAHz4IRAdzQCGiIjoATATk5uOHtVLBshq06JZM2DxYq42TURElAOYickNN2/qbIt0FUkAU7iwzsZERjKAISIiyiHMxOS033/X2Rcp1hXt2ukJ7CpUyPFvRURE5MwYxGRTamoqtm7ditjYWPj5+aF58+bIly8fcP068MEHwJQpOhNTrJhe7+iFFwAXl9z56RERETkxBjHZEBYWhuDgYJw5c8Z8zN/fH8uHDkVLWd/o4EF9sHt34JNPAF/fHP+BERERkcYgJhsBTI8ePWDIXC+3eAIYdeYMWowfrw+UKqWDlx49svq0REREdJ8YxGSxC0kyMOkDmAAAnwGofGs/tGBBdN23D/kkkCEiIqJcx9FJWSA1MKYupCIA5gHYfCuAOQ1A1pnuce0atpq6k4iIiCjXMYjJAiniNXkRwOBb9yWYqQngp0zaERERUe5id1IWyCgkk08ANL0VwETepR0RERHlsUzMli1b0KlTJ5QpUwYuLi5YY1qJ+RapG5k4caJ63NPTE4GBgThw4ECGNtevX8fw4cNRokQJFCpUCJ07d84w4kfExcWhX79+8PLyUpvcj4+Phy3IMGoZhSSvNxXAcxYBjBwvV66cakdERER5NIi5evUq6tati7kyA20mpk2bhhkzZqjHd+3aBV9fX7Rp0waXL182txk5ciTCw8MREhKCbdu24cqVK+jYsaMqoDXp3bs39u7di4iICLXJfQlkbEHmgZk9e7Y5YEnPtD9r1iw9XwwRERFZh/EA5MvDw8PN+2lpaYavr68xdepU87Hk5GTDy8vLmD9/vtqPj4833NzcjJCQEHObmJgYw9XV1YiIiFD7Bw8eVM8dHR1tbhMVFaWOHT58OEvnlpCQoNrLbU4JDQ01/P391fOatnLlyqnjRERE9OCy8/mdo4W9J06cwLlz59C2bVvzMQ8PDwQEBGD79u1qf8+ePbhx40aGNtL1VKtWLXObqKgo1YXUqFEjc5vGjRurY6Y2lqSLKjExMcOW07p3746///4bmzZtwsqVK9WtvGY5TkRERHZc2CsBjChdunSG47J/8uRJcxt3d3cUL178tjamr5fbUpnMtyLHTG0sTZkyBe+++y5ym3QZSZ0PEREROeAQa8u6Eel5sjxmybJNZu3v9jzjx49HQkKCeTt9WmZwISIiIkeVo0GMFPEKy2zJhQsXzNkZaZOSkqJGH92tzfnz5297/osXL96W5UnfbVW0aNEMGxERETmuHA1iKlWqpAKQDRs2mI9JwBIZGYmmTWV2FaB+/fpwc3PL0EYmidu/f7+5TZMmTVQ2ZefOneY2O3bsUMdMbYiIiMi5ZbsmRoZD//nnn+Z9KWyV4c/e3t4oX768Gj49efJkVKlSRW1yv2DBgmrItJDi3KCgIIwZMwY+Pj7q68aOHYvatWujdevWqk316tXRvn17DBw4EAsWLFDHBg0apIZhV61aNedePRERETlPELN79260bNnSvD969Gh1279/fyxbtgzjxo1DUlIShgwZorqMZITR+vXrUaSIrDqkzZw5E/nz50fPnj1V2yeffFJ9bfp5VlasWIERI0aYRzHJhHh3mpuGiIiInI+LjLOGA5Ih1pL1kS4o1scQERE53uc3F4AkIiIiu8QghoiIiOwSgxgiIiKySzk6Y29eYir1yY3lB4iIiCh3mD63s1Ky67BBjGnV7HLlytn6VIiIiOg+PselwNcpRyelpaXh7Nmzamj3vZY8uJ8oUYIjWdrAGUc+OfvrF85+Dfj6nfvnL/ge4HsgMZeugYQlEsDI4tCurq7OmYmRF+7v75+r38PZlzdw9tcvnP0a8PU7989f8D3A90DRXLgG98rAmLCwl4iIiOwSgxgiIiKySwxi7oOsmD1hwgR164yc/fULZ78GfP3O/fMXfA/wPeCRB66Bwxb2EhERkWNjJoaIiIjsEoMYIiIisksMYoiIiMguMYghIiIiu8Qg5g62bNmCTp06qRkDZcbfNWvW3PEivvLKK6rNrFmz4EzXYMCAAep4+q1x48ZwpvfAoUOH0LlzZzUxk8wOLa//1KlTcJZrYPnzN20fffQRnOH1X7lyBcOGDVMTa3p6eqJ69eqYN28eHMm9rsH58+fV7wJ5vGDBgmjfvj2OHTsGRzBlyhQ0bNhQ/d8uVaoUunbtiiNHjmRoI2NjJk6cqF6/vAcCAwNx4MABOIopWbgGYWFhaNeuHUqUKKHeI3v37rXa+TGIuYOrV6+ibt26mDt37l0voPyH3rFjh3oDO+M1kF9YsbGx5m3t2rVwltd//PhxNGvWDNWqVcPmzZvx+++/4+2330aBAgXgLNcg/c9etiVLlqhfYs888wyc4fWPGjUKERER+PLLL1VAK/vDhw/Ht99+C0dxt2sgH+DyofbXX3+p1/zbb7+hQoUKaN26tfo6excZGYmhQ4ciOjoaGzZswM2bN9G2bdsMr23atGmYMWOGuj67du2Cr68v2rRpY16/zxmuwdWrV/HEE09g6tSp1j9BGWJNdyeXKTw8/LbjZ86cMcqWLWvs37/fqFChgjFz5kynugb9+/c3unTpYjiDzF5/r169jL59+xrO/v8gPXk/tGrVynCW11+zZk3jvffey3DsscceM9566y3DGa7BkSNH1DH5HWhy8+ZNw9vb21i0aJHhaC5cuKBeb2RkpNpPS0szfH19jalTp5rbJCcnG15eXsb8+fMNR3TB4hqkd+LECfXYb7/9ZrXzYSbmARaY7NevH1577TXUrFkTzkoyEJJifOSRRzBw4EBcuHABzvLz//HHH9XrljSqXINGjRrdtdvR0Um3glyToKAgOAvJxH333XeIiYlRWYlNmzbh6NGj6j3hDK5fv65u02cf8+XLB3d3d2zbtg2OJiEhQd16e3ur2xMnTuDcuXMqM2EiE78FBARg+/btcEQJFtfA1hjE3KcPP/wQ+fPnx4gRI+CsOnTogBUrVmDjxo2YPn26SqW2atXK/IvNkUmwJvUQkj6VLrX169ejW7du6N69u0q/OqPPP/9c9ZvLNXAWc+bMQY0aNVRNjHxwy3vh008/VcGNM5CuVOk+Gj9+POLi4pCSkqL+T8gHu3QvOhIJUkePHq1+trVq1VLH5HWK0qVLZ2gr+6bHHP0a2JrDrmKdm/bs2YPZs2fj119/Vf3/zqpXr17m+/KGbtCggfqFJn+NO/oHmWRiRJcuXVQdhKhXr57662v+/PnqLzFnI/Uwffr0caiaoKwEMVIrINkYee9LEeyQIUPg5+en6kIcnZubG0JDQ1X2Tf4ylyyMvG75A8fRSAH3H3/8kWmGyfJzQD7sHfGzYdhdroGtMIi5D1u3blV/iZcvX958LDU1FWPGjFEjlP7++284I/nFLb/IHWVkwt1IFb5k4uSv8PRkdEpe+g9uzf8TMmLh66+/hrNISkrCG2+8gfDwcDz99NPqWJ06ddTIjI8//tgpghhRv3599Zqlm0EyMSVLllRdq/JHjaOQYm0JVCVIlaybiRTxCsm6yO8/E/l8sMzOOOo1sDV2J90HqYWRaFT+45o2GZ0k9THr1q2Ds7p06RJOnz6d4T+zo5KuAxl2aDnUUOohJJBzNosXL1YfZjKKxVncuHFDba6uGX+NSjbClKlzJjLNgAQw8kfM7t27VZbS3klGRbIPMoRYus0rVaqU4XHZl0BGRu2YSCAnXcpNmzaFIzDucQ1sjZmYO5B6hz///NO8LwVcEqxIylQyMD4+PrelVeXNXLVqVTjDNZBN5kaQobQStEj2Sf4qlQyF1IY4w3tAglbpUmvRogVatmyphtp+//33qtjZUdzrGojExER88803qi7K0dzr9Uu3obwPZH4QCV7lw2v58uVqyK2zXAP52UvwIvf37duH4OBgNew6fbGrvZKhxStXrlTDx6Xey1TnIgGb/Myly2jkyJGYPHkyqlSpoja5L/Pl9O7dG45g6D2ugfj333/V/Fhnz55V+6Y/7uQz0ZStyjVWGwdlZzZt2qSGilluMqw4M444xPpu1+DatWtG27ZtjZIlSxpubm5G+fLl1fFTp04ZzvQeWLx4sVG5cmWjQIECRt26dY01a9YYjiQr12DBggWGp6enER8fbziae73+2NhYY8CAAUaZMmXUe6Bq1arG9OnT1dBbZ7kGs2fPNvz9/c2/B2R4+fXr1w1HkNnrlm3p0qXmNvKznjBhghpq7eHhYbRo0cLYt2+f4SiQhWsg9zNrI9clt7ncOkkiIiIiu8KaGCIiIrJLDGKIiIjILjGIISIiIrvEIIaIiIjsEoMYIiIisksMYoiIiMguMYghIiIiu8QghoiIiOwSgxgiIiKySwxiiIiIyC4xiCEiIiK7xCCGiIiIYI/+DyRt2UWa3pFtAAAAAElFTkSuQmCC", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 10 + "source": [ + "f = law.age_law(pq, segment_length = 1e-4,scale_x= 1, scale_y = 1.e-2, plot= True)" + ] }, { "cell_type": "code", + "execution_count": 11, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:04.603898Z", "start_time": "2025-09-12T14:14:04.498658Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "g = age.compute_age_with_constant_growth_speed(g)" - ], - "outputs": [], - "execution_count": 11 + ] }, { "cell_type": "code", + "execution_count": 12, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T14:14:06.121852Z", "start_time": "2025-09-12T14:14:05.417273Z" } }, + "outputs": [], "source": [ "plot(g, prop_cmap='age')" - ], - "outputs": [], - "execution_count": 12 + ] }, { "cell_type": "markdown", @@ -328,136 +322,127 @@ }, { "cell_type": "code", + "execution_count": 13, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T14:14:09.327316Z", "start_time": "2025-09-12T14:14:09.324819Z" } }, + "outputs": [], "source": [ "def func(k, a, b):\n", " return a * np.log(k) + b" - ], - "outputs": [], - "execution_count": 13 + ] }, { "cell_type": "code", + "execution_count": 14, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:10.497439Z", "start_time": "2025-09-12T14:14:10.489155Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "#Estimate diameter law of seminal root\n", "sr_data = 'SR_diameters.csv'\n", "xy = pd.read_csv(sr_data, sep=';')" - ], - "outputs": [], - "execution_count": 14 + ] }, { "cell_type": "code", + "execution_count": 15, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T14:14:11.176364Z", "start_time": "2025-09-12T14:14:11.089882Z" } }, - "source": [ - "sr_diameter_law = law.diameter_law(xy,function=func, segment_length = 1e-4, plot= True)" - ], "outputs": [ { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 15 + "source": [ + "sr_diameter_law = law.diameter_law(xy,function=func, segment_length = 1e-4, plot= True)" + ] }, { "cell_type": "code", + "execution_count": 16, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:11.905449Z", "start_time": "2025-09-12T14:14:11.826261Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, - "source": [ - "#Estimate diameter law of crown root\n", - "cr_data = 'CR_diameters.csv'\n", - "cr = pd.read_csv(cr_data, sep=';')\n", - "cr_diameter_law = law.diameter_law(cr,function=func, segment_length = 1e-4, plot= True)" - ], "outputs": [ { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 16 + "source": [ + "#Estimate diameter law of crown root\n", + "cr_data = 'CR_diameters.csv'\n", + "cr = pd.read_csv(cr_data, sep=';')\n", + "cr_diameter_law = law.diameter_law(cr,function=func, segment_length = 1e-4, plot= True)" + ] }, { "cell_type": "code", + "execution_count": 17, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:12.636778Z", "start_time": "2025-09-12T14:14:12.546751Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, - "source": [ - "#Estimate diameter law of lateral root\n", - "lr_data = 'LR_diameters.csv'\n", - "ij = pd.read_csv(lr_data, sep=';')\n", - "lr_diameter_law = law.diameter_law(ij,function=func, segment_length = 1e-4, plot= True)" - ], "outputs": [ { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 17 + "source": [ + "#Estimate diameter law of lateral root\n", + "lr_data = 'LR_diameters.csv'\n", + "ij = pd.read_csv(lr_data, sep=';')\n", + "lr_diameter_law = law.diameter_law(ij,function=func, segment_length = 1e-4, plot= True)" + ] }, { "cell_type": "markdown", @@ -468,55 +453,55 @@ }, { "cell_type": "code", + "execution_count": 18, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:14.649142Z", "start_time": "2025-09-12T14:14:14.478819Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "g= radius.compute_length(g)\n", "g = law.compute_radius_from_laws(g,seminal_RootDiameter_law = sr_diameter_law,\n", " crown_RootDiameter_law = cr_diameter_law,\n", " lr_RootDiameter_law = lr_diameter_law)" - ], - "outputs": [], - "execution_count": 18 + ] }, { "cell_type": "code", + "execution_count": 19, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:15.524958Z", "start_time": "2025-09-12T14:14:15.500680Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, - "source": [ - "g, surface = radius.compute_surface(g)\n", - "g, volume = radius.compute_volume(g)\n", - "\n", - "print('Surface : ', surface)\n", - "print('Volume : ', volume)" - ], "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Surface : 0.008573641102676754\n", - "Volume : 1.5536280656653754e-06\n" + "Surface : 0.008946083486900883\n", + "Volume : 1.6257012403019063e-06\n" ] } ], - "execution_count": 19 + "source": [ + "g, surface = radius.compute_surface(g)\n", + "g, volume = radius.compute_volume(g)\n", + "\n", + "print('Surface : ', surface)\n", + "print('Volume : ', volume)" + ] }, { "cell_type": "markdown", @@ -528,22 +513,22 @@ }, { "cell_type": "code", + "execution_count": 20, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:12:16.290915Z", "start_time": "2025-09-12T14:12:15.798336Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "#display_millet.plot_mtg(g,save_image = False,static = True)\n", "plot(g, prop_cmap = 'radius')" - ], - "outputs": [], - "execution_count": 20 + ] }, { "cell_type": "markdown", @@ -562,16 +547,18 @@ }, { "cell_type": "code", + "execution_count": 21, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:23.856465Z", "start_time": "2025-09-12T14:14:23.851070Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "length_data = [0., 0.03, 0.05, 0.7], [0., 0., 0.01, 0.13]\n", "radial_conductivity_data = (\n", @@ -588,9 +575,7 @@ "Jv = 0.1\n", "psi_e = 0.4\n", "psi_base = 0.1\n" - ], - "outputs": [], - "execution_count": 20 + ] }, { "cell_type": "markdown", @@ -601,16 +586,18 @@ }, { "cell_type": "code", + "execution_count": 22, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:14:26.493390Z", "start_time": "2025-09-12T14:14:26.122257Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "#Computation of g, surface, volume, Keq, Jv_global \n", "\n", @@ -627,9 +614,7 @@ " axial_conductivity_data=None,\n", " radial_conductivity_data=radial_conductivity_data\n", " )\n" - ], - "outputs": [], - "execution_count": 21 + ] }, { "cell_type": "markdown", @@ -641,22 +626,22 @@ }, { "cell_type": "code", + "execution_count": 23, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T14:17:52.779528Z", "start_time": "2025-09-12T14:17:52.190629Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ " display_millet.plot_property(g,static=True, t_fixed=21, prop_cmap='j', lognorm = True)\n", " # plot(g, prop_cmap='j', lognorm = True)" - ], - "outputs": [], - "execution_count": 32 + ] }, { "cell_type": "markdown", @@ -675,16 +660,18 @@ }, { "cell_type": "code", + "execution_count": 24, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T13:48:58.949222Z", "start_time": "2025-09-12T13:48:58.909901Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "\n", "soil_potential = (\n", @@ -694,9 +681,7 @@ "x, y = soil_potential\n", "\n", "g = law.add_soil(g, soil_potential)" - ], - "outputs": [], - "execution_count": 28 + ] }, { "cell_type": "markdown", @@ -707,16 +692,18 @@ }, { "cell_type": "code", + "execution_count": 25, "metadata": { - "collapsed": false, - "jupyter": { - "outputs_hidden": false - }, "ExecuteTime": { "end_time": "2025-09-12T13:49:02.355198Z", "start_time": "2025-09-12T13:49:01.815098Z" + }, + "collapsed": false, + "jupyter": { + "outputs_hidden": false } }, + "outputs": [], "source": [ "g, surface, volume, Keq, Jv_global = water.hydrolic(\n", " g,\n", @@ -731,23 +718,21 @@ " axial_conductivity_data=None,\n", " radial_conductivity_data=radial_conductivity_data\n", " )\n" - ], - "outputs": [], - "execution_count": 29 + ] }, { "cell_type": "code", + "execution_count": 26, "metadata": { "ExecuteTime": { "end_time": "2025-09-12T13:49:04.562898Z", "start_time": "2025-09-12T13:49:03.546473Z" } }, + "outputs": [], "source": [ "plot(g, prop_cmap='j', lognorm = True)" - ], - "outputs": [], - "execution_count": 30 + ] }, { "cell_type": "code", @@ -773,7 +758,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.5" + "version": "3.13.12" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/doc/example/parameters_Ctr-3P2.yml b/doc/example/parameters_Ctr-3P2.yml index ab2a6c03..868749ae 100644 --- a/doc/example/parameters_Ctr-3P2.yml +++ b/doc/example/parameters_Ctr-3P2.yml @@ -118,7 +118,7 @@ experimental: #water flux at the root base #float #unit: microL/s - Jv: 0.0 + Jv: 0.01 #hydric potential outside the roots (pressure chamber) #float diff --git a/doc/notebook_examples.rst b/doc/notebook_examples.rst index b02feb36..c4b87d5d 100644 --- a/doc/notebook_examples.rst +++ b/doc/notebook_examples.rst @@ -7,17 +7,17 @@ Gallery Architectures ------------- -These are small examples of direct water flow simulations on root simulated, RSML and measured architectures +These examples explore the different ways to have RSA, either by generating it or from measurements. .. nbgallery:: example/example_generated_archi.ipynb example/example_archi_from_rsml.ipynb example/example_archi_from_file.ipynb -Parameter class ---------------- +HydroRoot's Parameters class +---------------------------- -This is a simple example showing how to use a yaml file as an input regrouping all HydroRoot's input. +`Parameters` is a python class that manage model parameters allowing for example to use yaml file as input. .. nbgallery:: example/example_parameter_class.ipynb @@ -31,4 +31,13 @@ These are examples showing how to determine transport parameters from experiment example/example_k_adjustment.ipynb example/example_solute_water_transport.ipynb example/examples_cut_and_flow.ipynb - example/Boursiac2022/boursiac2022.ipynb + +Paper Boursiac et al. 2022 +-------------------------- + +This notebook allow to reproduce all figures of the paper: + +Yann Boursiac, Christophe Pradal, Fabrice Bauget, Mikaël Lucas, Stathis Delivorias, Christophe Godin, Christophe Maurel, Phenotyping and modeling of root hydraulic architecture reveal critical determinants of axial water transport, Plant Physiology, Volume 190, Issue 2, October 2022, Pages 1289--1306, + +.. nbgallery:: + example/Boursiac2022/boursiac2022.ipynb \ No newline at end of file diff --git a/src/openalea/hydroroot/conductance.py b/src/openalea/hydroroot/conductance.py index 6183c62d..b395292b 100644 --- a/src/openalea/hydroroot/conductance.py +++ b/src/openalea/hydroroot/conductance.py @@ -156,7 +156,7 @@ def poiseuille(radius, length, viscosity=1e-3): # DEPRECATED def compute_k(g, k0 = 300.): - """Compute the radial conductance k (:math:`10^{-9}\ m^4.s^{-1}.MPa^{-1}`) of each vertex of the MTG. + r"""Compute the radial conductance k (:math:`10^{-9}\ m^4.s^{-1}.MPa^{-1}`) of each vertex of the MTG. .. math:: k = 2 \\pi r l k0 diff --git a/src/openalea/hydroroot/cut_and_flow.py b/src/openalea/hydroroot/cut_and_flow.py new file mode 100644 index 00000000..5f918048 --- /dev/null +++ b/src/openalea/hydroroot/cut_and_flow.py @@ -0,0 +1 @@ +from openalea.hydroroot.solver_wrapper import * diff --git a/src/openalea/hydroroot/flux.py b/src/openalea/hydroroot/flux.py index 3831f16c..fd0fb58f 100644 --- a/src/openalea/hydroroot/flux.py +++ b/src/openalea/hydroroot/flux.py @@ -237,7 +237,7 @@ def run(self): if not self.HAS_SOIL: Jv_global = Keq[v_base] * (psi_e - psi_base) else: - Jv_global = Keq[v_base] * (psi_e[v_base] - psi_base) # TODO to be corrected: False not psi_e[vbase] + Jv_global = Keq[v_base] * (Peq[v_base] - psi_base) # print "Local Computation Water Flux Jvl = ", J_out[v_base] # print "Global Computation Water Flux Jvg = ", Jv_global diff --git a/src/openalea/hydroroot/hydro_io.py b/src/openalea/hydroroot/hydro_io.py index fb48940c..d904df1b 100644 --- a/src/openalea/hydroroot/hydro_io.py +++ b/src/openalea/hydroroot/hydro_io.py @@ -5,7 +5,7 @@ from openalea.mtg.algo import axis from openalea.mtg.traversal import * -from openalea.rsml import continuous, io +from openalea.rsml import continuous, io, rsml2mtg from openalea.hydroroot import display @@ -256,4 +256,28 @@ def import_rsml_to_discrete_mtg(g_c, segment_length = 1.0e-4, resolution = 1.0e- axe_segments[(axe, i + 2)] = seg + return g + +def read_rsml(filename, segment_length=1.0e-4): + """ + Read an RSML file to discretuous MTG. The RSML file must have resolution and unit properties. + The MTG will have root segments of length segment_length in meter. + + :param filename: (string) relative path to name of the rsml file + :param segment_length: (Float) - the segment length in meter (m) + :return: g (MTG) + """ + + g_c = rsml2mtg(filename) + + resolution = g_c.graph_properties()['metadata']['resolution'] # pixel to unit + unit = g_c.graph_properties()['metadata']['unit'] + + SI = {'nm': 1.0e-9, 'um': 1.0e-6, 'mm': 0.001, 'cm': 0.01, 'm': 1.0, 'km': 1000.0, 'pixel': 1.0, + 'nanommetre': 1.0e-9, 'micrometre': 1.0e-6, 'millimetre': 0.001, 'centimetre': 0.01, 'metre': 1.0, + 'kilometre': 1000.0} + resolution_m = resolution*SI[unit] + + g = import_rsml_to_discrete_mtg(g_c, segment_length=1.0e-4, resolution=resolution_m) + return g diff --git a/src/openalea/hydroroot/main.py b/src/openalea/hydroroot/main.py index fbc4ce21..c4759853 100644 --- a/src/openalea/hydroroot/main.py +++ b/src/openalea/hydroroot/main.py @@ -1,14 +1,15 @@ +import math from warnings import warn -# import numpy as np +import numpy as np from openalea.mtg import traversal from openalea.hydroroot.length import fit_law from openalea.hydroroot import radius, flux, conductance from openalea.hydroroot.generator import markov, measured_root # 21-12-14: FB __init__.py in src not doing job - +from openalea.hydroroot.water_solute_transport import pressure_calculation_no_non_permeating_solutes, init_some_MTG_properties, pressure_calculation def hydroroot_mtg( primary_length=0.15, @@ -110,34 +111,108 @@ def hydroroot_flow( - Jv_global (float): the outgoing flux at the root base """ - xa, ya = axial_conductivity_data - # commented line below, BUG correction, the global flux was diverging when decreasing segment_length - # ya was not supposed to be multiplied by (segment_length / 1.e-4) - # ya = list(np.array(ya) * (segment_length / 1.e-4)) - axial_conductivity_law = fit_law(xa, ya) + if axial_conductivity_data: + # Compute K using axial conductance data + xa, ya = axial_conductivity_data + # commented line below, BUG correction, the global flux was diverging when decreasing segment_length + # ya was not supposed to be multiplied by (segment_length / 1.e-4) + # ya = list(np.array(ya) * (segment_length / 1.e-4)) + axial_conductivity_law = fit_law(xa, ya) - xr, yr = radial_conductivity_data - radial_conductivity_law = fit_law(xr, yr) + g = conductance.fit_property_from_spline(g, axial_conductivity_law, 'position', 'K_exp') + g = conductance.compute_K(g) # Fabrice 2020-01-17: calculation of K in dimension [L^3 P^(-1) T^(-1)] - # Compute K using axial conductance data - g = conductance.fit_property_from_spline(g, axial_conductivity_law, 'position', 'K_exp') - g = conductance.compute_K(g) # Fabrice 2020-01-17: calculation of K in dimension [L^3 P^(-1) T^(-1)] - # Compute the flux + if radial_conductivity_data: + xr, yr = radial_conductivity_data + radial_conductivity_law = fit_law(xr, yr) - g = conductance.fit_property_from_spline(g, radial_conductivity_law, 'position', 'k0') - g = conductance.compute_k(g, k0='k0') + g = conductance.fit_property_from_spline(g, radial_conductivity_law, 'position', 'k0') + g = conductance.compute_k(g, k0='k0') - # TODO: return Keq base and Jv + # Compute the flux g = flux.flux(g, Jv, psi_e, psi_base, invert_model=True) Keqs = g.property('Keq') v_base = next(g.component_roots_at_scale_iter(g.root, scale=1)) Keq = Keqs[v_base] - Jv_global = Keq * (psi_e - psi_base) + if psi_e is None: + Peq = g.property('Peq') + Jv_global = Keq * (Peq[v_base] - psi_base) + else: + Jv_global = Keq * (psi_e - psi_base) return g, Keq, Jv_global +def hydroroot_solute_flow( + g, + psi_e=0.4, + psi_base=0.1, + k0=None, + axial_conductivity_data=None, + radial_conductivity_data=None, + J_s = 1.0e-7, Ps = 1.0e-9, Cse = 13.96e-9, Ce = 0.0, sigma=1.0, Temp=298, C_base = None, eps = 1.0e-9): + r"""Water and solute fluxes and equivalent conductance calculation on an MTG + + :param g: MTG + :param psi_e: (Float) external hydrostatic potential in MPa (Default value = 0.4) + :param psi_base: (Float) root base hydrostatic potential in MPa (Default value = 0.1) + :param k0: (float) - uniform radial conductivity in :math:`10^{-9}\ m.s^{-1}.MPa^{-1}` (Default value = None) + :param axial_conductivity_data: (2 list of Float) axial conductance profile (:math:`10^{-9}\ m^4.MPa^{-1}.s^{-1}`) versus distance to tip (m) (Default value = None) + :param radial_conductivity_data: (2 list of Float) radial conductivity profile (:math:`10^{-9}\ m.MPa^{-1}.s^{-1}`) versus distance to tip (m) (Default value = None) + :param J_s: (float) active pumping rate in mol/(m2.s) (Default value = 1e-7) + :param Ps: (float) permeability coefficient in m/s (Default value = 1e-9) + :param Cse: (float) initial permeating solute concentration inside the root in mol/microL (Default value = 13.96e-9) + :param Ce: (float) initial non-permeating solute concentration outside the root in mol/microL (Default value = 0.) + :param sigma: (float) - the reflexion coefficient between 0 and 1 (Default value = 1.0) + :param Temp: (float) - temperature in Kelvin (Default value = 298) + :param C_base: (float) solute concentration at the root base in mol/microL (Default value = None) + :param eps: (float) convergence criterium (Default value = 1e-9) + :returns: + - g (MTG): the MTG with the following properties filled: K (axial conductance), k (radial donductivity), + j (radial flux), J_out (axial flux), psi_in and psi_out (hydrostatic pressure into the root at the + input and output of a MTG node) + - Jv_global (float): the outgoing flux at the root base + + """ + xa, ya = axial_conductivity_data + axial_conductivity_law = fit_law(xa, ya) + + # Compute K using axial conductance data + g = conductance.fit_property_from_spline(g, axial_conductivity_law, 'position', 'K_exp') + g = conductance.compute_K(g) + + if k0: + g = conductance.setting_k0_according_to_order(g, k0, k0) + else: + xr, yr = radial_conductivity_data + radial_conductivity_law = fit_law(xr, yr) + g = conductance.fit_property_from_spline(g, radial_conductivity_law, 'position', 'k0') + + g = conductance.compute_k(g, k0='k0') + + g = flux.flux(g, psi_e = psi_e, psi_base = psi_base, invert_model=True) + g = init_some_MTG_properties(g, tau=J_s, Cini=Cse, Cpeg_ini = Ce, t = 1, Ps = Ps) + + if Ce <= 0.0: + calculation = pressure_calculation_no_non_permeating_solutes + else: + calculation = pressure_calculation + + # Newton-Raphson loop + nb_v = g.nb_vertices() + Fdx = 1.0 + Fdx_old = 1. + while Fdx > eps: + g, dx, data, row, col = calculation(g, Temp=Temp, sigma=sigma, Ce=Ce, Cse=Cse, Pe=psi_e, + Pbase=psi_base, C_base=C_base) + Fdx = math.sqrt(sum(dx ** 2.0)) / nb_v + if abs(Fdx - Fdx_old) < eps: break + Fdx_old = Fdx + + Jv_global = g.property('J_out')[1] + + return g, Jv_global def hydroroot( primary_length=0.15, @@ -397,3 +472,28 @@ def root_builder(primary_length = 0.13, seed = None, delta = 2.0e-3, nude_length primary_length = g.property('position')[v_base] return g, primary_length, total_length, surface, _seed + +def soil_1D(g, soil_data = None): + """ + add a soil as heterogeneous water potential along + + This is $\Psi_e$ versus depth with $depth>0$. + + :param g: MTG + :param soil_data: tuple of 2 lists, (z,psi_e) z=depth (m), psi_e=water potential (MPa) + :return: g + """ + + z,psi_e = soil_data + + # Compute absolute z coordinate and normalize + vids = g.property('xyz').keys() + zs = np.array([np.abs(pt.z) for pt in g.property('xyz').values()]) + zs = zs.tolist() + + # Fit data on z coordinate to compute psi_e on each vertex + g.properties()['height'] = dict(zip(vids,zs)) + soil_law = fit_law(z,psi_e) + g = conductance.fit_property_from_spline(g, soil_law, 'height', 'psi_e') + + return g \ No newline at end of file diff --git a/src/openalea/hydroroot/millet/age.py b/src/openalea/hydroroot/millet/age.py index 2082d396..975bf36e 100644 --- a/src/openalea/hydroroot/millet/age.py +++ b/src/openalea/hydroroot/millet/age.py @@ -15,12 +15,12 @@ -def compute_age_with_constant_growth_speed(g,sr_age=15,delta_lr_appareance=5,delta_cr_appareance=6): - """ compute age of different root types from growth laws""" +def compute_dag_with_constant_growth_speed(g,sr_age=15,delta_lr_appareance=5,delta_cr_appareance=6): + """ compute Days after Germination (DAG) of different root types from growth laws""" max_scale = g.max_scale() _orders = algo.orders(g, scale=max_scale) - ramifs = [vid for vid in g.vertices(scale=max_scale) if g.edge_type(vid)=='+'] + ramifs = [vid for vid in g.vertices_iter(scale=max_scale) if g.edge_type(vid)=='+'] age = {} sr= g.Trunk(g.root, max_scale) len_sr = len(sr) @@ -65,14 +65,15 @@ def compute_age_with_constant_growth_speed(g,sr_age=15,delta_lr_appareance=5,del age_first_vertex_cr += speed g.properties()['age'] = age + g.properties()['dag'] = age return g -def compute_age_with_constant_growth_speed_cpl(g, +def compute_dag_with_constant_growth_speed_cpl(g, sr_age=15, delta_lr_appearance=5, delta_cr_appearance=6): - """Compute age of different root types from growth laws. + """Compute Days after Germination (DAG) of different root types from growth laws. Parameters: =========== @@ -124,5 +125,9 @@ def compute_age_with_constant_growth_speed_cpl(g, age[vid] = _age g.properties()['age'] = age + g.properties()['dag'] = age return g + +compute_age_with_constant_growth_speed = compute_dag_with_constant_growth_speed +compute_age_with_constant_growth_speed_cpl = compute_dag_with_constant_growth_speed_cpl diff --git a/src/openalea/hydroroot/millet/architecture.py b/src/openalea/hydroroot/millet/architecture.py index b449ee59..2af6acff 100644 --- a/src/openalea/hydroroot/millet/architecture.py +++ b/src/openalea/hydroroot/millet/architecture.py @@ -247,3 +247,202 @@ def create_randomized_delayed_axis(nid, n, anchors=anchors, **kwds): return g +##################################### +# New implementation +#################################### +import random +import numpy as np + +from openalea.mtg import MTG +from openalea.mtg.algo import orders +from openalea.mtg.mtg import fat_mtg + + +def millet_generator( + g=None, + vid=None, + seed=None, + # seminal + primary_length=0.2, # [m] + nude_tip_length=0.03, # [m] + order_max=2, + branching_stability=0.8, # 1=regular spacing, 0=random spacing + # NEW: explicit number of laterals on primary + n_laterals_primary=5, # [count] + # fixed lateral length + lateral_length=0.89, # [m] + # crown + nb_crown=2, + crown_length=0.06, # [m] + # discretization + segment_length=1e-4, # [m] + **kwargs +): + """ + Millet RSA generator with an explicit number of laterals (no branching_variability). + + - Primary axis vertex count = int(primary_length/segment_length) + - Crown axis vertex count = int(crown_length/segment_length) + - Each lateral axis length = lateral_length (fixed) + - Exactly n_laterals_primary laterals are initiated on the primary axis + (unless branchable zone is too short, then it is clipped). + """ + + # ------------------------- + # Helper functions that will be used later to build the MTG + # ------------------------- + def steps_from_length(length_m: float): + return max(1, int(length_m / segment_length)) + + def pick_lateral_indices(n_axis_steps: int, nude_steps: int, n_laterals: int): + """ + Choose exactly n_laterals indices i in [0 .. max_i] where laterals initiate, + where max_i excludes the nude tip region near the apex. + """ + max_i = n_axis_steps - 1 - nude_steps + if max_i <= 0 or n_laterals <= 0: + return [] + + # cannot place more laterals than available slots + n_laterals = min(int(n_laterals), max_i + 1) + + if branching_stability >= 0.5: + # quasi-regular spacing with limited jitter + grid = np.linspace(0, max_i, num=n_laterals, endpoint=True) + # jitter amplitude in steps (smaller if stability high) + jitter_amp = max(1, int((1.0 - branching_stability) * (max_i / max(n_laterals, 1)))) + idx = [] + occupied = set() + for x in grid: + j = int(round(x + np.random.randint(-jitter_amp, jitter_amp + 1))) + j = max(0, min(max_i, j)) + # resolve collisions locally + if j in occupied: + for dj in range(1, 50): + for cand in (j - dj, j + dj): + if 0 <= cand <= max_i and cand not in occupied: + j = cand + break + if j not in occupied: + break + occupied.add(j) + idx.append(j) + return sorted(idx) + else: + # fully random positions without replacement + return sorted(random.sample(range(0, max_i + 1), k=n_laterals)) + + def create_linear_axis(root_node, axis_length_m: float, label: str, order: int, lateral_idx=None, anchors=None): + """ + Create a successor axis (<). Optionally mark certain indices as anchors. + Store position_index = distance-to-tip in meters. + """ + n_steps = steps_from_length(axis_length_m) + lateral_idx = set(lateral_idx or []) + anchors = anchors if anchors is not None else [] + + nid = root_node + for i in range(n_steps): + nid = nid.add_child(edge_type='<', label=label, order=order, **kwargs) + dist_to_tip_steps = (n_steps - 1 - i) + nid.position_index = dist_to_tip_steps * segment_length + if i in lateral_idx: + anchors.append(nid) + return nid + + def add_fixed_length_lateral(parent_node, lateral_length_m: float, order: int): + """Create a lateral root: '+' then '<' chain of fixed length.""" + n_steps = steps_from_length(lateral_length_m) + cid = parent_node.add_child(edge_type='+', label='Lateral', order=order, **kwargs) + nid = cid + for i in range(n_steps): + nid = nid.add_child(edge_type='<', label='Lateral', order=order, **kwargs) + dist_to_tip_steps = (n_steps - 1 - i) + nid.position_index = dist_to_tip_steps * segment_length + return cid + + def add_crown_axes(collet_ids): + for i in range(min(nb_crown, len(collet_ids))): + parent = g.node(collet_ids[i]) + n_steps = steps_from_length(crown_length) + + cid = parent.add_child(edge_type='+', label='Crown', order=0, **kwargs) + cid.position_index = (n_steps - 1) * segment_length + + nid = cid + for k in range(1, n_steps): + nid = nid.add_child(edge_type='<', label='Crown', order=0, **kwargs) + nid.position_index = (n_steps - 1 - k) * segment_length + + # ------------------------- + # Seeding + # ------------------------- + if seed is not None: + random.seed(seed) + np.random.seed(seed) + + # ------------------------- + # MTG init + collets: Crown and and primary roots are built from the collet + # ------------------------- + if g is None: + g = MTG() + + if vid is None: + vid = g.add_component(g.root, label='collet', order=0, **kwargs) + + collet_ids = [vid] + for _ in range(nb_crown): + vid = g.add_child(vid, label='collet', edge_type='<', order=0, **kwargs) + collet_ids.append(vid) + + # ------------------------- + # Primary axis with explicit laterals: rather than using lateral root density, we reported the number of laterals observed experimentally for the different millet lines + # ------------------------- + n_primary_steps = steps_from_length(primary_length) + nude_steps = max(0, steps_from_length(nude_tip_length)) + + lateral_indices = pick_lateral_indices( + n_axis_steps=n_primary_steps, + nude_steps=nude_steps, + n_laterals=n_laterals_primary + ) + + anchors = [] + seminal_root = g.node(collet_ids[-1]) + create_linear_axis( + root_node=seminal_root, + axis_length_m=primary_length, + label='Seminal', + order=0, + lateral_idx=lateral_indices, + anchors=anchors + ) + + # ------------------------- + # Create laterals (fixed length) + # ------------------------- + hard_vertex_cap = max(5000, n_primary_steps * 50) + while anchors and len(g) < hard_vertex_cap: + nid = anchors.pop(0) + current_order = getattr(nid, "order", 0) + if current_order >= order_max: + continue + add_fixed_length_lateral( + parent_node=nid, + lateral_length_m=float(lateral_length), + order=current_order + 1 + ) + + # ------------------------- + # Crown roots + # ------------------------- + add_crown_axes(collet_ids) + + # ------------------------- + # Finalize + # ------------------------- + g = fat_mtg(g) + g.properties()['order'] = orders(g, scale=g.max_scale()) # add order property + return g + +millet_mtg2 = millet_generator \ No newline at end of file diff --git a/src/openalea/hydroroot/millet/conductance.py b/src/openalea/hydroroot/millet/conductance.py index 9ff60ba0..ab2a3729 100644 --- a/src/openalea/hydroroot/millet/conductance.py +++ b/src/openalea/hydroroot/millet/conductance.py @@ -5,7 +5,7 @@ """ import numpy as np -from scipy.interpolate import UnivariateSpline +#from scipy.interpolate import UnivariateSpline def fit_property_from_spline(g, spline, prop_in, prop_out): """ compute a property from another one using a spline transformation. @@ -16,7 +16,7 @@ def fit_property_from_spline(g, spline, prop_in, prop_out): #spline = UnivariateSpline(x, y, s=s) keys = g.property(prop_in).keys() - x_values = np.array(g.property(prop_in).values()) + x_values = np.array(list(g.property(prop_in).values())) y_values = spline(x_values) @@ -24,3 +24,32 @@ def fit_property_from_spline(g, spline, prop_in, prop_out): return g + +def compute_K_from_laws(g, seminal_axial_conductivity_law, crown_axial_conductivity_law, lateral_axial_conductivity_law): + """ + + compute the axial conductance K versus the vertex position according to some laws and to the root types: crown, seminal, + laterals + + :param g: (MTG) + + """ + K={} + + + positions= g.property('relative_position') + orders = g.property('order') + + for vid in g.vertices_iter(g.max_scale()): + if g.label(vid)=='Crown': + K[vid] = crown_axial_conductivity_law(positions[vid]) + elif g.label(vid) == 'Seminal' : + K[vid] = seminal_axial_conductivity_law(positions[vid]) + elif g.label(vid) == 'Lateral' : + K[vid] = lateral_axial_conductivity_law(positions[vid]) + else: # for the collet and other unknown tpes + K[vid] = seminal_axial_conductivity_law(positions[vid]) + + g.properties()['K'] = K + + return g diff --git a/src/openalea/hydroroot/millet/display_millet.py b/src/openalea/hydroroot/millet/display_millet.py index 6b978c39..5dfa4a1a 100644 --- a/src/openalea/hydroroot/millet/display_millet.py +++ b/src/openalea/hydroroot/millet/display_millet.py @@ -19,7 +19,7 @@ from openalea.plantgl import * import openalea.plantgl.all as pgl -from openalea.hydroroot.millet import turtle, law +from openalea.hydroroot.millet import turtle_millet as turtle, law from openalea.hydroroot.display import my_colormap ######################################################################################## diff --git a/src/openalea/hydroroot/millet/law.py b/src/openalea/hydroroot/millet/law.py index 779a2006..07413abf 100644 --- a/src/openalea/hydroroot/millet/law.py +++ b/src/openalea/hydroroot/millet/law.py @@ -154,6 +154,46 @@ def f(k,fn = function): law = f return law +def diameter_fit_law(data_xy, function=None, scale_x=1e-2, scale_y=1e-6, plot= False): + """ + Fit the data_xy using function: + - x and y are multiplied by scale_x and scale_y for unit conversion for example + - data is normalized according to x + + :param data_xy: DataFrame in 2 columns x and y + :param function: Function to fit the data + :param scale_x: (float) factor to scale the x axis, e.i. from cm to m 0.01 (default 0.01) + :param scale_y: (float) factor to scale the y axis, e.i. from um to m 1e-6 (default 1e-6) + :param plot: (Boolean) True plot data and fit (default False) + :return: fit law + """ + + x,y = read_data(data_xy, scale_x=scale_x, scale_y=scale_y) + #convert to float + x = np.asarray(x, dtype=float) + y = np.asarray(y, dtype=float) + + # Normalize x to have a relative position + #x = list(np.array(x)/np.max(np.array(x))) + x = x / np.max(x) + #The popt argument are the best-fit paramters for a and b + popt, pcov = curve_fit(function, x, y) + #Simulate y-data using best-fit parameters + yy= function(x,*popt) + + + if plot: + pylab.plot(x,y,'ko', label="Original Data") + pylab.plot(x, yy, 'r-', label="Fitted Curve") + pylab.legend() + + def f(k,fn = function): + return fn(k,*popt) + + law = f + return law + +diameter_law2 = diameter_fit_law def compute_radius_from_laws(g, seminal_RootDiameter_law=None, @@ -188,12 +228,64 @@ def compute_radius_from_laws(g, # ************** Here we define evolution diameter laws of different root types************************ + +def compute_diam_radius_from_laws(g, + seminal_RootDiameter_law=None, + crown_RootDiameter_law=None, + lr_RootDiameter_law=None + ): + """ + calculate and add diameter and radius as a properties to the MTG + + :params: + - g: MTG + - seminal_RootDiameter_law: law of seminal root diameter + - crown_RootDiameter_law: law of crown root diameter + - lateral_RootDiameter_law: law of lateral root diameter + + :returns: + g: MTg with diam and radius property + """ + + diameters = {} + radii = {} + order= g.property('order') + positions = g.property('relative_position') + for vid in g.vertices_iter(g.max_scale()): + # collet or Seminal + if order[vid] == 0: + diameters[vid] = seminal_RootDiameter_law(positions[vid]) + else: + if g.label(vid)== "Crown": + diameters[vid] = crown_RootDiameter_law(positions[vid]) + else: # laterals + diameters[vid] = lr_RootDiameter_law(positions[vid]) + radii[vid] = diameters[vid]/2. + + g.properties()['diam'] = diameters + g.properties()['radius'] = radii + + return g + +def compute_radius_from_diameter(g): + """ + Calculate and add radius to MTG as a property from diameter values + """ + radius = {} + diameters= g.property('diam') + for i,d in diameters.items(): + radius[i] = d/2. + g.properties()['radius'] = radius + + return g + def compute_diameter(g, seminal_RootDiameter_law=None, crown_RootDiameter_law=None, lr_RootDiameter_law=None, segment_length = 1e-4): + diameters = {} order= g.property('order') g = radius.compute_length(g, segment_length) @@ -235,6 +327,8 @@ def radius_from_computed_diameters(g): return g + + ############################################################################### def age_law(data_xy, segment_length = 1e-4,scale_x =1, scale_y = 1.e-2, plot= True): @@ -314,6 +408,82 @@ def developmental_age(g, nude_tip_length=15): return g + +def developmental_age2(g, nude_tip_length=0.0206): + """ Compute the developmental age of each vertex. + + A new property is added to the MTG that represent the age of apparition of the segment. + It allows to express a dynamic as a parametrisation. + """ + age = {} + # convert nude_tip_length to nb of vertices: for a 75cm root, the length of nude tip is 15cm + nude_tip_length = (nude_tip_length * 0.15) / 0.75 + + #-------------------------------------- + # Seminal + #-------------------------------------- + is_primary = lambda v: g.label(v) == 'Seminal' or g.label(v)=='collet' + + for v in post_order2(g, 1, pre_order_filter=is_primary): + if g.is_leaf(v): + age[v] = 0 + else: + age[v] = max(age.get(cid,0) for cid in g.children(v))+1 + + age_max = age[1] + + k, v = np.array(list(age.keys())), np.array(list(age.values())) + v = age_max - v + + age = dict(zip(list(k), list(v))) + + delta = nude_tip_length + + for v in pre_order2_with_filter(g, 1, pre_order_filter=is_primary): + pid = g.parent(v) + if g.edge_type(v) =='+': + age_p, age_v = age[pid], age[v] + if age_p +delta < age_v: + age[v] = age_p + delta # replace by a stat distribution rather than min + elif pid is not None: + age[v] = age[pid] + 1 + + #--------------------------------------------------------------- + # Crown: they appear 6 days after germination from the root base + #--------------------------------------------------------------- + + delta_crown_age = 6 + + root_crowns = [v for v in g if g.label(v) == 'Crown' and g.label(v) != g.label(g.parent(v))] + + speed = 1. + for v in root_crowns: + date = delta_crown_age + for cid in axis(g, v): + age[cid] = date + date += speed + + + #-------------------------------------------------------------------- + # Lateral: they appear 6 days after germination from the primary root + #-------------------------------------------------------------------- + + delta_crown_age = 6 + + root_laterals = [v for v in g if g.label(v) == 'Lateral' and g.label(v) != g.label(g.parent(v))] + + speed = 1. + for v in root_laterals: + date = delta_crown_age + for cid in axis(g, v): + age[cid] = date + date += speed + + + + # Store the property in the MTG + g.properties()['age'] = age + return g ########################################################################################################### @@ -336,3 +506,24 @@ def add_soil(g, soil_data, segment_length = 1.e-4): return g +def add_soil_1D(g, soil_data, segment_length = 1.e-4): + + """ add a soil a hetergeneous water potential """ + + x,y = soil_data + + # Compute absolute z coordinate and normalize + vids = g.property('xyz').keys() + zs = np.array([np.abs(pt.z) * segment_length for pt in g.property('xyz').values()]) + zs/=zs.max() + zs = zs.tolist() + # Fit data on z coordinate to compute psi_e on each vertex + g.properties()['height'] = dict(zip(vids,zs)) + soil_law = length.fit_law(x,y) + g = conductance.fit_property_from_spline(g, soil_law, 'height', 'psi_e') + + return g + +add_soil2 = add_soil_1D + +compute_diameter_from_laws = compute_diam_radius_from_laws diff --git a/src/openalea/hydroroot/millet/turtle.py b/src/openalea/hydroroot/millet/turtle.py index a512317a..e49738b0 100644 --- a/src/openalea/hydroroot/millet/turtle.py +++ b/src/openalea/hydroroot/millet/turtle.py @@ -1,181 +1,257 @@ -from openalea.mtg.mtg import * -from openalea.mtg.io import * -from openalea.mtg.traversal import * -from openalea.mtg.turtle import * -from openalea.mtg.plantframe import* -from openalea.mtg.plantframe.color import * -from openalea.plantgl import * - - -from openalea.hydroroot.millet import architecture -import random -import numpy as np - -from collections import defaultdict - - - -############################################################ -# TODO : Move this code to mtg (CPL) - - -LR_root_angle= defaultdict(lambda: random.normalvariate(53.52674,15.14071)) #we store the lateral root angles in a default dictionary -#average_CR_angle= 20.03194444 -average_CR_angle= 30.03194444 -segment_length = 1e-4 - -tort = defaultdict(lambda: random.randint(-1,1)) - - - - - -def mtg_turtle_time(g, time, update_visitor=None, time_property='age' ): - ''' Compute the geometry on each node of the MTG using Turtle geometry. - - Update_visitor is a function called on each node in a pre order (parent before children). - This function allow to update the parameters and state variables of the vertices. - - :Example: - - >>> def grow(node, time): - - ''' - - g.properties()['geometry'] = {} - orders = g.property('order') - radius = g.property('radius') - max_scale = g.max_scale() - - start_dates = g.property(time_property) - - #seminal = g.Trunk(g.root, Scale=1) - - # - #lats= [g.Descendants(g.Successor(v)) for v in g if g.edge_type(v)=='+' and n.label !='Crown'] - - def visitor(g, v, turtle,time): - - n = g.node(v) - radius = n.radius * 1.e1 - length = n.length * 1.e3 - #LR_root_angle=30 - if g.edge_type(v) == '+': #For crown root angles, the size is weak, so we use a mean to estimate their branching - if n.label=='Crown': - turtle.down(average_CR_angle) - - - - else: #We use here a normal law to simulate the LR angle values seeing that they follow a Gaussian distribution - random.seed(v) - turtle.down(LR_root_angle[v]) - - #use rather curves to define crown roots tortuosity - # if n.label=='Crown': - # random.seed(v) - # turtle.down(tort[v]) - - - # if n.label == 'Seminal': - # #Define SR tortuosity - # if n.order == 0: - # random.seed(v) - # turtle.down(random.random()) - - # # #Define LR tortuosity - # else: - # random.seed(v) - # turtle.down(random.random()) - - if n.label == 'collet': - turtle.rollL(90.) - - turtle.setId(v) - turtle.setWidth(radius) - #for c in n.children(): - #if c.edge_type() == '+': - #turtle.rollL(130) - turtle.setColor(n.order+1) - if n.label=='Crown': - turtle.setColor(n.order+2) - turtle.rollL() - turtle.F(length) - pt = turtle.getPosition() - n.xyz = pt - - def traverse_with_turtle_time(g, vid, time, visitor=visitor): - turtle = PglTurtle() - turtle.down(180) - def push_turtle(v): - try: - start_tt = start_dates.get(v, time+1) - if start_tt > time: - return False - except: - pass - if g.edge_type(v) == '+': - turtle.push() - turtle.setId(v) - return True - - def pop_turtle(v): - try: - start_tt = start_dates.get(v, time+1) - if start_tt > time: - return False - except: - pass - if g.edge_type(v) == '+': - turtle.pop() - - if start_dates[vid] <= time: - visitor(g,vid,turtle,time) - #turtle.push() - plant_id = g.complex_at_scale(vid, scale=1) - for v in pre_order2_with_filter(g, vid, None, push_turtle, pop_turtle): - if v == vid: continue - # Done for the leaves - if start_dates.get(v,time+1) > time: - print('Do not consider ', v, time) - continue - visitor(g,v,turtle,time) - - scene = turtle.getScene() - return scene, g - - for plant_id in g.component_roots_at_scale_iter(g.root, scale=max_scale): - scene, g = traverse_with_turtle_time(g, plant_id, time) - return g, scene - - -def Plot(scene): - Viewer.display(scene) - -def compute_angle(g): - pass - -############################################################# - - -def test(save_image= False, dir='C:/Users/ndour/Desktop/mon dossier/my_Ph.D/Plant_images_BD/Film_MTG'): - from openalea.hydroroot.millet import architecture - g = architecture.millet_mtg(nb_vertices=200) - g = architecture.developmental_age(g,15) - compute_angle(g) - - ages = g.property('age') - age_max = max(ages.values()) - - #for t in range(1, age_max, 1): - for t in list(np.linspace(1,age_max,100)): - g, scene = mtg_turtle_time(g,t) - Plot(scene) - if save_image==True: - Viewer.saveSnapshot(dir+'/millet_%04d.png'%t) - # sous ipython - # %gui qt - - -#-------Display of the MTG -#test(save_image=False) - +from openalea.mtg.mtg import * +from openalea.mtg.io import * +from openalea.mtg.traversal import * +from openalea.mtg.turtle import * +from openalea.mtg.plantframe import* +from openalea.mtg.plantframe.color import * +from openalea.plantgl import * + + +from openalea.hydroroot.millet import architecture +import random +import numpy as np + +from collections import defaultdict + + + +############################################################ +# TODO : Move this code to mtg (CPL) + + +LR_root_angle= defaultdict(lambda: random.normalvariate(53.52674,15.14071)) #we store the lateral root angles in a default dictionary +#average_CR_angle= 20.03194444 +average_CR_angle= 30.03194444 +# segment_length = 1e-3 + +tort = defaultdict(lambda: random.randint(-1,1)) +########################################################### + +#---------------------------------------------------------------------- +# Visitor function used for the new implementation of the architecture +#---------------------------------------------------------------------- + +def visitor_millet(g, v, turtle): + n = g.node(v) + + # --- Safe geometry default variables (meters) + length_m = n.length #getattr(n, "length", segment_length) # meters + radius = n.radius #getattr(n, "radius", None) + + if radius is None: + order = getattr(n, "order", 0) + radius = max(0.02, 0.12 / (order + 1)) + + # better to stay in m which is the SI default in HydroRoot + length = float(length_m) #* 1e3 # keep your convention (m -> mm) + width = float(radius) #* 1e3 + + label = getattr(n, "label", "") + order = getattr(n, "order", 0) + + # --------------------------------------------------------- + # COLLET: pivot only + # --------------------------------------------------------- + if label == "collet": + turtle.setId(v) + turtle.setWidth(width) + turtle.setColor(0) + turtle.rollL(90.0) # set reference frame for roots + n.xyz = turtle.getPosition() + return + + # --------------------------------------------------------- + # Branching angles for '+' edges + # --------------------------------------------------------- + if g.edge_type(v) == '+': + if label == "Crown": + turtle.down(average_CR_angle) + else: + # deterministic without global seeding + rng = random.Random(v) + turtle.down(rng.normalvariate(53.52674, 15.14071)) + + # --------------------------------------------------------- + # Tortuosity / curvature (small turns) + # --------------------------------------------------------- + #rng = random.Random(v) + #if label == "Crown": + #turtle.down(tort[v]) + #elif label in ("Seminal", "Lateral"): + #turtle.down(rng.random()) + + # --------------------------------------------------------- + # Render + # --------------------------------------------------------- + turtle.setId(v) + if label=="Lateral": + turtle.setWidth(width/2) + else: + turtle.setWidth(width) + + # Color by type + if label == "Seminal": + turtle.setColor(1) + elif label == "Lateral": + turtle.setColor(2) + elif label == "Crown": + turtle.setColor(3) + else: + turtle.setColor(order + 1) + + turtle.rollL() + turtle.F(length) + n.xyz = turtle.getPosition() + + + + +def mtg_turtle_time(g, time, update_visitor=None, time_property='age' ): + ''' Compute the geometry on each node of the MTG using Turtle geometry. + + Update_visitor is a function called on each node in a pre order (parent before children). + This function allow to update the parameters and state variables of the vertices. + + :Example: + + >>> def grow(node, time): + + ''' + + g.properties()['geometry'] = {} + orders = g.property('order') + radius = g.property('radius') + max_scale = g.max_scale() + + start_dates = g.property(time_property) + + #seminal = g.Trunk(g.root, Scale=1) + + # + #lats= [g.Descendants(g.Successor(v)) for v in g if g.edge_type(v)=='+' and n.label !='Crown'] + + def visitor(g, v, turtle,time): + + n = g.node(v) + radius = n.radius * 1.e1 + length = n.length * 1.e3 + #LR_root_angle=30 + if g.edge_type(v) == '+': #For crown root angles, the size is weak, so we use a mean to estimate their branching + if n.label=='Crown': + turtle.down(average_CR_angle) + + + + else: #We use here a normal law to simulate the LR angle values seeing that they follow a Gaussian distribution + random.seed(v) + turtle.down(LR_root_angle[v]) + + #use rather curves to define crown roots tortuosity + # if n.label=='Crown': + # random.seed(v) + # turtle.down(tort[v]) + + + # if n.label == 'Seminal': + # #Define SR tortuosity + # if n.order == 0: + # random.seed(v) + # turtle.down(random.random()) + + # # #Define LR tortuosity + # else: + # random.seed(v) + # turtle.down(random.random()) + + if n.label == 'collet': + turtle.rollL(90.) + + turtle.setId(v) + turtle.setWidth(radius) + #for c in n.children(): + #if c.edge_type() == '+': + #turtle.rollL(130) + turtle.setColor(n.order+1) + if n.label=='Crown': + turtle.setColor(n.order+2) + turtle.rollL() + turtle.F(length) + pt = turtle.getPosition() + n.xyz = pt + + def traverse_with_turtle_time(g, vid, time, visitor=visitor): + turtle = PglTurtle() + turtle.down(180) + def push_turtle(v): + try: + start_tt = start_dates.get(v, time+1) + if start_tt > time: + return False + except: + pass + if g.edge_type(v) == '+': + turtle.push() + turtle.setId(v) + return True + + def pop_turtle(v): + try: + start_tt = start_dates.get(v, time+1) + if start_tt > time: + return False + except: + pass + if g.edge_type(v) == '+': + turtle.pop() + + if start_dates[vid] <= time: + visitor(g,vid,turtle,time) + #turtle.push() + plant_id = g.complex_at_scale(vid, scale=1) + for v in pre_order2_with_filter(g, vid, None, push_turtle, pop_turtle): + if v == vid: continue + # Done for the leaves + if start_dates.get(v,time+1) > time: + print('Do not consider ', v, time) + continue + visitor(g,v,turtle,time) + + scene = turtle.getScene() + return scene, g + + for plant_id in g.component_roots_at_scale_iter(g.root, scale=max_scale): + scene, g = traverse_with_turtle_time(g, plant_id, time) + return g, scene + + +def Plot(scene): + Viewer.display(scene) + +def compute_angle(g): + pass + +############################################################# + + +def test(save_image= False, dir='C:/Users/ndour/Desktop/mon dossier/my_Ph.D/Plant_images_BD/Film_MTG'): + from openalea.hydroroot.millet import architecture + g = architecture.millet_mtg(nb_vertices=200) + g = architecture.developmental_age(g,15) + compute_angle(g) + + ages = g.property('age') + age_max = max(ages.values()) + + #for t in range(1, age_max, 1): + for t in list(np.linspace(1,age_max,100)): + g, scene = mtg_turtle_time(g,t) + Plot(scene) + if save_image==True: + Viewer.saveSnapshot(dir+'/millet_%04d.png'%t) + # sous ipython + # %gui qt + + +#-------Display of the MTG +#test(save_image=False) +visitor2 = visitor_millet diff --git a/src/openalea/hydroroot/millet/turtle_millet.py b/src/openalea/hydroroot/millet/turtle_millet.py new file mode 100644 index 00000000..2f3746b1 --- /dev/null +++ b/src/openalea/hydroroot/millet/turtle_millet.py @@ -0,0 +1,256 @@ +from openalea.mtg.mtg import * +from openalea.mtg.io import * +from openalea.mtg.traversal import * +from openalea.mtg.turtle import * +from openalea.mtg.plantframe import* +from openalea.mtg.plantframe.color import * +from openalea.plantgl import * + + +from openalea.hydroroot.millet import architecture +import random +import numpy as np + +from collections import defaultdict + + + +############################################################ +# TODO : Move this code to mtg (CPL) + + +LR_root_angle= defaultdict(lambda: random.normalvariate(53.52674,15.14071)) #we store the lateral root angles in a default dictionary +#average_CR_angle= 20.03194444 +average_CR_angle= 30.03194444 +segment_length = 1e-4 + +tort = defaultdict(lambda: random.randint(-1,1)) +########################################################### + +#---------------------------------------------------------------------- +# Visitor function used for the new implementation of the architecture +#---------------------------------------------------------------------- + +def millet_visitor(g, v, turtle): + n = g.node(v) + + # --- Safe geometry default variables (meters) + length_m = getattr(n, "length", segment_length) # meters + radius = getattr(n, "radius", None) + + if radius is None: + order = getattr(n, "order", 0) + radius = max(0.02, 0.12 / (order + 1)) + + length = float(length_m) * 1e3 # keep your convention (m -> mm) + width = float(radius) * 1e3 + + label = getattr(n, "label", "") + order = getattr(n, "order", 0) + + # --------------------------------------------------------- + # COLLET: pivot only + # --------------------------------------------------------- + if label == "collet": + turtle.setId(v) + turtle.setWidth(width) + turtle.setColor(0) + turtle.rollL(90.0) # set reference frame for roots + n.xyz = turtle.getPosition() + return + + # --------------------------------------------------------- + # Branching angles for '+' edges + # --------------------------------------------------------- + if g.edge_type(v) == '+': + if label == "Crown": + turtle.down(average_CR_angle) + else: + # deterministic without global seeding + rng = random.Random(v) + turtle.down(rng.normalvariate(53.52674, 15.14071)) + + # --------------------------------------------------------- + # Tortuosity / curvature (small turns) + # --------------------------------------------------------- + rng = random.Random(v) + if label == "Crown": + turtle.down(tort[v]) + elif label in ("Seminal", "Lateral"): + turtle.down(rng.random()) + + # --------------------------------------------------------- + # Render + # --------------------------------------------------------- + turtle.setId(v) + if label=="Lateral": + turtle.setWidth(width/2) + else: + turtle.setWidth(width) + + # Color by type + if label == "Seminal": + turtle.setColor(1) + elif label == "Lateral": + turtle.setColor(2) + elif label == "Crown": + turtle.setColor(3) + else: + turtle.setColor(order + 1) + + turtle.rollL() + turtle.F(length) + n.xyz = turtle.getPosition() + + + + +def mtg_turtle_time(g, time, update_visitor=None, time_property='age' ): + ''' Compute the geometry on each node of the MTG using Turtle geometry. + + Update_visitor is a function called on each node in a pre order (parent before children). + This function allow to update the parameters and state variables of the vertices. + + :Example: + + >>> def grow(node, time): + + ''' + + g.properties()['geometry'] = {} + orders = g.property('order') + radius = g.property('radius') + max_scale = g.max_scale() + + start_dates = g.property(time_property) + + #seminal = g.Trunk(g.root, Scale=1) + + # + #lats= [g.Descendants(g.Successor(v)) for v in g if g.edge_type(v)=='+' and n.label !='Crown'] + + def visitor(g, v, turtle,time): + + n = g.node(v) + radius = n.radius * 1.e1 + length = n.length * 1.e3 + #LR_root_angle=30 + if g.edge_type(v) == '+': #For crown root angles, the size is weak, so we use a mean to estimate their branching + if n.label=='Crown': + turtle.down(average_CR_angle) + + + + else: #We use here a normal law to simulate the LR angle values seeing that they follow a Gaussian distribution + random.seed(v) + turtle.down(LR_root_angle[v]) + + #use rather curves to define crown roots tortuosity + # if n.label=='Crown': + # random.seed(v) + # turtle.down(tort[v]) + + + # if n.label == 'Seminal': + # #Define SR tortuosity + # if n.order == 0: + # random.seed(v) + # turtle.down(random.random()) + + # # #Define LR tortuosity + # else: + # random.seed(v) + # turtle.down(random.random()) + + if n.label == 'collet': + turtle.rollL(90.) + + turtle.setId(v) + turtle.setWidth(radius) + #for c in n.children(): + #if c.edge_type() == '+': + #turtle.rollL(130) + turtle.setColor(n.order+1) + if n.label=='Crown': + turtle.setColor(n.order+2) + turtle.rollL() + turtle.F(length) + pt = turtle.getPosition() + n.xyz = pt + + def traverse_with_turtle_time(g, vid, time, visitor=visitor): + turtle = PglTurtle() + turtle.down(180) + def push_turtle(v): + try: + start_tt = start_dates.get(v, time+1) + if start_tt > time: + return False + except: + pass + if g.edge_type(v) == '+': + turtle.push() + turtle.setId(v) + return True + + def pop_turtle(v): + try: + start_tt = start_dates.get(v, time+1) + if start_tt > time: + return False + except: + pass + if g.edge_type(v) == '+': + turtle.pop() + + if start_dates[vid] <= time: + visitor(g,vid,turtle,time) + #turtle.push() + plant_id = g.complex_at_scale(vid, scale=1) + for v in pre_order2_with_filter(g, vid, None, push_turtle, pop_turtle): + if v == vid: continue + # Done for the leaves + if start_dates.get(v,time+1) > time: + print('Do not consider ', v, time) + continue + visitor(g,v,turtle,time) + + scene = turtle.getScene() + return scene, g + + for plant_id in g.component_roots_at_scale_iter(g.root, scale=max_scale): + scene, g = traverse_with_turtle_time(g, plant_id, time) + return g, scene + + +def Plot(scene): + Viewer.display(scene) + +def compute_angle(g): + pass + +############################################################# + + +def test(save_image= False, dir='C:/Users/ndour/Desktop/mon dossier/my_Ph.D/Plant_images_BD/Film_MTG'): + from openalea.hydroroot.millet import architecture + g = architecture.millet_mtg(nb_vertices=200) + g = architecture.developmental_age(g,15) + compute_angle(g) + + ages = g.property('age') + age_max = max(ages.values()) + + #for t in range(1, age_max, 1): + for t in list(np.linspace(1,age_max,100)): + g, scene = mtg_turtle_time(g,t) + Plot(scene) + if save_image==True: + Viewer.saveSnapshot(dir+'/millet_%04d.png'%t) + # sous ipython + # %gui qt + + +#-------Display of the MTG +#test(save_image=False) + diff --git a/tutorial/01_tutorial.ipynb b/tutorial/01_tutorial.ipynb new file mode 100644 index 00000000..1dfd0903 --- /dev/null +++ b/tutorial/01_tutorial.ipynb @@ -0,0 +1,406 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9d4c4a3e-aaa8-4433-9f5b-a86fb7460e1a", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "# Hydrostatic simulation on Arabidopsis root" + ] + }, + { + "cell_type": "markdown", + "id": "2a2c245dd66f8b1", + "metadata": {}, + "source": [ + "Read RSML file and run a simulation of the sap flux from an Arabidopsis de-topped root plunged in a hydroponic solution at a hydrostatic pressure of 0.4 Mpa when its base is at the atmospheric pressure." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "60bae6a9-56d0-49d9-aa69-c066b0742d19", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:32:44.433570Z", + "start_time": "2026-02-27T10:32:43.625023Z" + } + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "# Import 2D and 3D viewer with PlantGL\n", + "from openalea.plantgl.algo.view import view # 2D viewer\n", + "from openalea.widgets.plantgl import PlantGL # 3D viewer \n", + "\n", + "# Import HydroRoot modules\n", + "from openalea import hydroroot\n", + "from openalea.hydroroot import (\n", + " main,\n", + " hydro_io,\n", + " radius,\n", + " display,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "d64f78d5-1e28-41e4-96e0-f84f75f68692", + "metadata": {}, + "source": [ + "## RSML to MTG\n", + "### 1. Read the rsml file *arabidopsis.rsml* and convert it to a MTG *g* of segments of 0.1 mm" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d94ef501-9d45-4617-9763-954f9bad9bdf", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:32:46.257987Z", + "start_time": "2026-02-27T10:32:45.809281Z" + } + }, + "outputs": [], + "source": [ + "g = hydroroot.hydro_io.read_rsml('data/arabidopsis.rsml', segment_length=1.0e-4)" + ] + }, + { + "cell_type": "markdown", + "id": "70a0ebfc-c3a1-41a7-ac97-604488818fa2", + "metadata": {}, + "source": [ + "### 2. Set the root radii\n", + " The radius setting follows the Arabidopsis model describeded in Boursiac et al. 2022. The root radius is set according to the radius of the primary root $r_{ref}$ and the order of the lateral as follows: $r_{lat} = \\beta^{order} r_{ref}$. $\\beta$ is the radius decreasing facteur between root orders." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6b75abc0-c52b-4291-9716-3c35a084e856", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:32:48.597099Z", + "start_time": "2026-02-27T10:32:48.563059Z" + } + }, + "outputs": [], + "source": [ + "# primary root radius 7.0e-5 m, beta = 0.7\n", + "g = hydroroot.radius.ordered_radius(g, \n", + " ref_radius=7.0e-5, \n", + " order_decrease_factor=0.7)\n", + "\n", + "# Compute the position of each segment relative to the axis bearing it\n", + "g = hydroroot.radius.compute_relative_position(g) " + ] + }, + { + "cell_type": "markdown", + "id": "4002d295-6dff-4ee1-a590-d8271e4ea6d0", + "metadata": {}, + "source": [ + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d5be93d4-38d5-4dc6-a85c-a5c884493f6f", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:37:35.320264Z", + "start_time": "2026-02-27T10:37:35.317684Z" + } + }, + "outputs": [], + "source": [ + "# radial conductivity profile: distance to tip (m) vs kr (10-9 m.s-1.MPa-1)\n", + "kx=np.array([0.0, 0.2]) # distance to tip\n", + "ky=np.array([30, 30]) # kr\n", + "k_radial_data=(kx,ky)\n", + "\n", + "# axial conductance profile: distance to tip (m) vs Kx (10-9 m4.s-1.MPa-1)\n", + "Kx=np.array([0.0, 0.2]) # distance to tip\n", + "Ky=np.array([3.0e-7,4.0e-4]) # Kx\n", + "K_axial_data=(Kx,Ky)" + ] + }, + { + "cell_type": "markdown", + "id": "daa6cf11-2986-4d5c-8684-39c8b7771197", + "metadata": {}, + "source": [ + "## Flux and equivalent conductance calculation\n", + "\n", + "for a detopped root in a hydroponic medium at 0.4 MPa, its base at 0.1 MPa." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e6de7a98-fa43-4006-a957-783ff9a32d4d", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:37:36.613446Z", + "start_time": "2026-02-27T10:37:36.547495Z" + } + }, + "outputs": [], + "source": [ + "g, keq, jv = hydroroot.main.hydroroot_flow(g, psi_e = 0.4, psi_base = 0.1,\n", + " axial_conductivity_data = K_axial_data, \n", + " radial_conductivity_data = k_radial_data)" + ] + }, + { + "cell_type": "markdown", + "id": "5abce8fd-8914-493a-96d4-54dbaf5ea701", + "metadata": {}, + "source": [ + "Print results" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "831c5617-0a70-496b-b130-6a35ca651869", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:37:37.817490Z", + "start_time": "2026-02-27T10:37:37.815184Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "equivalent root conductance (10-9 m3/s/MPa): 9.60e-03 sap flux (microL/s): 2.88e-03\n" + ] + } + ], + "source": [ + "print(f'equivalent root conductance (10-9 m3/s/MPa): {keq:.2e} sap flux (microL/s): {jv:.2e}')" + ] + }, + { + "cell_type": "markdown", + "id": "3a9444502e4219d6", + "metadata": {}, + "source": [ + "## Plots" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "5a08f0c9-252d-422b-90eb-e7e7052ba415", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:37:40.091149Z", + "start_time": "2026-02-27T10:37:39.617291Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "s = hydroroot.display.mtg_scene(g, prop_cmap = 'j') # create a scene from the mtg with the property j is the radial flux in ul/s\n", + "# PlantGL(s) # display the root into the plantgl oawidget\n", + "view(s) # view in 2D\n", + "hydroroot.display.property_scale_bar(g, 'j')" + ] + }, + { + "cell_type": "markdown", + "id": "542d5746-4238-4f27-a6ce-3adff223d48c", + "metadata": {}, + "source": [ + "## Changing radial conductivity\n", + "You may change the radial conductivity, for instance increasing it by 10, and see the impact on the water uptake" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "01d2d8c4-0d79-4d9b-85fb-ed1d546591f4", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:38:21.636796Z", + "start_time": "2026-02-27T10:38:21.082305Z" + }, + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "equivalent root conductance (10-9 m3/s/MPa): 3.54e-02 sap flux (microL/s): 1.06e-02\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "k_radial_data=(kx,10.0*ky)\n", + "g, keq, jv = hydroroot.main.hydroroot_flow(g, psi_e = 0.4, psi_base = 0.1, axial_conductivity_data = K_axial_data, radial_conductivity_data = k_radial_data)\n", + "print(f'equivalent root conductance (10-9 m3/s/MPa): {keq:.2e} sap flux (microL/s): {jv:.2e}')\n", + "s = hydroroot.display.mtg_scene(g, prop_cmap='j')\n", + "view(s) # to reduce notebook size we use here a 2D view but use PlantGL(s) to 3D\n", + "hydroroot.display.property_scale_bar(g, 'j')" + ] + }, + { + "cell_type": "markdown", + "id": "0f42423f-8890-4f04-bd02-f87a678e8012", + "metadata": {}, + "source": [ + "## Changing axial conductance\n", + "\n", + "We can observe the impact by increasing only the axial conductance for example by a factor 10 4." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "7910bec4-0912-4e23-8e1c-582ce808c445", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T10:38:51.661214Z", + "start_time": "2026-02-27T10:38:51.066752Z" + }, + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "equivalent root conductance (10-9 m3/s/MPa): 1.76e-02 sap flux (microL/s): 5.27e-03\n" + ] + }, + { + "data": { + "image/png": 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F+fOjqazvw9q7G9YqVXBfv9nRPSYLRpzh2g1+HvYLX36pim90CtCKAFxITmyF7rmRay5B/By5k1ByiLrtOSU36LkfnvwYoo7DjXP2tzaMhhXD4JM1sOuvu3I5hBDi7+0ec+7cOa5evUqbNm1uvebi4kKzZs3Yvn27/fm+ffswm83pllGlNCrAv7lMRpMmTcLHx+fWo3jx4nfzsIUQQtxD69ZBv37wxBPg7h7J8OFeWS6nsuyrViUx/cXTdNwyDCpUxnneIjRXNWlSZivUZxBOaC6uUKgQ6mOnov1eoDeFKMhVk47V8iHHzlTn9KWKnGBnttn2YUOwT+ZkV6QiuCTBymEQ4SjtLOABYzrBmgPwxrdwKuTuXBshhPhbgnYVsCuBgYHpXlfPb76n/nR2dsbX1zfbZTIaM2aMPUN/83Hp0qW7edhCCCHugTNndLp0sfDyyzqPPw7R0VEsWlSAwYOzXj4hwcYvsw/TaeNLUKI0xncnoxX0z3b7iziDDROJ7m5QvCQtW0KFCo6MvFFz56pTLYz6WIiHmnpzLnCGZJKz3Nag/uB08xPTtzw8NgNco+CrXpAQZX+5WEF4rhkcvgjPz4KQbCZcFUKI+6ZPe8avKVXZTHZfXeZlGZWt9/b2TvcQQgjx7xUZCa1bw7ZEIy/+AK+/Drt2xfHuu6qEJTPVv71T87/4Tn8a/APhveloQYWz3f44orhGKFoknOzgxJglte017jcZmMD5614MmtHY/nKA/hlGTrOKuehplksn7aH5VYDSJSBkI3zYEHTHOqUCYG5/0GzQdCwkZn0PIIQQ9zZoV4NOlYwZ8+vXr9/KvqtlkpOTiYiIyHYZIYQQ/12JiVC6NET6a9T8IZaCVSPw9tbYvbswW7e6Z7lOpYpXWX69CaElghjUfVmOGfZPsPALl/iKlzBYDSSdsnH1qo3041QLUyjgCi+99DYcgMEPjabcnk8IJRoLlrydSMO50LQBxJ0CS2pZTVABWPs29oGqpV6EJHOeL40QQvwzQXvp0qXtQfk6VaCYQgXomzZtolGjRvbntWvXxsnJKd0yISEhHDly5NYyQggh/nvUhErnzuk0aQJ6KXh5F/zq5smzOMolPT0N9r7tGb91Db4KkXoQdZ33MuiZncx+1C3bfcRi4zLn8SYJf6xoKmtugB49NF55Je1HnoZmLcy1WBdoCInl3Lh6uR9u1vPM5t0st22zQbruxEY3aLsdGjwIb5aE6NSBrO4ucHwG+LpBmzfhmprgSQgh/snJlVR7xr/++ivd4NMDBw7g5+dHiRIl7O0cJ06cSPny5e0P9Xd3d3e6d+9uX14NJO3bty+vvvoqBQsWtK83YsQIHnjgAXs3GSGEEP89Fy/CgAFmrl838eEaI9v84U37OzmXTh47Dt16Q+WYzbxUZiYfeC7LcRKjH4njLzTmUgVfPEgmnt2Wuo49pVnRiAtFLy1j6gtAZxVl63Tpu4RLJ8qzuZAToVzFH8e3xzclJGCviz95Ms2Lapudd8OlljCvFfRaBoFVb711/FO4dAPGLYZXH4dyMnuqEOKfCtr37t1LixYtbj0fPny4/c/nnnuOhQsXMmrUKBISEhg0aJC9BKZ+/fqsXbsWL6/UbgAfffQRJpOJbt262Zdt2bKlfV2jMfMkGkIIIf79AfuwYeqbVxcGLYUP/ZP4SbVizCVg5+ifTBvmRJWzx5jXbzf+MUupUSj7xa+QxMbQWJ4wBFHWT2XjTUTZXuTlsKG0JZwrOFMUn/Q16odAHUrrLgYObYU5W55lcJeZXNaC8Oe9vJ2gwQjPL4G3C3N0zlTW+XxO585QqpTj7eIBMPhR+GoDPN0cKksDNCHEbdB0NQL0X0b1aVcZe9VJRgalCiHE/Ss0FN5/X3VtgfgmsKFyIt2AHrhkOXnSTUePwccvH6bUsW/pM8SfQkMH4PeGO1+8CI9Xyrx8GBZe4yKrDrgwybkovarMwYkvCL2xjXrF/mLgSwvxnPo4T1CDQrjY14mKhjcnwox98PkU8I2G56bodC83i3emfoQH7+BOD/uy6pPSwwNUx+F0mfabkuM58+PX9PmoIpuPNqNtI8eyah5CZ3V/Ahw4A0s3QlgcTHsBPLOv8hFC/J+IzkdM+7d0jxFCCCEUT0/1TSyUfxF+qRxND3SeziVgDw6Gp3pA5MHj9BkeQNDLfcHVHVct64BdiUNn/V9ORKz1t2fQLfyBzWahUycIKO/DgCFP44qZZZwkGsfIUB9vaKu+OP4TOA2dm8CaCRqfr3uBV/sPIY5xJLDsVqnL6tU5/Eyd3Qlo9yKNnmgGhaDlY/DLL6C+mO7hiPupURZ6t4HNB+GR18H2r0uZCSHuJQnahRBC/G3UvEaWB1QLxlieRqMLrmq6oxw7y9SqpRNwdiPzh+4h6KUXwdOH2hPA6pfNOtjoxgUM8QWwnHOx911Xe0G3sHt3AtqVk3ivWMgz1COJYOZzjuSbbR3VH2FqwJaO+l+DarDnB2f+iOvIH3pFLITYX1caNMj5XL094Y2mS3mx4lyqnurJvg3nWbhQZ9kyneef1+1tKysUgy1T4a8Ljuy9EELklQTtQggh/hYqJlVtC74DNuBBbzxxziFgV73bw8N0isQfYv3gT/EZ+z64edjfuxoBBcpkvV4DTlGcII5W9mRcR8CqPtxc0THhb4xjW6sR8MJ43HBmGG2I5jhvsYV41dpRfQqaYL/+MRGcsmfUA73h8opSrBzTFz3xYyz8iK42mgcetZ8ksPkLdPllEZeSSlKuHMTHw5NPQoECMG+ejsGqc/5bnZr9ICwKYhNu7/oKIf6/SNAuhBDib3GIJIZgY5I9LtZyLIk5c0Zl2OHxKnvZN+BNjBOXOgZ43vywUi0UVTF8BqdIQsOF7/Dgz3Man224OQmSkT2HS2MxxnPWSYfvpjq2g4HxdMKdKCaxm9BiCVAPrl8IIDHOUevu5AQVi5v59tPHGTNtDGdjR5DAb/a0fGKizl9/5ZAi1wy8M8JAv6eMPNRRY9d+DZNJo317jenTdebNs9CmjYU9u2xsmKbTeCD0fAeuhd/JlRZC/D+QoF0IIcRdtXkzLI+M42ku0jilfjwnBw/CU09Blbif2PjqHLQPfkz3/rrDkJA6d9EtO4mnB5dpiWNivkYV4JV2YNEPYyOGzo/MItzDlQGz10DtdunWHcOj+JLEEtNRcNH5bnx39hwJx0oyfn4aixYZITqR2TP78dG8YZyLe4lYlqPmBVyxIvdrMONdGNgTHulmgRuOYvg+fQzs2+dkf3zzjZW1P1t5qaWVkFAYMQP7n0IIkR0J2oUQQtwVBw+aGTs2iqEbw3nJfI0B+DLW3toxa1euwNixMGgQVDy7mIVj/8RtzGzHqM80xq+A/i3BkOETax6RPIo3E3FTUyU5XrRCsnUFNoLBkIDPKwaeX/0xRN5It64TRl6kEXXwu1VcfphvMKuC+FvF7lEQHcdfwT2Y9dlYEizj7Vn4wMC8FaNPU3M0Jdn4aNqVTO/Nnu3EhQs6EcE6/lEWvl5m5tXpEB6Vp00LIf4PSdAuhBDijp09a2bhwliu1XPmRr943gvwYzAFU4PpLFy9ChMnQukTXzPlzTD8+w4DJ0eJSjo2GPIQGNJsahkxHMKJnvimr5PXwQVnIlXwrcXy7UAjvdbMgpCzmTbriQsNnMrAQxpUUqumfiRWqGDi5ZedIC6RK1t13Io9wpAxMwkPh+++SxnEmgcLZjrz1oIBvPd++tcNBo3XX3di0CATL/bQeKyamW9nxfHUSBvJuX85IYT4PyRBuxBCiDtWpIiJuiO82N8pmXeKeNMdb3sde06DTtXgzPYFfmb6a+co/OLz4JE6Cd9Nb34H+7OYCvAMTgzBhxJkmJRPg0gtmT7dxxMR6oF9nu34SDhl30pmKrGu7gb8NGY8/Sq1qhmwWnV8fTVq1lQfkTc4sctEheoJ/La9CRTWSWAbEczL9ZqoLwy6dIQli+D9D9TEgpmXKVgQOnUyMm+6K42qWFn/ZTgNG2RRCySE+L8nQbsQQog7oloiHnc183rRqzwDPIuXvRN7dhISdEqV0vGJOsj3b/2A/yujsgzYlZBIsIaDdqtDo84y4phPHEUxZO5GY4Voq43z590xmVJWqlQTXp2V9cGopjAqRraZuXE+gGErxlGh4mmSknSMRh+MRm+cnJIYVrM0U364gHMBDXOAjQRLeJ46yqiSnnaPwGdzIGT/dKzXHH3fMwoKMrBunRfRN/w4cyaKRo2u2we9ms3SF1II4SBBuxBCiNumJtU+rFvooF+nBx6MyCXDfuWKCtihgOUChqbVcRu2IOuSmJussGEQBKbE9Id0M6P1BMbjx8MZs+yqV3pYLOZTLiQlmjh3rhQmlaG/cgwWjs96++6gytpxSwaDDaOnBasWRbtnQujVS2PCBE9++82LhvWMjKnhw/YVSWxZ2pBX3irOpdil2OwRf+6Bu8qoL/hlKNO/foKkbFZxd9fw8jIQERHAl1/6UarUNYYMiSUmJu/lOEKI/y4J2oUQQty2bSTT1hZKd92T9/DNsYb96FFo21aninkju18cBSYt06DTtM5fhyuRjpIXtZgq9d4HtNKN9LTvKf26oaFQs94vXNxZjVN/FncUuKtEtV9JaPtc1jtJVKl/oLEHFDSxf3MZvj+1mtrLw7mqWRk92psWLVzZsEHD6OTF9K0X8Pcz8ufOHrz9SSyh0Wv4448E/vgj54x4q1Ywa5bG1Kka8+ZBcnL2y2qaRrlyJpYvL8CGzXG893ESUbE5bl4I8X9AgnYhhBC3ZYVuppctnIGaO5MNBXJc9s8/oV8/qBK6jBWv/8pnZb5FzW2U4/Z3OqpXihZ0NHiZMgdmYKSV5ppljfzrb8Ksz3RqtdnG4Ffi7JnreKMb3/g/CmcPZ1onIgFWnLK3kknp7Z7M7GeGMPezBymClU85zWmiU5bW6fe8ja/7FaN+DQNzJsCuDS8ycVosP/28hM6dbzBtWji//Zb9KNKnn4aWLWHIEIjeNifXKVEbNXJl9mdB/LjTjfGzs257KYT4/yFBuxBCiHxbak3glQ/jeSXSm7Gad47LHjumM2iQlfIXFzG9wTC8+wzl7Y+NjmA5Jybo1gBK+8OIETrvv3WZDzQjT2pumRYNDYP5W3TMj9l46Kk/mDjNjIenkZGhOh7J0WDOPO3ojVj4bL2js6My5nVVnnKV7ye2pyYn0ba5MWHNDc4TY89+v/OOal9p5NAhnfDgJGZPgB/X9uB6YmGmTJmDt7cBN7fsvzlQ+vaFkiV1Xh3tlVvMbteqIcx+E35YAwPH5RrnCyH+wyRoF0IIkS8/WpJ4w2JmTDs3+nu6Y8ihxCUkROfJJ60UO/c9H9YdReEhb4JXAN6e8LnqY54TlWa3wIABsLA1+P3kxSM5LF6/BPRvpMaVGtDR7MnzBeGurK7/PDzQNOtPQM+U/eiqi4sTbl4F0MxWChFJqVMlWTagCG9vjyEMM66u8O23Ji5dsrBnj4XmDeHHBfDz+kdYvrUNbfp9RNOmGdrcZNC8Ofj7w5e7n6ZTZ/KkRX1YNQtW/AadBuRtHSHEf48E7UIIIfI86HSb1cxgSyKX3tCpFKfh4pJ9wJ6QAA8+CAVjtrGg84sEDRoJTfqhG5wxucODFbPf18bDME41WnGG8++plLOF7XWzzujHx0OjJ3T8pkFJI8xaNoRTFyrZ3/OOimbSwm6wambmFVV5Thho6k9jyieixR0ni5FSFOKpp3Sef9SNyMhA3iAYi1GnZk21oIau2+xZ7+qV4cgmjQ2/16N/92HYdNVLJ+d0uMraq5398gt0fEzV3ec+0PTBynBqLUx4BTq9ADbJuAvxf0eCdiGEEHkK2A/ZrHRITKS3izfPxeiQnH2wGRGhU7iwTpjVRqFWUXg3HgSth4PJmdINwTuXT5+kZOjdCLo1hUQ/nUNGE0HZLFukCJQ0wXcV9xPK58REeWFOdtTeRLr68uzwffDcO5lXtMLDxSFiIjxbCyJj7GNeuXARLnGRQ+5LmDEDlrdTQXwJXuASiUbw9jYyfZaBb793FOUXLgQX9hrYuduXDgN/5WLCdzme286dUKiQxtmzcPXIHmLWvgyWmzOxZi/QHwoVhM27oc9ISFCDaIUQ/zckaBdCCJGrvVYbTRMTeNbDiyE3dEJvqKx35laNV8Jg70EbdZqbKWXcRfEO1/i+82/QaxJojo8cmxm+nZ39vpLMcOoKhGo6L9hsRNmsuN7KUKd35IijpeLu3RpmzcqFax5EX/ZxlLyoxjExYfw6uSysmJZ5Rxr8fhQmfAeGUGjbAm7cUFl3nThcKI0vCYYojBqMQuMBSvBVuXg+XJxM5Zf+wvPJwyRhtne2KRwIPy+GX79tz0fvPkXUzfGrWTCmdKo8dQqiXR6k1+iWXNu9MvcfgurnHgC/fwNHjsHMLyA6Jk+rCSH+AyRoF0IIkaOfk808kpjMC+6efAx8910yly+bCQxMXSY8Fr7aAoOnQt1mNqp4r+Hl5gt4vH1h6Jh+YiNV2TF/afb7uxIKQ2bBEmysiIlnpg0KZhGw/5EEbbpChw6O5xZ0flnckh0rGtt38kNkysBNvyCo3SbzjjRHlr5W6ZvdY6BrV3DW3ClPR3azg+PsvLkor6BRBicWcoMSFGQ7F7lMxK3NBfhBzy6wdgNMmAwxOQTUXbrAjz9qrFrlxDXXDrw6uzvBweRJzaqw9xcIKgSfL4HYuLytJ4T4d5OgXQghRLYWJ1jol2RhpIcrk1MC54YNnZkzx4lKjrJx4pNhxNfw7DuOgZk9fJbwecm+jHCeSlDRzMG2psPMcblc9CAbVE2ms9FASZVKz8JHCyHkOsye7ejjbsCgGs5AiNXee/3ls2BTGXdrMsSmBtepBwKuLuDjoZrCA3HYy2HU7ixYibY3cE89frXt53CmHcWwUQAjgWzgLxLtHeShfHn46guY+SGs+glGvgHmbDpAzpqlU6SIToUKBubMceb8eTiiLl5SGHnVq6sj8z7xE7Dk0j5TCPHvJ0G7EEKILH2TYGGU2cpYV2dGpAlfa9c2ULOm4+Pj+ZnQZSR8sRjYY6G7xxdMbjmSgIHjMHi7U7tI+m2OfhfC8xKX+up0rKYxxd2VYsbMH1WLwmH3Mpg9EXtXF8WGxqOdnGj1oBUS1cP+IphjIeR05n1YwDcJShUCVJY7wXYr5e5FABVpwhF2cpULt1ZR8X3/ukaa9nbhL4ryB5dJztBw/uFmsGge/LganuqV9enZbDAzZWysGqxbt24ib02tSMjqIWDLYealDJ7uDC0fgif6wODX8ryaEOJfSIJ2IYQQmfyaaGWoWWeUhzP9TAacMpSnjPsKKr8Mi1fAm2qy0WPQvsYaPm47gsIDX4f6/TAUN9FSlZ6ksX03JBpyrmdvMwpw0ylt1CiRRcCuHP8Mru1wtFA0mSCe65zjU5qVLUCJEha6d48m7IbNEYP7F4eHnsq8ERMUKgNVSjieLlmiUbDgzbdccCWAG1wnjvTTkaqyoMGVnahLYW5QnDdZiy1Dx5gGdWHrevhjSyJHGJbrb9jo0c4YAx/gocFvk5Scc9vIjB5+CN58FT77Cl5W104I8Z8kQbsQQoh0XWL2Jtt4IsHGYC8Tg40arikBu2ozqGblnPMrTFsJk3uCvze0eVinbs3d/FD+Kfw7DoHaA6k71iXrkg0buObwyaO6H56N02k/1MYkT+fMq+vw1TWYdgiWfgEVK6bUrScYqZxUACfVu7GCBxfCNfQYnb8aaSReOQvfq76RGajjC4WPP4avv9YpXFQNEk29OXGzeOBhzrrNpGrvPhQTZXFlP54k21P66ZUtA6cOuNAk8F26dstYKqPZZ3Ft2dJxkQIDDaxf742zny/66lJgzXtrGPXjqVUdtv0CC76GtyaCJWUgrhDiv0OCdiGEELcC9gNmaBxho28BE29rmqNGHDgbDFsPQ8HOcPIs7P8E3pkNIT9bqWj8k12Vm+D61AvwyFtgMJEQAxdGOQLKjE5vB6dsksnnrDqlTPBToBMuGVa26rAqEp6dr+P1q27Piqv68+PHwce7AD0GduQ80Y6dBoDeJ5RTl7zpWvcE17pn0adddYUMguRksDhZ6f6RTliawaObv6rITx/VIpYYrDfb0WRYfQ41qEABOrGL6yRlWiYgIJl9Oz5m+45I3k5Tx6++HTh9GhLTxOZqNtVjx/xxre4B66qBHpLn30x1ynVqwIqvYdY8mDUXkjIfjhDiX0yCdiGEEHZ/JEKjMCv9fA18omn2Gvb9x+GXnfDgszBpCfRs4OihXr4TGC5Bu2Kr2d2rMdrjL0Cr6fbocf9pqFEVTCmtDdPJfi4mNifq1FrrCI6zau8YYYXHj+sUMcKnn6osNWzerOrBodezkXz++W84U8SxjzEF0Bu50r7hed6+0IXuizXOhmfYYDLcOAAnT6rpVE282s+Al1v6g1VFMutZSXSaLjHpl9CYRy1755qXOMRpNZo1HRfKlBnE0mXLSTJc5MqVNO+4qG8KNA4fTs3S28+73H4oUIRrxwbxyzr4ZT05tpBM65GHYeZk+G09LP0++4GwQoh/HwnahRBC8F2sTtcoGOpnZJaz46Nh+2F4/g1Ysg4GPg5LXwejC3z6ObQsDov7f8cv3Xpj6voKPJyayZ6wGIr4Zw7a1/1OuqA1owE3wDzTSN/OmQN2VQIzVwWucdDiqJq4SWPaNHjySXjxRSsffLYFF0pQmnaOTzZVMjPcmwQr/P5XY5zOr2HoajiTEnubrfDFZti7GxYssNpfGD4HItOUr1etaiIgoRyxZ4P44vNIZszIehpStbteFOMa4bx+5BzTpiVy7lzaJfyo1aAFlZqtY+YX5+3HrWaLLVhQo29fVZ6TIbI2ukGVOVzf+BfrV27l1ddh/PswfWZKKVAunnkSflkON0Jhxqd5W0cIcf+ToF0IIf7PfaWC9Qh4owC856xx6Sr0eRvW7oKhPWH6EJjYH/q9A3O+VDUsFp6o8AVlzw2BwChoPD79Bl3Ayz1zVn3ZCjib2oglnRkREGx2tFV8/ZnM76u48+0EHWZY2bHDxuDBOufP60yaBB98aCNJ+wPbzY80VRZiho+qwsTJRVge0o+ZT7tjSYIBa+FqPJgt8P73jsUfeQQat9Ec9S5p1KunUSCuGOeOe3DN+xhvvBWabba9M4UphAvnnK8zt0A0wRm25Ulpnm7VjLJNfuODT0KIS5eQzyKqdi3CA02bM63nYOaM20m1yvDmeOjTH/r0g0VfkatXh0KhABghg1OF+E+QoF0IIf6P/RADI63wRiGNwc4aLZ6HDkPhwgXo+xj0eRyGvg8PPQ/LflHF7cngHw9JO+HGNXhsJWgZUupe8HgtcM5YHmOD2R9CQEqHlpvmxsPbkRClZm7Kpt94xws61i5WWK1z9qyBxo11xo2DPn3AyQl88OECkakxsBWeKabxzDNuHD/nyTc/1mROV0i4Cu2+B12DJQOBM/DAA0bKlzdkGTurF81YKfHEcdasVXciWfPEif6Up0MFN57sk8i8YjGoyVXTX5ZyPNPsUSavmstTPWLtbR8dH8OZB9ziXAAqjofKDWlWuxd9njrBhl/hhT5Qry6MGg2NGkOjRuQ4KVP3p6B1Kxj0cvbLCCH+HSRoF0KI/0OqZGJLHPSJhWE+8MvLULolHNkPa2fDD59AkQDo+xYsvQS7jFA8Hq6eN3F1wVKeNanZlFZAmQ6gpX6UfPAd/Lo/8wBUtT8VE1etBM7O6V+/EA/T/KD8JQ1Dmu4tNz12EH4tAOwzYjBoPPGEhSlTNPz8tDS5bhNxN6PuxNTgv6BbJMvaP8v778fz0xKd1S9A7F9Q5nsYPDllZihVc6NK6TM3gOGNNzyY+fCzGHVP3Ooez/Z6mtAoiivHSeKXcU5sX3+JPnoiiRnuBDwoxtPVh/PCoiHUqmO1n/+335qZOzeL3uzOflBgKgPf2srBZQOpVyOCRg2gz/NwaD9Uqwq7dkHNmlCuHFitjofjZsBBDdRVQXuHdjBqlJTKCPFvJkG7EEL8n1GB4oFEaH4RHrfBqbGwfQ/sWgzXVcDtBN/vA+dH4IcjsH8iVNJ1zh25TmDYSgJ/Hob7EzOhuhqNmj6dHhsHX/WGKoXT73PmbFgwP30liFmH+ZEw4wYUMjhKY4JV4j5N3B5jhevhYCunU6FsIsnJRpYudcLDI21wrxOPFw0Y6Xj6GJCyfwM2HqkZw+xpZq5fj8DdCCfGges+7J1inJ0teHgkOUp5ssjyf/xxHEULxnH4TByXuZzjda2EH30oRYx+nrCeLpzcf4zOukX1s0nHGW8KB9oY+lNP3p4Qxzvv6MTHZ9ej0YOomEBuFDJi00LtPzx106N6xc+Z4+h8o8YJqC40xYqpbjUwciRcv546CNVohHbtoEoV+OQTxzpCiH8fCdqFEOL/zO54qHUabJvh1/Zw5BDMnAhXI2DTUQjsCa/NhNpl4IexUK0EHP88GeOKQNjVGzqMgwbPZ0qnh0VBcDwYXLLOtJcsBV5eqa8dSob+N2B0QSgfDgnJkHYupatXoedPOrv7m9HC4zh61NXeR11l29Myc9V+L6Bl+EhTrwUbjVz2jKPQgenMm2dl7VqrfR/HJ6qejTotWzoxbpwfpX3AQ91/ZCiRefNNL1q0cCJAL8IRzhCVKQRPpfL9PrjSeLyJDVcLUe29APySrtOP5EzhflNtAWWK+NHxw5F8OPM6Fy9CVFQWqf4UrdusJ+JaY0j4M10WXQXkqn3k5csQEgI//ABbtkDlymqyKNi9W+fPP3X7z6N3b0cgv3Spej19Rl4Icf+ToF0IIf6PqD7nD58Hj43QZidUawCDh8OeYGjRD9oNgWcrwDuPw+650LJ2yornl8JfHlByLDycktHOYO1u+HxVNjvWYcwoqFnD8TTJBj9FQCkrVHeBUdPgwUqp/dtV9nj4cAs3PjBTKCqGJ580ZtnzXQljMTY1qdJNKhi1whHdxlynWHY06kD7EZ3o1cvC77+HOYJjldjeYuZyVCh7L8FbHaBqsexaUrrQg+4kksQuDuR4fRsQREPc2U84i5cXZaFrEYoSxVhiUJ0lb9Iw0pAPqFs9gK5jlzN9usauXVlH0U2bgp+fStF3haMtIezXbPffooUjIH/3XVi/HmbOdLTGXLRItw/gHTHCEdw//LCaUCrHUxFC3GckaBdCiP8TX4dBvwSI/xUM34NvKfj9BKzcBB5RYIyGD56FRVNgcM80K56YBqsHQrsp0PK17HdggDb1oFrJ9C+rSYR+XJlaM66y7q/Fwfwb8EkReMzH8d7EgeDqAmFhMGyYhW8vJeHdSsPJyZnp0x1Z9qx44IE17ceZDeqU11npdJVmyTF0270MEqJp396L336L5epViyM4L27gcLwbg5bC3uCU48tiMOrzz9vw99exohGaTb/2tOoTyE77ksk4o/E2vhQlnklEpwvcnfGkJkNoV68wtR86y2efaYSFZT6AAQOgVCkV6X8CLlFwQX1NkLNBg1SgDl98AWPGwLVrsG6dzqhRZkJDzYwdqzNwIPb2k0KIfwcJ2oUQ4j9u607oMAdGWeDGQjD+AN9Mhp6tYfUEqOAOcz6DT96Goc9nWPn4JFgzDlougrr9s93HmSsw+Xt46EGoEJT+vfPn4fffU5+rsPTLYPi2lCNg//JH2JFS9fHkkzpPPhnL93+F0mmWC3qwhSFDTPj6Zj8rkyuunMExc9LKcIgqDFUfPEYPkystKATx0XDjJM2be1K2rM6AAedJTLJRpJqJ1bMLUM0P+i2BU9ez3v6RI0n06nWNx6KeYEb/8qxlc47Xuwb++GJjJjcwo1MAE8PxozDxvEksF9Ms64Y/bau3Yuycfew5vYMnn4wnOTnrxuq9eoKt1CLgKIRkMcNrFtSNzsiRGqNGaTz3nIGmTR2PgweTSUiIt3fgUW0zhRD3PwnahRDiPyomBirWgG7Pws8z4LVTcOI5OPYtPFoP/F3g1ZEwdwFMHw89ujjqpG8J/gR2ToT2i6Hq45kL1dOIjoc/z2b/qdKrF3Tr5vh7s0jQ4qBJSn37yTNwLRwefVTVZMfyx6EQHnqnII336exclkCjRgZcXbPf92ViibA3Zwcvb/AsforfR/pTNqKAo7FNyRJQ29H8fc6c4pw/n4TVpuNRDDo0hCndoIwJIp2yPv5+/bw5fDiJ7rXLcGqjiatk3a89rZE8wFkuYkv5esEfJ17DHz+ieZHEdJXxThTkwI/tCT5VjNGvf0OtWnFUrAiDB6ff5rr1Gng8AyVmwsU34Lpqmp93JUtqdOhgtD8mTnRizx4XYmJimTgxgU8+kdGpQtzvJGgXQoj/kGQzxMVDxc5QqiKcssH1L+Ct32BwI6hYBMqXhNNnoGVHaN0crhyC7l1S68nR1UrfwKYxUH8+lH80U5eYTGzwZG0Y3THrtwsUcDwSbXD2PJx7MM2bKrF8ycbVC5c5H+yOtqwsPs1M6DeSmTTJlYYNnXLYrQUrRjrwNjZ04gzhbNsRwKWDhdCtBkfJy1/HYd0E+/JFizpz7FhVatU8AtcdGW0/T/h2INTxgrIfgDVDaXmxYiacnUsQHHwNF9dwEjDb95qTAFztpTG9CUm9Bpj4hCC8uEprzCSkqcUZO8KPhxp4ULx0JFeCkzh1KpLg4NRpVbduBV9fo70n/s6/nuLVme/CuX4QleYrjHwoU8ZArVoGYmM9mD/fwFtvxeLtnYyHRywhITbi4nQSE2UqVSHuJxK0CyHEv5ya3fPUeTh1FvqOBs8gMB+HX46C8wIYWA7GFQWTES5cguMnocPT0KUDzJgEHu6OLiR2uuqx+DPs6g8VPoAqT6frw54V1Rv8YigYC6QJ/G8em9kxqFS5lgxNjoCrDdxTNhkTC+EXoLDPBQ4f9ifGy0ipcgZe3mFh0qRE/P0N2dayKxf41p5jD8eJ3cQx7ZiN6Au+uN78VkDtR7VSafPmrXXc3AycPFk93TcHLk6ORYNi4VyWZTIXCA0N4sCB8hznLL/mUiKjLKIhUfzFtTS9JJ0x8B0lKUIEj9r73qS87qzZfwZfn7/B1otTKVc+CW/vQEJDHXcQbm6O5c6ds9GggZG3PgkgwtUDLBdBT+ntmE+aptlbZz79tAsREb707u2ExWKmSJEwPD3NNG8ez7VrOd+cCCH+ORK0CyHEv9SW3fDz7/DNSqjYAirWhv1roH0TmLgamp+CvkVhRqAjPt1/AFq0hRGvw8k98NXcDBUvaoRo2ApY1wMCxkLtl/J0HFGx8OzrUFMNlsxABezPp9TJv3keTDrsrg6mlP3+9DvM+QlmfV6aK96u1D8B9QuqDihWevc20a2ba477NmIinETGk8hWYugY78nTehL2Q9HVNw/ObFsfBPsWp1tv/T4t80SkHrBlPLy+FLadzrgnV9avj8NZc6YoRbFl3WYmk2oU5LUMDR9Va8jvCaAIN+hLAqduvePE9gnDCXH25o9TX9CpcyiDBsVx5Yrt1s1Rkyax9r9v3/k0c5a/T+jREfyx4TK/3V7CPfWYNI1PPtF44QVvTCYfXF0jKVgwnqlTo/j550R+/jmen382Y7NJ9l2Ie0WCdiGE+JfZsRcmz4Sn+sMvG6B3HyjmDCP6wdy58PPP8JoJXikFs4vAyVMweSo83w+aNIQfFmdTnn5gLhx8DmqqPuyj835AGpQpDqNSatYzKlkSCtSDQ7HwQUkomLbaRYeH6kL50jAwBPpXgveu2vj880RatMgYVWfmgRenuU4cZ3CPTmbjn0mc3JZMVErReLLFxL4rTaBY5XTrbT2kZkPNsLEkmLsMPnsRfvoTfk1tiU7fvi706nWJAnjRjsZcJJSruXSSUcH5eKpwnRC22qdpTWVE41OCKEscY4jjMPDEEwV45BE3mhiGcx1/PMp/T0jIJUaOVB1vbma83e3/ryZLConoz+sfTWTNH9/RpYeFyR/D5OmwdTu3beZMI6NGGXF19ebZZ/3o3NmdjRuT2bgxkWeeCePDD8NZtCju9ncghLhtErQLIcS/QEICPDcYnhsAazZAIX8wxUHoGfA1wXwVsE2Ghx6CDyLg9WLwbiHHpDv9B8C27TB8CHz0YWqpRTo7JsH6V+GSE1QdnufjUsn5Ie8Dntkvk1wK1tSFyu5Q0RFz2p2/BJ9+BW0fgt+tEFwcxjrp9sBw3jwXOnbM6kDT0zBhQacffpSJKMnqQB+efN+LUsUd73s6xdPB/1PmLXJkqG8KVSUwGdui2+DdOeDhDJ1rwMsL4ZcjjrfCwz1u9YPU0TjBFS5wLdfjc0LjaYqzGtVTMj0vjLxFAcph4A0SafqihfnzjegWJx6gO2WrFWPMrN9o/UgoEybEMXGimiQp9Y6nZ0/YdupF/rpUjpkfDrH/Tly6BIOGwXN94bk+EHcb8fU776gadyPDhpk5fdqJyZO9mTzZjwULPChc2Iivr4QOQtwLGaoPhRBC3E9eHgG79zpKIyKi4ZsFsOZXmP0RTH9fDayE0a9BzZrwwzX4MAReKgndnCAhDtq3B/8AmPmxY5r7LO2aDDsn0Wnjt3w/vwjZD/vM2tI1jkmashOiOsXo8EEZKJQmeR4W4SjxOVcE4hrDHA9wsemsXRvLnDn+ue53DseozHU6MojCFGGNY1pUh5sBuQaFPCNoWXY/kPpVwNK1UDTN7Kw3l705NrRqcXimHgxYBN8Ohu7dnXjyydL298pShIeozrjx4Ux5IpmqVbP/RsCEgab4sYjTrCSBzqS/EfHHxCjVEnK6lWcbRjLzBx97fbsBd0rwKKbqv9Kg+lpmftKKHTsS0fWAWydZrx58/z207NSF8OsB/LHiGR5r/629L77ybG9o1swxXqFWLfj0U/JEjSEYNMiEi5r0alQCHh4uPPGEOv+MF0wI8U+S22UhhLhPqKy1Cs7V48uvoHBx+OwzmDUNfv4Bdm7QuXFVZ+pkVa4Bjz0G9etDjRqwNRz6nIDOhUDFVg1rQ7lyjm2tWJ5NwK52eH4B2N6m65+LeHfao5gK18n3cRcIgA0fZH49KUmnTh11UlCY9AH7TZ1bQ5dnYVogPOEMdWpGsHt38ZyvEzpf8hcmDmMkmUKUcLzhCpqfvcEK9rGfKQH46ciiPDS8MbNmXUq/oYxjLNXxpQzI9XSD15+ETuWgwxTwLGqkTh3H1wTuuOKLF4FDD+BcNgJdXcccFMeN4RThMjfsx55RQdXB5kIyp6OSGFbjKkma447DGQ+K05EbeLBinTPnz1u4dk2nY8fUhpFqjK2LRWPfgRqg/YBfQm/q17VRvx7s2OoolZo3zzHJUuHCEBQEGzem/p5lx8VFo18/E4cOubN5czKbN5tzPU8hxN9LgnYhhLiHVPmCmq1SPdT08sWLQ7HicOgIXD4PsWFQqgTExUL1B2D5coiIgBdeAKeUlPiVJGi1H14sBYO94JGWjjIJNanRoUPgo2YczchmhXMr4dALxFwwsnh8IR6oYMypFXuWQiNAcwe/LJKwKsaLjISuZWFaxQy7t+mEh+usXG3l881QqAhEhVvQ9RgKFsz+o8mCjVVc5juucYUQdnAI6820ugZDC8DzKaU6oeGOuL1GqYtc/nYtAwem3rloCVCwQIaNqyYsqY1ecHOGj1+EdiWhyjhISNOkxQ0P9g17hEoeFm7cyFhnQ6b6dV+cWEYia1P6yWfk6enKD86FKambqKpHEK7abtrXdaYCPdH81nEp2JWCBTWuX/ciOjp1nwXVjYrmBdoBiF0JN0aCnoifHwQGQvXqjt8zVSqlBgU//bTjJk7N8qpuAtQjNn31kJ3K+AcGGnBzc6VNm3gOHLBK4C7EPSRBuxBC/MNUhvPgQVUnDa++6sh+tm7tmHxIdVsJCYYpH6jAW2fPHp3q1XX69dMJCdH4/HNHa8CbwbVq5nEkAZ7w1+kaovPuOyrD7QjWXV3TtHLMKO4KbO3CVXMhxm9ayLHExvkO2JVaXeDBlER3RvuiVHCo8/0yMGTYdkSETpv24dA+nNGdoewpqFPnPHv2FLd3MskuYF/HDRZygyFUogpemFNS44kWOB4KmjXl2ligehMwG40Ed2pLUttpGNIchIs3fDo+ww5UhJ8h+6xW+WYkdCoGf6a2eaEZlWle2onidRM5cCgp12C2EQXohQfniErXn/2md9/VeLi5xm8EUkm38bDtOqdtllsDWk9j45LL5+w7cINdu5J49tlQQkIcB7tnDxhtGgdPVIEin0PcNE4f+sHea92+vub4PVAPNfvp1asQHAzVqkGnTqojDQwdqrNzp42dO3UslvTH98EHRvr2daJBg3B27Li99pJCiDsnQbsQQvyDVGz3+eeOWnP1pwqwe/eG1asdE+jcjFdPnlTZdCtvv63zyCM6v/2W9fa+vQIrL+sUW+LYziOPwM6djlKI7A/CCqeXEXI1iAWbJtPu2a7USt9cJV9+mZr5tZUx0GqXfWdZr+Ssw3NxlO4TQHUTjB4dS40aHjg5ZR2wq7KSlQQzmwu8RA3aUNDedlENClUux8DwTbeaqzhq2nVIcHLli+qdOJFh0KglHJaszrATFSNnUzLy3Wj4eh0s35L6Ws23L/DSTp1uvYLtP9fclMeDX0jgHNnPPqpuWJYb/HkAF/pZIjlgcwTJD/MC1wnkFN/Zn//4YwIjRsTbg28lLkb9Tun8vqUkGGuy/sd1hF7PfuZW9Xu2ZYvGzp0aixfr2Gw25s610b69mXnzbHzxhYU1a1KXnzXLnZdecrd39fnxx/SdcIQQ/wwZiCqEEH+zXbscAwZvKlQIhg1z1JyPGJF+2agomDDB0eGlTRuNJ5+EUqWyzq9MOw1vvq3T09vGsnUwZ46BVq3yckBvEbF1NsM2z8G/1lO0bHh75/XpN/DSs2DI4vDeOAWJX6rIOfObKsB9x2Sk6JASfKImdjqayJEjIfz4Y3FcXbM+1885zzdcZCQVaZlmm/V52N6r3U4F7N4pb6hdW8DZmkyN4DUcKV7GPhdpERy1Qs7eMGlU+n28/AQM3pd9kDtlABR/CiIt0KcF1KYEmzFjtdl4991Q3n5bDRLNXjMK8CsRfEMcY3HGLZte72piqI8NPoy1RfOqOZppJm8eNDrxED3Y7f07z3+4jrKU5Ncf3Rk6NJ65c/1xdTLyzDMwc34tHl48i4F9BoLLCLB9CoY0LXuyULeuwV7zrixaZOH6dZ3gYJ23307gqafUhXSmf38npk71tI9TmDYtjujoOHr1Uh11hBD/FAnahRDibyqB6djREaBWqQIPP5z6nsqGZ1W20q2bTmhoAtevO7NkiYlq1bKubfnmAnx9HbZOMJO0xkqnFc483xsaNMhDfcupwVgOfk6Xlb8Q7tWCb3re/jku+ckxC+qrz6V/fcIJuHAFnNaZ+WKlS6b1VFJ6dihUnw0dZsDYedE8/bQPJUpk3bfmY87wA1eYTDXq24dtwmH+5ArBtKQDRlUioy6Ve5qadLUTGzhZzTwQvIuFxTsSSsVbQXtWpeU9H4FRb2d/vi7O8MGLMHqeo36+T/OSbOYEXb82Mue58FyDdqU3gbxKMIl445bDR7CfZmC8yYu3kuMYmBzDVy4+lDUYqePZDP+Ru0hmH48+2ozne0CXLuqmopD9m5a33tLBrSEEfAHXn4DQLhDwazaN+TN77jnHMSUk6DRqpP6mM3t2Ej16JNrHGri7q2y7OwsXxrJ4cSw9euTQ61MIcVdJ0C6EEHdJaomEToMGsHev1d5q74svTPYBgTmt07kzrFkTzeHDXri7a9m2Z1x7FV4+qhM+Pxl+tbJ3hyu1amnZ1oGn3dGQiRoDH9tG2a7bODW/Jru+h2JBt3++KlAe/wIYDenPZ38ELK0HvZxsNG+eebUmp8GyAzgKP/2kWhGa7T3APT2NmUpi5hHCD1xjJg/ywK00OkQQRjxx6YpvmvjAmJvXWZW5pJRfF0kOofmZxewuW5Eg/Cmk2sRkPR40RyYjPPcIqDGir84CXw8IrXuOEg9Xst9sdet2ge++K5njNirhjgs2ehHDKgpgyGFm1UKakUnOnvRPiqFdYjy73TwpoDlRivpcUINXq4Tx0081qF//AtHRAQwbptGrF3z0kZVXXqkJXt4Q8xtEN0H33pL770gabm4a7ds7bqLq1DERFeW40g88cI3atV2IjdVJTrbg52egbVu3fG1bCHF7pKZdCCHugOrKoTpvrFzpKHtxPMz25/HxRrZvN2YZsNtsaj2d997T8fPTeeMN1WnFm/LlVcCedQCkBp2GWnRifkjGY0MSu7e55C1gt1lIPjuJywd/JNKykxKta+Llqd1RwJ6UDFYTlCqSmsS12ODNI/DbFQi0V5tnnhwpwQbnEsB3Amz5WSciIpwRI4x07Ji+xY0Vna8J5ksu8BFV7QG7GpCpmM06MckqKnfFgMF+oxBvBncDBKQk69UgXPvSmprgyEYTSzGqUIRY4h1tF7P79Mu5kgRnJ+j7KIzuBD3GQ7OjbfAyuHD0VDkuXDDby0dy8y3lCCMkwxypWfPVDHzt4k1Rm06FhDhidR0jKnBvhE4ynkVDOH26jH0swNWrGr6+Gm+8YWHZMgv47ABTUYLPnqJTp5Tm7behUCED5csbKVfOQEREIIcOFeCjj1xISkqmR49oPD0jCQ62Ehtrs08CJoT4e0jQLoQQ+XT9umOgqHrUq6dTsKDVPlD0xo2bD2eKFtXs2UrV7zqrgP3336F2bZ2vvorlyy+TqVvXkd3MLgC36vDLBZ3+7ycxubqN2Ghv6tY15h6wW5PgzGwmTUliZ2gnWjzpiq+nxvE/7uzHPnQcXDgPTmmS48suwZy/YMVD8FyrOGJj0/RPBK5aoekhCFkFWiIcP2bml19svP56kH1Cn5vM9raON5hPMOMoT218bgXsytKlOlOn2XDGBTUNkeoc8+DMNBMrAQsXgJ9vSpmMqSqG0u8SQyTruEqMSsNn1wQltQV6tlRp02s94aV28OhbRvZGH2CJh42QEJ2BA2/kur4LBgrjSjsic9+ZulHQNP7w9KaCrlMxIhbVbV7drAQTzVF+wuaqpnd16NhRY/Jkg31sRGKSCwSdp0gRb1Z93hNsuc/gmhP1u6Z+R9Xj6ac9iI0tRnh4EA8/HEOLFueoXv0CHTpkP8hWCHFnJGgXQog8Ui0aV6/WefFFC889Z7MPIt2+Hfr0ScjzbJMbNjiy8itWqKDfwMmTXjz2mEsu69j4/oxO96mJjCliZejQzBnsLKnOI+fnE3z2fU45V6BXGyjiBzt+ynOJc/Y0+Pp9CEqZuDQqGfaHwdBy0Maewddp00ZVYKbu6K1wcI4E1znQpqXqH+9MrVqZZz69joXZhDGMkrQm8/sFiyURWC6JDnTGD7/UDHmR1GVUL/Kwa5BscWbLsSIQugQvDMQSwrrtZizZTSyUw4RDGX04GAY1g6t7vXDxj2Ht2uI8+GDeJiD6jtLEcp19aRvD52KTuycP2ox0WB3L6tXxBJ5rh5US7Ocn9FtTwMKgQU6sX2/h+HEbaCYI2AkmE+dPvs25c9x1q1eX4OTJcuzcWdzeFlII8feQmnYhhMjFJ5+ogXlgsUB0tE7FijY++MBARfuEQRqffuqZp2B9714LkZFGeynDrFl5u+xLl8YxcKUTfV5yYnwZG6+8kseOHapm5Nr7kPAJ280f8c3qHpAAvZ9Us11yR/YfggPH4ZlOqSUvb52DdZdhRr2bS9n4+uvUm4O9SXDwL5hcFbq7wJfzHZNDjRyZftsWdNYQyXAq0i6bvFK55iFU57yaD9TxggYFCkE3xxhVu549Va96nekfmfE+34AmLcrTiCoc4DJ9RyeRHJ/NjU/O8yRlMnUIBLZ5iLotjmOtFMDQSq55Wk+d2aP48gGRfJfFjUlWjJrGEmdXBm4Jo+OfyTzmptO4cQfq99+Y/msGuzQ3DwZ/LkZ/zfCxe7Bao/n4Y3dKlbr7H/+FCpl47707GSQhhMiJBO1CCJEFNUBy6VLH31u0AF9fCAiAtm0NKfPd582pU2befTeZSpU8KFFCY9Ag8Mpi9tCsqNKZUTtsvDHWjaFVNYyN89Fi78QrUOgzLhX4lhlfPoZqDa7aM44fA255iyuztX0v7ErTGjHBAivPwtf1oUkgfPxxApcvp94ZHEmCgcegug7ffwwRYdlv+z0u8BA+6do6ZpRAIrHEpXutoA/0STN2QF3n8eOjeG/6GcbuKMuPLr6oe4yHqYI37mTXwVyNG3h5DMz+kDybMQqWa2fYSmmqZlHHnxU1AHUwfrS1z+7qQzey7pyTkbe3gY8+8Mf1RAKf74bVk8PpvPMhrBYDFhKJ5BoFKMngwc7Mn5/Mhx+64umpyrTK4ONTHGvSZ7g4NQaq5/0EhRD3BSmPEUKINC5cUHXqVgYOjKZcuSRefhl7Rw71aNs275fKatWpXz+ezp1tREcn07ev2oYRL6/c61IOHEiiXr1LjNxs5uoATx6vbCBNyXfujg4C/0/Bbz2RsY+xeSsQC00bgF+Bu/DjNsBrg6BmFUdCv+0a8EtyBOxK+/bO9vaAN4UkQBknmFQDDmyBhNisNzucs/yMmYfJ/iCPH7cy9i3VNcaEIW3eKX0MT9++kURGnmDD6iAePziDOtfX2V+vRDHckpxTW0NmoBvhh4yTLuXiyVYwWmvAprOhvPtl3tfzw8go/NhLVL72V0jTmFTJjW7dXGCJB8+NMdrr7OOJ5wA7ieAKTZoYGTTImc6dY+yztarB0PXrO1G3wTEK+XZDt4Xk7ySFEPecBO1CiP9bakCoKnlRDzWgNCgokaeeusHPPxvYv9+T115zpl49RxlHfvqzq+2pKeIvXw5m0yZnvv7ah6CgvAX6ly+bad7iAnvdjQx9yYfr1QyUyPO/1DY4/BrEfQY+O9Gpb88ca6oM5WXo2J47tmUnjJ4ApYqCtyfU+A1OR8Hv7VKXee+9WL7+WsPTE84nwJMbofA18Hd1tEs8eMBeYp161Daddy06m3UnVlIqx/3HxRk4c9aFpjSgXMqyld5XkWzqtoYMiWDx4uNYLA9Qp7o7uiWaJ6q24UtCHZ1jnMCi6azIqoA9h1lRs6MGyZbCG0OJa+z10Zn5Q9r2n9lzQqM8zizHzNfZjozNPnBf4GqgRUkjfWvDgZM6XhSgIvWIJNx+nqrP/6FDFvvvZOrBTsLgUghLXDV0XQaNCvFvIkG7EOL/igqmrl5VD50ZM6wULGijRAm4dOkMZ844s327PwEBGgEBBlxd857eTkxU27Ty9NMWChfW2bJFbbOsfVteXrn/UxsaaqFQIQslSp0gvpQrwycVZnR1AwEGVcuc0/no9nMJD08GyxQo9yHU9kR3CuCvcxo1W0GXRvDBO3dey64kmx0lJO5uEJ7o6JYT6AS+abYdHW22lwAlq6B0E7QxwLSHYeBA2LoV/PxSa92T0Bn5VggfBUax+HQxCmNK1ykmI4NTMk7OcSRcLYAl0dG6Jky1GUy5xPPn21i2LJjNmytTqJC7vdS7cuxZ3jw4h+kksFrNYJqkE1BQJ8Q+yVH66FrTISBNbXze6TiZ4kh2TmT4DJ3f9uRtrdq4MA4PrhNHcoZjyY2nprHe00jZ61Ye8FGnasAdL3bHHmVfwgGsWPHz86ZMmYi0a6EZAjG4quz+nXWTEUL8syRoF0L83zh0SAWNSZQsmUjXrja++y6KTz+NJzgYQkLK4eFhwGDIf1uV+HhVfw5du6p+1VfYssWMv7+W522dOpVI48YnKVv2PHo1L+pPKcGUhqr9Y9bLX7oE27bp9oe6OShVSufNMTvgwjTY0wii1wLFqPoQuDlBxQp3oVvMTWom0Kfg2a7w+G9Q1AOOdEt9++JFC2FhKpjW2BMLRXX4riOoS5Ex+6w6pn9BMluKJ7JyhU7FCipcz/5AVX/2YG5Q8alL9KtThrVrHaNGDf5QK6XNe//+RkJCqlKvXoFb7TA1r3K0r/gmr+DBBMK4ZLPy+Uwbh7XD/JZh5Klmg88+yf9lKYArb9CQku3iebSvmeBLkJCHCZzU+QZg4is0duR3FKw6d01jV5CRRuFW4lUpEv6cnv44M388yzEOc+iIRrVqGkeOqK8Q1A9AffWyDIOpI8nWalhtB/J/skKIe0IGogoh/tNUgLtunQpWzBw8aCImJp4BA6x8/LHq2JHSLvA2qSBUBesxMY6ymG3bVIo272naCxdsbNgQy7x5l6lUyYW275Tm6CUj7e3Tx6eXnAxff63Ow8rq1QZWrrTSqZMRPz8bgwcsYupLpyDpcWia0ntSB2cXeOVZeHc8d0VsHKxZ7/j79hC4GgvrO4EpTfpn3z4zFy54sCLcxPsXYFCGcZnt2oG7u8rCq4DdzBo0pvUvw0N52L+albNP31gG77WS3DOC9euhaVMPXFwNLK2dw4pJN+DaJnp592MTF/lTt/LtUhN1m/hyUQvmMoEUSxlcrL5F6PQUXDub/+uTTDwxBDO0V1Xe7wfXQ2FEP8dMqjl5BHe27II/ikHtoioXnj/q5uTnQkZ8dJ0eFo2SGGlGffbxG4mmJObNq0OPHpE884z6fVe/Q+qG8AecjX1JtnZE1xZh0lrk/4SFEP8oCdqFEP9Jyck6o0cnce7cFSIjfXjsMS9Gj4bChdWMO3du3jw4cSKeuXOvM2tWKXr3zt/6V68m8/LLl4mPN9Ctmy/XavozItnItEbQP02gO2eOzZ6JT052YdasZB54QKd3b1eaNNHo2VOjUIAOIf3gdBmoMu/WehM+AmfL3QvYlbAwWLkKeo2GgX9Aq2JQIEMjHVdXnRdegJkR8HZhGFnX8br6RmDHDuytLgv46rxDNNtx5y2cUL1M8kblpV3xw4tnH/XmrYFJREe7kfRgLl8aq6jZ2THVaTd8+clqotyHFrpo1XiLHVTA51bQbq9nz3/C264QrtTGmx1E0/FJL9563UhoLEx5Nfd1WyXA0FkRPDfcC0//2/toDkKnulljYRMTSesK8NaVhzlTdDfBPnG0bVuH779PwGZz4ZFHdCqobzW0jzAZA0iyzcVklKBdiPudBO1CiP8k1U3DMbmPL6VKudoz2XeLCtjVINY2bZxo164ArVvnb/34eCtPPHEUm83IwoXlWRHpRtUCsLwktHGGI0d0RoxQ0WOSvbf7lCmuBAVpdOjgRGCgRs2aKkhVj0EQcgbO+UP1b8C3vn37o9+Cjz+BFUu460oUBb+K0DQCxtcHrwxB+/btSfzkphN73pkBbVPLcv78U52X4+/DiWAb7szHiQfztXcdjUQK4kGXJgUo9WUynTqFY66jvjXJHLirn1H37vBdLx/wqWZ/rQ1e+OjwGSFEEUQnKnCQeCrgTek7DNoL4krhtYFMjTnH3K46ywv40vZ5iIqE+e/mvG7z5hA40ZXBUTZW+us451AmlJ3YizoeHyTx7KsufOnmzAQvNTlVAb72+oaoRrFseF19n+HExYtQoYJK/6sWorOw8A6fL/mGcsW60zQvX3kIIe4JCdqFEP9JRqNG27amOy6ByUqXLo4SD3d31VYmfz0U1cDRWrX22stptmypyfKrTkx4XWfTNHihURKDIpOoVs3KrFnqGwGVctcpUcJgn5ApXWCqanP+3A7hR6HRaXAvdevlPfsgUYOHH75756zKc5q2g+secGgbvNsY/Fwzn5uKeA+E6fzaEzwzBPTvvaezsO5V9uLHTzhTIh/7V11h6tePQPdNwpZyHWrVcsbTM5nQD0JhcECmCYZ03cIffwBdL8DFL6HAFMcbVlhJIYZyle648BMXiFA3d7iwYwM0bnJ710idftEGLhS3OWHDRtP6sHsF1OoAmgHmjsttbIEbe9Tcpo4KlnzSiI3VCT6UzAIPF8KKOfGYugGkAE/QhR/r/c477/pgMRtodKv8SrXNfA5ng5WHHxnBW68VxN+/DVUq3a0BEEKIu0kGogohRD75+zuC9tuhZlbdurUOi76sTenOzox814K++watW1xk9Wonjhzx5rvvfClbVqNsWQNlyzpmUE1Hteo70oP42NPoTS6CW0n7y2YzDBkKO/fCyb35a1WZG7WtlUsg2QDdK0G/BzIvs2x5HO+f0XAJ8KCEi2PwqWKx6CTbdD4uHMqfbj78gjPFbyOTfDXGjc7rjhCA43ztni+KITaOBx7Iqvl7yshX3ypQ+e3UlzUojonLmJkKtMSfb7lBMDoli3Pbdu3SaR0YxqVF6lsdL2zoVK0Ae1fD4u/h7Rk5r796NVQoDdWyayKfR74G8HztHOFrEihh0XDVC1LCrQQn/PcxaZKZXbtSv0rQNGdctBcI8B3IzJk9GfjyMYJDHIOrhRD3FwnahRDib6KCaDVZU2Skbp8U6PjxZCpWjKJR4wQavxCC6WV4b6YTsdGFCAsrSZEiRtzc1OyVOQS0lhi4PoIrFzfR9c19RCcWvpW+/ewzmDkXVi2FCmXvYseYlFaPtZ6B5kPh44fTDz69ydrQkwKP+LG6q0aVwNSOL199b2VinI1Sz/vxJe4Uy7FHTPbMUWH88UJzLnIq9UWjxvnzJYmOvsqlSxmD3ZTe57HH4dR7qS/bwBUDGynGCfssrIncIIJrqCy+6q5yGweHaqmZTJlS0QR4u/E2Rwghwf4zqF4JVs8FWzxERee0PmxVXXYwcc6Wz2bxdtqtL9CLBBRmX0UXKidAVaszJZJqU5gSmM3qelnsP5fUtYwYCSTZ2cTadWfp1MVK2YpqIitHe1QhxP1BgnYhhLjLNm2CVat0Fi9Opl27SObPj+G115J47bVQataMZtxKDzzfLc6YJjCscD42bImGixPh3G+8OmMJkz6uhE9Kq8PQUDh09O/7V/23deDWFBoWzfr9KDPsuwxDKkPr8qmvX7liYfCCK1QdG8cHJJFFgj5P1q4FlwI+9Phe5cMdUfWuMxCTDEaDRoUKznTqFMKRI1lMGOReHIo5+lLu2gWxKROQFseJBRTEmyDOkMQ8QlFzreZznqNbatZ04fjxMox93h8fCrCPKKwp2f6HHwJ3Vxg/BSJzmQA19JdoHo+L4U5Mm+ZG5cpGtnnCg3HQ/bI7AYWCKF1ap0+fawQHp7/BceVF3BlFJIP4fctK6tXR7bP4Pv88nDt3R4cihLhLJGgXQoi74PRpmDjRzMSJ1+nRI5jff1ddX8x07hxP2bJWVq1yZ9WqIrR9swQvnNd4tzm8nq+i7iS48CZEL2frjZkcC04tvI6O1hkzRmfObJ3WLaBUfrabR72fh3FlYELTzO8lWOGNIzD1RyscTR8Maj46WgMzDda50Jz81xT98ou6rvF06xbOS4OT8MKTGo4ho7y3Eq6YVWtLjaVLi1Khgs7nn4enWVtlzW1gi4W4M/ZXJkzA3pf/pgdxppvuzDWbE+F6FNscufY7osZyViGQaVzEkmZUa6O6sHYjjP0A4tWEUNlIfi6EUJuB5Unm286032TSYIFm4+hviSyvD4H2JjE6W9nHR9OD09/b8AqevEGsaQhLVyywtzOtWRO+/NLxjZEQ4t6SgahCCHGb1MDLPn0iMZttXL58HW9vX7p1c+X99w088YSGq6vqzqEeDu9vhYJu8HljeMo7XzuCv/qAeTOU/5o/VjejaVMomVLaHRWlSmNstGxtYMZHULbM3f2RjtkAyTqMzKZ1YYIFZq5PhsWR0De1T/1IXSfEYsa8vThJUU6Qzy47v/4KQ4aE0727EaPJRLHXjxCLlXqk3DnYUlNPBQuamDYtiM8/j2LjxniaN3dPWcDqGANgDst2P61xZY1ehP16BAVRMyI5Joe6E13xYK+943rqdpo3hrlT4NxleHksfDY16xKmzz8tzBVnV75JMtPFJW8DE9zcsP/e7dqVORfnZ9L4qryB333hC83I6NEFmTHhHAENt3NtdD3efz/1Ls+D/mj4E80rlC0bz8SJQ9i9G6ZOhfBwWLgQTBI5CHFPyH96QgiRD6tWwTvvqHoBFW2Fcfx4Eps21QGcCQpyplixrFtLTt0Gk27An49AmXwmnDt2gqjg4Wza9jp/bK/KnDmOIMrX1zHIs0MHld3WKF9Oo2LFu//j/HkimGOzv59osxI4aKVNxST69k2dSeh7YomIiadmbAFGjMhfELxjh4UXXwzlueeMjBzpw2cLLrCPCxSzd9RJoa5jmmqYIkWccXe30bv3RVatUt101HUxgSUMIrdDyQFZ7qui5sRsgy9PWSDUEIZ+G98IZFRFDVhGjWpNf96N6zker7wG7S7Cmu8zT5T0zJM+HLfYmBRnYXa8mUH2LkW5DxR+9FFH+U9G7u4aPVs784gOcW5Wlpdx45MnGrCh+gJ6nVLtMtNz4zFCGUgYGynIEOrVw16GFR0NDz0EpUvDt9/exkURQtwRKY8RQoh8aNMGfvuteMqjOhcv1qVOHWfq1PHKMmBXQe2iP+Gt0/B5QyiZYYbQHOlWuna1sWaNxpLVtcGlKhEREBKSmqGtWDGZo6qWXQ0mvMv/oqs+571/gFkzwTeldj4jiw6Xj+is76/j56dTpIjKbet0wIzFFssGW0G8vVXbyrwF7eom5OxZK48+GkrHjmbeeKMg7u4GdL04CSRhTfuxZYDtPcAjTUw7cGAATZsaiY5W18UHo9GCrUAdqJraumXbtszdf0poJn4zFcTEKfv4APVzvlNRnOZp/aT9nDI6tgP+2ATtnsp63fJGjekezlyyqhaQd1qw4xCgqQmgbPxVQucZkwtDDD35uuo3rObPDEs6EcRGYtlDGONUE0r7zWCdOo5gfcUK7PXu6vdDCPHPkaBdCCHywdXVUYpRsKCRggWd7I/sWG2w6gQM2g7Tm0OXQHuzk7yxxRF1dRS25K32evmgoNS3xo6Fbt3gxg0bUVFWdu828fjjGjNyaSmYX+M3Oo6/ZUs1+2vmUo7QRCj9LRwaZuWZrpeBYsToOt11Mx/qRk6Zg6hbISHPX+pev64C/0R69DhJaGggM2cWw9XVQPPm19D1v7BhxAUv+7LR8ZCUBAVc0h+Xm5uBRYvK8eGHF7BaLSS4+PN1y7mQ/NatZVS2OKuWht6aga9oaa+qUSVHd8oLZ87Hh1O75Y1M7/kXhPOHHZU7WQ1MNWka/s5GZlsMLEm4m9GxC4ujNEoFQbk/3biWbOESF0hM85WF6u3jRGUC+YEEviWB2favNNR1LlXKce06dVLjA3SCg/V0nWiEEH8fCdqFEOJvoJKjP52EXpvgzTbwQql8tGC0RnH1xFwmTmjA6281tdeuq3Xj4nROnHAESOp569ZqkKtuD6CWL7+7LR5vxMHFcBheAYq7Zd72X9HQehUUCQFvTyMffFCYMJIYpZs5a4nHHZu9MMTZGapWzT1oP35cp169GGrWPMP27ZUxGDR7qYii60nMmVOE8J1+hB5wzOg08XtYezql/DwDtd6qVQ/g7+9kzxLbjOXBZfCt99XgSkM2n34qYNWcdJwfjOMad+ZzquHi4USlX904diwpwzFC4SCY/C6Mfw+upB8TatfOqPGaEU6adWLtMy7lxjG5Vc6SeOapGyxPtFK3hDPfn3yGTfHRLGUTsSSkuw6u1MOb1zl15nsiI0/fOm517Tp2hKJFHTePP/6os327LWVyLSHE30WCdiGE+Bt8uR+6b4TXO8DoNC0QcxfH1cufM3JUAEUrPknduqnvnD0L8+ZB7drw++9mmjUz8uyzqs7j7s5gGRYPb/wGh0JgwTSoUcMRfKc1ZT8UtcKaQRAfZ6XPiHNsamLgqCWJ+QYPSmmOQD0oSGf69Nz3+fvvOq1aRfDbb1VuBeupfBiy9ADrm1Zlez9H5xh7sJ5FwJ4Vqx4K1i23nn/zjWPgZnaMrjYsj4bzMTaOcGfaU5Dz0af44osI9uzJnN5/oBpUrQTDR8HlK5nXr+FkZHGsCtzzsjcVNOfW313d9BjtvzFrA6B1aR9+v/IIP0aHsoKdxJKYbmkXKjBz2iQmTKhKbIZxDX37amzdqnHkiPrZWVm6VIJ2If5OErQLIcRdNvUPGLQWpquAvVje1pm8AIa9A8PG6bw8ohhnwnvZO8RkVKuWDTe3ZAYOjOX5550YN07j7TSTfd4NlyNh90WY3QlqF8W+/bRB7paLsH0fjKwLfu6guRtwnh5I7d7JTDO6UsPoKBl64434PEfWgwcb+OyzkvZymMxCeGBKCM3eU0Fh4Xy2UUjGZv+oy3qAcFYsMUZOTgziIPEc4vapbPUISmIKMhLaRGfQoOtZBu4N6kPDejBrtqPfflrt3TTqORuYGglxuWbbDRw6ZOXnn3Pr8e7IxrtpMNcDOgQGsvVqC5ZHX2MZu0hOMyOrCw3p8URDfvwRhg5VYw4yb23cOCNTpxq5fFln1qzbbHIvhMiVBO1CCHEXfbAB3jkBXz4B/XIJ2LfthzbPQpvu8O50aFK3K/ULvsDx40/aZzdVGe6bVGlM//4qi6qxe7eZrl2dmTLFSFycY1Dg3RKbBB/+Dgu7wcmNsCU1QX3LwavQohw8UNiR2+3holG2izfzXNyokxKwK198Ec+XX+Zn5G1mH30UydGjiXhoxan3QmFOnw7m/fdt9h2Paw0lshkgm8qITSsAxgfztV+LPeMcwveJSewx387spKmiMZPQII733ivE4sVhnDqVPptdrSoMGwL79sLjj0NyhvmhRvto7EmCxDwkss+cSWLHjrhcllI/I8e3Gf4avO8FbYsGsSm4Fb/GB7OIg+hputW3aOEYgLp6NTzxRNZbHDjQYL/xUrP5tmmTxE8/3dk1E0JkJkG7EELcBaqcd/YWmHAYvmwPnculrwNX7998VG4KZepD195QvhjMeR8O/KzTodEWpn8xyT77ZxXVMzANqxXCwnQ6dzbbB/69/robR45o9k4od4s6tpqL4EgIPFgEHntMtV6ESpVS399+Ec6EwbttwdcDmltsrL8cj+uTSVQzpqa/VX2zwaDTpMmdle4cPRrG3LklKBtQGQMmSpS4QcFKGnN+gppFwCOXBLqaPTXZdg7MC2+94njkrBxu9MKHJOdoXtR1zt9mvbYrBuZRkYKFoHUbN8LCLLRocYrw8Mwp60UL4eJF9W2K41rfVN1ZQ7X1r3cBckq2V6iggnYvhg/P3MYxvcR0te+BGnzsAQ1K+/Pz8cfYYjnKLA6mW0N1jvluTzd+XWOmfXv91u9yWm5uGj16GJkzx4m1a82UKRNJSIi0mBHibpGgXQgh7pBqfff9QRi5A2Z3gMdKOLrEqNdjYh2PYW+CXxUoVBkuXwQ/Lzi/G6a/A2WKJRDo2YJyVQ+xcVtJe9vEtFQArOqJT59OZMCAGzg72+yZzb/+cnTzuFsDUONUJ5NLsPsVx/OZM+HAgdR69ksx0GoRGMLVLKTQWtc5HBtPeFF3dqxIn/KuXTucmNyqNPKkFEWK+GIyORFLNC4uOm5eGlHReYq97QsZDFXBZVzK89wzwB4eKhdtwBcbsYYTXI6/RpV4M/G3Ebgb0AjEmU0kMIsIFiwoSZkypiwHbRYuDKdOwdWrjsGyaW0vrhFj04jLIQZWP6cyZQz4+WVfOzRtmsqcu2X6+PcFVrpA9UKeLNn4NMcsp9OVyShNS3zFicgWTJjQBz+/JMaNU51jMgfu6himTnWhfHkj1atHEhFhs38jJIS4MxK0CyHEHVCB+S/HoM9aeK8r9CoH58/D0eOweRt4F4cSVWD9evhpIdw4ATHnYe96R/tIJ8MNLh8cRt16s7l6LdBeXpCV0qXj0XWNtm1d6d/fi9BQna1bHRMs3Q3nw6D8eCjjAy4pMZ+qX77Zi1tleE9dh4bFYWwP6G3VORuVxDEvdzwNWqbjTk62UrGioz3jnShS5DIx7jcwozHeWIAyZQIcwbpLXuvaLVhsJyB5IteukeuNhNGobo7U32w8QhA9r9WkkvEqemw8J623l213QsMPI0kk4exsYMuWKtm2CnVxgQsXoFAhuHQpzesalDVBxb9u6xBSj8VJdX/J+ndM3ZvtKA41Kzrzxa5HeT1+ExGk1uAbNBdKuf5GxVqhfLtkNLNnRzBjhk5iYlb70fjtNy+uX/elSZMY6tSxcPmyZN2F+MeC9kmTJlG3bl28vLwoVKgQnTt35uTJk+mWUdmDcePGUaRIEdzc3GjevDlHHTN/3JKUlMTLL7+Mv78/Hh4edOzYkcuXVY9fIYT491DJ0u/3wzNL4PlaUPIwrPgR2rSDB+rA9BnQuS1MeAOO7oTG9TNswBLMyT9n031Qd46fqUi7djllzS14eYVTr563fUZUNWBRzVJ5t/T+Eh4sCttSsuzqn2R1LDez/qtOQsfZUMENRlt0TsRZWe3hTFC2MzpZ2bLFJYtOMPnzzjsl+b3WX8RhxdfXwHffFbWXZFcpDUEF8rKFMGy2YpD0BGvWQIaPrBw4MvLOayJwPeWOt2sCDcMtrLuNnunFceEtinEWGyEZstfZZfoXLIDJk1V5UOrrm0tCkg02ZzM7bd5lzrSnta0YNKvqzmcnavJB1FGuk3qno+GBB3N55JFopnzyER9OvW7/fcyYcb+1vKaxc6cXlSrFMXVqIitWJBAcLPXuQvztQfumTZsYPHgwO3fuZN26dVgsFtq0aUNcmu+9PvzwQ6ZNm8bMmTPZs2cPQUFBtG7dmpg06Y1hw4axYsUKlixZwtatW4mNjaVDhw5YVdGmEEL8S3y6EXosBtcDELEIujwOCxfCU0/C2FGwYims+BYGv5jFytYbnNw/n5eG1ccvsAmBgTa++CLroH327CRMJjWZjTedOzuxaRO8+qpmn07+blhzBC6GwfxnwJTS7EXVyqtjadTI8bzPdzC8tU5yOyv7k23MczVQ1Snrj5Dvv4/jxg3VWvDu1O244I8LaVpb6tCrHtQrlfu6qk+71RoH8ecoVkzHxyev2XLHuT33XHGa1K5Aae8bDHbSeCbcytLbPI81xLArTS/0nBQvDgMGwLJlcORI6hH19IGxV7lD6vM4+89bkwZLfKBDGT8+Cy7FJxEXCE2TcYci2OhBl2c28MGUo0ycCO+9l7nG/SZPTwMrVvjYux3t3ZvMZ5+p3w/5vBci3/Q7cF1NXwf6pk2b7M9tNpseFBSkv//++7eWSUxM1H18fPQ5c+bYn0dGRupOTk76kiVLbi1z5coV3WAw6GvWrMnTfqOiouz7VX8KIcQ/7auvdP2ZibruOV7XeUDXixTR9cWLHY+zZ/OwAVu8funQC3qTeuv1Tp1s+rlzul6zZrIeGmrLcvFSpcL1xYuT7H//4Qeb3rmzVT9//u6cy9rTul5+vK6PXanrsYmO186ft+mNG1v0ceMcx/Paj7ru0tumd7xm1qsEm/Xd5qyP86bHH7+qQ4weFZXzcnn1rh6tD9TjdItu089c1vWGg3V90ne5r2ex2HSPwBP6xLi/dP3ibH3/fpu+eLEl1+O6etWm16vnuN7KYXVOerg+2vaXPiXaqheJtOjf5PMcQvRkvc/KCP3bLanbzYv33tP1Ro1Sf6+uJOt6wCld/0y/fS1bJujnz1tzXe6qruvPx+h6wSPh+ptR5/QY3XzrPaseosfrY3SzPkT/+edruoeHrr/8ct72v3lzov7iizf0Z5+16ra78ysixL9WfmLaO6ppj0qZ59nPz8/+57lz57h69ao9+36Ti4sLzZo1Y/v27fbn+/btw2w2p1tGldJUq1bt1jIZqXKa6OjodA8hhPgnqXIU1dVDPV5dAN+Gw+LusG8RrFsH3bs7Hrlmv1U6MrQZUdFbMbq3YPZsjXnzkjlxIuvFBw4MITjYQteuqTXQ1app9llS74ZTV6DrA/DaI6mdWCIjwd1d58WUbwh+OQo/j4JVF5IIeuMsdVUqNkc2vvvOZC/zuBuiucJADPZMc3g07Die0rUwT6zYXILAvx2bN1uZMiWJiIi8ZNtTy2CqAQUpwBbNzGBPjVEGAwci81ffHoQTZY8aGN3TwrFjeV+vTx/w9sZeOqU+cgNMMKkI7M5bwj5Ln37qSuHCuX/8B6oWpp7wsKcvn+wN4r3Es1hTRv8aCMKF4RhwpU370WzcGM/cucn075/7/ps0cWHoUG+WL79Khw7ht38iQvyfue2gXdWuDx8+nIceesgecCsqYFcCA9V/6qnU85vvqT+dnZ3xzTB6Ku0yWdXS+/j43HoUV98bCiHE30QNvlRtFdWjVSudggV1KlfWOXRI589ICK0Ny/rBo2WgVs3M7RmzpVsgtBaRsad4YcQaVq0y2GvGz5/X+flnQ6ZBpVarzunTzlitjgDy8GGd777TGDPm7pSdbDkHo3+CEgXAyzX133ZVqajqxwsFajz3Lcx6WucFJxumtjswXnIka7Kjjllto3JlDaNqoXOHP4ehwyLZsiuOIvY+LKnlMWli6lzp8Sfh4hSuXIGDB20kJeUl4E7fS1JN6upFSfpqRylngJnR8E189iUhWSnwioGwhhCfj4A7KMhRIuPhoVO+vI5u1qlog6+uw7zbnIC0fPnMM9xmJ0D12y8ONYq78tHOMiRZ1QDlm4G7P+dUS03OU732s+zebWLRoiRGjtRvDWDOTpUqzly4EMj773sSGHiOMWNCseU6eZQQ/99uO2h/6aWXOHToEN+qGRcyyDjwSP0DnttgpJyWGTNmjD2rf/NxKe2QeiGEuEuCg3WuXNH56ivd3lowKMjG8eMWe8B0JRi+3wnu7WF2V+haAbIdg5kVWxREtuJaRAjl64WwdVtxvNI0V1GDStN29YiLs9K//2U2bIjj1KmCJCWpNorJeHqqLPidn6vFBldvQK8HYEDz1NfVF5nt2iWSkGxl5Hfw5RpodhX2lzaQdKMlv/1WJ8ftjh9/g82bTTg55XnK0iwlJuq8+66Z/VW98KuXJq1uADdP8MzDnE3qIyUwCHSPalDmHfvKCxa4Ubp0bj84FTymn7nU3d660YVovGnsbuUDL3ghBvbkozR7oJsH/b9xI66WqrTPO/Uz37MHAgIs9m9YKibCtAC4luDouP538zDAH2oyrQQTnj9YqdMydZ7YMkwinEoc1oKpXD2CdetMzJ9vtg+iVb+zOfHzM1KtmhMhIaUoV87Ip59GcOWKGoPw95+TEP83Qbvq/LJq1Sr++OMPihVLnfJPDTpVMmbMr1+/fiv7rpZJTk4mIiIi22UyUiU23t7e6R5CCHE3nDunZv3U2bLFSpkyVsqXt/DZZ1YaNzbzzTdw5YoTFy4Y+PWQxrPzNd7oBP0b5q83um5TLQP7cfhYKDWb7adGDbdbAfrFizZu3Mgcwn39dTgLFoTZyztu7qtiRZt9ptQ7pRKaK/fBCwugXED6c1ElLTNnunIq0YmPVgFdoUZZDZOm2Y859wSMgfnz3ahYMWVE621QLQRnzYpn3ryz+AaFkaypdimpWdgu9eGldrlvRx3q3LklsSb8BcGzgQQmT47Jw4Q/GjExBk6dSu30os76UzQi8WeMdomXfDXGmOBMHCTnMUGsvikwa4k8r9nI+fuKzNS1P3jQRMmSNrp00SmcAHOiYMs/FOCqa7m7LTzkayL2zQc5HpnyOhrFmM0DtOCY1pOaTc7x+efOTJ8O8+blHrir3yd1bn37+hIfb6NKlShWrUqUrLsQdxq0q2y4yrAvX76c33//ndIZijfVcxWUq84yN6kAXXWdaZTSgqB27do4OTmlWyYkJIQjR47cWkYIIf5OCQkqmNOZO1dls800bZrArFlmnnvOzIgRqlWhyd6u8JFHHIHnoo3QfSH2gH1M6/ztSwXsxI9k+/YLPNVnCc2aF+GXX1Lf/+orM+vXG9L9cxwSksyWLWrsjivt23vi5aXx7bcaTzyRh/RyHlis8PxceKszDM8Q/KpJnF4Zo9NUTVcfCK0qw6pC4JnnTwu14O2XxajSi6lTI5g+PYqPPvLnkcc8bjVJTEyC5evzND9SakvO7yPA2R8KNLY3dlflGCVK5HZDoREW5sz27en7GJrQeBgjKi11iETeKAgfhcHM0LyXyTS018ffHpNJY80aA/Xq6fge1elqhZ/jVM3/Pxe4r2kBNZyh5xbYp+4pUxit77Dpm1qcZiwtuxxkyhRV2oo9eM9r5nzkSH/efNPCmjWxfPml1LoLkUl+RrgOHDjQ3glm48aNekhIyK1HfHz8rWVU5xi1zPLly/XDhw/rzzzzjF64cGE9Ojr61jIDBgzQixUrpq9fv17fv3+//vDDD+sPPvigbrFY7vpIWyGESGvMGLPet68aRRil168fq3/ySbL+yScJekRE1t00Jv+o6+5DdX3+nvxfR5stUrfEdtUt0ehDBk/WBw2y6JGR6ZeZMCFef/bZBP3aNUcbjYgIs96lyzG9UaNDerNmF/W1a+P1t99O1D/99O612Xj1K10vMTir47XpAwYk6PhadEbrertDun46H9vduzdOr1v3kv7DD6mfCfk1bJhFL1jwT33lynD788n6FX2GflZP0C36jXBdp4au93gv79tTnxJjk67qesRafeTIBH3VqtQOKDl1jwkMTNS/+io203vqSCrqB/Qp+jX786WRuu51SNfH5OOU2+px+mu6Tb/dn+jmzVa9atVE/Z2VFr1iuK6fzb0RzF11I0HXn9+i6/VW6fr+UMdrSUk2vVjJHfoFvbV+Vp9if+2HH3S9QIEI/dVX83em6vdw/vwbf8ehC3HfyU9Mm6+iw08//dT+p5owKa0vvviC3r172/8+atQoEhISGDRokL0Epn79+qxdu9Y+IdNNH330ESaTiW7dutmXbdmyJQsXLsSopqITQoi7aNcueOMNlepT+doYexnMjz/68NRTGkWKGKla1ZRtK5L3l8Ok3+DLl6CLY7x9/uhx6NoJ1m5aS+FiFXnhBWMWEyLpPPKIgUKFtFu17KdOJfDccyX45BP1b7ka3BfHiRN5HDmYiwHfwKI1sPaNrN9fsCgBmjrTzB1mVlU1y3l36lQiVapoPPRQ+kGcedW37xW+/TaStWvL8NBDjjJICxaaEoArRuxzCqmPiXx+VFgsERC7H2iR5y+Yr12zsWFDAj17pm+BE4QzQwjie6LZ8kEc73cK4sfSbrS7DHFF4eM8jDcw2+JYorkyUbs1tDZfVPegVq3g61FWQt8y0qsL/O4KzndnfHKu/F2hbayFL3608ZzRmZXNoJiT+rFUJIhBBLOMULbRpUtj/P1d6doVe+Y9r1TJTL9+/n/nKQjxr2TKb3lMXv5jUzOiqkd2XF1dmTFjhv0hhBB3081/p1QJTJUqMSQkhKOmlJgypSBduzqm0CxZ0phjbbbaxJzfYMIvsHgwdKiazxp2+zFYQWvAn0dK8POvrZg0SbO37su83M2HCi5tNGy4n5IlXfHycqJPHxtz58Zx+fLd6Z2odrfzAOyeCNWya8LV3ptK3gaWvQQBhvxf97Jl1Q1I/odL9e9v46uvQjhwoAqVKzvKgH5HRzUCbn9zIS3lkfukoumPzRYNiUdTBpeqm5+UVjnZ0lI+HjPfKLlhoBLuqOmGRvcJpLS3CxWdYUtRGHoF9HK5/658rfnRUu1DXbPbmDHW11fj3XediYpKYuHLFrZVMmKr9Q9F7Cm0GCt8e5HDngVpkuTHsUc1tm71xYn2BGHmDB/hRAGaNKnC/v3/7LEJ8V91R33ahRDifqDaDEZH24iOttKxYzz+/nGULHkGX99QLl4sSWJiKYYN86JUKZP9kVPArrorfr8dRnwNc/rAYzXy2SVG1V6bH0LXPTl10pl27ddiMMRlCtiVVauSmDjRbB/noxQvvgNXVwNr1z5o756iusSEhflw5IgJ5ztMoyaZodtUOHMJihfMHCvGWaHsfg13NyMH50JAhvaTuTl4MJ5nn1V1yFk3FMjNzJlq8Gcte8B+8+cTg5UoYtHTFLHXqgBfvJbPjXvUhNIzU/pE5p58Mhiwd/Zxdc36mjfHk+EUYnJADCddLPZrWcIJDsdDn3N6ri0lgzQjFnRq6qmzieeXGucwf74LHRonoDW2UTzsn22X2KWLM4nhZUmc7EshoNhK8AlStzvOuNAVT5ryJ0NJ0kLts7sKIe7cnfXkEkKIe+j4cSsWi4UjR8wMGhRBsWIqk6qxb18pSpUql+/tqd7Sv+6FvjNgQk/oeRtj4236JTQtmkNHyvJou02EhmZfL2GzaQwbZuLJJ4389Ve8feK5EycasW1bAuPHh2Mw+ODlZcHT0+l2ErLpvL8Sdp2CPVOgQIbEfXAydNoH52ZAAw9wzvPERalU0tjDI5mAgOQ8ZLIzc3K6mUZPpUJ1MwZ0NPv2T5wBzQr56SapQllLwgkizn7LjRuj8rROQIBqfakuQtYXQnWMD8ADV2I5TxJVcCLQSWOLDh2a6ox9WeftkUa8crjZK22OIMTJMTEhdzAwdfVqL9q2jWdbORdORxopzz9D9eC/2Yd/4OPw9kqo+Adsqw+lvQ2UZAhRnCeei7jgn9pjXwhx2yTTLoT4Vzl92sLy5VEsXx5Go0YhvPVWOMuWXWX8eBcOH67I4cMVKFXq9uq/v98Gz3wMo5+AVzrkb92QEFi+HM6ef4NtWwrSrMnvtG2bW58Qlfl1ZJHnzLlMixa+t4LzOnWcqF/fxLx5OkWLckeuhMHxczD1WaiUYVtnE6HvWdi7FDgBm1RnxNtQoICRt97yZcCA/Afs2TGTTFmc8cFkD9qbd7+9xjThbtX44sYEtm3LW6Y9L7rhTktcGUIoUSld12vUgEWLDPwYprHtUs77+cnJjxhdZ9tdOJZff3WjdYckHl+fz7qhu0RNnPtuRx1rYjwdf4YDNxyvV6IhpxnPNXuRkxDiTkmmXQhx31Mzk77/fowq4mD79jh7VvbBB50YMsTA228HpZuU6HapoPCFhTChHwxV4xXzITQURoyA8xe2M2NmWUaNGk///oX44AMtD/8EO5aZMqWC/c+YGCuLFoWzbl0yjzziTJkydzYA9XoUvLoIgsOgcoYyhfOJMOQcrNkDXACOWUBXozzzfz1Ll3Zl+PDC3C3BwB6sdKUQpXF3hMWG/H9qqdD5uM3GUc8kChXKz5RGuWuNF1tI4DNiGYW3PZvcsiV0jNf5JgHqoZFTLj3UnMR4FzfW3uFxqHKihbNdKV8+nO9meNGt2+0NBL4TzxsguU0C726Kpf+GQsxuAbUDn6QCzuznfZLoT0nyeScshEhHgnYhxH3rww9j2L//IlarjS1bLEyfXory5Y3Uq+dFmTJ3p2f5Ta8sgnkD4amcJ/zMciKgZ5+Fa9f3s+Dz9Wzd8hwv9CvJ88/nPMbw8mULU6fG0KxZ+mJ3VZu/YIGaucaf9u1dKFuWO3ItEs4Hw/yXoFrJ1NdDzar+Gv5Q4zPXAPuimfmRG6b75FNBBe07sdAozRfCXt4wcXD+t1XaepaC21cya9sz9qGkd0t7PJlJpP0x0h60O/RsZ+R5DZ41w3JT1l1d1FlNMzox3mZjgc1KX9Nt1CSl4eamMXKkC8OHx6PrLjz1FP8oIxp9XArg9FA472yLpf9mT75sBZV9O1KVVRxjob0TUFk6/7MHJsR/iJTHCCHuK0ePJlOjRgQ1alzgvff289RTAYwdW4o//ijP00/78vTThe5qwD5tGdToD+0ehCdr5W/dDh10mjWLYeLEpixbNo+9e17EoJW0B/EuuSQ7o6JsODsn89JLGf8ZdrR57NrVn2eeubN/omPi4cnxUMwbHiiV/r14A8QUgTEajGkJtYu407GD6a58a3E36OhYSEIndYIjFwO0aZC/MQotW1oxmpyo5/WkGpHKqxjsXyrcLTMJxBOd59K8VtMEPxjgoBGahGa9nkHTeNRg5HqSmb13od2x+vapbW9PrrQyMWRINGvUjdg/TLXl7OlekNEPRXHe7Rodf4Xr8Wpo8utUwpcwVX8lhLhtErQLIe4bYWHJNG36B5UrX+T334tx7lwjOnYMoEYNLypX9ryr+7Lp8NVaeHMhvN4DWj3o6BqS63o23V6uozKZ69YnsXJlfR58MJljR6cwbGiQvQ+76vqSO9Wz3YfChQ3pZgOtVu2YvdyhUCGTfUDknZT7qI4xKgZfODL9e/FW6HgAxp+HGTNh1nvhHD2ouqD/sx1I8lbt72BR5dpqjCv5a0N55OifJFuOQewEDIZYLsXFUdNqJSqvU5jmogxOuOLJn4TYO8LcVFaDwwa4UDCnDpU6xmQLaHfno7hyQY1FH3pyvauNJ56M488/9TzP1Hq3qJaYL7gVZugj0Vw3RlLpG0i0lMGdVwhlN4M/WM6PPzr+G1IPIUTeSdAuhLhv+Pk5ERrahm++qY6fn9H+/GaHirtt9zEY+BFMHQhPNslbW8ekJDU5nM1eGz1gQBhRCQ0IDHRn06YtdOvmyRtvQHc1WDIPgf+1ayoCTT8BvQqwoqKsNG78P/buA7ypqg3g+P8m6d6LQhll771ERNl7CTIEVFRAkCHwgSyRvZElIHsKshQRVGQoMmWD7L1ayqZ0z+R+z0lAVoG2tE3SnN/z9IEmN8npzXrvue9531zMnPkaf5xYGHsfcrSEAE9wfeLExK04CDwAB0pD5G34sA5cPuhFaKgHOXJYxiy7kEgsLbCnOabFvLkrQGIKJ6RFelK2gPvE25UhzHMCAwY4cq+pNyXD4smpws00GusB1Yc7qp53VZHW9JjoCnBegcJ6SGrCPauisMXdmXBVRazYeF3ireKnV3Dv4oFD20QqVYonNDTjA2N7NBSwy0/lVtdJsIsk2zqIiypCafrRud9v/Pzb3+TNG467u4GgIAN37qTtWgNJyqxk0C5JksUQM8yPftJTfAJcuAGDP4IujV7d30YE09u3w+rVora6wuw5V6lU/X3slWxER++iQYN79OoFAwYkr1dOVJRKzZq3nqtp/s8/Edjbu1G6tKhV/np/45tdoXoZ2Drp8WWnIuGtc1CkDPz8N3w2CgoEwNdfR7N3r6g3bhlBeywGzhrTYuz+KxWomuo/pohI9Tl8uCYnlBhGcocVK6I4eiSWv72dqGSACvEGjotTLmnwRVpWdSLUkMAF40AfE0sEvB9AUz1cfmb8xte6QWVFnJ4FpI362eBLJ4XuQzxo9kEMBw7EJasxYlp7H4XWSjEqfHQJQ1wYVZYoPLhbCUelFh/23MOZMwaqV4+jRYs46tULZ/t2PSFiIYMkSS8kg3ZJkmyKiNHmboCQuzBArEtMhoULoUED0UBI5eth52jYqi9x+KKqy1i2zJH+/bMyZkxKRqHi5aWnbt2nL23W7Cw+PgV43WbR63dBZCT8MurxZQfDYGkI1M4HGzTQYRQM+xR6G5Ox064UYlq4TSKjuUbiE/PPig7at0jd/RkwoKKhSxcfKlc25S79KvLNo/W0ida/dkFCkZ++WPHitJrINIPoFfCYkwLrfcBdD59HwLlnUnz8VXjHoLA7USUoDQ4ghHLOsDwO+s/2ZMuWWL7//ukxZZRPxKJcJTfFWl3jrv9dPhLvu1uFmTzkA8aNc2DdOid+/92BihV1rFyZyMKF8cyaFc2sWQbjegRJkp4mg3ZJkmzGpGXQcwo42kO/91+9/dKlenr0UOneXURacaiaizzQDyQeN1yZwKgRPsbgYujQlI8lWzaVLl2evfT1KogIa/6Cbt/AFy1EAxzTZUfCoNs1KJcFZjnDmNkw/X/Qqz3s3Kkna1Zn8ud/vdKSaU2DAzo8/vtdzLePT2kn1IdUHIwNmp5kryh8567jbQN0jzaw9zXH64bC54oLBwwGdj5zXVZgpj3YOcO+Z67Lp9PwgZ2GHx/oOZ1GOd71s0P5BzD+Dnw9xoNu3W4zbRpm8SnufGGXh3z173HZ9xYDNpfh7J1ARo2Cu7F/4O2jMGuWK7NmOVC5smntwqBB4fToEcWECSk8tSJJmZwM2iVJsgnjl8CIRVC9LHRo+OrtV66Efv1UZszQExsbjb3DbZq36k79Wk64M5rBA3IyfnwIn3ySmilBEUB6PXVJ585niYrKY3zc17HjCPRsBf3bmvL0L0fDRyehkDO84wafDYfpC6D9w5LZx44peHsr5MiBRRGBtoYnWremcBHqYwp5Eq/weZQ4ffH0jLOnRmGUi5YKCSqfxhg4/RrjdVY0NFWcOPEHHFz9/PV5RcrSXRh3G84+nUFDAw28Zye+jtMuPWlwHjgYCokKLFjgw7BhIUyZQoYT6U0tcWWwsz/Zqgdzzu0OF0VZVS9n7DjBIR4v3qhRw54ePZzZsMGJ2rV1jBp1j5o1b7N8eWzGD1ySLJAM2iVJyvTm/AQjF8LSodD07RfnnYvcX/GzdatqTIWpXFlEihEcOuzEH8fepVz588So/owdmZ2yZeH0aT8cHFIWaIn7L1v2gnG53pMOHMjNvn3uVKmSusBNpC1//zss+RXKFgRHBwhPgLf2QE5P+DYQsmhg/1HY9zCo3LMnmiFDbqAo5umk+TJR28MZE3iNlStV3msHt++l7n7E3LWrNj8FnL4y1r5/lo9WYaKbhmKRCmFxr1dtpZRix7A7CYzocoS//w577vpu/lDIH6rdgPtPBO4BWoWcWoUPb8PVNJptL+4FbpehfIxCs+ZuzJnjzJAh11m8OOMryuhQaIg7g11zMKBePPXKqKBTqVS2DsVUjbG855OqVHGgcWN7jh/3ZeFCb06fjiIw8DKBgfFERpreo5JkiyykjYYkSVL6SEiEsCiY1R8av20qgZiU8HCVqCgIDHyAqjpiZxeGo6OGf/7xwrd0RXyUB+gSq7Jm3gjGj49h3TpnAgNTl87y4IFYdPe4hGV0tAG9Po4cOexSvRh057/QeRx88wVUK2sK2AP+hOJVYb0jJMZDyz5w6Rzkymo6cImLM9CypULnzq+flpNWRAAXiUr1tz0p20MhMvI2t277o9en4r5UlfAIPYfcFXJ/CFNIuvyMu0Zhha9KwzjYaYDrGvBKxdPgoChkb+sGLQvzwMXRWLLyyUf0sANxvFQzAMIU07mWRw/jaK9wXxG16dPO/gaQ/XeIbqDQooUHYWEaunYNI1cuD2rUyNhFx3ZoyEEW5jrepGfbUO7OtOfY0aJcj/sNL8fFePIB2ifSw0TVqMBAU4gybJg3Fy/Gs3FjEHnyOOHp6cqBAy7GA2YnJzn3KNkO+WqXJCnTiouHlZtMaSIfNnhxwH7lCpQoEUdAQDwJCXE4Od1n9GgX7t/PQvlKIdw5k59Lx6uwYsVMBg1S+O47Z2rVep2R+Rib4TzSsWMIx46lPj1CHJhcvAbt60HXFnA1BgpvhuIOsNcJdAqMnwf798P+X8Djvyasjmi1XulWVjM1RDulOlxD0SjGnPzr11WiIqFwnuRV5nmSWG9QqOBh4zJUVfs4xz8pOkVhk6NCheuQPx4upnL8bRwd6OJkRzvUJJs4iTB0uwYqxcPpJyaMx9pDdWeFcwmKcbF0WhAZN/n1UOy+qZJOp07uDB4cxa1bD4iPz/jZ6ioo9CIbU7URjNurx85JR5XBXTh1/x5BrEFPTJK30+kUVqzIxoMH+QgOzoaj423efvsKQ4c+4PjxGKKiUnFEJ0lWSAbtkiRlSol6+OF3CAqBPh+8eLtjx6B5c7h2TY9We4P33tMwaJAbvXu7Ec+/RNKBelVnM3DgYnr3jmD0aFdjx9PU+uOPMPT6qP9+P30agoJcqVkzHnv7lAdSIjBduB76TYGyheFIKDTZD6U9YVdV0zbBN+DUaZg0GArnf/LWIgp+/W6caU1vDG2dKVDAkcWL4zl6OIE/N7w86H4RFT16VAzJ/Du35YQq96FeJBwgdYqjitpCbHqmQdST6odClQTY9uRaS3toEAxpGU9vbwyxB+Hvh+n8gwZl59w5AytWhKPXZ3zg3kQcpOLHUB4Qozdwa57CoJ/ew4nL3GITsa+oWC9m148fz8/x4/l45x0dTZteZMqU2/z4Yyjr16d64YMkWQWZHiNJUqYzfRncCwcfDxjUKeltgoNh/nzYsiWSI0di6dFDwd/fk6++Ei1xxJLFA8QzCjfeRqM4Ua6chmbNstKhw+uNrVu3KyQklPzv97VrE9i16yKHDuXHzS3l8yh6A/SbClP7QPG3ocu/UNYXphUBnQZu3YX/jYTbt6DoEwF7WJjK9u2JNGjggGVRULFDhxeNGsG6dbdZsDgKVNPzkhKTJgWjGgxkTbxPg/h/wbndK28jzsYs94fed+E7Ayz676xE8rXTifry0Bv42Ngl9HkL/aFfHLSPgxkqNPGED13hIGlL/D3tvWHoVdhexHTZ0KE+BAaeICioKIMHZ/xZlnY440Quen0ZT/hMT94KNLDuTA6qFD6MG6VxxC1Z99OokTuqmoNDh6KNM+6zZoVy+7ZY8itJmZOcaZckKdOZsQIK5YYeL4jRwsKgfXsDw4c/IG/eGFavdmD0aK//AvYYjhPJSFyohJZeGAxOzJmjf+2A/RFxsCDs3x/BypVihaXfcwtTk6vT1+BuD580hYP3oJgrTCgIng+nZG7fFWcRYOZoKFbo2aBdT8NkVNLJaD4odP3vtwAwmGqrp9SUKVeYPacg/oobDbUFkn07Vw2M84YievgllSXORWNcUbCy00uC6ZEO8JkTrH/4XH0oiqoYoENH0ozIfOpdDE6dh3lP/C0zZwYwZswF+vTBLJqjMK+fhoSIRCK3xhAc3ICjZ4sQwT8vTJNJSuPGngwbFsCwYdmYP//pikySlNnIoF2SpEylxyj4diC0rpf09WJBY5Uqifz113maNIlk0iQvWrZ0+2+WO57r3KU3XpTGjm7G0EurTWDr1rT6uCxE06am2c3r152oVMmbo0cDKFzYMVX39vt22DTHFLCfD4cJxcH/4eR5RCS0+ARy+EKxwo9vk5CgUq/emZckb5iRCg56LW/8d4EHqCk/oPnoo1Du30+kcWMfDPobEPdLim7vo4OO7qa66jtTuTp0vUiHesn1ovFSbzso6QzLHlUOVWG9iPjTkL8jjC8Kh8RT/lDDhl5s3ZqN7747YbbAvbadHev2KNzvrKNnJT/2nmrI6SANfzIZQwpfm2IBd5MmMmiXMjcZtEuSlCmINJGhU6BGRaj1plh498R1eoiPh5o1VbJmVbl37yyhoflZsSKALFkeZwnqieAaTclOCewQJQLdjbnm4eF2FC36+mkEiYmiXJ2InFTOnFFZuVLLt9/aU6qUDmfnlN2/aEJTpTVsXwlV9sPQYzCqFPg+jP1FVby4OHB0hCWPS2E/vE4lIiKeDRseV7CxFOUNN5+7bONG8PdP2f1cuHABRRGRsMJRTX56O/ZI8Vi8tfC1E0xuq+K53kB4CnPAC6kq0TF6KrxkGxcFXO9Dl1uwWQ+HC4JDFkjLtkJ2WsjvCEuDYG744yD3zTdd+euvPHz33XXGjs34/HbxHq1ZSkunfK7Md73N2IZuTPq1OYfDHqQ4aJckWyCDdkmSMkWVmAWrIFsWeLf20wsWY2JgyBAICIDz589x6lQi168XxdNTi7Pz44/AeG5zmmr4UwoNk8WSN+PlEREGrl41Vd94XQ0anCQ+PhuqqhAcHG+s4OGUVMJzMnzQDy4GQYk/oIA7/FoNnJ9YpRRyA4pUgqN/gcsTPYpMFDSaEri6Wk7VmEdCEzUYnkmHcXV9+iAseRK4cqWK8bWQkKDlXoK/saxnSonZcA9nlaj3DhJwMeWNtLJHJHIfuPOSbT7xgS/9oOleOBYOEQYolcZrKt/ODpOLw80QiDU8DtwrVXLmxx/tiY29bCw9mtE0KHjjwgbsWWr/gJ+7aHnHPS/f058onq91L0m2TAbtkiRZtfgEWPM73AuDLu0elwUUlTG2bQtn6lQ933+fwPLlIre7EH5+z9dCj+YswbQjF2/ixoL/Si+eOqWnYEE77NKsjLmenTs9SEw00LTpZYoXT91H8JVg08LSEeOgfj7Y2+D5coiVa0LFUkmXSRSXvfnm4wo2FkVVQDEddQUFwY0bKb+LM2ciCQuLQ1FMQbo4SNq9G37/PXWzyYsXa3j/fQ/eyqWwNwW3E6+zI372XEpQedlyCPF8DNVB94pQJwQqiGyg12nP+oLHCDDA3IuwK+zpMTZs6EfevF4sWnSfiIiMn+EuhcJQXFlGAsuVCMopnSlACdYymXuEZPh4JMlSyaBdkiSrJVJA5iyHkJswsMvjy5cvj2b6dAPNmt0gOFjP1Klx1K2b9H1EcJR7fE1OquDO033e9+/XU7q0kuKup6+ycGEcuXP7M3Jkym976Sp0HwLbbsDWUFhZ9fnA/JdfITIMfv4h6fv4/vs4VqxIXoWOjKboNbTWmmbaf/xRBNopv4+JEy9QuLArTk5aY464t+EOo+r8yfvvp/4r7/vvC7HeUcMqFX5LwYS0ON5rE69yRQ97X5HzMtEOAjygSTYI9YWNpK0mBaCZF6y/Cc/G5u3be7F9+10uXozFHOqgYzBZmEMC8wijZGw7dq7xZzOLucU1s4xJkiyNDNolSbJaA8eCsxP0eyJgnzXrGt26xdOvXwwzZwYyc6Y9zZsnnbv9zz/w59adZOEN7BCr8Z6dUhf5JmkTsK9Zc4vTp0V1GjuGDoXBg1N3P0dPwW+XRb07GPg2uDxTuHf1j9DtC+jd48V1zQcMSMu+m2lnbGwMCQaFAa9xH3/+Gc2ePdH06ZMXd3fT85nDoKFNGoxPJEwNBU4A65J7G0VhiKgtHq4aF6a+ynAdfBUJNxfCXNJeqxyw+QbcTyL9pkMHH2NXXnNpAIzEk9kYGBwVzg/d6rB+oRffXjrJvy/LL5IkGyGDdkmSrFK3/vB2Rfi0len3TZvuUK3aRQYPdmH6dFe2bnWgXbvnK7IYDCo1akRQrRp8v2ovxQp64GAszPd8YP/nnwrvvEOq886ftHv3A4KDVdq2vYqqOtKmTcorXVy6BkNWA5/C180hfxKT5Tt3wf++gL69X9aMKC2XOaadVQlxxBmePkjq21d0q03+ffz7723OnLnz33PdvHkchsRQ9LH702SMngp01JgC92pBcDoZJSFzaWCUAyxXYfMrtm3nDxuyAG+RLt7OBTnuwPtnIeGZbKG6df3w9U1d6dG0nHFfjCdb3A1MHpWN81vyo/XZz+DNF7l616xDkySzk0G7JElWlxLTdyg0qg31qsP9+3py5jxL27YhbN/uyKRJ9rz/vpZ33rF76jaiYkqTJiq5c8O2bee4H7GBjl9/jVsuscXzHXS++y6WtWtFvei0qqphYNkyZ27cyMnhwymfvY+Igsqfwcna0LMWDMgFrs9Min7/PSxeCKVLmqrGvMiRI6noGJQBDHotBuXJgasUKqTiIQqeJ1scEyYUolw5T2Pa0PQZ9hzX5KW/fec0G6ePOF8SDdu9oNoNuPeKExfOGoUSqsK1CLglXosv2VaMuY49/FkVNoXB+FukuR8aQdBRU8UlS1QODevsvJlULow8lKGme0kqNFlAo3m3iYjN+Co3kmQpZEdUSZKsRkICTPoOihSEujVMgXiOHH+SkFCLTz+FGTMUdLrHlV7EYtSICJWZMw1MnCgqplznxIlsePuO4boSg2pXHX+S7sAkFuTNnKmhfPm0ymdX8fPTcOGCvXGMKbqlCg8McKc5tC0Bk7KamuY8WwJSNI2aMB7jWYSXyZ79hVPw5qUquD9M0Be15EXlH7cUpt737FnQ+K/24Q4KCNAQHerEHU0anC55Ql8nU8fTennhgSgPqSa96PeRRs4wQgufJEBRexGYvph4+WYX95cAtzwh3gD2aTjFlsUFvCIhxz64WxmLo6CQFR2qNhs//xpF2fFVKTcgCl2/ieTuOZLLEx1xT9unU5KsgpxplyTJKoia43OXwqTZ4OMDly4lcvw4FC5cm9atDcydq8HeXgTmCmfOiDQJla1boWrVMFavPsbSpQ+4fV9LtoBgtPYFyGf3O/kZhMKLAlh7tFq7NCn1eO9ePHfuiBlCjbESzcuCu6ScCYWCy+DdArC8xPMBu6hBv3QpnDwJn3+emvKIlkGv13DaxdFY0eSvv1S++kqslkzZzhLB+qOA3UjMbOvTfoeIh7BX4C8FOsXDyVdMAIuXUbZEcNPDuQRIfMX2hXSwzAemhMPkWxCdxkVdjnUD9TScjcQieaDwW2mFYnPhpl4lQC2Ai9YBT9/7FO2hcumShZ4mkKR0JGfaJUmyeIl6WL4advwDk0ZAgLeoeX6fokV9OHhQi1Zr+ij7919R7s9A794RvPmmOzlyqPz7r8gdN+WPR/I/YjmPD8npjimipLQJ9n7++QanTqn4+6e8YsvfQdBqM9hdhZ8+f/56gwEWLMC4uHXMGKzWrjgD4U/ls4uoNo1SIe4bUC/Hwhup6zr7Klvt4dME+NAear5ku46usD0K2oZBbW/wfdXxiFgsag8Db0JtVyiXxgV/arpAi51wvD4WqYBIU8ulpdu5WFyDClEu502+/Go5S95tQ7NmrgwaJJYG21Gjhg4/P3OPVpLSnwzaJUmyeOMngbs7rJoPe/aYygC2a+dEnz4KsbEwYYLYymCcwRY/nTvHM2gQ2Nk9DrrvsJ0IbqGlPj6vmL09e1bPli0a2rdPu0V57ds7U6pUyipz/H4Juv8Fd/6GUWWT3kZ0ex04EKZOhY8/xmpNikwkOOHJ50U0/tFQ9gV/d0oERF2n6XVRYf0D0oOYRZ9hD5OMJUTh3Zds2zwR/nKEiSqMe0VKTRED1FTAMy+sjzX9/kQ/sNciHndeMyiwAFbdgNbZsEhvveXE5Dgves27R0zXqjTK6sLHy37lt69q8P64bHA9ho8bJpIrlwPOzg70758+B2aSZAlk0C5JkkXr2ReqvAUt3oXDhw389puBTp105M7tZqwO0r59Ak2bimBYMVYZKVRIREFPT7vdYSfnmUYA75KT9405sy9z7lwCrq7xvPNO2gTtNWv6kviqfIhnbLkMPbfC5Q0wswV0fkG82aGDKe/bmgN2IzHLrnk6ValSJdIkaI8JcOd6mUKkJ1F7qHYCtI0BjTs0ecF2zTxg9BWYlAPGviL5p7AT1HCCX+Lhz3/hWE5YmyPl6VUvIjroDigLa45abtAu1KjhTL7p95h/N55hWavj5eWB29hzeK8syJK1MeQrnUChAB0ffXSdAwfE6QgH2rb1oHlzc49cktKWlWY+SpJkC3r0hjkLoX4dU6BSoIBCt25aFi6EkiUfUKbMUfr319KiBbRooTwM2J8Wyr+c4huy0ZSctEIj8g1eSUuhQvYEBqbN35EnjwsFCiRdKz4ph2/CJ7/DhV9hzvvQsc2Lyzf+8Ycod4n1E51QH64fEA2xunRJu46toXpfDmoqkN5KaeFTR+gcA7tekoO+Iiu4RUGt5OSp34L9kTC7BGwLh5or0m68dlqonRu2nIHvrmDhFJZr3WiaGEefWF+CPQ7Tss0/vFfbiUVn3Klax4n9+7PTooUDP/10la5dT1Gy5CVKlrxPdLSsOCNlDjJolyTJ4oiUj6+HwvwFsGsLuJgaZOLmpvDLL2EEBoazc6c7O3aUoFixpKcdVVQMhJDIFLJSi0DaouXVp85FRRqRI/v11yJfNmOJKjFXw6Dq93BzJ2h3QL4AsLdPupLOW2/BwYNQpAjWz6Bln6cWV8W0sPaKaCGaFjnt4i4SFAx61VhNKD25aGCAHbTWQuMYOKs3PafPKuAITqFwWvt8rfRn9fGDFp4Q6AKXCsE/BaHetrQbc9EsML0OhFyHdN49r2X58gCGfxTM6Rh77ui9qa+24Jz7LgZ/cZoAL5WCvRTyFXSkZUt3Hjwoxtmzhdi5MxCDIQSDWPghSZmADNolSbK4KjHTZ8CM72DDz1Cu7NPpAF26ePDpp254eGjw8NAZK40kJYpgtvAhNylMQbqLui3Jevxz5/T4+T0wlo/MaIkGyD8LquWDkWVh0mio8YLyjR9+CJcvm3L90ypdwlwe6CHagDFgf/r5fL3SlOIALPi4Cu/Fsfw7PV9/nZDus66ioswUO7jvAp/FwoUXbHctEG7FQ7VX1Hh30IBdLLx52HQAcLEk3PeBe0l0NE0NrQZ8gRl7Ya3otGuhnJ01REcr/BWcyHonN3rHBlLcUJ3D9gdZNfo2BXxVcnaG2+EKHh7a/36OHy+GiziakqRMQL6SJUmyGGKG9ccfYcN6+O5bqFXz+YBUBHUvCtQfCeUUO+lMNmpSggGvzGF/mkrNmnoGDCDD7Q6ChjmhVjDMmAk5A5IOyEWwfuuWyu+/q3h6Zvw409rE+7A5QjGlyBgpeHs7G9OhXocIcnv3U3GrEEkR3W5Wr77Ov/+m/6zrowXRfzvDGzGwN6ltxCLLyxCmg9OvGFIxUa++pLFQCg4G0N+E9scgKI3KNTYoBr3Lw/GbEGGZzXKN3ngjOxUqXMBJUYiyc2BhXDFcDXnYrxxix4R4SgRAtaFw8mbKPi8kyVrIoF2SJIsgAqxZsyAkBP78E9q0Sd393GQvB/iaTfOrUEIdmKLbioY+y5aJvvQZHwmvPA7rz8KMajD+G5g0AZo3e367ixehe3cVBwcDvmKKNDMwlbB/alVm+fIqXbu+3t2KGvtrtmjxGvGAcnu28tlnGt58M2MbS7WLhKYP4Ff1+TrvvxaCwgaY9Iqg/SsfKKCDBbHg7QCr3zGdmfj5ieD0dVX0gxXH4aLoFGWhFi1ywtlZjz+wWKfjltaO9TEVOa6/xwXlKr8OUSkdCB/PgIPnzD1aSUp7MmiXJMki9O8Po0fDl1+m/j5usJtjzGTR0MoUMXRJ1Qxb9uzKaweLKbXgEPQ4CgPfhkEDIV9ueL910tuKWvTCjBkacuTIJDOIIqAVsbRiOnAaPDg0Te/+mj4Xy2LfT7u678kkXn6T/UC8nLonwrpnUlo8FOitwu5Y+PNVi1Ivw1cG01+QzxFmFIc7YpY+jdbr1i8Kpe1g9AGIfkXKjjmNHZudr78OQdQCmmanJQgFf7Ucwwc4ssNuJzM6QAlv6DYD/r1k7tFKUtqSQbskSWYnguRvvxVNiFJ/H7c4xDFmM6d/RZqX+oiOHUwNlVIiMRF27tRRv37GVcP9/jBEx8NP9aBdC9i4EWZMT3rbS5dg8GA9ZcvqyZ8/kwTsggqj3CG3VixCVlmxQpztSFlN+5fysYfK4uxJxi9ItFPgSw/orMIXUbAp7pkNouHMDTj2iqdznh+4i3XUD7cr6gxht6D1Ibjx7H2m0vD6cOQKxFtw0P7BBz5MmmSgT5+rlFAU5jvp2JVQkA1LcvK/pvbs9tzCuE+hQAC0HQNXb5l7xJKUdmTQLkmSWVNixMy6KOEomiZVrpyK+0DlARc5oE5g6eiSvFe2Ne829n26lX0yibrvBw/eJqP+9j/Owtm70KEcvO0LRw/C0aNQqtTz20dEiP1jIHduA337ZmyKR3rvB/FT1O5R4yDxvHmhKJo0u2/j9LT+8eLUjOasQC872O0OP8bBvwmPq8qUd4UJuWBEPOx4yWx7WXcgHCrcf3zZiNLgqYGyKyAuDQLtotnA7T6UXp501RtLERfnzokTAcb/F9AofOOgxVOB63tF2zR3/DxVZvaA7L7wxhcQGWPuEUtS2pBBuyRJZiFKFoounosWwV9/QZkyKa+CIgL2KG6wN/ErLs59m5J27Xi/pR92YnozFcLCDHh4+JDeREC09xo0WwOO3uBsLxbZmS7PlkSTG3F5aKiKr6/C+vU6PEReRSaxKhTGhzw9CZ4nj8Kvv77+fYeG6smVM8GYP+6iGBg48AS//WaeqVcnBXJqQXsP3oiEiw+fV1Edpo89fOQAd9SXl130FLPqTwTnng7wV2XwLwABi9NmnAcGQtR1eJBG1WnSmoODKWj/7bfHZ2KyaBR8PEHxzEOYwZ7f2YezSyK/j4ZAb8j2PjxIu7L/kmQ2MmiXJCnDxcWpzJuncu0a3L1rmmFPTYGHMK6yJbEnv68oz/CBrfDPYm9cfJgaYga2VKmr7N8vOiqmHxGo/XMVasyDzyvA4PKiJjkEBMCFC2Lx5PO3OXVKpVAhlSJF4tHpMk/ALqgPm6E+W+BH95oZSqKrbYECF8lf4DBlHKKZ7hdkPJNi7hnk2XngvXtQLBZOPKzUIl6yOfXwySm4Evvi256pAXpvOP9EhRedBo6IM1RZ4HQaVJPRaaGwHZRaiEUS61TEQfmzr48TpxTyntMy+G5hTibYs4kDJGjj2DcLiueAEp3g4g1zjVqS0oYM2iVJylAiZ3n2bBg50jS7nlo3OMo+dThHFlVhea92jBql8vHHr1NORUSNOUlvG05CrVXQ/R2YXBdOnoR27WDIEPDwSPo2jRpB69Yqa9ZkfMOndCeCaNE86+GftnZtxGvnnu/bF0ujRhepVi2CP7dWxMAtsubeReHCLliC5fnhIx1UfQBbHqZu9NVBJQfYcPvls+13bsGnSQTndSKhzm7YGfT64/vzS4g+C39ew6qCmZ0ahSKejix6UJgd8QlcEe1kge1ToXQuaD4MDp8190glKfVk0C5JUoYaOdLA8OHwzTcKH32UuvsQC1Y3X1tDoMGRqX0qMmGCqPgiCsG9DpX+/dN3oeKSfdB+OXxVHybWMV22bp1plj2ptBhh8WJ48CCGOXMy6ce1CjUdocjDrq+dO19/HMGnwp49erp0uUrVqnqWLCmFRqtwMyEP0aX60bixeI1YRrL2HB109IBP78O6R0F4Nuh9CRJe8DIUr4C+wFUNrA9+fLk4S7W4NTTNAp3+hj/Pvn7DpY8rw6itWBVxjmyRnUIxJycuJRQmBAMxJGBvB0sGQakc0HUiHDpj7pFKUupk0m8BSZIs0Rdf6I0B9ooVptnllHRJbd5cT/PmYTRvHsyWC6v4YXQeerd4B0fHfHTokPW1x9a9+z0OHUq/mewF/0C/dTCmEQwobrps3z7VmCo0efKLg/bly0WZO91rp4tYLBWqi5SM/9bWOqa6csyRIwa6dAmmcmWVceMK4Opq2mkhCfCLmMDHwJgx17h+PY3KrbwGkRIz3B66ukKvC7DhKjAFcIePDyd9G5Gb3ysrBD2A355pguSghTHFoWlR6LYDdl16vaC9Z02RcgJzHpYYtRYBosyms0J2PNmRYMc6TpCAHm93mNgNiuSGThPgrBWdRZCkR2TQLklShujRI565c2H7doU6dZKXl92tGxQvfoQ337xFp04J3LlznS9GXKJKx81cOu7Kpl+82bbNL03Gt3nzDb78Mn1mYX86Cv1+h5FNocMbpqBI5K+3bCnShSDnC7Jyxo6FTz8VP/apqoZj6U5FQT/jiszHlzk45OCPP1J+X9euGfjmm3h++MGfUaPy4iPKPD7p4ez1Bx/44eubhuUkX3Nxak83+MQTPrsEe347ykb3GLa+pICRnwaWiJd8Euul3e3gq5JQpyQ8MRGfKlk9YHxzOGqFTYpyaWCQoz0n72flekJWpvGbcdG6vzdM7A65/aB+b7hrwY2kJCkpMmiXJCndc9iHDIlnwQINu3ZpKF9etBV/fjsx4xwba2Dfvhg8PW/i53eP2rVj2bOnBNu3+1Gnrj0rNyUSXfgH5g8ozfShNcmSpSaFRJeV1xQfb0BVs1O4cNoHxv9cgo++h4E14dOKYK8zLXqNiBALX/XGXPakiKo6I0dGkSVLAvbPxJ+ZRYwBgl3F9OjjyxQlmgIFUnY/sbHiTIzCvHkOFC/uiJfX0ztMwYCOBEaMKE7nzrlxECVbLIQoczkwF7TKJvZHLIGKgShHqPBn0tuLwkh5dLDoFMw6mXTgnk0PHTeCqF6a2oW3djrI6wFLtsO8Q1gdfy0s9dPip4vG2VCWEaw2Xu7rCctHQIAX5GsB0S9Z+CtJlsZyPrkkScp0RCA+Y0YC06frWbdOQ7lypoBdlHsUFVOuXNFz5UoCV67EULlyMIULX6N16z188sldbt/2pmlTB9zddbi6KYRqznOI2cwelptjPxXj3aaXcHBQU9X19FmdO1/m6tVXtaRMuUQD3I2E7lWgT1VTpQ8RsJ8+LUo86o0pMQ4OSpJB6I0bBsaNc6JGjcyaF2PiEgUeYab/X78ej8FgSFUZwAMHFJxFQfQklHY6zbScY3B01KITT4KFsdfA1EJQ07soRc85EvsGPEiE2y8IKB314OYBCS9YxjHgTfikHLy1GEJfIyitWhQmvQc3b0LMM+k41kAcEH2v5KX35QByqmUJx7Tq18kBds6Dgv6Qsw2E3DX3SCUpeTL3t4EkSWYTH6+yYEE848apzJzpQJ06j4OloCA9FSpEU7as+C1cZB2zZUspvL3FDGnu5+4rmGP8Hj2JHVOL8e/3FVi2rAQjRtzk559VtGnQZ+iLLwKJitKmaQrK32chNBq2n4Wp7z99XcWKCXz0kcrcuQ5JBuyzZhn47rsIpk/XoihiKjqTUqGxM3R/mOpRu/YpoqLypPhuXnXcFq0vxtX4YhQXVWoslOlvuMpb/vn5J9iJC1mh8wH4+e3nt63gBGPywLFQuBcLPo7P39f0SpCggT13oGHO1JVUFbfJ4QpjNkOVQlA9P1ZnKwpN88JZvQ8LdYd5n2JkxdP4t+37Hmp1gepd4acxUNwK/z7JtljelIMkSVZPzCZPmRLLsGFittiRtm2f/qhxd9czalQYW7a4sWVLdrZsqfAwYH/eeXbxR+I0Nowrxe65ZZk6tQg6nS9VqhTHySlt8kYGD05g9GjVOGObFlbug8bfwqGrzwfsS5aIdJcE5s9P+sHu3ROVdVQmTXKgWbPMG7DH6mHlrWenjlwf/qRtmtLZWJggGjhZuHffLc66QEe6ijUOnnBRawq6kxQJ352Eww/PUiRldkX4ZAMsfI1qMo0rQJM8sPYgRJh//W6q/IhCZIIXx+ILspaLhGDaaaInwvqpUCYQPv0aDiaRbiRJlkQG7ZIkpbl+/SIZNUphzhwn2rd//npfX3s+/zzHK+8niD3sYznLelRk/+zGzJpVkmbNsvHDD1d5990o3EVr99f044+3OX48DbrSPOGbP0yLTsXPk6ZOVfniizjGj096IaRYlNq/v568eUNp3fqZ6dNMJkoP31x+tgJjTiZP1qRTBycsXteuirHr7WRnGO4Mxz3g15tJb/uOA9QQwf0rSs9PqAQ9N8PEbakfV5sqsOWE9XYVFesAxjgqVMCD+3hwncdHH67OMH0gFM8H3UbCv7KOu2TBZNAuSVKa6t49nOnT7dm4UcwUp/5+5syJ4NjuG9SkI8dWF+PXX/NQv74/q1YF8fvvIsE2babF9+2LoHt3AzlypM3s7qhfoE9d6Fbz+ZSE33+PZt48Rzp0SDpob9JEZdOmUGbMyLwz7E8RJ0qyP3lBHB9+mLpUjleyjPLsyQ4y+/rCKE9Ydhm2JHGWoIgbFPOBPv/AjZcE0+3LwtK6MPowTPo7deOpUhSyGaDlHEhI+6UfGcJDgY/tdVQiG7uI5AaPd5qfN4ztBflzQrt+cE12TpUslAzaJUlKs5SYL798wPz5osGNPW+9lbrIS5Rmu6oe5Y/Le9Dfr8P7VfUkxCVQoYLO+BjBwf7065eb8uXTqmyfH8WKeeAk6u+9BlGl49vNplJ575UHu2dy7YcMiWHnzjgqVNCgEUW6nyHWXx44AMeOeVGqVOaeZf+PBpSHeebiuYXE9ImuzwPfYlXEmtpi/hCUDVqfgH+jnq8Eo0TAcQ3EvuSbXLzUmhaABY3hfFzqq8ms6Q9B10BvBWcsXsQJDe/gTEFyMo1DhBFr/LwR/H3hu6EQ4AsVWkBUtLlHK0nPk0G7JEmvLSFBZfz4CGbPhq1bXShTJnWzpeILNCjxPAPnHmLzjHeIj3Pixo14goPfNlaJ2bTpJv36HcPTU0mzMohOThrs7V8vYBeBzIp/YOBP4O5qKuv4pNhYlcjIRDZscCFPnqQ/dt94QwQP5/D3t52P5TIG+P7hvmrZ8hinT4snNR2m2cWxgLG5knVpooVvskFUOJTbDZeeCdwn54aaBUyVZl4WjIu+AFntYPk+mLg/dbPlvh7grYccA7Fq9ihsQUcob9KLjRieOEj0cIWNcyEwK2SrDg/EGnlJsiC28+0gSVK6lXWcNy/KuPB06VInqlQRFU+UVAXsd7jEoqPr2TSoLTOmO7FkyTHOn0/4r0yfm5sdpUu74eubNoWv7t5NNJaVrFjR4bUC9nWHoOuPML4DtCr/9PWRkQZGj44kVy4NtWo5JLlvLl+GHDliOH++YJKz8JmNCDCPhZnC80cFe/R6ceZEPM/p8Pc7wH07PTdviujdeoiXQp8c8F4O0LtCoVWmijGPiH2nhEPZFRD/ihnwt/LA4lbwzWaYvxPiUlHC8dgcUC/DKStPH5mKQjx2ZOUdgp45mhPVqPb/BMVzQMl6cP6K2YYpSc+RQbskSa/VOGn27EhGjkxk4sQsNGuW+uD3Kic4H/sbjvvLM3KkE598YnwEGjYs/F/Q/tZbvhw6VIgmTdLmSduwIZSOHe9w6VLqg89lO+HTJfB1S+he8fltjh5NYMWKKAoXTro25YkToktnBF9/bY+HSLy1AWJus85O49P7hGw0bGiPLj0KEeeG37zjWLrUSjvpiHrsl6FJWai25+kc9xoGcCmYvGOd9wrDxKYwfBPcTOUscp0y0GYGVm8RUBNvpnGRkw+ryTxp2wooXRRafg6HT5hliJL0HBm0S5KUaqJJ0vDhcUya5MlHH73ejryp7mP5V4VYs7AoXbvCpk23OXMmnIkTXXF0TK9gVkvbtjpjOk9qTF4PXRfB+NbQ583nrw8PN7BpUzTTpnlQr97zeeqnTomFu5A9eyIBAVa0UjKtPFFAqF07JxYv1uDklHZ3bzCojBsrErnFLyJ53joX+LbKDgH5IHccdC4JHY7DuoczwANLgp+o274neffVviRMagPz/jU1/0oJcZJoVi+4eR5WJPPxLFlNkYJECdYQwV6eXu3rYA+Lv4FSRaDrIBm4S5ZBBu2SJKVKjx43aNs2hlWrPGnb9vV24nbWU0itycpFFZg0KYvxsm3b7tK6dQA5cqRhFPeEs2cjmT79uugvmarbD18FQ36E77tBl7eTPgvRuvUdtm2LoWHDpP+Gs2fBzw8mT/Yiq0g6tiXiOCzg8a8tWjji65u2X0kiyCxdRms1JR9f5F17yFoQph+DIdnh88LQ6zL8KurcC2dhykvqtT+rXUn4fjt8MDvlY3FxhEGtYe0OrJ6CQkV0xODGglBn1t5++npvT5gwEIoUgI594exFc41Ukkxk0C5JUop98cVN5s6NY9Age2rVer2WpPc4iRfRNKqRld27valaFdavD2H+/Fu88UYW3NzSp3FzzpxOtGiR79WFrpMw/keYuAHW9oV3n8lhfzJ15vDhOJYt80vy+gsXRM32CAoWvE+OV5esz3Q8DLAm5bs+RcT6gXr1dJRwh7FFYNIkcTCIVVrjCS4OUP9n6JkDPskLHf+GPUGwuRHYJ/0ye6GtXWHdNWg6LWW3s9NBtVKwaQ98twWrJw6n2+GKs5sTdp7Pd4/y94NvBkNgANT7GO4+saZAkjKaDNolSUo2MXs8bNgt5s+PYffuAMqVS92i00cLT+9xiQsJx+hQ8x2WLnCkcGHTdWFh8fTokYX69b3T7dk5cULPpUsJ9OyZ/IMOUZZx4RYYvgKW94DaJUyLBZNanJsv3xWcnfXkzv38DLoobxgRAaVLOzFkiCe2Jk4PWhXyZtA3kIPmHH72k7l9O5H79/XGtBlrI/bVlffhQrRI6oKBOaFlOajzO4g/J/IeVJye/PvLnwUuDYIgHcSnsJpM8bww43O4ccW6S0AKGhSKo+EjnT2b7YPYz+3/ykA+4uMFK76D7N6Q7w2IjjHbcCUbJ4N2SZKSbfXqCL79Noqff85KuXJ2qQ7YDRi4z1WucJQxn/tz/bQbbm6KMZ0hLk7PnTsJODjYodMp6XbwERSUiF7vkuzSkYl6+Gk39JwN0ztDk4qmNuhJeeut22i1ei5ezJ3kDPzJk6LE4wOyZ7+Ig4PtfQznX2vanxlChYOhBeh4uDMQQ7duwezaFW2VgbuLHdzwgFprwF4D3+aDZjWg+DyIC4XoAsm/L/Fey+YGS5pD0wUQmoJup6KEpK87zPgV1v6D1ROBe1kUmpOPmVxjX0yU8UDoSY6OsHMdFAqEXKXhupVX0JGsk+19W0iSlCrh4Sq3bzszfXpe6tZ1SnXA/tdfKsHqec6ynwdX8hF/vTpr1riSxZTKztWr0WzaFEmePE+1ykxTd+/G0aHDLooXT14HFRFo/7gTPpsGw9tBhzovrkN/7Fgs4eER7N+f+wXlG1UqVdLz8ceirn0hbJKawWtCDQroRVQaxrx5gSxZEsmmTSlIArcQ4jVXtTSEOsDJu6bfvy8AbRuCEgORGjgSkrL7c7WHGzehxxK4+SD5t23wFnzRCI6ehohMMPMs3qnVUahEUT4+b8/G22qS+2vvJihVFGo2heOnzDJUyYbJoF2SpGQH7V5eetq1S/kO270bYx33KVOuM2XTEf7iNxyvVGJ6r5IkJhoIeGJBYsGCbmzaVIbWrdMz4VlD4cJZ6NPHPVlbixSATtNg2Afwv+Yv3m7//mg+/fQ65cs74uiY9MfrokVgZxfE3Lm5sFkipcI3Ax9PhSJF7ChXTpQkVVmwwJ82bc6xePGjlZzWQZx4WpcdigbAtwceX764OPSoAFcvwMjDKbvPPD6w5BO4eB8GLIM7KQjcKxWFNdvgciaadS6FHY1KGhhw9wGLrj0fuIuza+u+hzIloEMPOHjELMOUbJQM2iVJSpYcOTR89FHy67BHRkLHjjF07Hicbt1O8r//nWJn5G6qjfqDCkoN7pzNRVQUTJ+uIU+ejK1P7u6uY9AgUdw6eb6cC7O/gJ7vvny7rVsjKV3agWnTsuLqmvTHq4sLTJ2aRu1crZRigEnFMvABDVC+nBc1avj8d9GECbno2fMa06ZZ1zSxhw56ZIcdwfDn5cczwBOLwbAKcDge1qWwrnipnDCzPZy4DddTcAKi/ltQKjsMXwzRz6/htEqVseMDHHmziMLMxCtMO//8Nm6uMG0cFCsEXf8Hx06aY6SSLZJBuyRJaapr1/tUqbKPmjV3s2DBIa5ejWHGjACG7TxL6T4naWbXCq+QEqxaFc6cOQqFC2d8QyEnJw1Nmoi63a/W6RuoXwHaVnv5drt2RTJ37m2qVnXCz+/FFW9at1Zo3z79Un8sXbddcDca2iVv96eJIs4w2HiQoNC/fzzXrhno0MGf334rjKurwsyZ1hW4l/SDxgXg5P3Hl9lr4b2CcDUcemyBrWdTdp9lc0IeT/hkEUSkoAfVyM9FAzGIjyfTKA301XhQKNCVi/5J58Bk8YNxw6BAHmjTHoKCM3yYkg2SQbskSakmFvOJn7//jiYg4CDZs29k4cLdTJ9emHXryhESUp7Va8pgqPIv6+draBTclawxeSld+j4hIa7kzWu5O3/GWsjWHFpXh1plX5zD/qgazL17iTRt6kGLFl4ZOUyrc/wOxCdkzGPp9VCqJOi0Z3F3m2jMaT99Wk9MjIJWq1Clihvt2jkQGamycmWs8Xm0Bh4OkC8rDP4Hdlx94opYUG5CcHZo+Qscu25aj5Fccz+DxEQo2iX5VWEK5wFxUqnEJyl7LEtXAIVhWm/OxORk2Ak1yb/NPwvMmgYB/lDuTYhK3hIZSUo1GbRLkpRqBQteICBgA61bb6Z9e3uuXq1LZGRDSpd2J1s2R7Jks+e857/8FrWNsFu5cUz0IXvAKXLm9OW33yz340cElZHRkOAM3t4vrhIjiEBv795IFi26zZQpOYyz+JLlLEK9fVscKBRkwO4+ODuHYWf39DSy6Lbr4nKPTz/dzZYtD6ymqoyjLyT4wJ2YxwF2sSywug30yg2NKkOFVXAxNPnBtJcrHB0Bdr6Qv1Xyx3L4J4i9BaERZBriGN0TDYFZElnleIlZl/UkJHEg4+4Gf6yH3IGQLTeEyjruUjqS3y6SJKXahQsFuHmzCbduvcvYsSXR6TTGH1FZRo+BY5xgC1v5d0wJLv7hz8mTEZQpU4yDB8VMp2Xu+Ng4WLbZ1Pnx7jIom+fl20dFGahR4xR58zq8oFqM9BQ9lPQyBUXp7dgxFdUQDdEKhkQNw4YF0q2bh7F835O6d89J//65ad78Dlu3Gqxixri9L3TKDy3WwbWHeejibJAmDqZuhIau0OINUznIYyEpK+d4djwUKAdnk3k78V4umgvKfECm4ofCF4pCkfwhjI+6woqgxCQDd/H3798FxQtBqXJw/oI5RivZAhm0S5KU5kRzkoMcYSNbqUddylGad95xpmPHYH75xfDSVBNzErXDZ/wEP++EHi1evb2YZf/xx7vkzq1j8uTAjBii9VPht+qgy4Bvn3r1RArXBdPs/sNAfMoULYGBz78Ahw7NR58+Wpo1u2E1s+3lc0NWX/jl9OPZ9pyOUDKnWC0Jy9+CD6tA9aWw5Uzy79dOCws6QbMxsD+Zt9uyCKJvwdZ9ZCol8KQVuclZ4grdQqOYd/HFZy62bYXSpaBVa9ENOaNHKtkCGbRLkpTmxo6N4lf9FhoYA/Yyxst8fVX69SuOg4NlTrGLL+LBs2D8MmjfMHm3+eabYLp1O8///me7C0tTYu15uJyCkoKvS6Q1DfrKnxwu0CoZ6yeGD8/H2LGJDB58kZkzsXgf+Zm6k/beCIkPg/YKuaBlSVhxHEIiYHZl6FILRh1K2X17OMFb+aDLDPgnGfXIxWxzh/dg7DwynVJ4URBP8pZU6TlCZdS/SW/n4ACLF0CpEmJBvgzcpbQng3ZJktLUgAEwaqQdbdQWlKYY27ffZ80alcKFPfjiC5LdgTSjfT4Opv8BK0dAi7eTd5vZs0NYtqwQnTplTe/hZQp/XIbgDMp77tcPwsIS6NE9C54O1ygZuDJZt+vRI5CiRV0YPPhfpk2LxNKNqABZssKHT/55kbD+PNyKBa0CX5eBtuXhu9PJv193FxjbAd4oCocflpZ8VdD+eTs4dhTmrCFTKYIrAyhIWU0Ymi3BzOhz7oXbijUw48ZB4cKi5C2ce/GmkpRiMmiXJCnNDBkC334bT8uN6yikNU1tXr8ez/nzOipWdMDNzTLzYjqPgoU7Yc90qFk+ebfp1OkUCxYUpGnTjOwSZOXEbLDdw1V+6WzXLti8WWfM0T53x58pe2ol63ZiPUabNv7Mnp2FoUMvs2CBZafKvOkGu9vBX9ceX9alAtQv8Ph3Jx18mM9UlrHIBPgnmTnXvu5QMjuM/B72JaOEZEAWmNgfjqewTrw1KIgbY8nGGztDKDwtC633vHjbrFlh0iTImRPq1IH7T5TmlKTXIYN2SZJei8j/jYkxMGOmypSpl2mxfg2T3q6L5r/EdQNDhhho2FCxyBz2/tPg+1/h4LdQMnfyb3vrVjy5csnFpymiN9UTT+9XQny8KEVqoEAB8UgK8TEO3AtP/sGVWEzdokVWJk504+7dC+j1lh245/OASEeoOMX0u68LiDZSb8+F0Icl6J110K041KoAtebB+VvJqyrTsSE0fwtqdoMLwS+/jZ0d5M4OC1fCgkw22y5kxZ6NBcrjUuwun+WFTjsfpyU9y8cHVq3C2O05Tx6IluUgpTQgg3ZJkl4rYN+xIwJPnwv8E3qHE2GeLKnZFl+NJwoKsbF6bt2Kwd5ej+7F/YbMViVm0hJY8CP8Ph1K5n95LfZn/fJLKfLmzcAOQZnElsYQ4JK+j/H55yrBwafRahNNF6Qi5hZ13Dt2FIuLDaxaFUR8fDILl5tJ7pLwQA83wk2/L20KBXKDqjy9wPTbavBeNSg6CuL1r75fOx3M7A7vVocibSDh4S59kapvwoT+EBIMMSlo0mQtnNBgr0Qy2C+OJT7w1RGIekHfAVGlaPduKFQIAgMhWDZgkl6TDNolSUq1jRtjqNsgiPq9PGkw+DKJSpwxveARUeLxf/8TfcDTOUpLobh4mLUSpq+AOUOhWoWU38eTf6f0alceQNDD0oTpT8Pq1cXw9bV7OPVumuVPzXPcv38hzp4N46efgix2xl28FPe/Deejoduqx5eJZkt/nn96dlxcvrQ+tGsA264l//6XfQVtG8BfR169bWB2mPcD7D9KpqNB4XuKU0R7nWK545iRCN+ceXHgLvbHP/9A6dJQu7YoQ5rRI5YyExm0S5KUKkuWGGjZ6iJNB/nSdswtKpCDfDy7IFMsQPXmjTcsq7rKgwiYsAAm9oH3kpfqLL2m9WfhD3H8ls5x76FDKidOiAjq8cy4l9M9yudJfS3C4cNLcPlyFDNnJiOx20zsdfBRdbhwF3ZfNF32QSH4dG3Su3xRPdh2BZZuT/5jLB4Arb+C7ze+fLvGdaFBVVj9C0RY/lreFHNDx2hyUsM5hvxlEhh3SzVW50mqhvujRbpr15oCd7E49eDBjB6xlFnIoF2SpBSbMQMiIqDTdw40/eoelchFQZIOzMuUgVoWFBgbDDBsGswbDm3qmXs0NkR9+I2Tzicotm+HokUV8ud//Li5XLR8UPSZjkopNGhQUdzc7Bg48GFEbGEctTC1HLxTADY+rBLTpwo4uEDf75OeAR75DoRHw3evCMKfNK4z9JwC3z2c0X+Rj1rC1m3w4GG6TmaTDTt64UYde4VBpWHRjRcH7YKbG0ybBsWLq3TtqnL8eEaOVrLJoH3WrFmULFkSd3d348+bb77Jxo0bn2o0MmzYMAICAnBycqJatWqcPHnyqfuIi4ujR48e+Pr64uLiQpMmTQiWiV6SZFXEaV71083kbB9CHSWQXHg8t01YWDyffCJmNy0nF7jjIHi7DXzSAhpVN/dobDBoF0sA0n1tw1WqVLlJliyPv94u3vBkxo5Sr33PH32Ul1atsmCpvJyhRhFYfBC2PqytbgiD1adfPDv/aQ3QuEPlCfDXK1I3RKDfqRlM7Q1DZsPC1S/etvIbkNULmn0Aia/Ig7dWOdGSkyjO+caxpAY02/LyhbpZspjKQYoDylatEgkOtsx0KymTBO05cuRg3LhxHDx40PhTo0YNmjZt+l9gPmHCBCZPnsyMGTM4cOAAWbNmpXbt2kSIKbmHevXqxc8//8zKlSvZtWsXkZGRNGrUCL0+FQmHkiSZpdvpmUL/4uSch45UwtcYiT0vMfHRbFJZLGWG/eR5mDsKKpQw92hskArfVIJK/un7MJ0756Bt2yfStFSIjIILaVB2TyxOLVPGDUumuECIHdyJNgWQJ/qKaN70+k+KswN8/Aa8XRzemwEnrr78/nVaaFMbxn4B10JfHqT+/APcuGGq0pRZdcANR24wwyOOb6uoVFkFL2uomyWLwpw5kD27OAuZSFSUDNyldAraGzduTIMGDShYsKDxZ/To0bi6urJ3717jLPvUqVP56quvaN68OcWLF2fJkiVER0fzww8/GG8fFhbGggULmDRpErVq1aJMmTIsW7aM48ePs3Xr1pQMRZIkM9CjcoBIwgmgBfnwwMFYJeZFdDoFd3fzd1OKjoHPv4Zvv4aiKawSI70+UaUkMg7c7EwlH9OTi4sOJ1GY/EkiYM3EgeOTmgbChDrQYQX8GwR+rhByE2p99eLbOOpgbH1oVgdCDS8POh9VlMniCt/MhkXrXjyT7u0Fvq6Q44ma8ZmNCxrmkBuV23R3NbBA5PNvgEix+PkFRL+KTZu05M6tEBAQz/37MnCX0jmnXcyMi9nyqKgoY5rM5cuXuXnzJnVEJ4GHHBwcqFq1Knv2mLoQHDp0iISEhKe2Eak0IsB/tE1SREpNeHj4Uz+SJGWsBAwcIYJThFINJzzRvTBgFwfxR46EUrKkK7Nnm/eZEjm10xZCk5pQoaQM2M1h+0X46nczZkrF6eFBHLZAo0DfCtAkPxwPBr0BSvmB3vvVt1vYAubshF2nXl3DvWltmNwf+o6G1b+/eDb96H5Q9XDi6UzZTFdRJg96bh2JJsg1gUsB8PlOuBv98rM2+/drjTnuZcvGy86pUvoE7WJWXMyui4C8S5cuxlSXokWLGgN2wd//6XOf4vdH14l/7e3t8fLyeuE2SRk7diweHh7//eQUbcYkScowiRjYyTV2cpG38CInrq+8zfLl12jY8C3MKTwCFq6CPDmgYQ2zDkUSzHWG42Y0lxZd5UQm7NT5Im8Xhp7LIToeNnwOt6Jh7wty25+07CNYuQ1+SsZCyc/ehxF9oNswUwrSi9SrCR9+TKY2ndxcquvCCF0kvYtHckoDX+16eeAuSor++aeDsarM++8ncPiwnHGX0jhoL1SoEEePHjWmxHz++ee0b9+eU6dOvbB2sZhxe1U941dtM3DgQGNqzaOfoKCglA5bkqTXyGH/lYts4l+q4UUBXp3TK97PixZVZMQI8+32+AToMxz+3APvNzXfOKSHi1BFxoq9uRbA2rH7rkr37nd54usqU+tW3VQvfcRa0z44exkWJ7O84/SuptKR/dbA2l0v37Z7G8iZFUbMTHp2Xny1z5gGIUHiQJ5MzQ4NzXHnZ8cYWpaI5GAE9N728lQZR0eFBQvsKVlST9eusRw+bCN5XFLGBO1ipjx//vyUL1/eOANeqlQppk2bZlx0Kjw7Y3779u3/Zt/FNvHx8YSGhr5wm6SIWf1HFWse/UiSlDFWcZZfOYAOPWXIbTW7vXUX+H0PDOll7pFIImhsVADq5jPTvnBypHqHXPTp48R334Vx/XomLWfyLD+Y+Td4u8CYlpCME2RGWg20KwUTN8CWS6/efvoQmLcMOvRJ+npXVxg0EDZsIFNbuQw6K1qa4IXO14751WHfDWi55uXrBHx8FMaNs6dQIQMdOkRy/rwM3KV0qtMuZslFznmePHmMQfmWLVv+u04E6Nu3b6dy5crG38uVK4ednd1T29y4cYMTJ078t40kSZZlLycZTn16UxtrUbcVbP4bdq2GN16/0p+UBvK4Q6C55lsSIUdOJxo3duHq1XNUqRJEdLTllCJNLz+3BpdAqDcWKueHlX/C95uTd9usnnBmPBTKDstf0ZeqaiXYtw6+/xna93z+ejs7eOcd+P13mDmTTKtuXVNV01LoWIueO96xbGkF+0OgyryX3zZrVg2TJzuRK5dCrVrRhIbKVBnpNYP2QYMGsXPnTq5cuWLMbReVYv7++2/atWtnPB0uyjmOGTPGmOcuAvGPP/4YZ2dn2rZta7y9yEfv0KEDffr04c8//+TIkSN88MEHlChRwlhNRpIky5GInglsZiC1CcAT32SkxZibSIlp9hHs3AdXD5hy2SXzunofGotAzZwx8hPVY9asKYur6yVy5bpCTEzmDoxyu8PVL+FSCCREQXQ4PEjmugI7LRTKBt2qwaEL8OfJl88WF8kPJ7bAzdum9+GzSpaE6dPh1q3MW7f9ETEF2REn+hDPbfd4Ln+hciMSYl/xd/v4aFi92o0cORIIDAyT5SCl1wvab926xYcffmjMa69Zsyb79u3jjz/+MNZiF/r162cM3Lt27WpMn7l+/TqbN2/GTbQCe2jKlCm8++67tGrVirfeessY1G/YsAGt6PMrSZJFiCKe79hNY0rhj/tLyzpaCrHotFsf2H8QTu4A31dUy5AyhshzjksiiMtIdrp4PN1MaZmOjlqOHatBQMBFihSJ4Pr1zB24u9iDgxOMXAffdoU79yE6Nvm3F8H7pLaweBvsPf/iqjIid71QfujXDT7tBQ/Cnr5efMX7+ppm2n/5hUxNRDOfoPARbrzPfeIdDOztDG8ugZuP29YkycFBYdcuLwoX1pMnTzhBQZn/jJCUfIoq8lusjCj5KGbtxaJUmd8uSWkrgjh+4gxnuElXKpJLdGaxcCJAGDUBft0MS2dDxXLmHpH0yJW7UH4MjHoPumRwMSHx7bZ6IwzTXGddvf0Uotl/18XF6alTZx/R0fn5/ns/Che2/APT1Aq+B/XHQrUiMGMNbBkFtcqn/H7az4U2b0C9l6ScHT0O7T6DGu/A8AGmWu1P+vpr0/PSv7+oV06m9y7xdMCOKgkKDXaDWxDMaQh5XjGpoNer1K37gJAQO1atcqZEidfOZpYyQUwrXwWSJP0nmgR+5gr3cKUb1a0iYBeNk4aMgo2bYfZkGbBbojLZMz5gFwwGlXbtrmBncMaNXE9d5+Cg5ccfy5Ir13W6dLmZqctBujlDsTyw8ziUKWIsc5IqiztB6wmwZMeLtyldAuZOhZ3/wPEkKvVUqQKrV8PVV3RezSyaY09/sb7ALoIV5UDjBF9shMuv6NAr6rivXetB6dIJdOgQysGDttFnQHo5GbRLkmSkx8Ac/mXHKSf0y/zJaZb6fCkjWrN3+hx+/Q1mT4Nqb5t7RFKSzHSGX6OBqVPtUfRadDg9d72fnyPTphXC3/82Bw7cIrPycILPa0AMEBMLE5fC3Qepu6/xbaH3Qvjutxdv89Yb8N0k+Hk93A99frFmiRIqgwerxIgBZXIfAeNEvxlV4SfXCKbXggQDfLYWbr0iVcbdXcPUqe4UL26ga9e7HD/+ktqRkk2QQbskSUbD2M75G/6sf+8iQfte0inFgjRsBr9vgvU/wtuyAJXFiU+EZlPMF7SLAgmtWwUQmxjGTZKeSs+Rw5mpUwvQqJEHmZodnAuHMxdg82GISsXErchb71gPNg4yHRDNf0klmsoV4MgRqNXo+YWnY8fCsWOQYOa1DhmlMQrzcGEmOn5xD2dOY4iMhrqzX704NUsWLePGeZMvnx0tW94nOFiWg7RlMmiXJBtnQGUgf3MLd8b5ZWfmiEooirdVzLIfOwGnj0DxouYejZQUUW3k6A0RGZt3/7gZslGYhi+8Pls2Z+Ose2b2Zm4Y3+Rhgyt703OTmhVtOi28URA+rgnBt+CXf158Pz+vgtshULTk05cXLKjg6qqnWDE1VWOwNmK1RDFFIRYHrihO5PJQ+b0jRMSJ3PVX314E7nPn+hIQoKdMmdtER9vATpOSJIN2SbJhMSQylv0kUIhplOF+cAxz5hxg6lTRvtJyhYdDg8ZweA+8pC+bZAG0BvAUxavNKCwhiH9ZiS2z14F/TnDyM535yN8w6dKMyeVoD0M+gOXbYfuJpMtBikWoVy6AVgf3n8nhPnJES0yMgXv3bCMA9QV+VRQ2AhPVeFycVM4Ngjyj4V4yTmy6uWnYujWAPHkSyJo1kXv3ZFUZWySDdkmyUeHEMZdTROHPAPxxQoODgzOFC1dGo7HMShqimfLevaYKFBPHmQJ2ccpeslw53GDN46ItGU8FNzUbhV4y024r2peDke+BuwYMonLLa753xMdEAW9o0B+2HU16xl3MzO/ZDpUqwfnzTy+0LFkygfLlbSNoF7u6LAqzFDsWGxKZr48lQVEpVA3KToGzTzeTT5L4XN63LyclS16nfPlQzp6Vi1NtjQzaJckGRRDPMi4SjEJHsuL78KMgWzaFGTMsd5b9n3+gQwdo0UIsZjP3aKRXWbnLFDSbmymn/aS5h2ER+jSGCmVNz8vKlywmTa7Rn0GfptB4MPy4Pelt7O2hcGH44AM4evTx5Rs3OhAVFcemTdiMOsAonQvTVZUQVLa8A+UKwvvL4NDV5K3T2Lo1F6VLR9GmzVUOHYrOiGFLFkIG7ZJkY+LQM5czXEDlM/KTF+vI5b17F3bvhhkz4G1ZJcYqfDHf2FrX7JSEpKvH2CxRCjoKvpiQNnc3sjOM62DqvDpn3fPXu7jAvHlQoAB07w7Hjz9uuNSpk5aJE21rcWVzoKidM9/o9Wi1KvMbQ+lA6LoqeYG7o6OG+fMDKFnSiW7dbnHkiJxxtxUyaJckG6KiMpzDXMSOHuSngJUEMnFx8MUX8O67UL26uUcjJZuYZRc51Oakgp3qhAfZzTwQyzH6ffDLmvp67Un5ojl88R4oepj1w/PXi1S2CRMgZ044d850mU6n8NlnOo4ejWXOHGzKIGCzoqFNfCLeTjCuHhQJhA4/wLlkVB/18dExfnxWChXS8emnN7hwwUZK8dg4GbRLkg0F7L34h7vkYwT5yYMD1kDkyZYvD/v3Q4UK5h6NlOJEXjMvQhXOHHZh3JdPN1eyZW/kgX3zIC4eGnZLu/t1coB8OWDgbFix5fnrAwJMZ8o2bHgcuGfPrjBpkgMnT9rWbLto2vyXVstWnZYG4VH4u8HkJpDbA8KSWb/e39+OKVOykTOnnho1gnjwwLb2oS2SQbsk2YAEDPTlIAmUYhpe+KblFFs6io2F0qUhJOTxKXXJeojDwtN9zT0KSIgP5e7dIySIrjaSUe6s4GSAa8lYAJkS1crDyM+hwwjYsv/5qjI+PhAfb3pf37xpmm3PlUtlwYJYFiywgAUQGUgcRl7QKFx1diRWVY0z7qs+g14rIOh+8kpyenvrWLMmDzlyxJIrl56oKNvah7ZGBu2SlMlFkMAETnOMaIYbM3uto9zKnTvQoIGpvGNQEDhZRyaP9NCVW6Za+o7mXtesQrmSblSr7smgQUFERsqgRhBVl678aZptD7mddrtb5Kn3aANftoOmX8DOw88Hnz/8ADVqQJ48pt+rV7dj7Fgd16/HE21j6yqdRf12jYZGsXruGFQcdJCtPOQbBBeS2aTXwUHDnj1FKVz4HHny3OTaNZnjnlnJoF2SMjGxeHP68VCCcaIhb+JkJSkxwcEqXbuqRESo7NgBzhaQYiGlTKOhEGUJjXUVEbdHkS3HZdauDWfChBgZuD+iwvmz8MXotN/tw7vAF+2gXhf4fdvz1//6KzRtCn/9Zfo9d25YsMDAwYO2dVAlPtq2axQidArdohIJ1qv8WBveewveGAO7H6YRJcc//xSjVKl71K9/kmPHLOHNJ6U1GbRLUiZ2MczAqYte9CaQXtjjiuW7cUOlTx+4fRuWLjUtXJOskMhEsYSTOiIGNNhRs0YBpk/35ocfghg2LIEEuW4PB3v4tCmcvQK7jqT9rh/XA77uBDv3w6Ifn79+yRKVli31rFwJTZo4UK+egR9+SCQiApsiGgYvstNyy15Ln0gDN/Qqy9tBu2rQbgVsfKJM5suI2vc//VSY0qWd6dTpIgcPJjM5XrIaMmiXpExKfO9tyhdNxXfvUBAt1kDMrHfsaDDOtM+cCUWKWELUJ6WKAWZ0tYx9p+jFV50DDRpkZ+7cLCxffoH4eJnf7ugAvTrCiWOwJYnZ8LQw6DPo/zn0GQUzlz99nU4Hgwcr9O4Ny5bBxx/r2LZNT1iYbc22C0WB+g4aVusUglXRSAnGN4YP34IvVsAfyQzc3d11TJ6cl2LFnOja9SonTsSm99ClDCSDdknKhEQNgVEkcIPbtMQba2AwqFSvrufSJTHDrlC8uAzYrZoBWr1tGR1rDYmxJGJacVmjhhebNuWkadPDqMlZ6ZfJ5csFY/vC/J9g6970eQw3F5g2DIZMhQWrn54Z7tZNw+DBpupQb77pgL9/OI0b60m0gPr+Ge0joJ6Tho9jVB4YVJztoF8VaF0eTl9P/v34+9szblygcc1AixaxxoX8UuYgg3ZJymTE/GEvDFzkEhPIRTYraZ6k18P16wns2aMhXz4LiPSkVBMLUC0mHhazlqo7dhT576KSJd04fvySWYdlKZydIH+gaTHqvQfp87yJGfX3G8G4L6HXSFi/5fHjODiIBktiUarK4sUqv/ziw61boej1lvICyjgBwCoNOLooFL4OCaqKmyN81RRC7sOfx5P//GTJYs/8+fnJlu0KJUteJzpanlnKDGTQLkmZSASJ9CWeYM6xmoK4Ye7SHa8mToXfvGmgQoVYrl1zxMtLBuzWruUQOHXhYT65GYkAR6yNuJMQzA7WPnXdjRstjS3hpYcioE13+Pds+uwROx10bAmDu8L73WDHXtPBnWBvD25uKt26qWzfrsHXN4YcOWwvaH/UrPaARiExB+QONl3mZA/jP4CJ62H/heQH7m5uOv78sxR5814lW7Y/uXs3Pl3HLqU/GbRLUiZxizi+5AwhnGQ5BdBYxCrAV+vTJ5bataPZutUBOzvrGLP0cqoIxsTxopmfzgMHVEqWDMXTkIXS1HjqOo1GvtYe8XaHHH6gKnDsLOmWmiKOkUR+e68OUL8VbNv1OADt2FHDkCEaPvpIZeTIHOj1oRw7hs0GZuUVhbgcCscfVm8UL9fC5aDqSNh1KgX3pVHYt+9NSpRwo2LFPZw9G5lu45bSnwzaJSkTuE4c47hiTI2ZSlGcrWTh6cmTBvz8NPz8szO+vvLjKNOwgMoxoqRgnTpBtGoZRExCpPHsk5S0Gu9Axw+AOGjfFyLTuVb6mP7Qpxs0bgdr1j2+vH9/GDRIQ9u2KnXrxvPJJ7Zb4uc3oLYBmoXDroeB+9R60LMR1JsIa3cn/77EGaUtWypQqpQbAwemIOKXLI78lpQkK3eHeMZzhVgMDCIfWa2kFvvZs3pWrYqnbVs78ueXH0WZigp9W4GjmRrvrloFn30WRO/esUybVgJF1aCzkveFudSpBiVFUnUCDJ2a/msSRg6A0V9Bp14we9HjywcMAC+vODw9sxAcfMdYVcYWiWmXeVqo7w2fR8OOh2XXx7WEoe2g0xxYtDn59+fkpGXevBK0by/6sErWSn5TSpIVi0ZPHy4Yc9kHkofcWEfb0Bs3DEyeHEObNnaUKCE/hjKTpb/B7qPQvjbYmyFoX7s2gT59LvDllxoGDMhvnGV00DvhY1zmJ73Im29Awbwwcygs/Slj9lPPz+Db8fDVKJg1//Hl339vx7x5idy+7cZvv9luyULRV2OEFmo5wqEnUoz+VwPGfgjrUljtx9fXnqZNs6bHUKUMIr8tJclKqai8F36cow0u8Q0FyGUlVWLi4kRDlQcMG+ZMkSLWkcYjJd/5ILh9zzx7bPt2lc8+u0L37gY+/zyrsb27mPUPS7zPCfabZ1BWRFFh7AgIj4S3m6f/44la5G1bwNTRMGAIrFhtmuGvVk3H/v32xvnmDRtu8d13trkoVfACijvC6ATYEWvaPzotfFwdWlSBb36yoEpNUrqTQbskWSGRCtOAMxjccrF/bX18EF9wlk+UHStY8B4PHniRLZv8+MmUDOar8x8efp2PPw6nb9/8ODo+PiD0IStvUd88A7Miy5aAlxuc/B2uhkBMBkxyi6oybVvCiK+hQ1f4c5sIQhXKlFHYvduJqCgvbt16YJN12x9pr0B7N6gXDCcfBu72Yr9Vg/gEWLoV9LKio02Q35qSZGVu3oRPoq7hRn5+U7yfCk4sWXBwIiVK3OXECW9OnJCVOzItA2T3BYcMPo4MDo5m/fogvvmmHDrd019t99Sb/MOmjB2QFRKlF8Xsd5HCEHwTGojFqRlAq4Wen8OXPaBJM9i5y3S5h4dKQIADI0a4sWGD7U4ni0JMk7TQNi+UvQaxD3eFVgM+AfDFQli3y9TrQsrcZNAuSVbi7l0D69fH0HVqFNqLOZmLnRVUYTc5fTqe9967T2CgKzqdDNgzu2/7QoGcGfuYuXK5MG/em0le5xbnRSHKZeyArFTVqmDvALWqw71QOJaBxUaGD4WePaB+Q/jtNyhWTMOKFSoFCkRx4ICeiAjbDdyF+RrImR82PXHWofM7MORD6DATVhnPUphzhFJ6k0G7JFmJc+Hw2d5YnJpGMaakAU+sw8mT8XTt+oCcOe1YudIRJycZtGdWJy/A7kcr5iyFCgn6eEK5a+6RWIVp08DVBaoVhBKFYdbijH38saPg60Hw/vuwcCG8844jM2Z48NNPEBSUsWOxRJ9roF08zL3/+LI+DWBUJ+g0FaZn0CJiyTxk0C5JVsIuL/iMUan/piO5MFMtvRS6fDmBzp3v4uurY8oUd7JkkR85mZlozLNNVLSwsNk+PXqiiTH3MKyGSLOYPQs6toE/t8PWvzP28UXZx0mT4MsvYeZMUW8f5szR8e23CjE2/jT2UWCGC3yZAFNCHl/evRbM7wvjl5pzdFJ6k9+gkmQF7mFgCGFUJ5b6OGMNHjzQ07BhCK6u8O23HuTMaR2599JrEMG6BS6Ic0l0Ix+FzD0Mq7Fli6m0YLlS0LwhnL2QsY8vHrtDB9Os/66H+e3VqsGOHTFUq6badAqIOE/5kUiV8YG/3Z6+7v2qsHQIdBxvrtFJ6U0G7ZJk4eJQaYweNyIZT1Z8rCCTPSFBpVChCzg66lmzJivZssmA3SaooDiAYmEngu6pd9jNdnMPw2qUKgXXr8NHH0JgTug/HHb9k7Fj0OlMKTL160OWLLBhgwjgHTl7FsqXv4Neb7uRu1aB4lrY7AwjEsCgPj7YqV4WWlaFXpNFRSVzj1RKazJolyQLJtIWq6PHm+usIgcuVvCWvXs3kcDAC/j4aDl4MA9ubpY/ZimNqDCsI7xb1YL2qAho4sWXnXwdJpcI/vz8ICwMnJ1A1cPNWxlfnUQE7h9+CL17Q6tWcPy4QkiIqBTkQ4MGttt0SSiswFoNTLoFs29C/MMAXVT/8fSBxbthzGKIizf3SKW0JD/FJMlCXQHaEoc/t9lAIIrxxKjla9YsiBw53Dh+PB8ajXWMWXp9kdFw7pLp9L0I+iyJj+rHG7xt7mFYDTs7OHAAwsOhSgUYMQg6dIOQGxk/FvFaGjgQevUyzbr/84/CP/9AaKjC5cvYLPEWq6/A9BwwNAaW3YaEh4H7GwVg6Zfw3QaY/RPExpl7tFJakUG7JFmgk2LBEfEEEslyslpNwL5zZwTly7uxaVMWtOIcrmQzzl+CYZMsbxGqcPXmA5b9/a+5h2FlVA4fVvnmG+jTHcoWN3UsNVct8LFjoU8faNwYfv/dgI9PBJ99pufMGdsuTi7y28fkgn63IPyJdJgmlWBSL5iwAqYulzXcMwsZtEuShTkDDCaanMQxBi+creRtun17BH//HUnfvu54eVnHmKU0ZrDAoF0FNV5h7y49f/0lcwWSy9MTunZ9/Hu3zjB2vHmDv5EjTcH75Mk6Zs/2w8VFLE4133gsRScdBOaDIUFP12lvUxW+7QMTl8GAqeYcoZRW5DerJFkQUYa4F3EEkMAgnPCxkrfo4cPR/PFHOJ984kP27BncClOyHCJgsMATLDH3tfy1KpaDB2+beyhWw81NoUULhV9/FU3dDLRoDm4u0Op9846re3cYPx46dVIpUkTh3DktJ06Yd0yWYKYrLHOENkefvvy9qrBuMiz8xVwjk9KSdUQEkmQDooBWqgFvFEbhRhYrqBIjBAXFMXbsdfr08SdHDhmw2ywVGtWA7h9jcbyyx1Om/R3Gjw/lzz9lgm/yqQQHi/e46UhsxzbYvdO8XTe1Wnj3XWjXDmbNUpg7N5q6dRO5dcvSTvFkrErAIX/4KQu0PvD0dVVKwfaFUK+T7Jhq7WTQLkkWIFpVKa8acCWKJdjhZSVvzXv3Emja9BTLl+czNlCSbJMI4qKjwdUZvDywONnts/BT77a0b29HdHSYuYdjNapWFbXSFeLiIDFRJTCXKT2mYkXzL5T94AOFYcNEsyUHQkIiyZ37PmFhtl3jMJ8C57JBUGGINTy9mDcwAPZcgw/7yYoy1sw6IgNJysSCVJW3MZCdKLYobthZYn5BEi5ejKFgweMcOlQae3v5UWLLQh9AlXqW2VhJnAG4m3iPf7T7CQjQERoaS1ycbS9eTC5R/UkEyH366Nm5UzUGf5cumarKiBl4cxIz7qKizMCBWpyc3MiRw5v8+cOxZeL5cdFAiCiVeRPuJzy+zs0ZwjdB8zrQczSERZhzpFJqyW9aSTKjU0A7NYHcahwbcbWa52LfvnCqVTtD1ap5zT0UyVJY4iLUh9wNbhSlIH375mfNmiDmz79vnDmWXi1PHpU8eTT/hQsiiM+eHf73P8vYeyNGQM+eWuOse61anvz9NzYtC/C7E1ywg36X4PYz5ewDssGOIzDiW3hg28c4VkkG7ZJkJseB/6kGCilaFmicsLO04tYvsGPHAz799B7162dlxQp3FCsZt5S+/H2haQPL3MvxiQmEYkqLadkyB0OGXCYuzhJPC1ieevU01K+vYfnyBMLDVWPFlilT4PRp0aEUiyAqyly7BvnyqXzwQSzr12PTigJzvOBfHfz7zBKOSsVh5lfwxy74ejLE2HaPKqsjg3ZJMoPzQG/VwD+JMbQ1GPC0kpSYPXse0K3bferUycbEidlwcJAfIZJJtqzw/nuWuTf06InCFJ189FEgvr736NLlLqo5V1RalXgWLFCNHVKFXLmgRg34808sxoABpnFdv66yerWMRCvq4M1AGHsbbj8TuFd/A+aOhg1bZNBubeQ3riSZwS2DgSz6RHZoHSmv0VrFc3DmTBTt2h2nShUYOtQRDwtccCiZkaWmiavgmuhCAXL/d9HatZX5/fdnauNJLzRggI7y5e3+q+fp5YXxc2D2bNiyxTJ2nDjh9+mnCt9/78jvv2soW/YB27fbdqWgL3UQHQA1dkP8M+/Pt8rCxiXQXFaUsSoyaJekDCTm9YINBsbHRDFPa0cpjRY3xbLfhmI28s6deCpV2kOFCq5MnhxobLwiSabXBxQW5+MTLXd/hKtxnNY/rtFerJgHdnYR6PVypj05cubU4OmpUKpUBPHxpn3WpAl8+KGoIKVazBkLnQ7ef19h3Dg7/v1Xy/37ljM2c8gJbHaB6CqQf8Pz1xfJD2tmQ5nakGipB93SUyw7WpCkTOa6qlJEVXEGXKwkF/zmzThy5txBxYp5WLWqNE5O1nFmQMrY6jGWnOF1aY8Lsz99etH0xYvvUqxYEpGMlKTNm8HV9fFieQcHyJJFzG7DcbFAx0KIwL1TJ4VRo1xp21bHjh16DAbbDdzdMS1Kda8Mt5+oJvOIrzdsWApvN4UHshqqxZNBuyRlkCOqSum4ROrGxLPKxc1q9nvFijuoXj03mzfnl4tOpSTptFCmtIXuHBGvGRRU9emvO61WoWhRN06cCDXb0KyJaY5BYe/ex0dnfftCw4Zw5IhqUdV4xFgHDlTo2VNH/fq3iI62nLGZg0aBPT5Q6SKcCnt+Xzk6QFQ8tO8BITfNNUopOWTQLkkZ4C+gWUwizRITWePiaBX7fOfOu8yZc4V3383Gr7/mM/dwJAvm7gIL52G59AmcPx/B0SfS2B0dtYwfX47339/D3r3R5hyd1VDVBJo0eToArl1b4X//MxAZicUZNw6+/NKVH34QB23YNNFKo1xOaHcBDtx5+jo/H/hpNtwPg/99DddDzDVK6VVk0C5J6Uys0+oWm0hrFaa7OFrFbPWOHXfo2vUIp06FM2ZMEeOspCRZG5EWMXhwDBDD3r3XjSkezzp58j4//XTFHMOzOsOHm5oaPemzz0Tddg1ffZVgkfnjw4d70K9fGD17Gpg1S7wWbJOjArOdoWwO+CWJA6wCeeG7cRByA06L8maSRZJBuySlI1HG+PMYPc318JWTDkcrCNiFf/8No0aNLAwbVhg3N525hyNZsLZtRYt7LJJ4u9WpY4dnoVhK93t++jB7dhc2b65Bp07ZzTI+a/PJJ3bExKh07iwWMTxJYZ4Fn2lZudKB6dPv8csvogKO7fJRoKEn/OAM25I4uVSiCMydAit/hNpNICGJHHjJvGTQLknpQMw3nVNV3ktQqYvCQCct7iKx0MKJmbI9e/RcvpyNkSOL4uVlb+4hSRZONNixwAlWI3FW6513dORx96ZTscKMG3eDP/98XCbDxUVH7drZKVhQ1i9NHhW9/g579z69JmfjRgUnJ5W337bMNKM6dRzZts2LHTt0jBplua/XjFDXHpq5Q+vDcPLB8/uicAEYORhOnxVnqsw1SulFZNAuSWlMfAbeUFVK6aFGrMo0RwVXKwnYT58OZ8KEf5gwwRl3d9uelZKSz83C11Vf5x5O7U7yySdZiY6WX3uvIygoC3q9lugn4vPs2SE42J5r1wxERVleRKzRKFStqmPVKgPDhumN9eUt9exQenNRYLwjNCgH5XdBUNTzgXs2f7h4DPIWxyLXKtgy+eklSWnsvKqSLx7qRKuscNOgs5KUmIQElV69DrJuXRV0OusYs2QZLlzAounQ4ql1RqvVGwPLONvuufNaZy6cnBRiY+Hjj5++ztERYznYJk0sM8oTH8NeXnfx8ztJ1656Vq2y3fQP8fG+2AkaFoOCP5kmmp5lbw++PlDmTbgWZIZBSkmSQbskpXEO+9sGePcB/OJuXW8ve3sNmzfXNPcwJCuyY4dqzHFO+mvfcnjhShkKiF7EdO8ewZUrlj1eSz+r8pMI9J7ZhXZ2Cps3O3L7to6jRy0zGq5SJQtz5uQjMDDOmIO/Zo1tp4D8mAfc3oQ/gpI+yPnnLwjMBa3bwKnT5hih9CzriiokyYKJwhQfJ0JLvcL3WeRMtZT5ff216IiJxYsjkXuEU7OmhgIidpde2+nT4qDt6cs8PETXVA3z58db7B5u0sSFKVOcWboUrl2DqVOxaV9kgzYXYemp569zdoblC03pT916wKkktpEylgzaJSmN/B4DrRJhnJ3p9KMkZX5imtLyZ60T0RNODHXrZqNQoQf873/xxhQPKXUCA6FWLdi27enLPT0VY4WZTZs0bNliuTlIzZpBrlzQvz/4+cFXX2GzvnKFcWWg73mY/+/z1/v7w5RJps6pHTvCFVkd1axk0C5JaeDnGAhIhAH24CoDdslmqMbKIaJ1vCXzwJmS5Db+f9o0f06etEP/uIiMlEKenvDWW0lfV7Gihvfe03PxouWv9BQpIG3aQLlyprNGtkjUSOjgDmMrwMEXvI9z5oDp34KrKzx4ttqnlKFk0C5Jr+GmCt562KTAF65gZWnskvSaEilWTLX4hmGhqp6DelNjnbx5nXBwSCQx0fLPEFgy8ZRPnKiybp36XM57rlx2fPllJLt3W+5s+yPigLNJE/G6EAd0tpnjLrqlfpQNStjD7PNgSOKtkTUrrF0L3brB3bu2XTbTnGSIIUmpJD60QvQQdRfcHpg6zkmSrQgNVa2mCsv1fyNZ/vlZIiJM0+v+/v+SPbteBh6v4b334H//g5s39cbKU0/6/HN72rVz4cYNUdddtYrAXVTDCQkxsHSpapNVZewUcPeHL8/CmvOQmMTBi5hpd3GBHDnE826OUUoyaJekVNoN/C8aOiXAxKxyN0q2ZeDAePbts44ck8DSHuR9Lx+//moqR7hjRwWcnET6huUHlJY8064oBj7//A6nTz+98FSceSlQwIGOHUMJETMbVvL35M0bz6JFiaxfj02mT33oDqMqQJe9cP0FlTs3b4YaNaB0adE5O6NHKMmgXZJS4Seg0V34yw1m5JC7ULJFj6Iayz/F5ISGT+p606bN486niYkXWbnSrMOyeuXLJ5I3r7dIsHjuuj597ChVyoPly6OsYrZd6NzZke3b7Th2DBYssI4xp7We/lCuFCy/DS962jZsEF1moWVL2Lkzo0do22TQLkkptESc/r0Fg1RrCFckKb0YrHq0Y8dqbbYrZlpp3NiBsmUdGDfuEjExz09N9+zpzPjxEVY3az18uKlj6ogR1vUaTyvdA+Gb29DvmepAj2i18N13UK8edO36fOlPKf3IoF2SUuAHoH8IDNdBbz/TKVVJslWTJ9sZS+ZZuhgMhPB0onKXLoX58EP5Bk4LK1Z4EBf3/L5s3lzkQeto0SIYa9O5MxQtqjBwIDbnXU/YUBK+S4QO65PeRiw4Fgc3NWuqHDtmm2clzEEG7ZKUzEWnmw3Q7S4MdIJPvUwLdyTJFqnG0hEGypYV7est/43giY4yOJt7GJmSmHG9csUHd/ekXwd79vixd2/Ew9eM9dBqFZo2VShdWmXUKNXmFi1XdoGDb8F+uxdXivHygpEj4eJF8TyLfWRjO8kMZNAuSa8gPoYOqtD0DnwRA909wUG+cyQbNnt2DPPmmUooWoPbJLKNKHMPI1MSZ1oCAxU0ouB3EnLk0GAwZOeNNy5ibezswNs7nnHjopgzR7WpMqHiLHJRZ1haCd7bDbEvSCVzc1OYOBGGDDEYO6bKwD19ydBDkpIRsL8tqsREw/CcoLX8iUVJSld6veFhPWvreDP4oaMKLuYehk0SlWTOn3cjIsKZa9eerjJjDWrXdmDmTFcGDtSzapXtBe6uDnAwDHpvhbAXHKfrdAq5cmkpU8YgU2XSmQzaJekl/lChahh0ToRv88hdJUkmKmXKaPH1tY6gPRw9Z7CSovKZksKZM07063cDa9S+PYwapePnnw2sWmWwqdnkAs6wugrsiIQ/Lr94u4UL4dNPNVSpksCWLVa28tiKyKBdkl5gGdDuNvSPhWmecjdJ0mMqn31mT7FiL+h7bmEUEtAQZu5h2Cyx7uGzz5w5edLAjh3hWCPRCfTHH3Vcv64yaRI2pZIHzKwCpxPg5kuy4mbNUujRw54PPkhkzRob7FCVAWTQLklJWBIFfa/CCC0M9pe7SJIeOX48joULH1hVYyJ7tHjhaO5h2CwnJxg3TkfNmnZs327dB099+mgZMiSMQYOwKdWyQt0A+HojRMa9OJ1m2DD48ksdq1fLeqrpQQbtkvSMn4Ev42CoB3TyljnskvSk27f1HDkSZ1VB+z2i2UeQuYdh07y8tFSq5MZ3391n61Zx0GedNBr47Tcnpk27y5Ah2JQ3/eCAE7z93YsrytjbK3TrpqFOHR1z5sjZ9rQmg3ZJesI+FT6MgP9poaOHrBIjSc979G1t+akxohNnoULbyY47zShi7uHYvObN3fnww6zcu6dYbV64WFhbtao969d78803iUyZkoDBYJ1/S2rsrA3B2aHEqBdv4+Sk0L69jpCQRH78Md5qn2tLJIN2SXpItGy+Fwmfx0F/d1mHXZKSpuLq6oCr6/Ot6y1NSEgcYWEluUQoczlk7uHYPDELmyWLG598cpmTJ6Otdn+I8pY1amhYvFjDlCkG1qyJJyHBNgJTNx1cfw9CA+F2xMufa3d3R9q3FwtTE23qwCY9yaBdkh42T/r9Nmy8BRN9ZadTSXqZ9u21fPCBZQfthw7pKVVqD5UqncQJO7LjYe4hSUDfvs7Ur5+V/fujrbp8osjfbtVKw7VrDhw9GsYvv0QYz+zYAlGSP7c31FkEZ2++eLs+fRT69XOhefNoNm6UM+5pQQbtkiTKVYm21Udhen65OyQpM+jR4xpNm3qydu1buGFPAXzMPSTpobp1s9C373miozNHacCxY7MwaNBdYwMmW6DTwIbaEJgXOq2C48Ev3nboUBgwwIOWLWNYtsx6z65YChm0SzZvwl344iSMlimvkvRS9+8n8u23twBjZyWLtWzZZS5dOsK4cUWMqQy2EUpZj88+0xAQ4Ej//mczTb7z0KF+9O2rMGyYbfQD8HaA76pCQHbY/oo13oMHw+TJrnTrFsa0aS/JqZFeSQbtkk0bcxdGnYDlvvBxTnOPRpIsW0SEnvXrxZeuZafGbNt2g8GDi+HlZRpnJAmcI9Tcw5KesHBhQVatisw0+6RdOzd+/hkmTNAwaFAstiC7G0yqC9dC4cj1l2/72Wda5s71Yv16WQrydcigXbJJYnLnu1gYfQGWF4bG/jKPXZKS/7XhYpE7S8zazp17jnLlfOjUKT/29lrj5Vlxph65zT086QkVK7piMPhRufKuTLNfatdW+OMPLVOn3mX06MxzFuFVgXu0C9SdDcGhLy4FKc54tWjhSPfujgwe/MAm9k16kEG7ZHPEWqE1Knx5GeYGQEN/WYtdkpKrWjUdU6daZtC+eXMEvXtfw81Nh4ODKWAXrhDBUs6adWzS84KCAgkJcSEyMnPMvooa7m+/rbB6dTYmTXJnzRrrbiSVXFPfhgplIH8/SHjJMgWdTsHb25GpUzVMmxZu1QuRrTJoHzt2rLFmaa9evf67TBw9DRs2jICAAJycnKhWrRonT5586nZxcXH06NEDX19fXFxcaNKkCcHBL1nJIElpGLD/ZoCOV2G0FtrlMq2ElyTp5UTJttOno9Fo9MYvX0sTF2fg4sU7dO7swocf5nvqupy40YoCZhublDQHBw3Ozrl59919mWYXiZioUSMt9+9no1UrT2xlYepvzaHa23DqJdVkhKpVFebPd2fUKD1Ll0YQHy8D9wwJ2g8cOMDcuXMpWbLkU5dPmDCByZMnM2PGDOM2WbNmpXbt2kREPF58IIL8n3/+mZUrV7Jr1y4iIyNp1KgRen3mWEkuWa5VsdAuCL5KhF4FzT0aSbIeog51/frHLbITqii1N3fubUaMuEKpUs9XiblHLHt4RTQhZThRy3vjRmdu3bLjyBHr7ZIqmWz8EKZshc3HXr5H3n9fTPp6079/FAsXhska7ukdtIsgu127dsybNw8vL6+nZtmnTp3KV199RfPmzSlevDhLliwhOjqaH374wbhNWFgYCxYsYNKkSdSqVYsyZcqwbNkyjh8/ztatW5N8PDEzHx4e/tSPJKXUNBU6HYGxKvSXk26SlAqqRS5CNRhEZZsEJk3KSfv2zx+N26PBB0ezjE16OU9PHWXLOrJo0WW5q6ycqF0/rTV8uBJW//PybTt1gokTfenf/xZjx97OqCHaZtDerVs3GjZsaAy6n3T58mVu3rxJnTp1/rvMwcGBqlWrsmfPHuPvhw4dIiEh4altRCqNCPAfbZNUGo6Hh8d/PzlzyjIfUsqMToCvLsPC7NA9j9x7kpQafn4ahgyxvM9fOzuFoUNz0q5d0qfPHNDih1OGj0tKXtD+4YeBbNwYx5Yt8myItXOxh34N4X8bYM3ul2/78cd2LF8ewNSpMRk1PNsL2kVKy+HDh42B9LNEwC74+/s/dbn4/dF14l97e/unZuif3eZZAwcONM7QP/oJCnpFUVBJesKkBBh3EVZ6Q8tcctdIUmo5O4ucVMtchPoyd4ljF3I2z1JVquTGe+/5culSvLmHIr0mOy10rQi9asGpZGQ8NWzoyoYNWWnZUp5pSfOgXQTLPXv2NKazODo6vnQhxpNE2syzlz3rZduI2Xp3d/enfiQpOZYZYMhpWOIO9T3kolNJSq34eNFQyTrXHQXiyoc8vThVshyurhpy5MhJnz5B7N59x9zDkV6Tkx3k8YcJm2DNHjC8ZBmMiPveeMOBPn2y0KHDNVlRJi2DdpHacvv2bcqVK4dOpzP+bN++nW+//db4/0cz7M/OmIvbPLpOLEyNj48nNDT0hdtIUlqI00PEBZjsBM2yybKOkvQ6cuT4C1V1sMqdmBivEnHXOg84bEW3bvbGBkUhIXEkJlp2x13p1ZoXhZHvwcdzYcsR07qTlwfuztSu7UH//jeJjpbv1TQJ2mvWrGlcMHr06NH/fsqXL29clCr+nzdvXmNQvmXLlv9uIwJ0EdhXrlzZ+LsI+O3s7J7a5saNG5w4ceK/bSTpdYieDX/FwarrIMr/di4gGydJ0usT37plrXJHXroUzahR57l6VebOWioRuBUq5EqnTme4eVOmyVg7kTjxv6rQvwW8NxnCY179/Pv7e7B2rY4JE+4QGSkD96ToSAE3NzfjgtEniTrrPj4+/10uyjmOGTOGAgUKGH/E/52dnWnbtq3xerGQtEOHDvTp08d4O29vb/r27UuJEiWeW9gqSakNLWqfgwq3YK98SUlSmtBq4aOP4ozLOq1N4cKutGmTnSVLrvPhh9nJk0cuSrVE//tfXhQlL66u5h6JlFaGNAKdFpZtg24NXz6BVr06TJ/uR8+eQSQkhDB0aHbs7WUP0FQH7cnRr18/YmJi6Nq1qzEF5o033mDz5s3GgP+RKVOmGNNpWrVqZdxWzOAvXrwYrfhWkKTX1P80uJ6E/hXlrpSktKLV6hkx4vHnuLV54w1PVFV5adAgmV/v3uYegZTWBtUH724QchvGfPrybRs1EvX7/fnkkxD69xf/l8/HkxRVrAC1MqJOu5ixF5Vk5KJU6UldgqCJI3jqoXJWuW8kKa34+f3C7dtNXllUwNLcuSMqVMD+/eYeiSTZrr/PQ70x8Hl5mNLt1dsfPJjA0KEh/PprLqv7zEnPmFaed5AyBXHo2fseLNoB5VxkwC5JaalOnb+JjLSNluySJKW9qvnh78Fw7IHp+/pVype3Y+bMbLz11lFjdUHJRAbtktVLMMCoezB/J+yoCVlkuqokpanffnuH8PC35V6VJClVxGT5G3lhcGP43zyIS8Za48BAO5YuLUytWsdkRZmHZNAuWbVYA8y+DDM2wg8l4I2sslKMJKU1OzuN8cdaT1PHYuAGsiKJJJmT+PioXhLyZYHhSyEy+lXbKzg7O3H1am46dLjI3bvyPSyDdslqJaowOxjGHofJZaGx7J0iSVIS7pLAbiLkvpEkC1AgL6zeDxNXQXTsy7cNCICff/bg7Fk3Bg68wu3booKV7ZJBu2S1RtyEUf/ApELQrpi5RyNJkqUxGFQmTIjDAQ0+aV8sTZKkVKhbEr7tCkv+gnvJOJYuUQJmz/bh6FGFM2dse7ZdBu2SVepxDSYdgeUVoE0Rc49GkiRL1LEjTJp0AkcU/LEz93AkSXqoQWkIzA1dJkBiMvooVaxoz5w5uVixIp5792y38ZIM2iWr0/UazP0Tdr4BdfOaezSSJFmidu3iWbYMtm0rxC0S+YtIcw9JkqQnLO4Bh67D26+o3f5I2bIO9OvnTvPme0hMFG0UbY8M2iWroVdhUAgs2gn/NIQy3uYekSRJlighAS5e1HLqFBQt6koeHPgEH3MPS5KkJ+TJAufmw/F78NbHyds1efLYsWFDJUqW/Msm96UM2iWrEGeAqadg9nr49S0o4yerxEiSlLQuXQxcvXoADw+R/6pykWhmcV/uLkmyMO7OcH0lOLnCndBk3sbdjpMna2KLZNAuWbx4A8wPhm+uwKzaUDO3DNglSUratWsGQkJu8NNPpfDzc0Cx05O/QjDv4ip3mSRZIA9X+OYLaDUALgcn7zaKlZaffV0yaJcs3oMEGHkUJhaA1rKsoyRJL3Hxop4CBcLJli3B+LvioEf/znVOEyX3myRZKD8vcHSF7uPhwjVzj8ZyyaBdsmgGFUZshdnF4YOC5h6NJEmWrnp1O779tgh58rg/vETB4KDBFMJLkmSJsvvBjD6gaOHfc+YejeWSQbtk0d5bAm1LwLuySowkSamgcdIQ+G5Oysj0GEmyaPkCYEY/2LobLgWZezSWSQbtkkVSVWi8Fn47C2/kMPdoJEmyXhouHPFmyhca4+eKJEmWK3cAjO4JH38J4bJK63Nk0C5ZnJhE+Og32PkvXBkIGttcbyJJUhpQUYlVbzBr8UkmTUqU+1SSLJy3JxgcIKAShIaZezSWRQbtkkUJi4dph+DUFdjZGQLcZaUYSZJST0EhS9kAGv/gjZ/fRbkrJckK7FoCZcpBmQbmHoll0Zl7AJL0SEQCjDkMibFwqLvcL5Ikpc1MuzsJDG8USAm5QyXJamydBzmqw1+7ocZb5h6NZZAz7ZJFSDBAv4Pw8yGon83co5EkKfNQSEDDA3MPQ5KkFNFq4eNm0KE//LpF7jxBzrRLFqHdbti5H35qBpVlpRhJktJQNDqS2bNFkiQLodPC8G7gag89h4KdDupWx6bJoF0yu4a/wLYDcKwX5Pc192gkScpcVHyIo5a5hyFJUoo5O0HfjhAXDVfkkbdMj5HMJ9EALbbDX7vgUj8ZsEuSlB4UruHCXLlzJckquTjDsP/B0X/h712mktC2Sua0S2ZbdNp9B+w6CCcGQNZHzQslSZLSYTGqo9yrkmS17O3B2xfqvw97D9hu4C7TYySzlHUcsw/+OgHrWkI+H/kkSJKUfrISRxPZEVWSrNroARAbBzWaQniQKcfd1siZdinDnb8L6w/CrJpQKZd8AiRJSl8R6Dgnd7IkWb1JQ6F/L5i/GJtkg8cpkjlFxMKyv+G7+lC9sHwuJElKX+IsegIKsXJHS1KmMORLcA+Au3fg64HYFBm0Sxmm6TqIDYHxjaC0nGGXJCmDeJJIObm3JSlTUBRY8z20bAd6PQwbjM2Q6TFShjCocOAAHDkuA3ZJkjKSwhUcWSp3uiRlmqC9bk1Y+wOcO2dbi1Jl0C6lu8g4aDADDn4JITPkDpckKSOp5COW3nKnS1KmodFA7ZrQqAEMHgpxcdgEGbRL6epWJHzwA3zdCAI8TR3OJEmSMkyCwsXTTiyQu1ySMt2Mu483LFoI06dDTAyZngzapXQTEg7/+wVuBoOfg9zRkiRlLFVV+XF5PM4rEqms2shUnCTZkLp1YNoUmDYNvv0WEhLI1ORCVCld3IuE3ssh5B7M+QAKBsgdLUlSxho1Kpbh049Q8lZ5QtHL3S9JmVDLlqZ0ma5d4fPPwc6OTEvOtEtpLj4RWs+H8xdg1odQKo/cyZIkZax+/aIZM2Y7ixZnJ0xVuag3yKdAkjKp996DlSuhc+fMvTBVBu1Smqv0LZw7BusGQPFAuYMlScpYgwfDjBk72bKlNPXr5yK7oqO51lE+DZKUiVWvDr//DrVrk2nJoF1K0xn2MpPg0n44/R3k8pM7V5Ik8wTtt2/XpHJlf1HxkTNqHN8kRsmnQpIyuUuXYM8eaNqUTEkG7VKauBcFDWfAvdNwfTG4yEktSZLMxNERXF11aDSKsSVqQcWRfjpX+XxIUibn4wNnz4KDA9y9S6Yjg3bptYWEQbfv4V4w7B4rA3ZJkizLNUMCKxJizT0MSZIyQM6c0LGj6ScoKHPtchm0S6/l1gPotwSCr8LS7pBTpsRIkmRhXNFSRJHF0iTJVgQGQlgY9Olj4Pr1zLMyVQbtUqpFxsJnC+DCFZjZAYrnljtTkiTLo6DgJDqxSJJkEwoVEovR4eZNU557ZiGDdinV4uLh3CX4vg+Uyi93pCRJlumOQc/OxERzD0OSpAxUrBgsWqRh9mwl0+S3y6BdSpVEPVQbALvGQoHscidKkmS58ujs6CpWpkmSZFPy5TPltRcrlkh8vPWnycigXUqxBxFQtgMcnAY+7nIHSpJk2Y7GJdInKs7cw5AkyQy2bQM/Py3Zs8cQGmrdgbsM2qUUuXITqnWBPyaCQyZuFSxJUuYgvqKdNQqBovyjJEk2R6uFY8cUAgOdqF07Bmsmg3Yp2U5fhY/HQFZfcJJ12CVJshK+Gg01dXKWQZJslUYDf/8NlSo5snOnHmslg3YpWc4HQ/dJ4OMM8waBl5vccZIkWQeRyvpAte7T4pIkvR5XV4WPP1bo0iWRbdsSsEYyaJde6VYoTPoJerWEyT0hp7/caZIkWYBFqwkAACQDSURBVAkVwiMSOafK9BhJsnX58yvUq6eja9c49u2zvsBddpuQXiouASp/AXldoHFPubMkSbIyD+J4UPFXjjR7EybKUleSZMs8PWHIEC2Rkc7cuoXVkUG79EKxcRD4AXjFwYb5ckdJkmSFPBzQbKqPvZe9uUciSZIF8PCArFk1tGkTxZ49jpQsqUGxkuZrMmiXknTjLrzTBbzj4dQvYCWvZ0mSpOcUd7JnlKf8upMkyWTYMLh1y5kKFaI4eNCBEiV0VhG4y5x26TnnrkGLfpDVGQ6tlgG7JEnW7aoBlsXKhaiSJJmI+Fx0Sv34Y1cqV7aedqkyaJeecvoKdB0Pfi6wZjI4y9KOkiRZOXdVQ1Gt5c+iSZKUsebOhV69fJlvJSnA8nyh9J+rN6DLaFOX0yl9TPXYJUmSrJ1O1eAmY3ZJkpLw1Vd2+PsbCA+PoU8fZyyZnGmXjMKjoNEX4KCH6f0hMEDuGEmSMofbBvgr3tyjkCTJEjk4wOLFCiNH6pk27T6WTAbtEqLnSHw8aGJgzTTInkXuFEmSMgkVCijQ07In0CRJMmO31CZNFGbPduHqVQ9UC27EJoN2Gxca9v/27gXaqrreF/hvwwaELSCg8lB8pPRQ8BEVpp6gAD1ezFM2fKLhQM/VVBLTQ5LnJqNjUJwBqMP0HJHhMwd1h2CWokAPkqj0Ut4EuWZHEjAIHyCgyGPvececxT6AT1gb5lxzfT5jTPd6/N37v35rstZ3/dd//mfE6lcjBp0d8buHIzo70ylQKnWxeEtdfHO9+THAO6uvjzjnnFZx8MHpaPvm2JyeRrmAzGmvcf/0lYgNGyKenhXR2kc4oIT6tI64qiHvXgBFX1GmR4+2MXr0umho2BwjRuwbbdsW68O+mFbDFiyM+PhHIn56398+ZQKU0eotET97K+9eAEV3/vkR3/lOp7j++jfjtdeaomiE9hr1q/8TMXd+xDX/M6JL57x7A7DnpGMSHb3bAR/AyJERU6Z0j5tvbh1NBcvtxldr0NPPRvz4pxGXXxDRu2fevQHYszpFxMe82wEf0PDhET17JrF06QsxffoRURTGHmrMipURpw+PeGNNxCEH5d0bgD3vxS0R339DpYEP7oknImbM6Blf+tKqKAqhvYasWRvx4U9F9DsyYtK38u4NwN5xVJuI/2UaILALjjiiLv7rv9rHY4+1j4sv/lMUgdBeI15cHnFIv4gBx0U8+sOItm3z7hHAXpBE/P7NiCteUW1g11aT6d27Ln7964aor+8Rr72W/zKQQnsNWPj7iIHDIgadEPGzh/+2IwLUis6tIo4zUAHshmOOqY+TT26Ia655I/7613xPrSy0l9z8BREXXRrx2ZMi/vd9AjtQYzYl0WnO1vhIejQqwG44+ui6ePbZTXHddS/Fq69uibwI7SX22ycjLr8q4rP/EDF5QsQ+++TdI4C9rD6iTZ+Izr5hBHbTxz8ecdtt3eLppzvGyy9HboT2EvvzixGf/mTEuH+N6LJf3r0ByEG7uvjr6fUxN//pqEAV698/4gc/6Bb/8i/rYuPGfF5QhPaSSZKI116LOLB7xKOzIib/e0TXLnn3CiA/fbZGjDbSDlTowx9OV5TpEh/+8KJobNz7wV1oL6GDDoro1zfirjsjGhry7g1AjpIkFq/bGt9s9CwAlVu0qFW0adMnjjpqfuxtQnvJLFwYMWhQxE9/GtHKswvUuteb4sgr/xKj8jt2DCiRVq0ilixpFx/5yIBYsqRp7/7tvfrX2KNmzYqYNi3ixz9WaIBMp9bx8r8dEvPWqgfQMtq1q4tJk9rEOee8EU8+uSb2FqG9JB58MOL3v4+YODGivj7v3gAUR32riIbWefcCKJP9948YMKAuLr98VTz11Gt75W+KdyWQjqxffXXEvfdGdOyYd28ACiSJ6LQ54ugOeXcEKJMuXepi/Ph9Y+HCQ6Jnz70zBm6kvcr9+tcRI0dGXHJJ+okv794AFEwS8eKGiPtW5t0RoGwOOCDiH/+xIQ4+uP1e+XtG2qt4acfnn4/4zncili2LaNPGtBiAt6mLOGq/iG8erjZAdTPSXqWWLEli6NAkfvSjiPbtBXaAd5RELHk14sb/Uh+gugntVegXv/jbVJghQ/LuCUDB1UX03jfinJ55dwRgL4b2cePGRV1d3Q5bjx49mu9PkiRr06tXr2jfvn0MGjQoFi9evMPv2LRpU4waNSr233//aGhoiDPOOCNWrFhR4cOoHQ89FHHeeUlcemnEnXfm3RuAgtsYsWFGxJ/ezLsjAHt5pP3oo4+OlStXNm/PPPNM830TJ06MyZMnx6233hpPPfVUFuiHDh0a69evb24zevTomDlzZkyfPj3mz58fGzZsiNNPPz0aG52u7v3MmBFx1VWNMWpUEuPHR/ahCYD3UBex+dW1seZH/1eZgKq2ywei1tfX7zC6vv0o+0033RTXX399nHnmmdlt99xzT3Tv3j0eeOCBuPTSS+P111+PadOmxX333RdD/j634/7774/evXvH3Llz49RTT22Jx1RKc+dGjBq1Na68si6uuqou2rYV2AHeV5uI7v+jIYb2OUyxgNoaaX/++eez6S+HH354nHvuufHCCy9kty9dujRWrVoVp5xySnPbdu3axcCBA2PBggXZ9YULF8aWLVt2aJP+rr59+za3eSfplJp169btsNXSKjHPPJPEl76UxIUXto6vfa1VdOggsAN8UA37tIkPfaizggG1E9oHDBgQ9957bzz++OMxderULKSfeOKJ8eqrr2aXU+nI+vbS69vuS3+2bds2unTp8q5t3smECROic+fOzVs6Ml87yzom0b9/xNlnJzFhwt9OnQsAQG3ZpdB+2mmnxZe+9KXo169fNr3lkUceaZ4Gs83O86zTaTPvN/f6/dqMHTs2m1qzbVu+fHnUhiSOOy6Jc8/dGlOntjKHHWD3XkoBanvJx3T1lzTAp1Nmts1z33nEfPXq1c2j72mbzZs3x5o1a961zTtJp9l06tRph60W/OAHjXHJJY1x771t8u4KQPVqyrsDADmH9nSu+ZIlS6Jnz57ZHPc0lM+ZM6f5/jSgz5s3L5tCk+rfv3+0adNmhzbpCjSLFi1qbsPffO97jbFiRRJTpjhpLQBArdulRHjttdfG5z//+TjkkEOy0fEbb7wxOyh0xIgR2dSNdDnH8ePHR58+fbItvdyhQ4c4//zzs/8/nY9+8cUXxzXXXBPdunWLrl27Zr9z23Qb/juwp3PXR46sj9atzWEHqIiRdqDWQnt6EqTzzjsvXnnllTjggAPihBNOiN/85jdx6KGHZvePGTMmNm7cGJdffnk2BSY9cHX27NnRsWPH5t8xZcqUbNnIs88+O2s7ePDguPvuu6N169ZR69K5/Q88kMTmzREjR9ZF+/YCO0DlL65qCFS/uiRNilUmHd1PR+3Tg1LLMr+9qSnipz/dFLNmbYyJEztHfb3ADlCplzdFDPtlxJND1RKo7kxrwnQBpJ+b5s1L4tvfbh2/+MV+eXcHoDzSYSkn3AZq/UBUWsbDDzfFsGFr4+STNygpAABvI7TnbNq0iOHD18Q3v9kqbrzRKDsAAG9nekyObrkl4oYbXombb24XI0fum2dXAMrL6jFACRhpz8nUqRHjxq2O227bJ0aM2NfZTgH2hDcj4j+VFqh+Qvtelq7V89BDSVx99YaYNGnfOOusBivFAOwpjRsjVj+ovkDVMz1mL1u0KInzz98Y48ZFXHRReyPsAHtSt30i5pypxkDVE9r34gj7ggVJrFy5Ib72taYYM6bz3vrTALWrri6iXd6dAKic6TF7yfTpSQwdujkWLdoYN94osAPsNVvUGqh+Rtr3krFjN8XEiXVx5ZUH7q0/CQBASQjte8GYMRtj0qT6+OIXlRtgr58RNd0AqpzpMXtQkiQxbtxrMWBAEmecUR+tWtXtyT8HwDvZpCxA9TP0u4ds3ZrE7bdvjK5d94kvfrG9wA6Ql32UHqh+Rtr3gC1bkvj+9zfGDTe8FN26bRDYAfJkpB0oAaG9hTU1JfHDHzbFj360IcaP3zeGD3fgKUBu0vnsb6k/UP1Mj2lhkycn0dRUFzNmCOsAhdA67w4AVE5ob0Fjx0bccstzsX79R1vy1wJQyRrtT0fEKUoIVDfTY1owsN9886KYNatndgI+AArgjbcibp6Vdy8AKmakvUJNTRGTJm2Nm29eEo89dnCcfHLnqJPaAYphn3YRX/hc3r0AqJjQXoEtWyLuuacx/u3f/hwPPHBg/MM/7CewAxRJen6MLu3y7gVAxYT23bR1a8QDDzTFdde9HJMnt40vfKF75c8GAC2/eowlH4ESMKd9NyRJxO23J3H11evixhsb4pJLDmn5ZwaAyqXHGFk9BigBI+27JYl//dfFcdtth8bw4R1b+jkBoCVH2puUE6h+QvtuuPDC/xcPPtg9hgwR2AEKb2veHQConNC+C5IkiQsvXBVXXHFInHBChxYoPwB7fKQ9XasdoMqZ0/4Bbd6cxJgxq+Oiizplgd2yjgBVFNwBqpyR9g/gjTea4s4718axx+4TQ4Y07PlnBYCWY047UAJG2t/Hxo1b4777lkfbtnVxwQWd986zAkDLMdIOlIDQ/j5nO/33f0+iTZtN8ZWvdNl7zwoAAGzH9Jj3cMkly+Kxx5bHX/5y0ns1A6DITI8BSkBofxfnnfdizJjx21i4cOjefUYAaFmmxwAlYHrMThobI/75nzfE5Zf3jFWr/imOPnq/fJ4ZAAD4O6F9Oxs3RnzjG5tjxoynYr/91keXLu0s7QhQ7aPsjXl3AqBypsf83RtvREyZsjGmT18U06cfGf36dWuB8gKQq7q/bwBVTmhPT5a3JeK7330r7rvv2bjllm4xdGjvvJ8XAFqK0A6UgNAeEZs2bY077vhtTJt2aAwbdljezwkALcmBqEAJ1HxoHz48iVdeeSR+9KNPxYABPfN+PgBoSea0AyVRs6E9SSIuvDCJH/7wmViy5LNx5JGd8u4SAHtiakxrZQWqX82G9htuiHjkkedi8eI+ccQR++TdHQD21Ej7JqUFql/NLvn4rW9FrFnz0fjwh9tb1hGgzNrm3QGAytVsaAegRhhpB0pAaAeg3LzTASXgpQyAcrPkI1ACQjsA5Q7sW/LuBEDlhHYAyq0p7w4AVE5oB6DcGvPuAEDlhHYAACg4oR2AcjM9BigBoR2Ach+IavUYoASEdgAAKDihHYBycyAqUAJCOwAAFJzQDkC5mdMOlIDQDkC5Ce1ACQjtAJRbXd4dAKic0A5AuQntQAkI7QCU25a8OwBQOaEdgHKrz7sDAJUT2gEo90Gob+XdCYDKCe0AlHs+u5F2oASEdgDKPdLelHcnAContANQbkI7UAJCOwDltjXvDgBUTmgHAICCE9oBKLfGvDsAUDmhHYDyH4wKUOWEdgDKHdiNtAMlILQDAEDBCe0AAFBwQjsA5WaddqAEhHYAys2BqEAJCO0AAFBwQjsA5eaMqEAJCO0AlJt3OqAEvJQBUO757A5EBUpAaAegvOry7gBATqH9pZdeigsuuCC6desWHTp0iOOOOy4WLlzYfH+SJDFu3Ljo1atXtG/fPgYNGhSLFy/e4Xds2rQpRo0aFfvvv380NDTEGWecEStWrGiZRwQAzW9KRtqBGgzta9asiZNOOinatGkTs2bNimeffTYmTZoU++23X3ObiRMnxuTJk+PWW2+Np556Knr06BFDhw6N9evXN7cZPXp0zJw5M6ZPnx7z58+PDRs2xOmnnx6Njc41DQAAO6tL0qHxD+i6666LX/3qV/HEE0+84/3pr0pH2NNQ/vWvf715VL179+7x3e9+Ny699NJ4/fXX44ADDoj77rsvzjnnnKzNX/7yl+jdu3c8+uijceqpp77t96a/I922WbduXdY+/V2dOnX6oN0HoMa8vCZi2Fcjnrwv754AvF2aaTt37vyBMu0ujbQ//PDD8YlPfCLOOuusOPDAA+P444+PqVOnNt+/dOnSWLVqVZxyyinNt7Vr1y4GDhwYCxYsyK6nU2m2bNmyQ5s06Pft27e5zc4mTJiQPaBtWxrYAeADMa8dKIFdCu0vvPBC3H777dGnT594/PHH47LLLouvfvWrce+992b3p4E9lY6sby+9vu2+9Gfbtm2jS5cu79pmZ2PHjs0+gWzbli9fvmuPEoDaZeYlUAL1u9K4qakpG2kfP358dj0daU8PMk2D/Je//OXmdnV1dW+bNrPzbTt7rzbpaH26AcAu+8CTQAFKMtLes2fPOOqoo3a47WMf+1gsW7Ysu5wedJraecR89erVzaPvaZvNmzdnB7W+WxsAaLHAbqQdqLXQnq4c89xzz+1w2x//+Mc49NBDs8uHH354FsrnzJnTfH8a0OfNmxcnnnhidr1///7Z6jPbt1m5cmUsWrSouQ0AtBgj7UCtTY+5+uqrs2CdTo85++yz48knn4w77rgj21Lp9JZ05Zj0/nTee7qll9P13M8///ysTXog6cUXXxzXXHNNttZ7165d49prr41+/frFkCFD9syjBACAWgntn/zkJ7P11dMDQ7/1rW9lI+s33XRTDB8+vLnNmDFjYuPGjXH55ZdnU2AGDBgQs2fPjo4dOza3mTJlStTX12fBP207ePDguPvuu6N169Yt++gAwPQYoNbWaa/GNS0BqF0vvxYx7J8jnnww754A7MV12gGg6jTl3QGAygntAJRb1X2fDPB2QjsAABSc0A5AuRlpB0pAaAegvJxcCSgJoR2AcjPSDpSA0A5AuQntQAkI7QAAUHBCOwDlVpd3BwAqJ7QDUG5b8u4AQOWEdgDKzUg7UAJCOwDl5kBUoASEdgDKHdib8u4EQOWEdgAAKDihHYBya8y7AwCVE9oBKDdz2oESENoBKDehHSgBoR2AcnMgKlACQjsAABSc0A5AuRlpB0pAaAegvKzTDpSE0A4AAAUntANQbtZpB0pAaAcAgIIT2gEAoOCEdgAAKDihHQAACk5oBwCAghPaAQCg4IR2AAAoOKEdAAAKTmgHAICCE9oBAKDghHYAACg4oR2AEkv+vgFUN6EdgJIT2oHqJ7QDUHJCO1D9hHYASq4u7w4AVExoB6DkmvLuAEDFhHYASk5oB6qf0A5AyZkeA1Q/oR2AktuadwcAKia0A1ByRtqB6ie0A1Dy5R4b8+4EQMWEdgAAKDihHQAACk5oB6Dk89nNaQeqn9AOQMnntG/OuxMAFRPaASixdJS9Xd6dAKiY0A5AyUfa38y7EwAVE9oBKLm2eXcAoGJCOwAl15R3BwAqJrQDUHJb8+4AQMWEdgBKzoGoQPUT2gEo+YGoG/LuBEDFhHYASs6cdqD6Ce0AlJzQDlQ/oR2Akk+Pacy7EwAVE9oBAKDghHYAACg4oR2AkjOnHah+QjsAJSe0A9VPaAeg5Ory7gBAxYR2AEpuS94dAKiY0A5AyUfZ2+fdCYCKCe0AlHyddiPtQPUT2gEo+Uh7Q96dAKiY0A5AyVeOWZt3JwAqJrQDUPK3ua55dwKgYkI7ACUfaX8t704AVExoB6Dkc9rb5d0JgIoJ7QDUwAoyANVNaAeg5IH9rbw7AVAxoR2Akof2jXl3AqBiQjsANXAwKkANhfbDDjss6urq3rZdccUV2f1JksS4ceOiV69e0b59+xg0aFAsXrx4h9+xadOmGDVqVOy///7R0NAQZ5xxRqxYsaJlHxUANDM+BdTYK9lTTz0VK1eubN7mzJmT3X7WWWdlPydOnBiTJ0+OW2+9NWvbo0ePGDp0aKxfv775d4wePTpmzpwZ06dPj/nz58eGDRvi9NNPj8bGxpZ+bAAQEd5fgBoL7QcccEAWxLdtP/nJT+KII46IgQMHZqPsN910U1x//fVx5plnRt++feOee+6JN998Mx544IHs/3/99ddj2rRpMWnSpBgyZEgcf/zxcf/998czzzwTc+fO3VOPEYCaZvUYoIa/M9y8eXMWuEeOHJlNkVm6dGmsWrUqTjnllOY27dq1ywL9ggULsusLFy6MLVu27NAmnUqTBvxtbd5JOqVm3bp1O2wAAFArdju0P/TQQ7F27dq46KKLsutpYE917959h3bp9W33pT/btm0bXbp0edc272TChAnRuXPn5q137967220Aas7WvDsAkF9oT6e5nHbaadlI+fbSUfftpdNmdr5tZ+/XZuzYsdnUmm3b8uXLd7fbANSc934PAihtaH/xxRezOeiXXHJJ823pHPfUziPmq1evbh59T9uk02rWrFnzrm3eSTrNplOnTjtsAPDB5rM7EBWo0dB+1113xYEHHhjDhg1rvu3www/PQvm2FWVSaUCfN29enHjiidn1/v37R5s2bXZok65Cs2jRouY2ANCyrNMOVL/6Xf0fmpqastA+YsSIqK//7/89nd6SLuc4fvz46NOnT7allzt06BDnn39+1iadj37xxRfHNddcE926dYuuXbvGtddeG/369ctWkwGAlmf1GKAGQ3s6LWbZsmXZqjE7GzNmTGzcuDEuv/zybArMgAEDYvbs2dGxY8fmNlOmTMnC/tlnn521HTx4cNx9993RunXryh8NALxtPnsHNQGqXl2SHgVaZdIlH9NR+/SgVPPbAXg3L7+8KYYN+208+eRnFAmo6kzr3M4AlFj6Ntc5704AVExoB6DE0pVjVufdCYCKCe0AlPxtrmvenQComNAOQImlh21tyLsTABUT2gEoOauTAdVPaAeg5Es+7vLqxgCFI7QDUPKzoa7LuxMAFRPaASi5zXl3AKBiQjsANTDaDlDdhHYAACg4oR2Aki/5mJ5gCaC6Ce0AAFBwQjsAJWdOO1D9hHYASk5oB6qf0A5ADZxgCaC6Ce0AlNzWvDsAUDGhHYCSM9IOVD+hHYCSL/lopB2ofkI7ACV/m+uYdycAKia0A1DykfY38u4EQMWEdgBKPp+9W96dAKiY0A5Ayddo/2venQComNAOQMnf5vbLuxMAFRPaASj5nPaNeXcCoGJCOwAl15h3BwAqJrQDUPIDURvy7gRAxYR2AEqra9d28ZOfnJJ3NwAqJrQDUFqtW9fFgQfuk3c3AComtAMAQMEJ7QAAUHBCOwAAFJzQDgAABSe0AwBAwQntAABQcEI7AAAUnNAOAAAFJ7QDAEDBCe0AAFBwQjsAABSc0A4AAAUntAMAQMEJ7QAAUHBCOwAAFJzQDgAABSe0AwBAwQntAABQcEI7AAAUnNAOAAAFJ7QDAEDBCe0AAFBwQjsAABSc0A4AAAUntAMAQMEJ7QAAUHBCOwAAFJzQDgAABSe0AwBAwQntAABQcEI7AAAUnNAOAAAFJ7QDAEDBCe0AAFBwQjsAABSc0A4AAAUntAMAQMEJ7QAAUHBCOwAAFJzQDgAABSe0AwBAwQntAABQcEI7AAAUnNAOAAAFJ7QDAEDBCe0AAFBwQjsAABSc0A4AAAUntAMAQMEJ7QAAUHD1UYWSJMl+rlu3Lu+uAADAbtmWZbdl29KF9vXr12c/e/funXdXAACg4mzbuXPn92xTl3yQaF8wTU1N8dxzz8VRRx0Vy5cvj06dOuXdpVJ94ks/DKmr2lYT+626Vhv7rNpWG/vsnpHG8DSw9+rVK1q1alW+kfb0QR100EHZ5TSwC+0tT133HLVV22pjn1XbamS/Vddq8X4j7Ns4EBUAAApOaAcAgIKr2tDerl27uOGGG7KfqGs1sM+qbbWxz6ptNbLfqmtZVeWBqAAAUEuqdqQdAABqhdAOAAAFJ7QDAEDBCe0AAFBwQjsAABRcVYb22267LQ4//PDYZ599on///vHEE0/k3aXC++Uvfxmf//zns9Pk1tXVxUMPPbTD/ekiQuPGjcvub9++fQwaNCgWL168Q5tNmzbFqFGjYv/994+GhoY444wzYsWKFVHLJkyYEJ/85CejY8eOceCBB8YXvvCFeO6553Zoo7a77vbbb49jjjmm+YyGn/70p2PWrFlquof24fQ1YfTo0epbofQ1NK3l9luPHj3UtQW89NJLccEFF0S3bt2iQ4cOcdxxx8XChQvVtkKHHXbY2/bZdLviiiuy+71/FUxSZaZPn560adMmmTp1avLss88mV111VdLQ0JC8+OKLeXet0B599NHk+uuvTx588MF0ic9k5syZO9z/ne98J+nYsWN2/zPPPJOcc845Sc+ePZN169Y1t7nsssuSgw46KJkzZ07yu9/9LvnsZz+bHHvsscnWrVuTWnXqqacmd911V7Jo0aLk6aefToYNG5YccsghyYYNG5rbqO2ue/jhh5NHHnkkee6557LtG9/4RvbvPq2zmracJ598MjnssMOSY445Jnsttc9W5oYbbkiOPvroZOXKlc3b6tWr1bVCr732WnLooYcmF110UfLb3/42Wbp0aTJ37tzkT3/6k9pWKN0/t99f0/f3NCP8/Oc/z+73/lUsVRfaP/WpT2XhcXsf/ehHk+uuuy63PlWbnUN7U1NT0qNHj+wf5zZvvfVW0rlz5+Q//uM/sutr167NQlP6oWmbl156KWnVqlXy2GOP7eVHUOwXwLS+8+bNy66rbcvp0qVLcuedd6ppC1m/fn3Sp0+f7E164MCBzaHdPltZaE8HMt6Juu6+r3/968nJJ5/8rverbctJXweOOOKIrKbqWjxVNT1m8+bN2ddhp5xyyg63p9cXLFiQW7+q3dKlS2PVqlU71DU9o9zAgQOb65rWfcuWLTu0SafS9O3bV+238/rrr2c/u3btqrYtpLGxMaZPnx5vvPFGNk3G/toy0q+/hw0bFkOGDNnhdvWtzPPPP5+9NqZTOM8999x44YUX1LVCDz/8cHziE5+Is846K5uGePzxx8fUqVPts3sgY91///0xcuTIbIqM14LiqarQ/sorr2Rv4N27d9/h9vR6GjrZPdtq9151TX+2bds2unTpovbvIv0S42tf+1qcfPLJ2YcZta3MM888E/vuu2/2AfKyyy6LmTNnxlFHHWV/bQHph6Df/e532Xz2nXk92H0DBgyIe++9Nx5//PEsVKa1PPHEE+PVV19V1wqkH3zS41z69OmT1TZ9PfjqV7+a1do+23LSY93Wrl0bF110kboWVH1UofQT4M5haefb2Dt1Vfv/duWVV8Yf/vCHmD9/vtq2gI985CPx9NNPZ28iDz74YIwYMSLmzZtnf63Q8uXL46qrrorZs2dnB/O/G68Hu+60005rvtyvX7/sm6Ejjjgi7rnnnjjhhBPUdTc1NTVlI+3jx4/Prqcj7elCCWmQ//KXv2yfbSHTpk3L9uH0m6LteS0ojqoaaU9XLWnduvXbRtVXr179tlFiPrhtqxu8V13TNulXZ2vWrFH7d5CuqpN+hfvzn/88Dj74YLVtAek3O0ceeWT2Zp2OCB977LFx8803218rlE51S/9tpytv1dfXZ1v6YeiWW27JLm/7N+/1oHLpKltpeE+nzHid3X09e/bMvmXb3sc+9rFYtmxZdlltK/fiiy/G3Llz45JLLmm+TV2Lp1W1vYmnbzRz5szZ4fb0evoVJLsnnXuZ/uPcvq5pQE/fyLfVNa17mzZtdmizcuXKWLRoUU3XPv2mIR1hnzFjRvzsZz/Lark9tW3ZWqfLjqppZQYPHpxNPUq/xdi2pR+Mhg8fnl3+0Ic+5PWghaT765IlS7LQab/dfSeddNLbltL94x//GIceemh2WW0rd9ddd2XHC6THuWyjrgWUVOmSj9OmTcuWfBw9enS25OOf//znvLtW+JUifv/732db+rRPnjw5u7xtqcx05Zh0tZgZM2ZkSz6ed95577jk48EHH5wttZUu+fi5z32u5pd8/MpXvpLV7Re/+MUOy2a9+eabzXVT2103duzY5Je//GW2tNsf/vCHbMnHdKWi2bNnq+kesP3qMSn77O655pprsteCF154IfnNb36TnH766dlSutven9R195cmra+vT7797W8nzz//fPL9738/6dChQ3L//ffbZ1tAY2NjtlRxukrPzuyzxVJ1oT31ve99L1uztW3btsnHP/7x5uX1eHfpmqtpWN95GzFiRHZ/urRTulxZuvRju3btks985jNZeN/exo0bkyuvvDLp2rVr0r59++wNadmyZTVd9neqabqla7dvo7a7buTIkc3/xg844IBk8ODBzYFdTfd8aLfP7p5t57dIB5Z69eqVnHnmmcnixYvVtQX8+Mc/Tvr27Zu9P6XLPN9xxx073G+f3X2PP/549r6VnhNjZ+paLHXpf/Ie7QcAAEoypx0AAGqR0A4AAAUntAMAQMEJ7QAAUHBCOwAAFJzQDgAABSe0AwBAwQntAABQcEI7AAAUnNAOAAAFJ7QDAEAU2/8H/wZF7kwc4YYAAAAASUVORK5CYII=", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "k_radial_data=(kx,ky)\n", + "K_axial_data=(Kx,Ky*10.0)\n", + "g, keq, jv = hydroroot.main.hydroroot_flow(g, psi_e = 0.4, psi_base = 0.1, axial_conductivity_data = K_axial_data, radial_conductivity_data = k_radial_data)\n", + "print(f'equivalent root conductance (10-9 m3/s/MPa): {keq:.2e} sap flux (microL/s): {jv:.2e}')\n", + "s = hydroroot.display.mtg_scene(g, prop_cmap='j')\n", + "view(s) # to reduce notebook size we use here a 2D view but use PlantGL(s) to 3D\n", + "hydroroot.display.property_scale_bar(g, 'j')" + ] + } + ], + "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": "3.13.11" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/tutorial/02_tutorial.ipynb b/tutorial/02_tutorial.ipynb new file mode 100644 index 00000000..d943a49e --- /dev/null +++ b/tutorial/02_tutorial.ipynb @@ -0,0 +1,371 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9d4c4a3e-aaa8-4433-9f5b-a86fb7460e1a", + "metadata": { + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "source": [ + "# Simulation with solute transport on Maize root" + ] + }, + { + "cell_type": "markdown", + "id": "2a2c245dd66f8b1", + "metadata": {}, + "source": [ + "Read RSML file and run a simulation of the sap flux from a maize de-topped root plunged in a hydroponic solution at a hydrostatic pressure of 0.4 Mpa when its base is at the atmospheric pressure." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "60bae6a9-56d0-49d9-aa69-c066b0742d19", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T11:33:02.734869Z", + "start_time": "2026-02-27T11:33:01.919014Z" + } + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "from openalea.widgets.plantgl import PlantGL # notebook viewer 3D\n", + "from openalea.plantgl.algo.view import view # 2D view\n", + "\n", + "from openalea import hydroroot\n", + "from openalea.hydroroot import(\n", + " main,\n", + " hydro_io,\n", + " radius,\n", + " display,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "d64f78d5-1e28-41e4-96e0-f84f75f68692", + "metadata": {}, + "source": [ + "## RSML to MTG\n", + "1. Read the rsml file and convert it to a MTG g of segments of 0.1 mm" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d94ef501-9d45-4617-9763-954f9bad9bdf", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T11:33:04.330450Z", + "start_time": "2026-02-27T11:33:04.070976Z" + } + }, + "outputs": [], + "source": [ + "g = hydroroot.hydro_io.read_rsml('data/maize.rsml', segment_length=1.0e-4)" + ] + }, + { + "cell_type": "markdown", + "id": "70a0ebfc-c3a1-41a7-ac97-604488818fa2", + "metadata": {}, + "source": [ + "2. Set the root radii\n", + " The radius setting follows the Arabidopsis model describeded in Boursiac et al. 2022. The root radius is set according to the radius of the primary root $r_{ref}$ and the order of the lateral as follows: $r_{lat} = \\beta^{order} r_{ref}$. $\\beta$ is the radius decreasing facteur between root orders." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6b75abc0-c52b-4291-9716-3c35a084e856", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T11:33:05.559194Z", + "start_time": "2026-02-27T11:33:05.481657Z" + } + }, + "outputs": [], + "source": [ + "# primary root radius 0.5 mm, beta = 0.36\n", + "g = hydroroot.radius.ordered_radius(g,\n", + " ref_radius=0.5e-3,\n", + " order_decrease_factor=0.4)\n", + "\n", + "# Compute the position of each segment relative to the axis bearing it\n", + "g = hydroroot.radius.compute_relative_position(g)" + ] + }, + { + "cell_type": "markdown", + "id": "4002d295-6dff-4ee1-a590-d8271e4ea6d0", + "metadata": {}, + "source": [ + "## 2.\tSetting axial and radial parameters" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d5be93d4-38d5-4dc6-a85c-a5c884493f6f", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T11:33:07.044407Z", + "start_time": "2026-02-27T11:33:07.041574Z" + } + }, + "outputs": [], + "source": [ + "# radial conductivity profile: distance to tip (m) vs kr (10-9 m.s-1.MPa-1)\n", + "kx=np.array([0.0, 0.43]) # distance to tip (m)\n", + "ky=np.array([174.7,174.7]) # kr (10-9 m.s-1.MPa-1)\n", + "k_radial_data=(kx,ky)\n", + "\n", + "# axial conductance profile: distance to tip (m) vs Kx (10-9 m4.s-1.MPa-1)\n", + "Kx=np.array([0, 0.06, 0.13, 0.18, 0.23, 0.29, 0.43]) # distance to tip (m)\n", + "Ky=np.array([2.3E-04, 2.3E-04, 2.23E-02, 2.20E-02, 2.17E-02, 2.58E-02, 1.95E-01]) # Kx (10-9 m4.s-1.MPa-1)\n", + "K_axial_data=(Kx,Ky)\n" + ] + }, + { + "cell_type": "markdown", + "id": "daa6cf11-2986-4d5c-8684-39c8b7771197", + "metadata": {}, + "source": [ + "## Hydrostatic Flux calculation\n", + "\n", + "for a detopped root in a hydroponic medium at 0.1 MPa, its base at 0.1 MPa, first without solute transport parameters." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e6de7a98-fa43-4006-a957-783ff9a32d4d", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T11:35:17.646125Z", + "start_time": "2026-02-27T11:35:17.473617Z" + } + }, + "outputs": [], + "source": [ + "g, Keq, jv = hydroroot.main.hydroroot_flow(g,\n", + " psi_e = 0.1,\n", + " psi_base = 0.1,\n", + " axial_conductivity_data = K_axial_data, \n", + " radial_conductivity_data = k_radial_data)" + ] + }, + { + "cell_type": "markdown", + "id": "5abce8fd-8914-493a-96d4-54dbaf5ea701", + "metadata": {}, + "source": [ + "Print resuls" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "831c5617-0a70-496b-b130-6a35ca651869", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T11:35:19.205700Z", + "start_time": "2026-02-27T11:35:19.202700Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sap flux (microL/s): 0.00e+00\n" + ] + } + ], + "source": [ + "print(f'sap flux (microL/s): {jv:.2e}')" + ] + }, + { + "cell_type": "markdown", + "id": "12e62f4c0e4aa16", + "metadata": {}, + "source": [ + "As expected without any hydraulic potential difference there is no outgoing sap flux." + ] + }, + { + "cell_type": "markdown", + "id": "542d5746-4238-4f27-a6ce-3adff223d48c", + "metadata": {}, + "source": [ + "## Add solute transport parameters\n", + "We now add an active puping rate $J_S = 1.7 \\ 10^{-7} \\ mol.m^{-2}.s^{-1}$, a permeability $P_S = 0.6 \\ 10^{-9} \\ m.s^{-1}$ and a solute concentration in the xylem vessels \n", + "$Cse = 13.69 \\ 10^{-9} \\ mol.{\\mu L}^{-1}$.\n", + "Despite the absence of hydrostatic pression difference we observe a flux because of the osmotic potential difference between the xylem vessels and the external medium." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "01d2d8c4-0d79-4d9b-85fb-ed1d546591f4", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T12:06:01.838009Z", + "start_time": "2026-02-27T12:05:58.807980Z" + }, + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sap flux (microL/s): 2.84e-02\n" + ] + }, + { + "data": { + "image/png": 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", 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g, jv = hydroroot.main.hydroroot_solute_flow(g,\n", + " psi_e = 0.1,\n", + " psi_base = 0.1,\n", + " axial_conductivity_data = K_axial_data,\n", + " radial_conductivity_data = k_radial_data,\n", + " J_s = 1.7e-7, Ps = 0.6e-9, Cse = 13.69e-9)\n", + "print(f'sap flux (microL/s): {jv:.2e}')\n", + "s = hydroroot.display.mtg_scene(g, prop_cmap='j')\n", + "view(s) # to reduce notebook size we use here a 2D view but use PlantGL(s) to 3D\n", + "hydroroot.display.property_scale_bar(g, 'j')" + ] + }, + { + "cell_type": "markdown", + "id": "0f42423f-8890-4f04-bd02-f87a678e8012", + "metadata": {}, + "source": [ + "## Increasing the active pumping rate" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "7910bec4-0912-4e23-8e1c-582ce808c445", + "metadata": { + "ExecuteTime": { + "end_time": "2026-02-27T12:07:11.048219Z", + "start_time": "2026-02-27T12:07:07.687786Z" + }, + "editable": true, + "slideshow": { + "slide_type": "" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sap flux (microL/s): 3.07e-02\n" + ] + }, + { + "data": { + "image/png": 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", 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g, jv = hydroroot.main.hydroroot_solute_flow(g, psi_e = 0.1, psi_base = 0.1,\n", + " axial_conductivity_data = K_axial_data,\n", + " radial_conductivity_data = k_radial_data, J_s = 1.7e-6, Ps = 0.6e-9, Cse = 13.69e-9)\n", + "print(f'sap flux (microL/s): {jv:.2e}')\n", + "s = hydroroot.display.mtg_scene(g, prop_cmap='j')\n", + "view(s) # to reduce notebook size we use here a 2D view but use PlantGL(s) to 3D\n", + "hydroroot.display.property_scale_bar(g, 'j')" + ] + } + ], + "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": "3.13.11" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/tutorial/03_tutorial.ipynb b/tutorial/03_tutorial.ipynb new file mode 100644 index 00000000..c0a8c7c2 --- /dev/null +++ b/tutorial/03_tutorial.ipynb @@ -0,0 +1,1147 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2e095779-4a3f-4330-a131-d5fac2b265f5", + "metadata": {}, + "source": [ + "# Hydrostatic simulation on pearl millet root\n", + "\n", + "Simulate root of millet for two genotype, run hydraulic simulation using hydrostatic solver with two different soils" + ] + }, + { + "cell_type": "code", + "id": "27a65c43-8622-4ff8-a641-b2afe382d303", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.453748Z", + "start_time": "2026-03-16T10:55:27.531327Z" + } + }, + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "\n", + "# Import 2D and 3D viewer with PlantGL\n", + "from openalea.plantgl.algo.view import view # 2D view\n", + "from openalea.widgets.plantgl import PlantGL # notebook viewer 3D\n", + "\n", + "# plot\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Import HydroRoot modules\n", + "from openalea import hydroroot\n", + "from openalea.hydroroot import (\n", + " main,\n", + " radius,\n", + " display,\n", + ")\n", + "from openalea.hydroroot.millet import (\n", + " turtle,\n", + " law,\n", + " age,\n", + " architecture,\n", + " conductance,\n", + ")\n", + "\n", + "%matplotlib inline" + ], + "outputs": [], + "execution_count": 1 + }, + { + "cell_type": "markdown", + "id": "c7c58eb3-8e5c-40fe-8149-786209324327", + "metadata": {}, + "source": [ + "## Compute architecture from architectural parameters and laws" + ] + }, + { + "cell_type": "markdown", + "id": "6fef8c24-8666-48c9-b93c-7bfa8d0783d9", + "metadata": {}, + "source": [ + "| Lineage | Number of plants | Mean (+/- std) Seminal Root Length (cm) | Mean Number Coronair Roots (+/- std) | Mean Number Lateral roots (+/- std) |\n", + "|-------|----------------|----------------------------------------------|-----------------------------------------|----------------------------------------|\n", + "| 57 | 46 | 10.3 (6.4) | 0.17 (0.68) | 3.1 (3.9) |\n", + "| 109 | 76 | 20.2 (8.6) | 0.54 (1.1) | 14.1 (14.3) |\n" + ] + }, + { + "cell_type": "code", + "id": "937c0dcd-dc5c-4e6f-b001-0de89a5514e9", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.514904Z", + "start_time": "2026-03-16T10:55:28.460935Z" + } + }, + "source": [ + "g57 = hydroroot.millet.architecture.millet_generator(\n", + " seed=1,\n", + " primary_length=0.103,\n", + " nude_tip_length=0.03,\n", + " nb_crown=1,\n", + " n_laterals_primary=3, # explicit count\n", + " lateral_length=0.02,\n", + " segment_length=1e-4, \n", + ")\n", + "g109 = hydroroot.millet.architecture.millet_generator(\n", + " seed=1,\n", + " primary_length=0.202,\n", + " nude_tip_length=0.03,\n", + " nb_crown=4,\n", + " n_laterals_primary=14, # explicit count\n", + " lateral_length=0.05,\n", + " segment_length=1e-4, \n", + ")" + ], + "outputs": [], + "execution_count": 2 + }, + { + "cell_type": "markdown", + "id": "0a0912ce-fafd-4e40-83d6-4e31837419d6", + "metadata": {}, + "source": [ + "## Compute length and position MTG properties" + ] + }, + { + "cell_type": "code", + "id": "4acc9050-4c07-4254-aa1d-e99860243994", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.559185Z", + "start_time": "2026-03-16T10:55:28.531308Z" + } + }, + "source": [ + "g57 = hydroroot.radius.compute_length(g57)\n", + "g57 = hydroroot.radius.compute_relative_position(g57)\n", + "g109 = hydroroot.radius.compute_length(g109)\n", + "g109 = hydroroot.radius.compute_relative_position(g109)" + ], + "outputs": [], + "execution_count": 3 + }, + { + "cell_type": "markdown", + "id": "b461601a-aa45-4bf6-8490-96cb23cc12df", + "metadata": {}, + "source": [ + "## Compute diameter property using evolution laws" + ] + }, + { + "cell_type": "markdown", + "id": "a642410b-69ea-40b8-978c-bc4e45b09fce", + "metadata": {}, + "source": [ + "- **Load diameter data for the different root types**\n", + "\n", + "Data are (x,y) csv with position x in cm and root diameter y in µm" + ] + }, + { + "cell_type": "code", + "id": "ad233424-3b4e-498e-95d8-d5dcb0f4a49f", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.589291Z", + "start_time": "2026-03-16T10:55:28.583495Z" + } + }, + "source": [ + "sr_xy = pd.read_csv(\"data/SR_diameters.csv\", delimiter=\";\")\n", + "cr_xy = pd.read_csv(\"data/CR_diameters.csv\", delimiter=\";\")\n", + "lr_xy = pd.read_csv(\"data/LR_diameters.csv\", delimiter=\";\")" + ], + "outputs": [], + "execution_count": 4 + }, + { + "cell_type": "markdown", + "id": "11813448-4f1c-41d9-b582-b383ef824c7e", + "metadata": {}, + "source": [ + "- **Estimate the laws from the data by determing the best params of the affine function**\n", + "\n", + "Position and diameters are converted to meter, then data is normalized on x and are fitted with an affine function." + ] + }, + { + "cell_type": "code", + "id": "9086ee80-fbb9-4e58-b55a-dc48ebb6b861", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.640073Z", + "start_time": "2026-03-16T10:55:28.632745Z" + } + }, + "source": [ + "affine_f = lambda x, a, b: a * x + b\n", + "sr_diam_law = hydroroot.millet.law.diameter_fit_law(sr_xy, function=affine_f, scale_x=0.01, scale_y=1e-6, plot=False)\n", + "cr_diam_law = hydroroot.millet.law.diameter_fit_law(cr_xy, function=affine_f, scale_x=0.01, scale_y=1e-6, plot=False)\n", + "lr_diam_law = hydroroot.millet.law.diameter_fit_law(lr_xy, function=affine_f, scale_x=0.01, scale_y=1e-6, plot=False)" + ], + "outputs": [], + "execution_count": 5 + }, + { + "cell_type": "markdown", + "id": "39df3861-836f-4e68-8246-638bc4c42850", + "metadata": {}, + "source": [ + "- **Calculate diameter and radius for both genotypes**" + ] + }, + { + "cell_type": "code", + "id": "99295687-87c2-48a6-abfe-255b66a1e64b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.712841Z", + "start_time": "2026-03-16T10:55:28.686899Z" + } + }, + "source": [ + "# calculate diameter\n", + "g57 = hydroroot.millet.law.compute_diam_radius_from_laws(g57, seminal_RootDiameter_law= sr_diam_law,crown_RootDiameter_law= cr_diam_law,lr_RootDiameter_law= lr_diam_law)\n", + "g109 = hydroroot.millet.law.compute_diam_radius_from_laws(g109, seminal_RootDiameter_law= sr_diam_law,crown_RootDiameter_law= cr_diam_law,lr_RootDiameter_law= lr_diam_law)" + ], + "outputs": [], + "execution_count": 6 + }, + { + "cell_type": "markdown", + "id": "e01ec6f7-e2e2-4317-b0ac-934f6b8526be", + "metadata": {}, + "source": "## Compute Days After Germination of each vertex on the MTG" + }, + { + "cell_type": "code", + "id": "b11b1744-4419-4a48-aeb3-25664dafa6d0", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:28.772639Z", + "start_time": "2026-03-16T10:55:28.741104Z" + } + }, + "source": [ + "g57 = hydroroot.millet.age.compute_dag_with_constant_growth_speed(g57)\n", + "g109 = hydroroot.millet.age.compute_dag_with_constant_growth_speed(g109)" + ], + "outputs": [], + "execution_count": 7 + }, + { + "cell_type": "markdown", + "id": "7d196eb2-3123-4122-b853-cc0676e18d19", + "metadata": {}, + "source": [ + "## Visualizing architectures" + ] + }, + { + "cell_type": "markdown", + "id": "08c19c5e-b830-4330-80b4-50b9829ff8f6", + "metadata": {}, + "source": [ + "* 57" + ] + }, + { + "cell_type": "code", + "id": "bf6594b5-d261-45da-a51d-fe0545611cf7", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.054252Z", + "start_time": "2026-03-16T10:55:28.801322Z" + } + }, + "source": [ + "s = hydroroot.display.mtg_scene(g57,prop_cmap='dag')\n", + "view(s) \n", + "hydroroot.display.property_scale_bar(g57, 'dag')" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" 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E/TMAhMe8efNMT2t9hOqzzz4zZ92TJk3q7NUCEICADITYpk2b5NFHHzXPMOt95ylTpsgDDzzQ2asFIACXrAEAsACdugAAsAABGQAACxCQAQCwAAEZAAALEJABALAAARkAAAsQkAEAsAABGQAACxCQAQCQzvc/n+ToCDz+jiAAAAAASUVORK5CYII=" 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" 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+ }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 9 + }, + { + "cell_type": "markdown", + "id": "a230e93c-02d4-4c49-880b-2cadb59f26cd", + "metadata": {}, + "source": [ + "## Calculation of axial conductances K from the evolution laws" + ] + }, + { + "cell_type": "markdown", + "id": "e365d8e1-e368-4d67-ab47-92f8606d0b3d", + "metadata": {}, + "source": [ + "### Define K laws for the different root types\n", + "\n", + "sr_law stands for deminal roots, cr_law for crown roots and lr_law for lateral roots. K is in $m^3.MPa^{-1}.s^{-1}$" + ] + }, + { + "cell_type": "code", + "id": "d917bf82-b596-4b14-b33d-55a41c08254e", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.458147Z", + "start_time": "2026-03-16T10:55:29.455885Z" + } + }, + "source": [ + "# Laws are defined with respect to relative position, so experimental laws are slightly modified\n", + "sr_law = lambda x: 2135.05* (x * 29.5) + 21338.63 # x is replace by r * xmax where r is the relative position\n", + "cr_law = lambda x: 9228.45* (x *17.4) + 42600.14\n", + "lr_law = lambda x: 2951.65* (x * 13.6) + 2720.09" + ], + "outputs": [], + "execution_count": 10 + }, + { + "cell_type": "markdown", + "id": "1f77ccca-e5f2-448a-a128-b6d6fcd02bc4", + "metadata": {}, + "source": [ + "### Compute K for both genotypes" + ] + }, + { + "cell_type": "code", + "id": "9e42932a-0571-4c6e-8d7e-99c1e6299fde", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.510939Z", + "start_time": "2026-03-16T10:55:29.504483Z" + } + }, + "source": [ + "g57 = hydroroot.millet.conductance.compute_K_from_laws(g57, sr_law, cr_law, lr_law)\n", + "g109 = hydroroot.millet.conductance.compute_K_from_laws(g109, sr_law, cr_law, lr_law)" + ], + "outputs": [], + "execution_count": 11 + }, + { + "cell_type": "markdown", + "id": "17dce9b3-528f-4c5d-bd91-1e688300d0f9", + "metadata": {}, + "source": [ + " ## Compute surface and volume for the lines" + ] + }, + { + "cell_type": "code", + "id": "d8f5880e-4877-4261-b980-9f03ebd8d5e6", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.567915Z", + "start_time": "2026-03-16T10:55:29.557844Z" + } + }, + "source": [ + "g57, surface57 = hydroroot.radius.compute_surface(g57)\n", + "g57, volume57 = hydroroot.radius.compute_volume(g57)\n", + "g109, surface109 = hydroroot.radius.compute_surface(g109)\n", + "g109, volume109 = hydroroot.radius.compute_volume(g109)" + ], + "outputs": [], + "execution_count": 12 + }, + { + "cell_type": "code", + "id": "c5b034e5-2e2b-4372-addd-cea2d8c41c23", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.615725Z", + "start_time": "2026-03-16T10:55:29.612868Z" + } + }, + "source": [ + "print( f'57: surface = {surface57: .2e} m2, volume = {volume57: .2e} m3')\n", + "print( f'109: surface = {surface109: .2e} m2, volume = {volume109: .2e} m3')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "57: surface = 9.37e-05 m2, volume = 3.26e-09 m3\n", + "109: surface = 4.30e-04 m2, volume = 1.32e-08 m3\n" + ] + } + ], + "execution_count": 13 + }, + { + "cell_type": "markdown", + "id": "f09b2319-8ae7-49d0-8ebb-e7b54ef9a19e", + "metadata": {}, + "source": [ + "## Compute the radial conductances" + ] + }, + { + "cell_type": "markdown", + "id": "d73485fd-8516-4767-bbe0-2a482ffc5e4a", + "metadata": {}, + "source": [ + "### Define Radial conductivity versus distance to tip" + ] + }, + { + "cell_type": "code", + "id": "7cee8e2b-3b10-4ac7-9425-8ae40109196c", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.665065Z", + "start_time": "2026-03-16T10:55:29.661453Z" + } + }, + "source": [ + "# radial conductivity profile: distance to tip (m) vs kr (10-9 m.s-1.MPa-1)\n", + "kx57=np.array([0.0, 0.11]) # distance to tip\n", + "ky57=np.array([300, 300]) # kr\n", + "k_radial_data57=(kx57,ky57)\n", + "\n", + "kx109=np.array([0.0, 0.21]) # distance to tip\n", + "ky109=np.array([300, 300]) # kr\n", + "k_radial_data109=(kx109,ky109)" + ], + "outputs": [], + "execution_count": 14 + }, + { + "cell_type": "markdown", + "id": "27754a99-ea35-4ddf-af73-06be462c9cd7", + "metadata": {}, + "source": [ + "## Use HydroRoot model to compute Water flux" + ] + }, + { + "cell_type": "code", + "id": "a60f2eb8-83fe-4f39-ad32-77b9eecae1bf", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:29.793160Z", + "start_time": "2026-03-16T10:55:29.711159Z" + } + }, + "source": [ + "g57, keq57, jv57 = hydroroot.main.hydroroot_flow(g57, psi_e = 0.4, psi_base = 0.1,\n", + " radial_conductivity_data = k_radial_data57)\n", + "g109, keq109, jv109 = hydroroot.main.hydroroot_flow(g109, psi_e = 0.4, psi_base = 0.1,\n", + " radial_conductivity_data = k_radial_data109)" + ], + "outputs": [], + "execution_count": 15 + }, + { + "cell_type": "markdown", + "id": "968a3282-1205-482d-a4f3-14a55c0d8c26", + "metadata": {}, + "source": [ + "### Visualizing water fluxes for two architecturally contrasted millet lines" + ] + }, + { + "cell_type": "code", + "id": "eca27e97-a01b-404a-addf-4110e7f97f63", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:30.569571Z", + "start_time": "2026-03-16T10:55:29.800880Z" + } + }, + "source": [ + "s57 = hydroroot.display.mtg_scene(g57,prop_cmap='j') #, visitor=hydroroot.millet.turtle.visitor_millet) # calling visitor 2 allows to get the xyz position of every node\n", + "s109 = hydroroot.display.mtg_scene(g109,prop_cmap='j') #, visitor=hydroroot.millet.turtle.visitor_millet)\n", + "# use PlantGL(s) to display in 3D\n", + "# PlantGL(s57)\n", + "# PlantGL(s109)\n", + "view(s57) \n", + "hydroroot.display.property_scale_bar(g57, 'j')\n", + "view(s109) \n", + "hydroroot.display.property_scale_bar(g109, 'j')" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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PbNmg2zpuUQwysiAjzYc7goWpzYH3eYf7mUyZC1MlKeXV+q1n3bp17LHHHtx///2bvX/48OGMGDEicf+ECRNo164dRx11FGvWfHMa7UGDBjF69GhGjRrF22+/zdq1a+nXrx8VFRXb9tNIqrfA/re/reXjj4u55poODfbESaE0kB+9NfncTl+mkcdfKGODwV2SGtac9mOPPTZx2ZxglP3ee+9l8ODBnHzyyYnbHn/8cdq2bcszzzzDRRddxKpVqxg5ciRPPvkkRx55ZGKbp556is6dOzNu3DiOOeaYbz1uMDIfXKqsXr26trstaSsF/10/++wGPv4Yhg2zS0xiXnsDeTX1oDkDyGYki4nTihNoQm6D+ekkqWGp0w95Z8+ezeLFizn66KOrb8vNzeXQQw9l/PjxiesTJ06krKysxjbBVJpevXpVb7OpYcOGUVRUVH0JAr6kaPz61+v44otKhg0rtOTB9JjMrxejNhC7U8AOrOI5VrDW0XZJSll1+tYTBPZAMLK+seB61X3Bvzk5ObRo0WKL22zqhhtuSIzQV13mzZtXl7staQtuumk17dtncOWVtgZsyI5je9pQzMNU4CRFSUpN9TJetGkLuODj9e9rC/dd2wSj9c2aNatxkVS/br11MXvuGeO00/Ib9xz2TafGBAtRG1g5dqKIX7A9k/mUXzraLkkNP7QHi04Dm46YL1mypHr0PdimtLSUFStWbHEbSclTWRnn/vs/o02b9fTv37RxdolphNqRy0h68AmL7SYjSQ09tHfr1i0RyseOHVt9WxDQ33jjDfr27Zu43qdPH7Kzs2tss2jRIqZOnVq9jaTkKCsLFp0u48Yb51NUlGUf9kYmL/GWsIArWc+qZO+MJGnbuscE7Rk//fTTGotPP/roI1q2bMn222+faOc4dOhQunfvnrgEXzdp0oQzzzwzsX2wkPTCCy/kqquuolWrVonvu/rqq+ndu3d1NxlJyRlh/9OflnL55dMZOrQDZ51lp5jNTo/JabinpQv6t49kL65hJnfSlcvJo53dZCQpPUP7Bx98wOGHH159/corr0z8e9555/HYY49x7bXXUlxczIABAxJTYPbff3/GjBlDYeE3nSfuuecesrKyOPXUUxPbHnHEEYnvzczMrKufS1It/e53ixk8eCrDhnXl0ku7W78tiTfs0uSTyRB24m4Wcz9NGUBzOhjcJSnpYvFgBWiaCfq0ByP2QScZF6VK227IkLkMHz6FkSN344wzulrSLZn4Dpx0MAy+Gy76asCioVpAMb+nhGNoxsEN9aMFSUqjTOuRWGrkbr55FXfdNZkXX9yb00/vkuzdSW3BmtzgA8FGsDa3I/l0pYT7mcx8ipO9O5LU6BnapUYq+JDtrrtW0aNHJjNnHsGRR7b73tasjV7wuWRl46nC6bSmPfkMIs66hj4vSJJSnKFdaoTKy+M8/fQ6gox+1lkFdOxoL/bQR8xgIWoj+dumgEx+TQ/aUsr/UMYag7skJY2hXWqEgf1vf1vH1KklXH11kSdOqo1gsLmRDThnEuN3NGctk/nfZO+MJDVihnapkU2JefbZL3jvvWLuuKNVsncn/cQazyj7po6gJWtYx/uUJHtXJKlRMrRLjchdd81iyZINDBvWJtm7kp6CwJ7dOI+cv6AbR1LKrSznTTYke3ckqdGpdZ92SenppptmMGLEe6xceVaydyV9NbKFqJtOk7mE5jRlPf+mkkOSvUOS1Mg0wvEiqfG57bYZ3HPPu7z88g/JzvY/+63WyBaibiqPDHYnxiusYVyyd0aSGhnfvaUGrLIyzgMPzGbYsHd5/vlDOfTQjrZ13BaNeKS9yj404QKyuYkVTCDe2NblSlLSGNqlBqqsrJJnn53LDTe8zUMP7csxx3SxU0xdHDGzGu9Ie9U0mXNpwemUcSlrWGJsl6RIGNqlBjrCPmrUEi6//C1uv31Xzj57V0fY6/Ko2YhDeyBGjEFsx0msZzIVjf3DB0mKhKFdaoDuv38Jl176b267bVcuu6xPsnenYXE+SLUbaMftrGeURZGkemf3GKmBGTJkPsOHv8nIkXtwxhm7JXt3GmbLx0Y+0r6xn5PBzSxjFa25JNk7I0kNmCPtUgNy003zuOuuV3nxxQM5/fRdk707DfeMqIb2aidQwP005e+UJ/M3I0kNnqFdakA++eQDXnrpCI48sqtz2OvriJlZL4+c1vPbDyaXwWQyxG4yklRvnB4jNSDPPHNiokNMLOZQcL1p5N1jNieDGEWU8n+soYAWXEGMHIskSXXKkXapAcnMzDCw1zdbpWzWLuRwP814hnWMpIwNLk6VpDplaJeksFyI+p0OI5vbyOMRKvnc0C5JdcrQLkm15fSYLepHNrtTycPEKfGVJUl1xtAuSbUJ6x41v9cVZPOvyvVcFI873i5JdcS3H0mqbXB3pP077Uk2o2NNeJM4/8/YLkl1wtAuSWEFYd2eW6F0jWUykRhzSpc5TUaS6oChXZJqw5MrhdYiFuOF7FacEK9kma8ySdomhnZJqo3g5EpOjwktL1iQWl7CZZUVzPeVJklbzdAuSbU5YnpG1FrZLpbBw5k5rIxXMsZXmiRtNUO7JNVmakzAkfZa6Z6RST9iPF1RwSe+2iRpqxjaJak2R8xgIaqhvdb+JyOD5uUVnFpRyVJfcZJUa4Z2SaoNA/tWaRfL4NGcbAorK9krHqc0XvWxhSQpDEO7JIUV5Ey7x2y1ZrEYr2Vl0rK0gs6lFb7uJKkWDO2SVJsjZrbl2haZsRgf5mRSkZnJVEspSaEZ2iUpLEfa62yG0TEbKulXWsmbvvokKRRDuyTV9oyozmvfJrFYjEcKMjixEi6qhH/6CpSk7+UJuSUprCCsO9RRJ/JjMX6ZGyN3QyXvVsIRBRZWkr6LR0lJqu30GI+cdaIoBntVwj3lccb6KpSk7+RbjySF5ULUOndKkxgX5WTQvxQ+jH9z/ipJUk1Oj5GksIJEWW656lJWLMav8mDFOjggA5ZmQqFrBiTpWxxpl6SwMoPJ2C5ErWuxGDzQFHYshnFf/20kSarJ0C5JYVU60l6fflIBZ62ER0ztkvQtTo+RpLBiX59cyekb9eKa5tBmNQxcDauK4GpfmZJUzZF2SarNEdM+7fXq3EJ4PBvGLqjf55GkdGNol6SwKoASy1WfMmJwYj5c3BZuqnR+uyRVMbRLUljBKHuhR876lhmD5hvgN1/AvZVQWu/PKEmpz9AuSWHFvx5tV707vCk8lA/DVsOjcYO7JLkQVZKUkk5vDsUlcP1yOKEFtHeYSVIj5iFQkmrTpz3PI2eUfpIL3RfBbeVfddyUpMbK0C5JYbkQNSnu6gJ/mgtn2L9dUiNmaJek2oy0N7FPe9QOLIT3O8HoT+GkRZE/vSSlBEO7JIUVzM/YYLmSYYdcmNUN5mTBBkfcJTVChnZJqs1Ie77lSoZYDArisGwOnLoUlvlrkNTIGNolKaxghDfmkTNZWmTDuN1g/mq4ch0sdsRdUiNiaJek2jAoJlX3fBi5HcxYBe+XJXdfJClKhnZJqs0RM9eFqMm2VyE82Bper4CF9oGU1EgY2iUprCAgOrqbEvbKgU8/gx8Vw3o//ZDUCBjaJam2J1dSSnhyZyj9D/QohbjBXVIDZ2iXpLCqFqF65EwJRdnw8YHQbBEsDU58JUkNmG89khRWEAxLLVcqyYjBxO1hr0/gY0fbJTVghnZJCivr6zOiKuVmLR1QCqfNhffXJHtvJKl+GNolqTYLUcs9cqaanAx4ZFc4cA1cMgPeW53sPZKkumdol6TaHDGzLVcqap4Nt/eAPi1gakmy90aS6p6hXZJqc8TMsU97qmqTA7tUwA3TYdI6O8pIalgM7ZIUVjA1pthypbLLd4L+BXDwEvi80uAuqeEwtEtSbRaiNvXImcqyMuChPnBiGew866uGP5LUEBjaJam2C1GV8p7tAWcAY9cme08kqW4Y2iWpNiPt+c5pTxd/3AlO+wAeM7hLagAM7ZIUlidXSrs3uOEd4OoP4Pe2gZTUAMaNJElhz+ITdI9RWojF4MLukN8E/rkILm6W7D2SpK3nSLskhRX7OrR75Ewb2Rmwax7834dw3+dQGU/2HknS1vGtR5JqMz3Glo9pZ5/W8Ni+cNOn8NQKKDe4S0pDTo+RpNq2fAxG3JVW02RO3RGWboBBEyG7J5zaETL9PUpKI460S1JY8a/bPhr20tKA3eDWTnDxu7DBBu6S0oyhXZJqw8Ce1gb2hHaVMHi+Z0uVlF6cHiNJtekek2twT3cjD4JjXodVZfBo92TvjSSFY2iXpLCCs6Gut1zp7uCO8MGPYY83vvqdPtoz2XskSd/P6TGSVNuFqEp7uzSHDw+H5cugxPntktKAoV2SwgrCXYlHzobSUWa3IrhoR7j4I1hZluw9kqQ6DO3Dhg1j3333pbCwkO22247+/fszY8aMGtvE43GGDBlChw4dyM/P57DDDmPatGk1tikpKWHgwIG0bt2agoICTjjhBObPn1+bXZGk6DnS3uC0BSbMhpv/C8sN7pIaSmh/4403uPTSS3n33XcZO3Ys5eXlHH300axbt656m+HDhzNixAjuv/9+JkyYQLt27TjqqKNYs2ZN9TaDBg1i9OjRjBo1irfffpu1a9fSr18/Kir8jFJSCgvaPQbBzg4yDUaf9vDggfDmPPjkm7cpSUo5sXgwNL6Vvvzyy8SIexDmDznkkMQoezDCHoTy6667rnpUvW3bttx5551cdNFFrFq1ijZt2vDkk09y2mmnJbZZuHAhnTt35pVXXuGYY4753uddvXo1RUVFicdq1qzZ1u6+JNXOqndgzMHQ9W7Y90qr14D85GVYWAHP/QiKcpK9N5Iai9W1yLTbNKc9eIJAy5YtE//Onj2bxYsXJ0bfq+Tm5nLooYcyfvz4xPWJEydSVlZWY5sg6Pfq1at6m00FwT/4oTa+SFLkYl+3fVSDM+QgWLgYDnkLKrZ6KEuS6s9Wh/ZgVP3KK6/k4IMPTgTuQBDYA8HI+saC61X3Bf/m5OTQokWLLW6zubn0wV8hVZdgVF6SIhfM4Nvg9JiGqEtzePtc+PIj2PXlZO+NJNVhaL/sssuYPHkyzz777LfuiwXL8jcJ+Jvetqnv2uaGG25IjOpXXebNm7e1uy1JWy8bKLKADVVRHsz9OeR9Bl8Gf5xJUrqH9qDzy0svvcRrr71Gp06dqm8PFp0GNh0xX7JkSfXoe7BNaWkpK1as2OI2mwqm2ATzfDa+SFJSFqIGJ1hyIWqDlZUBY/4XDn0BZrowVVK6hvZgNDwYYX/hhRf417/+Rbdu3WrcH1wPQnnQWaZKENCDhap9+/ZNXO/Tpw/Z2dk1tlm0aBFTp06t3kaSUlYw39nQ3qDlZ8DOMTh/LHy0PNl7I0lbEdqDdo9PPfUUzzzzTKJXezCiHlyKi4sT9wfTW4LOMUOHDk20dAyC+Pnnn0+TJk0488wzE9sEc9IvvPBCrrrqKv75z3/y4YcfcvbZZ9O7d2+OPPLI2uyOJEUrWISab9EbumZ58GA/2CELLn0TptX8YFiSknaqkNAefPDBxL/BCZM29uijjybCeeDaa69NhPgBAwYkpsDsv//+jBkzJhHyq9xzzz1kZWVx6qmnJrY94ogjeOyxx8jMtC2DpBTmQtRGo10hDP8hDHoNPl8Bu9XsnSBJ6dWnPVns0y4pKSo3wNTfQmUm7Gmf9sbg2pfg8Xfh3auga8vgE+Vk75GkhiSyPu2S1KjEsiCzINl7oQgNPQ4O3gF6PgNfrrf0kpLH0C5JYa2bAguGeuRsRLIy4fmfwhH5sOPwZO+NpMbM0C5JYeVuDy37W69G6G8XQlYljPk02XsiqbEytEtSWJXroHSu9WqkLtsHznwCnp2e7D2R1BjVqnuMJNHYR9pb9YfSlcneE0UsWIB6Sz9oWQhXPQ/xk+DM3fw1SIqOI+2SFNa6j2D+EOvViOe3X/IDuOFQ+M+8ZO+NpMbG0C5JYTXpBR2v8cjZiOVlw0V9oUUTePo/wZnCk71HkhoLQ7skhRWvgHip9WrkcjKhWSn87Bl4eSZUVCZ7jyQ1BoZ2SQqr5BNY+pD1EgOOhMF94cynYJn92yVFwNAuSWHl94L213nkVMKNJ8LgQ+C5D5wmI6n+GdolKazSWbDyGeulatcdBbf9GQaPsSiS6pehXZLCymwJTfaCmCXTN567FEY8BwOftyqS6o+hXZJCHzGLIK+n9VINh/SEt2+Eh/8K1/hBjKR6YmiXpLA2TIDFg6yXvnXipT47wJjrYdEqKCmzQJLqnqFdksLK3w/a3+uRU5sN7s1y4PVJMPj/YM0GiySpbhnaJSmsiqVQ8oH10mbtuQM8cRm89AHc8XdYa3CXVIcM7ZIUVuV6qFjgQlRt0Q/3gN+eB396GxavslCS6o6hXZJCK4bKhdZL3+mY3eGPP4Xb/wKl5RZLUt0wtEtSWJmdoMnx1kuhOsq89Q4c/EuLJaluGNolKaxYPmS198ipUCY9ADMmw763WDBJ287QLklhlU2C1ddbL4XSrAAWjoLc9fCl89slbSNDuySFlbMPFN1lvRRaQR48cjmceCt8ttjCSdp6hnZJCqtiEZS95pFTtdKiAJrnwoD7YcYCiydp6xjaJUmqR21bwu8uh7w4XHo3zHHEXdJWMLRLUliZ7SH3cPu0q9a6tYffDISMmPPbJW0dQ7skhVX2Aay7xnppq3RpB22bQr8bYdlqiyipdgztkhRW1t7Q9A7rpa326C9gl5bQ+XRYudZCSgrP0C5JoRVDfJFHTm21rEx4/WHYpxvseraFlBSeoV2SwqqcD2V/s17aZq/9Fo7eG/45wWJKCsfQLkm1OSNqsBg1Zsm0bTIzYOglcP7N8Je3rKak72dol6TQmkBGR+ulOtGiEC4+CQbdAX8zuEv6Hlnft4Ek6WsZrSFzHyhfaUm0zfLzYNC5UFYBn3wO/MCiStoyR9olKayK96HsCo+cqjMF+bD9dnDTPfDqOxCPW1xJm2dol6SwMvaF3Pusl+rUT/4Hrjsf+l8Gb00yuEvaPEO7JIW2CuLTXYiqOhWLwS8uh4GnwTEXwrh3LLCkb3NOuySFFV8O8Q8h1t6aqc4Nvx4K8uCUgbDyQwssqSZH2iUprIwdIOtM66V684sroKIMbnUWlqRNGNolKazKKVBxp9NjVK+efwDuvB8G322hJX3D6TGSFFasB2T+DCosmepvfvuRB8PLj8Nx50NhHlx/qdWW5Ei7JNVCJsRyrJjqVUYGHHYgjPotrFkNJaUWXJKhXZLCi0+Fyrs8ciqSEfcTjvlqYerdD8D6YosuNXbOaZek0EfMPSFziPVSZHbtAQ89Dvf+3hF3qbEztEtSWPG5wIsuRFVk+h8H99wG9z8Ea9daeKkxM7RLUmgFENve0K5IndQP2reGCy6FyrjFlxorQ7skhTYX4qOtlyL33OPwxutwxI8tvtRYGdolKbTekDnYI6cit+MOMHs6vPceHHOivwCpMTK0S1JY8XKoWGe9lBQtmn8V3HNjsGyZvwSpsTG0S1JYZZ+xYP4Y5qzc3popKdq2hWuuhnN/AnODddGSGg1DuySFlbsbry4ey6Bn/h9zvrRsSo4O7aF4Lfz85wZ3qTExtEtSWKWfclCbn7F22Vimz7FsSo4dd4Tf/Q5WroQZM/wtSI2FoV2Swspsw847tqR3hylcMxIWOK9YSdKzJ/zhD/DMM7Bokb8GqTEwtEtS6CNmM8jtzi0/gdY5ULwB4vbNVpLstBMsWAB77QUbNvhrkBo6Q7skhVU6Ab78OUV50LoZ7HYRbCi1fEqeV16Bdu2gQ4evpstIargM7ZIUVu5+sN29kAV/vg065cJ/Zls+JU9WFnz44Vej7gcf7G9CasgM7ZIUVsWXUPIefD0l5oQfwDHXWz4lVywG48bBqlXw5pv+NqSGytAuSWHFS6Dym16PI64A1sC9oy2hkis3F04+Oc7PfhZn7Fh/G1JDZGiXpLDia6ByNsS+uWnkjfCHP1lCJT+033Yb9O8Pl10W5623/I1IDY2hXZLCyuoC+f+vOrQH0xJ+dCDMmg2XDreMSq5mzWLceCP86EdfdZWR1LAY2iUptDzIal3jyFmQD+MfhTlzoazcUir5wX348Bh/+1ucCRPitiSVGhBDuySFVf4hrLkJKr+5KRhtb14IH/wXbnnYUio1psq0bFnGwQdX8tFHBnepochK9g5IUtrI7gPN7oR4zYbYO3aGh26EZ16BhV9ChzZJ20Mp4Te/yaG8vIyDDspg7dqv/riUlN4caZekkOKVC4mXja3q+FjDDp1h3mL457uWU6nhgQey+fnPY4wcmew9kVQXHGmXpNAyv5rXvhm9usNxB8HIP8MP9oauHS2rkm/IkDgtWqxnxYoCrr022XsjaVs40i5JIcUy2kLOD2q0fNzYOf0hNxOWLrekSg2ZmfDUUzncfvsG7ror2XsjaVsY2iUppMryCVSsv2qLHTk6t4e2LeBHF8HyVZZVyZeREeP447N47LFshgzZwMiRtjiS0pWhXZJCimXuQ2aTu75zUd+jv4YuLb8abd9SuJeilJkZo3//DO66K5cvv8yktNT6S+nI0C5Joa2jMj6X+HeE9swM2HVH2L2foV2pIxaL0bZtMSNGrOORRyopKUn2HkmqLUO7JIUUjy+ksmLz3WM29uR90CwLRv/d0ip1/M//NOGuu7K47bYKfv/7OBUVyd4jSbVhaJeksAfMjB5kZv9siwtRN3bDpXD5zZZWqeW88/IYMSIz0VWmvNz5W1I6MbRLUkiVldMprfhtMNnge7cdeAGsWAbXDbW8Si1nnJHBc8/FuOCCZO+JpNowtEtSSLFYF7IyTw11esmg1d4/RsE74y2vUs+RR8ILL8znhBOSvSeSwjK0S1JIlUxjQ3z4985pDwS5vns3mDQJLvOkNkpBs2a1Z9y4hZx9ttNkpHRgaJek0AfMfcjPGBFmSntC+3Yw5gVY8iWstG+7UqybTPv2WXz4YXuysipYvtzgLqU6Q7skhRSPraQ89jGVIabHVGlRBNM/hseetsxKPTvvHKNfv0oGDtzAokXJ3htJ38XQLkkhxVlFOdNrVa/desIVl8Drb8KcuZZaqad79zizZ6/j+utLWbIk2XsjaUsM7ZIUUiZdyeUUYrU8dP7gIFi3FmbMtNRKPXvskcvvfteUjz9ez89+tpr1650qI6WiWr3zPPjgg+y+++40a9YscTnwwAP5+9+/OXtIPB5nyJAhdOjQgfz8fA477DCmTZtW4zFKSkoYOHAgrVu3pqCggBNOOIH58+fX3U8kSfWknKms49dU1vL7du4Ou+0Cg66CBQvraeekbbDXXnk89VRTpk3Lp7TUUkppH9o7derEHXfcwQcffJC4/PCHP+TEE0+sDubDhw9nxIgR3H///UyYMIF27dpx1FFHsWbNmurHGDRoEKNHj2bUqFG8/fbbrF27ln79+lHhqdkkpbhMdqYJFxMLvRT1G7fdAtu1huLiYICjXnZP2iY775xFYeGn7LZbhWdLlVJQLB4Mj2+Dli1bctddd3HBBRckRtiDUH7ddddVj6q3bduWO++8k4suuohVq1bRpk0bnnzySU477bTENgsXLqRz58688sorHHPMMaGec/Xq1RQVFSUeLxjxl6QoxCmjjJFABTlcWuvvP+V0+MtoWL0K8vLqZRelbVJREadHjxmUlfVg8uQMmje3oFJ9qk2m3eo57cHIeDBavm7dusQ0mdmzZ7N48WKOPvro6m1yc3M59NBDGT/+q7OLTJw4kbKyshrbBEG/V69e1dtsThD+gx9q44skRa2cGazlwVpPj6ny51HQqeNXvdulVJSZGeO//92ZVq2KOemkimTvjqRtCe1TpkyhadOmiUB+8cUXJ6a67LrrronAHghG1jcWXK+6L/g3JyeHFi1abHGbzRk2bFjir5CqSzAyL0lRy6YXTbmWjK2YHlPlpJPgxz+u092S6lR2doxx4/LZfff1vPuug2RS2ob2nXfemY8++oh3332XSy65hPPOO4+PP/64xgkbNhbMvtn0tk193zY33HBD4mODqsu8efNqu9uStM3Kmct6/rLVI+2BX/8aKivh7rv9hSh1tWqVQf/+5VxyyRzGjy9J9u5I2prQHoyU77TTTuyzzz6JEfA99tiD++67L7HoNLDpiPmSJUuqR9+DbUpLS1mxYsUWt9mcYFS/qmNN1UWSopZBIVnsuM2P8+ij8Mc/1skuSfWmd++mHHhgUy66aD6TJ9tSRkr7Pu3BKHkw57xbt26JUD527Njq+4KA/sYbb9C3b9/E9T59+pCdnV1jm0WLFjF16tTqbSQpVWXQgmx6b9OhM/hQMVjW8+mncGnt17JKkWndOpuhQzuz++4tWbbMwkvJllWbjW+88UaOPfbYxJzyoI1jsBD19ddf5x//+EdiekvQOWbo0KF07949cQm+btKkCWeeeWbi+4P56BdeeCFXXXUVrVq1SnSeufrqq+nduzdHHnlkff2MklQnSpjEUgbTnGu36XGaNoV33oFf/hLKyoI5xP6ClJqaN8+iTZsv6Ncvm48+6spOO2Um/vCUlOKh/YsvvuCcc85JjI4HATw40VIQ2INe7IFrr72W4uJiBgwYkJgCs//++zNmzBgKCwurH+Oee+4hKyuLU089NbHtEUccwWOPPUZmZmbd/3SSVIey2ZUW/HybFqIGgtBTVAQffABDhsDtt9fZLkp17p57dmbZsunsuusaJk8uomdPU7uUln3ak8E+7ZKSoZSZLOVimnEaTblomx9v9Og4f/oTjBgRo0OHOtlFqd6ce+4U/vrXNqxY8dUaNklp0qddkhqbHHrQkp9RV58Ldu8OCxbA66+n3diJGqHHH+/FxRev5PHHy5O9K1KjZGiXpJBKmc1K/kRFHR06e/WK8aMfVfKHP1QyZ47BXaktWLt23XU78fOff8wDDyR7b6TGx9AuSSFl0YY8+lKX8fr88zPIy6tg2TJDu1Jf06YZ/OY3rbn55o955JFk743UuNRqIaokNWYxCshje+KsqbPH7NgxRps2cY46Ks6nn8Zp0cJFfkpdWVkZnHZaOzZsKGDBglXE482+9wSKkuqGI+2SFNIGJjOfX1HXp5l54okcunQpZsmS4NwX/jqU2rKzM7jwwmbk51fy9NPrKXeKuxQJQ7skhZTPHrTnF3V+4MzIiNG7dyZ77lmeOGGdlOqC0fVrr23BX/5SzqhRpZSX+7qV6puhXZJCKmcZ65mYmChT1x5/PJ+mTdfw5z/761D6OPzwRVx++RweeWSJf3BK9czQLkkhxSmnjPVU1ENoD9x0Uz5XXrnO34fSxoABuzBiRBOuu25RsndFavAM7ZIUUjZtKeKQOuvTvqkBA/JYvryYa6/1V6L0cf75HcnImMtPfmJwl+qToV2SQlrPNOZxN2X1NNKelQXjxrXg3//e4IJUpZV///sQnn56EueeG3eajFRPDO2SFFI+O9OWS+opsn+1uK9btxiTJq1h4EAX9il97LxzEdOmHcLzz4/lyitLkr07UoNkaJekkIqZwWJ+T2U9VqxDh0z+8Y8ivvxyDStWGNyVHoI/OHv0aMa4cQcTi61k5cr6/K9EapwM7ZIUUhN2oyPXkFnPh86WLWH69A08+eQGfzdKKwce2IQddshi8ODlnuVXqmOGdkkKqZQvWM2b9V6v3XbL4dJL8xg3roTPP6/3p5Pq1N57lzF+/GfceONaVq/20yKprhjaJSmkGNlAM8rrbVb7Nw4/PI8NG8r55BPnByu99O3bngcf7MIbb3zBqlUVyd4dqcEwtEtSSNm0pIi9yY4gtPfokcMuu5QzcOAGFi50tFLp5YAD2jF6dEd++tMZni1VqiOGdkkKaR1T+Yw7KCWaEH377dvRtu0q1q8vs42e0k7Pnvn897//ZpddNlBR4R+e0rYytEtSLRaibs91kR06CwszaNs2Ts+e6yktjeQppTo1a9YFFBc/zX77fWFlpW1kaJekkCpZTxkLyIxgekyV557rQqdOC5kwwZFKpZ/MzAz++9/z6Nbtv8ycuT7ZuyOlNUO7JIVUxjKWM5GyiKbHVDnllGYcf7ztH5WeCguzGTx4d8455x0++mhNsndHSluGdkkKKY/taUt/MiI+dN55Z0cqKubx619H+rRSnenYMZcePSr5619nWVVpKxnaJSmk9cxiPk9TGfFIe+CJJ7bj8cfnR/68Ul3YbrsChg8/iDPO2N6CSlvJ0C5JIeXRkdYcRzziQ2dwivgf/rCQmTMXcsklX0b63FJdad++KTvt1MKCSlvJ0C5JIcXIIofCSBeiVikszOSdd3qyYMFSSktdlCpJjY2hXZJCWsunzOIRypMwPSYYbW/WLJNJk8q57ba1kT+/JCm5DO2SFFIe7WnL0WSSmZSa9ejRhN/8ph0zZy5mwQJPDy9JjYmhXZJCqmA9a5hPOZVJq9nOO+ezaFEFb73laLskNSaGdkkKKY92tOOHSRtpD+y2W1OOOiqL3/1uKXPmONouSY2FoV2SQlrDp8zk0aTMad/YhRd2Ij9/LStWFCd1PyRJ0TG0S1JIBXSlK6clvV4dOuTRunWcww/fwIoVdpKRpMbA0C5JocUTzR6TOT2mytNP70GXLotYvLiceNzgLkkNnaFdkkJaxzw+4wVKk7gQdeMWkHvsUcbeey9J9q5IkiJgaJekkArZgZ04h8wUOXQ+/vjeNG06hWef9SypktTQpcY7jySlgfUsYj6vk0o9W265pTvXXTc52bshSapnhnZJCimbQgrpluTeMTVddFE3li5dy9VXL0/2rkiS6pGhXZJCyqKAInZIiYWoVbKyYowbdzATJkx2QaokNWCGdkkKaSUz+ZAHKEuBhagbL0jt2rUJEyeu5YornNsuSQ2VoV2SQiqkK905jVii8WPq6NixCS+/vA9Llsxk+fJUmnEvSaorhnZJCqmYJcxnPJUpFtoDrVvn8t//VvD007aAlKSGyNAuSSEV0pkenEhWCob23XZrwUUXtWHMmC/4/PPUmb4jSaobhnZJCmkNC/iUf6RUy8eNHXlkR0pL4bPP1iR7VyRJdczQLkkh5dOK7dg7hZah1tS9exE9eqzn4ouXsGhRqu6lJGlrGNolKaRMcilkO7JTqOXjpu64Y1/at/+E9evX2QJSkhoQQ7skhbScz3ifR9mQsmPtUFCQTbt2sMsuL1NWlrr7KUmqHUO7JIXUip3owwVkpuBC1I0999yP6dhxDe++uzbZuyJJqiOGdkkKqZiVfMH0tDh0nnHGLvTv/1ayd0OSVEdS/51HklJEnDjllFNBnFQ3dOjBlJV9yh13zE/2rkiS6oChXZJCakILOrInmWly6Hz66X48/fT4ZO+GJKkOpMc7jySlgGXM4j2eoiwNRtpjsRiHHNKJGTOWMmDAsmTvjiRpGxnaJSmklnRlb84gluILUasUFeXy7rsns3DhG5SU2ElGktKZoV2SQqqgjBLWkJEmh85gtL2wMJtJk0oZOvSLZO+OJGkbpMc7jySlgLUsYzYfUEH66N69FaNGHU7PnuuSvSuSpG2QtS3fLEmNSXbijKityUiT6TFV+vZtm7hIktKXI+2SFFImOWTTjPI0WIgqSWpYDO2SFFIehbSjB1lkWjNJUqQM7ZIU0hJm8RZPUIadWCRJ0TK0S1JIbejGgZzjoVOSFDlDuySFVMYGVrMk7RaiSpLSn6FdkkIqZg0L+dSFqJKkyBnaJSmkIrZjF35AhgtRJUkRM7RLUkjLWMBE/k6lC1ElSREztEtSSM0TI+2HEPfQKUmKmKFdkkKKkUEOuWR46JQkRczQLkkhLWMh7/Iy5VRYM0lSpAztkhRSU1rQjb09dEqSImdol6SQyihlLSuIWzFJUsQM7ZIUUjNa0oO9ySTLmkmSImVol6SQljCfN/ibc9olSZEztEtSSK1pz/4clegjI0lSlAztkhRSJfHEaZWcHiNJipqhXZJCWsGXfMDblFFuzSRJkTK0S1JIbWhPX44ig0xrJkmKlKFdkkJawTImMzExRUaSpCgZ2iUppHya0I5OxO3ULkmKmKFdkkLKJY82dCCDbGsmSYqUoV2SQlrIfF5mNOUuRJUkpVNoHzZsGLFYjEGDBlXfFo/HGTJkCB06dCA/P5/DDjuMadOm1fi+kpISBg4cSOvWrSkoKOCEE05g/vz527IrklTvOtKZYzmRmOMdkqR0Ce0TJkzgoYceYvfdd69x+/DhwxkxYgT3339/Ypt27dpx1FFHsWbNmuptgpA/evRoRo0axdtvv83atWvp168fFRUV2/bTSFI9Ws865rPQDyklSekR2oOQfdZZZ/Hwww/TokWLGqPs9957L4MHD+bkk0+mV69ePP7446xfv55nnnkmsc2qVasYOXIkd999N0ceeSR77bUXTz31FFOmTGHcuHGbfb5gZH716tU1LpIUtTLKWM0qKu0fI0lKh9B+6aWXctxxxyVC98Zmz57N4sWLOfroo6tvy83N5dBDD2X8+PGJ6xMnTqSsrKzGNsFUmiDgV22zuWk4RUVF1ZfOnTtvzW5L0jYppZwVrKWSmJWUJKV2aA+mtEyaNCkRpDcVBPZA27Zta9weXK+6L/g3Jyenxgj9ptts6oYbbkiM0Fdd5s2bV9vdlqRtVkQzetKTmKFdkhSxrNpsHITlK664gjFjxpCXl7fF7YLFqRsLps1setumvmubYLQ+uEhSMmWTTREtKKXMX4QkKXVH2oOpLUuWLKFPnz5kZWUlLm+88Qa/+c1vEl9XjbBvOmIefE/VfcHC1NLSUlasWLHFbSQpFS1gEX/l1cTcdkmSUja0H3HEEYkFox999FH1ZZ999kksSg2+3mGHHRKhfOzYsdXfEwT0INj37ds3cT0I/NnZ2TW2WbRoEVOnTq3eRpJSUSc60I9jyLDloyQplafHFBYWJhaMbizos96qVavq24N2jkOHDqV79+6JS/B1kyZNOPPMMxP3BwtJL7zwQq666qrE97Vs2ZKrr76a3r17f2thqySlktWs5RPm0In2yd4VSVIjU6vQHsa1115LcXExAwYMSEyB2X///RNz4IPAX+Wee+5JTKc59dRTE9sGI/iPPfYYmZmZdb07klRnvlp1Eyduy0dJUsRi8WAFaJoJ+rQHI/ZBJ5lmzZole3ckNSKT+JhiSjiIvZK9K5KkNFebTLvVZ0SVpMZmHot4gbFU4NmbJUnRMrRLUkidaMcJ/NA+7ZKkyBnaJSmkoD/7SorrYzmQJEnfydAuSSGtZC1T+IQKyq2ZJClShnZJCqktLfkBexNzpF2SFDFDuySFtJjlvM5HVJJ2TbckSWnO0C5JIbWkkL3YhUxH2iVJETO0S1JIC1jGy7xHmXPaJUkRM7RLUkhdacvpHE7MQ6ckKWKGdkkKqZhSFrOKDDKtmSQpUoZ2SQppHRuYzReUe0ZUSVLEDO2SFFIbijiQnmS4EFWSFDFDuySFNJ9lvMREKqi0ZpKkSBnaJSmkdjTnMHYjTsyaSZIilRXt00lS+ooRI5scKh1plyRFzJF2SQppASv4Kx9S5kJUSVLEDO2SFNL2tOJk9rHloyQpcoZ2SQppKWt5nznErZgkKWKGdkkKKY8sWtPU0C5JipyhXZJCWso63uNz4i5ElSRFzNAuSSFtTwtOYm8bb0mSImdol6SQyolTQtwzokqSImdol6SQvmANr/Ffyim1ZpKkSBnaJSmkzjTnePZInGJJkqQoGdolKaTFiZH2z4jbP0aSFDFDuySF1Iw8etCaSkO7JClihnZJCimfLNrTkgxyrJkkKVKGdkkK6VOW8zDvUUGJNZMkRcrQLkkhdacVF7IfuBBVkhQxQ7skhbSKEmawnBgxayZJipShXZJCKqOC1WyggkprJkmKlKFdkkJqTRP2pRMxsqyZJClShnZJCukzVvIok4lTbs0kSZFyuEiSQupCM05nDyqsmCQpYo60S1JIs1nNk0yhgg3WTJIUKUO7JIXUneb8lN7OaZckRc7QLkkhLWUDE1hG3EOnJClihnZJCimTWOK0SnFntUuSImZol6SQWpDL7rQDcqyZJClShnZJCum/rOK3TKGSUmsmSYqUoV2SQtqZZgygJzEyrZkkKVKGdkkKqZgKvkicWMlTXEiSomVol6SQllHKBL6gkjJrJkmKlKFdkkLqTBOOpwskeshIkhQdQ7skhfQ56/gTc4lTac0kSZEytEtSSO3J4wi2s16SpMgZ2iUppE9Zxx+ZSyVxayZJipShXZJC2o1mXMXOxOweI0mKmKFdkkJaTTmfsgHs0y5JipihXZJCWks5n7GGikSvdkmSomNol6SQOpDH0bQngxxrJkmKlKFdkkKayTr+wFxH2iVJkTO0S1JI3cjnTNoBMWsmSYpUVrRPJ0npLUYOMUO7JClijrRLUkiz2cATzKOCEmsmSYqUoV2SQupBEy5ie2JkWzNJUqQM7ZIU0gJK+AcriHtGVElSxAztkhRSUzLpSq6hXZIUOUO7JIVURBY7U+j0GElS5AztkhTSZNbzS+ZQQZk1kyRFypaPkhRSD/IYwPZkeOiUJEXMkXZJCmk+pfyVL6ik2JpJkiJlaJekkHYij3PpAORaM0lSpAztkhTS55TwHMuIU2HNJEmRMrRLUkhtyOIACqi0YpKkiBnaJSmkJmTQiQJi5FgzSVKkDO2SFNIUNvAr5hFngzWTJEXK0C5JIe1OPjfRkTjZ1kySFClDuySFtJRy3qeYGDFrJkmKlKFdkkIqB9ZRQaXdYyRJETO0S1JI7cjiUJqB02MkSREztEtSSJMp4XaWEKfMmkmSIpUV7dNJUvrqSQ6X09rJMZKkyDnSLkkhTaeM+1hJ3NMrSZIiZmiXpJB2J4cb460g7oeUkqQUDu1DhgwhFovVuLRr1676/ng8ntimQ4cO5Ofnc9hhhzFt2rQaj1FSUsLAgQNp3bo1BQUFnHDCCcyfP7/ufiJJqicL4xWMjW8gboUlSak+0r7bbruxaNGi6suUKVOq7xs+fDgjRozg/vvvZ8KECYlAf9RRR7FmzZrqbQYNGsTo0aMZNWoUb7/9NmvXrqVfv35UVFTU3U8lSfUgByhK9Gg3tkuSolXrz3izsrJqjK5vPMp+7733MnjwYE4++eTEbY8//jht27blmWee4aKLLmLVqlWMHDmSJ598kiOPPDKxzVNPPUXnzp0ZN24cxxxzTF38TJJUL1rHMtmXfFYZ2iVJqT7S/sknnySmv3Tr1o3TTz+dWbNmJW6fPXs2ixcv5uijj67eNjc3l0MPPZTx48cnrk+cOJGysrIa2wSP1atXr+ptNieYUrN69eoaF0mK2qTKMq4vW0G8MjjNkiRJKRra999/f5544gleffVVHn744URI79u3L8uWLUt8HQhG1jcWXK+6L/g3JyeHFi1abHGbzRk2bBhFRUXVl2BkXpKitlcsi6HZzSHDhaiSpBQO7cceeyz/8z//Q+/evRPTW15++eXqaTBVgsWpm06b2fS2TX3fNjfccENiak3VZd68ebXZbUmqE2uJM6uikrhT2iVJ6dTyMej+EgT4YMpM1Tz3TUfMlyxZUj36HmxTWlrKihUrtrjN5gTTbJo1a1bjIklRWxKPM76iNDHQIElS2oT2YK759OnTad++fWKOexDKx44dW31/ENDfeOONxBSaQJ8+fcjOzq6xTdCBZurUqdXbSFKq2jEjk7Oym0AsM9m7IklqZGo1MfPqq6/m+OOPZ/vtt0+Mjv/qV79KLAo977zzEtNbgnaOQ4cOpXv37olL8HWTJk0488wzE98fzEe/8MILueqqq2jVqhUtW7ZMPGbVdBtJSmXTKyq4r6SY83JyIcNz00mSUjS0BydBOuOMM1i6dClt2rThgAMO4N1336VLly6J+6+99lqKi4sZMGBAYgpMsHB1zJgxFBYWVj/GPffck2gbeeqppya2PeKII3jsscfIzHTkSlJq65aRwZk5ecS/Z52OJEl1LRZPw8mZweh+MGofLEp1frukqFTE4zxSGac4BoMcaZckRZhp/XxXkkKaUlHJ0LXFUF5pzSRJkTK0S1JInTMy6J/rfHZJUvQM7ZIU0tp4nFnllcQr025WoSQpzRnaJSmkLpkZnJSfTTzDhaiSpGgZ2iUppP+UVfLL5WVQbskkSdEytEtSSLtmxbiqKAscaZckRczQLkkhBTPZy4gR/E+SpCgZ2iUppBll8PvlFVDmQlRJUrQM7ZIUUu+cGNe3zIRMh9olSdEytEtSSLPK4jyzKjg1qiWTJEXL0C5JIbXMgD1zLJckKXqGdkkKqSgjxq75MafHSJIiZ2iXpJAmbIAr5gEbLJkkKVqGdkkKab98uK8DkGXJJEnRMrRLUkjLymFSseWSJEXP0C5JIa2rhDlllkuSFD1DuySFtCEOS4L57LZ8lCRFzNAuSSF1yIJjmwKeEFWSFDFDuySF1CQDOgahPdeSSZKiZWiXpJAmrYfrZgJrLZkkKVqGdkkKaZ8C+HVXINuSSZKiZWiXpJAWl8LrayyXJCl6hnZJCilYf1pRCtj2UZIUMUO7JIXUPgeOaA3kWDJJUrQM7ZIU0gdr4dr/Ap4VVZIUMUO7JIW0dwEM3QHItGSSpGgZ2iUppOJK+CI4G6qhXZIUMUO7JIU0rwT+sgDYYMkkSdEytEtSSAUZ0CkPiFkySVK0DO2SFFJ+5lcdZCRJipqhXZJCap0N+7ay5aMkKXqGdkkK6f3VMGiyLR8lSdEztEtSSPsWwr07e+SUJEXP0C5JIa0uhxlB5xhbPkqSImZol6SQlpbB+18CJZZMkhQtQ7skhbRjEzhneyDbkkmSomVol6SQpq6Bu2YAZZZMkhQtQ7skhdS9AC7sDMQtmSQpWoZ2SQopWH+an+v0GElS9AztklSL6TF3TAWCDjKSJEXI0C5JIe1ZBLfuastHSVL0DO2SFNLc9fCXBc5plyRFz9AuSSE1yYSOBR45JUnRM7RLUkjzY/DXFkBzSyZJipahXZJCKp4Fi64F3rdkkqRoGdolKaS9doZhP4EVy6G41LJJkqJjaJekkD4tgz+ugl/9Gd742LJJkqJjaJekkHrlwDXbfz2n3bOiSpIiZGiXpJA+K4Un2wA7wf3/B1+utHSSpGgY2iUppNaZsF8eDPgxfFkMq4stnSQpGoZ2SQqpWQbsHIcdW0KL5nDw5bDBBamSpAgY2iUppAkbYNAKIA9YC4tXQ9y57ZKkCBjaJSmk/fLh3lZAKezQCnJyYOosyydJqn+GdkkKaWk5vL8WqIQHroNOhXD4QMsnSap/hnZJCqm4Er4IpsNkfXV9UH/Iyrd8kqT6Z2iXpJDWVcC8oGPM1/PYLzsFsp3TLkmKgKFdkkLaPgdObAaUfXPb+pVw/NWWUJJUvwztkhRSXga05ZvQHovBpy/CJ/OhbKMgL0lSXTO0S1JIH66DGxcBud/cVtgEZnwM/3OZZZQk1R9DuySF1KcpDO/4VcvHKpmZcEAvj6aSpPplaJekkBaWwLjlNW/Lz4U//gpmL4TxkyylJKl+GNolKewBMwbZmZs5csZh6jT42+uWUpJUPwztkhRSuxw4tKDm9JhAlw4wNOggE7OUkqT6YWiXpJA+WAVXzwJyat7eJB922xF++xA8/4rllCTVPUO7JIXUpxkM37Fmn/Yq2VlQUQHrSyynJKnuGdolqRZnRJ2/Dqj49n3HHg43XQ5z5sC69ZZUklS3DO2SFNLCDfD3ZUDWFjaohJuHwfSZllSSVLcM7ZIUUo+mcFHQp30LZz89dH/YYzcXpEqS6p6hXZJC+u8auH/2lo+cB+0PvXvA1TfB6jWWVZJUdwztkhTS9vlwcptvt3ysoQLeeAtKv2sbSZJqydAuSSFNXQN3fg7kbnmbh34De+4BJaUQj1taSVLdMLRLUkj7Nof7dgG+o61jfj5klkOXHoZ2SVLdMbRLUkirymDaSuB7RtAP2Beysy2rJKnuGNolKaQVpTB57Xe0fPza/fdCYR6MfNTSSpLqhqFdkkLq1hTOaP/d02OqVFbCLbdYWklS3TC0S1JIU1bAsP8CIaa+vDQaYi5ElSQlK7QvWLCAs88+m1atWtGkSRP23HNPJk6cWH1/PB5nyJAhdOjQgfz8fA477DCmTZtW4zFKSkoYOHAgrVu3pqCggBNOOIH58+fXzU8kSfVk52ZwyY5A+fdvu9++sGQJnHiivw5JUsShfcWKFRx00EFkZ2fz97//nY8//pi7776b5s2bV28zfPhwRowYwf3338+ECRNo164dRx11FGvWfHOmkUGDBjF69GhGjRrF22+/zdq1a+nXrx8VFRV18CNJUv2IxSCrIlxoDxQVwbJl/jYkSdsuFg+GxkO6/vrreeedd3jrrbc2e3/wUMEIexDKr7vuuupR9bZt23LnnXdy0UUXsWrVKtq0acOTTz7Jaaedlthm4cKFdO7cmVdeeYVjjjnmW48bPEZwqbJ69erE9sFjNWvWbGt+bkmqtf8shxPHweW7wpW9vn/7hQvhxz+GF1+Erl0tuCSppiDTFhUVhcq0tRppf+mll9hnn3045ZRT2G677dhrr714+OGHq++fPXs2ixcv5uijj66+LTc3l0MPPZTx48cnrgdTacrKympsEwT9Xr16VW+zqWHDhiV+oKpLENglKWp7tIRf7PY9Z0TdpGf7dtvBr35V33smSWroahXaZ82axYMPPkj37t159dVXufjii7n88st54oknEvcHgT0QjKxvLLhedV/wb05ODi1atNjiNpu64YYbEn+BVF3mzZtXu59SkurAnDXw/Ofhj5zBYe4Xv7D0kqRt9z3dhmuqrKxMjLQPHTo0cT0YaQ8WmQZB/txzz63eLhZM/Nxk2symt23qu7YJRuuDiyQlU2E27Fj4/SdX2tTYscEnlXDCCfW1Z5Kkhq5WI+3t27dn1113rXFbz549mTt3buLrYNFpYNMR8yVLllSPvgfblJaWJha1bmkbSUpFLfNgz2DdfVltvivO3LlxZs2qv/2SJDV8tQrtQeeYGTNm1Lht5syZdOnSJfF1t27dEqF8bDCs9LUgoL/xxhv07ds3cb1Pnz6J7jMbb7No0SKmTp1avY0kpaL3v4Ar/g3khP+eAw+E3/4Wrrsuzj//WZ97J0lqyGo1PebnP/95IlgH02NOPfVU3n//fR566KHEJRBMbwk6xwT3B/Peg0vwddDP/cwzz0xsEywkvfDCC7nqqqsSvd5btmzJ1VdfTe/evTnyyCPr56eUpDqweyu4qTdQHP57MjNjtGkTTyxKtautJCmS0L7vvvsm+qsHC0N/+ctfJkbW7733Xs4666zqba699lqKi4sZMGBAYgrM/vvvz5gxYygsDCaCfuWee+4hKysrEfyDbY844ggee+wxMjMzt/oHkaT6NmsVPPUp/CToIFMLp50W49/BCL0kSVH0aU/HnpaSVJf++CGs3ABXHli77xs0CIqLgxPQfXXSJUmSVtdXn3ZJasw+XQGPTt26I+fpp8Pbb3uGVEnS1jG0S1JI2zWBH2zlud0OOAA6doRTTllPSUnafcApSUoyQ7skhVSYAzsWhD8j6qaCU1FMmlRK+k1KlCQlm6FdkkL6YBFc+XrtWj5u7JVXgta4RSxbZsklSbVjaJekkPbtAPf8sLYnV/rGVw2y4uyyy1Y+gCSp0TK0S1JIS9bBv+ckcvdW69+/gszMbGsuSaoVQ7skhVRaAStLt+3IeffdWVRWxhkxwtF2SVJ4hnZJCqlTMzi229ZPj6lSWrqBkSM9/EqSwvNdQ5JCmrQABo+r7bmkv+3f/84LZrhbd0lSaIZ2SQqpdzu44RCgYutLFovF2GmnGNOnl3L66V9ae0lSKIZ2SQppyiK4/Z/bXq6MjDidO6+ipKS1tZckhWJol6SQ9u4Ew47e9jntBQUZvPJKG774IsbMmZZfkvT9DO2SFNKClfDq9LoqVwX//vc6Hn/c8kuSvp+hXZJCys6EprnBxPRtL1nHjnDZZR6CJUnh+I4hSSFtVwgHbb/t02MCzZtn8sMf5vLYY+t59VV7tkuSvpuhXZJCmvA5XDk6GHKvm5LFYqUsWlTOsmXb2ENSktTgGdolKaR9usCvTwLK66ZkJ56Yyy9/Wcjq1XHKyuL+HiRJW2Rol6SQ1pbA50u2rU/7pj3bY7ENXHLJCqZMqaMHlSQ1SIZ2SQpp8Sp4bWbdnsx0991L6dYtOEOqU2QkSVtmaJekkLq3hQv71t30mMDxxxdxwAFNuO++OOvX+6uQJG2eoV2SQpq+AO4bUzctH2taxBNPlFBc7K9CkrR5hnZJCqlrGzh9/7ov1913t2bXXXP8PUiStsjQLkkh5WRBi+DkSnXcVr19+xyKitawww6VVFb665AkfZuhXZJC+s8cGPJC/awZfeedZuTleUiWJG2e7xCSFFK3qukxdbgQdeP2j/F4Cf/6l/3aJUnfZmiXpJBWrYcZC+uvXBdfXMZ55/nrkCR9m6FdkkLquh2cEoy019O885tvbpoYcZckaVOGdkkKafJs+NVz9dHysUqcL7/8kp/9rB7m30iS0pqhXZJC6tkZrji+/kbas7JgwoSWTJ9eh6dclSQ1CIZ2SQopWCIar6i/0B5MjWnVKoPS0kpWr3ZBqiTpG4Z2SQrpv/Pg/pfqc3oM5ORUsm7dcq65xobtkqRvGNolKaTdu8GNp9XfSHugTZtMHnywlb8TSVINhnZJCunzxfDca1GUq5x3353NW28tieLJJElpwNAuSSEVFUDPLl9Pbq9Hu+2WySGHtOLDD5vU7xNJktKGoV2SQmreFHp3rd/pMYGWLTPp1as5t932Ke+880X9PpkkKS0Y2iUppAnT4Yr76nchapXs7FmsXJnJ+vXOb5ckQZZFkKRweu8IN5xd/9NjAhdcsCMffVTOvHmllJZmkJPjGIskNWa+C0hSSJ8vguf+GWW55nPhhdNYsKAsyieVJKUgQ7skhdSzK1x+cqK5SySOOiqPrl13Crq3R/OEkqSUZWiXpJBmzoVH6vnkShs7/vh27LRTENg9O6okNXaGdkkKqX1rOLJP/XePqWkx/fuvpLTU4C5JjZmhXZJCapoP27eNNrT/3/91YeXKppSXG9olqTEztEtSSB98DNcELR8zoytZUVEWGRmL6NDhj9E9qSQp5RjaJSmkfXeDu6+IbiFqlT59pgLnRvukkqSUYmiXpJC+WAZvTYq+XH/+84+BJbzwwvzon1ySlBIM7ZIUUkUFbNiQnGYuxcUTuOWWFdE/sSQpJRjaJSmkDtvBUQdE3T3mK889tx/QOfonliSlBEO7JIU0cRpcPyL6I2csFuPww9syc+aHXHLJe9E+uSQpJWQlewckKV3s1RNuuwzWrY/+uQsLM1m58hAyI+xcI0lKHY60S1JIG0pg6fLklCsYbc/PzyQnx9QuSY2RoV2SQpqzAP7v75ZLkhQ9Q7skhVRYADt0TM5CVElS42Zol6SQcnOgVQvLJUmKnqFdkkJq0woO2NORdklS9AztkhTShA/h5zcHq0ItmSQpWoZ2SQppnz1hxC+Tc0ZUSVLjZmiXpJDWrIXPPgUqLJkkKVqGdkkKaclSeOd9p8dIkqJnaJekkHbqBued7kJUSVL0DO2SFNK06XD3vZZLkhQ9Q7skhbRjNzj3LBeiSpKiZ2iXpJCysqGwidNjJEnRM7RLUkhTpsDtd1guSVL0DO2SFNL2neGk450eI0mKnqFdkkJatw7mfG5olyRFz9AuSSFtvz2cdJLlkiRFz9AuSSF99BEMGWK5JEnRM7RLUki9esE111guSVL0DO2SFFJFBZSWWi5JUvQM7ZIU0syZ8NBDlkuSFD1DuySF1Ls3XHed5ZIkRc/QLkkhzZoFzzxjuSRJ0TO0S1JILVvCXntZLklS9AztkhRSURH07Gm5JEnRM7RLUkgTJsAVV1guSVKKh/auXbsSi8W+dbn00ksT98fjcYYMGUKHDh3Iz8/nsMMOY9q0aTUeo6SkhIEDB9K6dWsKCgo44YQTmD9/ft3+VJJUD/bbD+67z9JKklI8tE+YMIFFixZVX8aOHZu4/ZRTTkn8O3z4cEaMGMH999+f2LZdu3YcddRRrFmzpvoxBg0axOjRoxk1ahRvv/02a9eupV+/flQEDZAlKYUtWwYTJyZ7LyRJjVGtQnubNm0SQbzq8re//Y0dd9yRQw89NDHKfu+99zJ48GBOPvlkevXqxeOPP8769et55ut2C6tWrWLkyJHcfffdHHnkkey111489dRTTJkyhXHjxtXXzyhJdWLdOpg3z2JKktJoTntpaWkicF9wwQWJKTKzZ89m8eLFHH300dXb5ObmJgL9+PHjE9cnTpxIWVlZjW2CqTRBwK/aZnOCKTWrV6+ucZGkqBUXw+LF1l2SlEah/cUXX2TlypWcf/75ietBYA+0bdu2xnbB9ar7gn9zcnJo0aLFFrfZnGHDhlFUVFR96dy589butiRttU6d4LjjLKAkKY1CezDN5dhjj02MlG8sGHXfWDBtZtPbNvV929xwww2JqTVVl3l+Pi0pCfLzg08HLb0kKU1C+5w5cxJz0H/6059W3xbMcQ9sOmK+ZMmS6tH3YJtgWs2KFSu2uM3mBNNsmjVrVuMiSVGbNAmuv966S5LSJLQ/+uijbLfddhy30efE3bp1S4Tyqo4ygSCgv/HGG/Tt2zdxvU+fPmRnZ9fYJuhCM3Xq1OptJClV7bMP3HVXsvdCktQYZdX2GyorKxOh/bzzziMr65tvD6a3BO0chw4dSvfu3ROX4OsmTZpw5plnJrYJ5qNfeOGFXHXVVbRq1YqWLVty9dVX07t370Q3GUlKZcEHia+9Bnvtlew9kSQ1NrUO7cG0mLlz5ya6xmzq2muvpbi4mAEDBiSmwOy///6MGTOGwsLC6m3uueeeRNg/9dRTE9seccQRPPbYY2RmZm77TyNJ9Sge/+oiSVLUYvFgFWiaCVo+BqP2waJU57dLitIf/wgrV8KVV1p3SVJ0mXaru8dIUmPzwQdwzTXJ3gtJUmNkaJekkPbeG+64w3JJkqJnaJekWpwRddEiyyVJip6hXZJCmj8f/vpXyyVJip6hXZJC2nlnuOQSyyVJip6hXZJCmjEDHnzQckmSomdol6SQOnWC44+3XJKk6BnaJSmkadPg17+2XJKk6BnaJSmkffeFe+8NzkeXduekkySlOUO7JIW0ahVMn265JEnRM7RLUkjLl8PEiZZLkhQ9Q7skhbTDDnD22ZVAhTWTJEXK0C5JIU2dCsOHB4dND52SpGj5ziNJIXXvDv/7v8EoezDaLklSdAztkhRSZibk5gahvdyaSZIiZWiXpFpNj8kBgoskSdExtEtSSHvuCUOGlAIl1kySFClDuySFNHcuvPhicNjMtGaSpEgZ2iUppIIC6NzZM6JKkqJnaJekWoy0/+UvWUC2NZMkRcrQLkkh9e4NN964HlhrzSRJkTK0S1JI5eVx1q0LerTbp12SFC1DuySF9Nln8Oij+cHsdmsmSYqUoV2SQtpttxhXXx1MjVllzSRJkTK0S1JIn30W54kn8hxplyRFztAuSSG1bg0HHBCcXGmDNZMkRcrQLkkhNWsGPXoEZ0MttmaSpEgZ2iUppAkT4gwa1AJoa80kSZEytEtSSPvtl8G99y4HFlszSVKkDO2SFNKXX8Z5773gbKi51kySFClDuySFtGFDENwzgSxrJkmKlKFdkkLq3DlGv35rgBXWTJIUKUO7JIX04YeV3HxzS6CDNZMkRcrPeCUppF69Ynz0UT4FBZZMkhQtR9olKaTJk+Pst18pzz4bt2aSpEg50i5JIfXpk8Hs2XaOkSRFz5F2SQpp4cJK7r23nEmTKq2ZJClShnZJCnvAzIjRpAlkB63aJUmKkNNjJCmkdu1i/OxnHjYlSdFzpF2SQpowoYKOHdfz0EPl1kySFCmHjCQppH32yWDOnHwyHO6QJEXMtx5JCmndOvjoo0q+/NKSSZKiZWiXpFp0jxkxooyJE+0eI0mKltNjJCmkHj0yeeaZTOslSYqcI+2SFNL06RWceOJ6/vIXF6JKkqLlSLskhdSlSwZ33JFL27aOd0iSouU7jySFNHVqBYccsp4//cmRdklStBxpl6SQ9t03kyVLmlovSVLkHGmXpJBWrowzZkw5c+bErZkkKVKGdkmqRWh/9VVDuyQpek6PkaSQunXLZMSIfOslSYqcI+2SFNKUKeUcdNAqRo0qs2aSpEg50i5JIe28cybPP19IYWHMmkmSIuVIuySFFItBZuZX/0qSFCVDuySF9PHH5fz4x6sYPdrpMZKkaDk9RpJC2mOPbCZMaGG9JEmRc6RdkkL6/PNyrrtuDW+95Ui7JClahnZJCqlZswwOPjibDh08dEqSouX0GEkKqWXLDI4/Ps96SZIi53CRJIX0/vsltGmzkAcfXG/NJEmRcqRdkkLq3Tub8ePb0Lp1pjWTJEXKkXZJCmn27DKuuGIZr71WYs0kSZFypF2SQtp111xeeaWd9ZIkRc6RdkmSJCnFGdolSZKkFGdolyRJklKcoV2SJElKcYZ2SZIkKcUZ2iVJkqQUZ2iXJEmSUpyhXZIkSUpxhnZJkiQpxRnaJUmSpBRnaJckSZJSnKFdkiRJSnGGdkmSJCnFGdolSZKkFGdolyRJklJcFmkoHo8n/l29enWyd0WSJEnaKlVZtirbNrjQvmbNmsS/nTt3TvauSJIkSducbYuKir5zm1g8TLRPMZWVlcyYMYNdd92VefPm0axZs2TvUoP6iy/4Y8i6Wtt04uvWuqYbX7PWNt34mq0fQQwPAnuHDh3IyMhoeCPtwQ/VsWPHxNdBYDe01z3rWn+srbVNN75mrW068nVrXdPF942wV3EhqiRJkpTiDO2SJElSikvb0J6bm8stt9yS+FfWNR34mrW26cbXrLVNR75urWtDlZYLUSVJkqTGJG1H2iVJkqTGwtAuSZIkpThDuyRJkpTiDO2SJElSijO0S5IkSSkuLUP7Aw88QLdu3cjLy6NPnz689dZbyd6llPfmm29y/PHHJ06TG4vFePHFF2vcHzQRGjJkSOL+/Px8DjvsMKZNm1Zjm5KSEgYOHEjr1q0pKCjghBNOYP78+TRmw4YNY99996WwsJDtttuO/v37M2PGjBrbWNvae/DBB9l9992rz2h44IEH8ve//92a1tNrODgmDBo0yPpuo+AYGtRy40u7du2sax1YsGABZ599Nq1ataJJkybsueeeTJw40dpuo65du37rNRtcLr300sT9vn+lmHiaGTVqVDw7Ozv+8MMPxz/++OP4FVdcES8oKIjPmTMn2buW0l555ZX44MGD488//3zQ4jM+evToGvffcccd8cLCwsT9U6ZMiZ922mnx9u3bx1evXl29zcUXXxzv2LFjfOzYsfFJkybFDz/88Pgee+wRLy8vjzdWxxxzTPzRRx+NT506Nf7RRx/FjzvuuPj2228fX7t2bfU21rb2XnrppfjLL78cnzFjRuJy4403Jv67D+psTevO+++/H+/atWt89913TxxLfc1um1tuuSW+2267xRctWlR9WbJkiXXdRsuXL4936dIlfv7558ffe++9+OzZs+Pjxo2Lf/rpp9Z2GwWvz41fr8H7e5ARXnvttcT9vn+llrQL7fvtt18iPG5sl112iV9//fVJ26d0s2lor6ysjLdr1y7xH2eVDRs2xIuKiuK///3vE9dXrlyZCE3BH01VFixYEM/IyIj/4x//iPgnSO0DYFDfN954I3Hd2tadFi1axB955BFrWkfWrFkT7969e+JN+tBDD60O7b5mty20BwMZm2Ndt951110XP/jgg7d4v7WtO8FxYMcdd0zU1LqmnrSaHlNaWpr4OOzoo4+ucXtwffz48Unbr3Q3e/ZsFi9eXKOuwRnlDj300Oq6BnUvKyursU0wlaZXr17WfiOrVq1K/NuyZUtrW0cqKioYNWoU69atS0yT8fVaN4KPv4877jiOPPLIGrdb323zySefJI6NwRTO008/nVmzZlnXbfTSSy+xzz77cMoppySmIe611148/PDDvmbrIWM99dRTXHDBBYkpMh4LUk9ahfalS5cm3sDbtm1b4/bgehA6tXWqavdddQ3+zcnJoUWLFtZ+C4IPMa688koOPvjgxB8z1nbbTJkyhaZNmyb+gLz44osZPXo0u+66q6/XOhD8ETRp0qTEfPZNeTzYevvvvz9PPPEEr776aiJUBrXs27cvy5Yts67bIPjDJ1jn0r1790Rtg+PB5Zdfnqi1r9m6E6x1W7lyJeeff751TVFZpKHgL8BNw9Kmtymaulr7b1x22WVMnjyZt99+29rWgZ133pmPPvoo8Sby/PPPc9555/HGG2/4et1G8+bN44orrmDMmDGJxfxb4vGg9o499tjqr3v37p34ZGjHHXfk8ccf54ADDrCuW6mysjIx0j506NDE9WCkPWiUEAT5c88919dsHRk5cmTiNRx8UrQxjwWpI61G2oOuJZmZmd8aVV+yZMm3RokVXlV3g++qa7BN8NHZihUrrP1mBF11go9wX3vtNTp16mRt60Dwyc5OO+2UeLMORoT32GMP7rvvPl+v2yiY6hb8tx103srKykpcgj+GfvOb3yS+rvpv3uPBtgu6bAXhPZgy43F267Vv3z7xKdvGevbsydy5cxNfW9ttN2fOHMaNG8dPf/rT6tusa+rJSLc38eCNZuzYsTVuD64HH0Fq6wRzL4P/ODeuaxDQgzfyqroGdc/Ozq6xzaJFi5g6dWqjrn3wSUMwwv7CCy/wr3/9K1HLjVnbuq110HbUmm6bI444IjH1KPgUo+oS/GF01llnJb7eYYcdPB7UkeD1On369ETo9HW79Q466KBvtdKdOXMmXbp0SXxtbbfdo48+mlgvEKxzqWJdU1A8TVs+jhw5MtHycdCgQYmWj59//nmydy3lO0V8+OGHiUvwax8xYkTi66pWmUHnmKBbzAsvvJBo+XjGGWdstuVjp06dEq22gpaPP/zhDxt9y8dLLrkkUbfXX3+9Rtus9evXV9fN2tbeDTfcEH/zzTcTrd0mT56caPkYdCoaM2aMNa0HG3ePCfia3TpXXXVV4lgwa9as+Lvvvhvv169fopVu1fuTdd361qRZWVnx22+/Pf7JJ5/En3766XiTJk3iTz31lK/ZOlBRUZFoVRx06dmUr9nUknahPfC73/0u0bM1Jycnvvfee1e319OWBT1Xg7C+6eW8885L3B+0dgralQWtH3Nzc+OHHHJIIrxvrLi4OH7ZZZfFW7ZsGc/Pz0+8Ic2dO7dRl31zNQ0uQe/2Kta29i644ILq/8bbtGkTP+KII6oDuzWt/9Dua3brVJ3fIhhY6tChQ/zkk0+OT5s2zbrWgb/+9a/xXr16Jd6fgjbPDz30UI37fc1uvVdffTXxvhWcE2NT1jW1xIL/S/ZovyRJkqQGMqddkiRJaowM7ZIkSVKKM7RLkiRJKc7QLkmSJKU4Q7skSZKU4gztkiRJUooztEuSJEkpztAuSZIkpThDuyRJkpTiDO2SJElSijO0S5IkSaS2/w/pG1T7XjwurAAAAABJRU5ErkJggg==" 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" 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+ }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 16 + }, + { + "cell_type": "code", + "id": "ae17b59b-88fb-4caa-af76-9178d6d5a0b6", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:30.590549Z", + "start_time": "2026-03-16T10:55:30.586950Z" + } + }, + "source": [ + "print(f'Global water flux 57 (microL/s): {jv57:.3e}')\n", + "print(f'Global water flux 109 (microL/s): {jv109:.3e}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Global water flux 57 (microL/s): 8.436e-03\n", + "Global water flux 109 (microL/s): 3.863e-02\n" + ] + } + ], + "execution_count": 17 + }, + { + "cell_type": "markdown", + "id": "f096a08a-aefd-41db-be80-67993d78e54f", + "metadata": {}, + "source": [ + "## Add Soil and compute $\\Psi_e$" + ] + }, + { + "cell_type": "markdown", + "id": "9f49e3fc-fcd1-49d9-802a-72ca152c9ac8", + "metadata": {}, + "source": [ + "Here we simulate 1D soil. The soil model is a superposition of layers with increasing heterogeneous water potential that varies with depth, unlike the pressure chamber, where potential is homogeneous and constant everywhere.\n", + "We will simulate two different soils:\n", + "\n", + "1. a sandy soil where pearl millet traditionally grows in farm conditions.\n", + "2. a less sandy soil to illustrate effect of the water potential profile\n", + " \n", + "Soil potential profile $\\Psi_e(depth)$ with in MPa versus depth in m." + ] + }, + { + "cell_type": "markdown", + "id": "d2242a12-a502-485e-bc27-facc2dfdebca", + "metadata": {}, + "source": [ + "### Soil potential" + ] + }, + { + "cell_type": "code", + "id": "53dd12ee-8ae0-45cd-b1cf-ff23adc0e6d0", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:30.720263Z", + "start_time": "2026-03-16T10:55:30.637922Z" + } + }, + "source": [ + "# sandy_soil_potential = (\n", + "# [0.0, 0.0202, 0.101, 0.202],\n", + "# [0.1, 0.1, 0.4, 0.8]\n", + "# )\n", + "sandy_soil_potential = (\n", + "[0.0, 0.05, 0.101, 0.202],\n", + "[-0.05, -0.045, -0.015, -0.005]\n", + ")\n", + "x_sandy, y_sandy = np.array(sandy_soil_potential)\n", + "\n", + "# loamy_soil_potential = (\n", + "# [0.0, 0.0202, 0.101, 0.202],\n", + "# [0.1, 0.3, 0.6, 0.8]\n", + "# )\n", + "loamy_soil_potential = (\n", + "[0.0, 0.05, 0.101, 0.202],\n", + "[-0.04, -0.006, -0.005, -0.0025]\n", + ")\n", + "x_other, y_other = np.array(loamy_soil_potential)\n", + "\n", + "plt.plot(y_sandy, -1*x_sandy, label='sandy soil')\n", + "plt.plot(y_other, -1*x_other, label='loamy soil')\n", + "plt.xlabel('Psi (MPa)')\n", + "plt.ylabel('z (m)')\n", + "plt.legend()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 18 + }, + { + "cell_type": "markdown", + "id": "fe7e7ad9-042a-4759-a3b8-ddd7bd950e24", + "metadata": {}, + "source": [ + "### Water potential at the collet\n", + "\n", + "Here we simulate a soil with a negative water potential. We also simulate transpiration with a negative water potential at the collet." + ] + }, + { + "cell_type": "code", + "id": "d919a016-8632-4d73-b171-dcaef266a2ff", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:30.729541Z", + "start_time": "2026-03-16T10:55:30.726342Z" + } + }, + "source": [ + "P_base = -0.1" + ], + "outputs": [], + "execution_count": 19 + }, + { + "cell_type": "markdown", + "id": "72d391b0-577f-428a-bde6-1d0eec1eaa5b", + "metadata": {}, + "source": [ + "### xyz position of vertices\n", + "\n", + "‘xyz’ MTG property is calculated using a visitor in `hydroroot.display.mtg_scene`. Root three dimensional geometries are synthetic, root angles are randomly set according to realistic " + ] + }, + { + "cell_type": "code", + "id": "424e5f92-8201-487f-9c77-602dfbfea296", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:31.072808Z", + "start_time": "2026-03-16T10:55:30.775950Z" + } + }, + "source": [ + "s57 = hydroroot.display.mtg_scene(g57,prop_cmap='j', visitor=hydroroot.millet.turtle.visitor_millet) \n", + "s109 = hydroroot.display.mtg_scene(g109,prop_cmap='j', visitor=hydroroot.millet.turtle.visitor_millet)" + ], + "outputs": [], + "execution_count": 20 + }, + { + "cell_type": "markdown", + "id": "22b2b574-5306-4336-86e8-0e31678c2add", + "metadata": {}, + "source": [ + "### Sandy soil" + ] + }, + { + "cell_type": "code", + "id": "72f77765-2b4e-4f16-81ab-2e2f1ca705cd", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:31.539658Z", + "start_time": "2026-03-16T10:55:31.080257Z" + } + }, + "source": [ + "g57_s = hydroroot.main.soil_1D(g57, sandy_soil_potential)\n", + "g109_s = hydroroot.main.soil_1D(g109, sandy_soil_potential)\n", + "# s57 = hydroroot.display.mtg_scene(g57,prop_cmap='psi_e') \n", + "s109 = hydroroot.display.mtg_scene(g109,prop_cmap='psi_e')\n", + "# view(s57)\n", + "view(s109)\n", + "hydroroot.display.property_scale_bar(g109, 'psi_e')" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" 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+ }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 21 + }, + { + "cell_type": "markdown", + "id": "09301a81-e6a2-468c-92bb-e3593d5a8de3", + "metadata": {}, + "source": [ + "### Recompute the water fluxes with the heterogenous external water potential" + ] + }, + { + "cell_type": "code", + "id": "13a4c2d8-7bc8-419d-8d7e-cac07029949b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:31.635606Z", + "start_time": "2026-03-16T10:55:31.546064Z" + } + }, + "source": [ + "g57_f, keq57_f, jv57_f = hydroroot.main.hydroroot_flow(g57_s, psi_e = None, psi_base = P_base,\n", + " radial_conductivity_data = k_radial_data57)\n", + "g109_f, keq109_f, jv109_f = hydroroot.main.hydroroot_flow(g109_s, psi_e = None, psi_base = P_base,\n", + " radial_conductivity_data = k_radial_data109)\n", + "print(f'Global water flux 57 (microL/s): {jv57_f:.3e}')\n", + "print(f'Global water flux 109 (microL/s): {jv109_f:.3e}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Global water flux 57 (microL/s): 1.619e-03\n", + "Global water flux 109 (microL/s): 9.004e-03\n" + ] + } + ], + "execution_count": 22 + }, + { + "cell_type": "markdown", + "id": "f55e184f-90d8-4e8e-b704-f2a7fe99cbe1", + "metadata": {}, + "source": [ + "### Visualize water fluxes in sandy soils\n", + "\n", + "Here we use some fake radii greater than the real ones to ease visualization." + ] + }, + { + "cell_type": "code", + "id": "5a852aa8-49f5-49e8-8b8c-8f555ced5116", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2026-03-16T10:55:32.228347Z", + "start_time": "2026-03-16T10:55:31.652163Z" + } + }, + "source": [ + "s57_s = hydroroot.display.mtg_scene(g57_f.copy(),prop_cmap='j', visitor=hydroroot.millet.turtle.visitor_millet, has_radius=False, r_base=1e-3, r_tip=0.5e-3)\n", + "s109_s = hydroroot.display.mtg_scene(g109_f.copy(),prop_cmap='j', visitor=hydroroot.millet.turtle.visitor_millet, has_radius=False, r_base=1e-3, r_tip=0.5e-3)" + ], + "outputs": [], + "execution_count": 23 + }, + { + "cell_type": "code", + "id": "49619d5c-84a6-4237-a308-5f5a1bf3ac0b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:34.294938Z", + "start_time": "2026-03-16T10:55:32.235817Z" + } + }, + "source": [ + "# PlantGL(s57_s)\n", + "PlantGL(s109_s)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "Plot(antialias=3, axes=['x', 'y', 'z'], axes_helper=1.0, axes_helper_colors=[16711680, 65280, 255], background…" + ], + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "ce04d9efa4d643ed95a77b79ebfe847e" + } + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 24 + }, + { + "cell_type": "code", + "id": "e364a436-8061-4a1b-84ff-19c030e262c9", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:34.386874Z", + "start_time": "2026-03-16T10:55:34.306809Z" + } + }, + "source": [ + "hydroroot.display.property_scale_bar(g109_f, 'j')" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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ZAAAfICEDAOADJGQAAHyAhAwAgA+QkAEAkEvv/wiZUXSg4dL3AAAAAElFTkSuQmCC" + }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 25 + }, + { + "cell_type": "markdown", + "id": "d01252121ac937da", + "metadata": {}, + "source": [ + "### With another soil potential" + ] + }, + { + "cell_type": "code", + "id": "235dbe7f0fdf151b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:34.932142Z", + "start_time": "2026-03-16T10:55:34.503907Z" + } + }, + "source": [ + "g57_s = hydroroot.main.soil_1D(g57, loamy_soil_potential)\n", + "g109_s = hydroroot.main.soil_1D(g109, loamy_soil_potential)\n", + "# s57 = hydroroot.display.mtg_scene(g57,prop_cmap='psi_e') \n", + "s109 = hydroroot.display.mtg_scene(g109,prop_cmap='psi_e')\n", + "# view(s57)\n", + "view(s109)\n", + "hydroroot.display.property_scale_bar(g109, 'psi_e')" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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" 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+ }, + "metadata": {}, + "output_type": "display_data", + "jetTransient": { + "display_id": null + } + } + ], + "execution_count": 26 + }, + { + "cell_type": "code", + "id": "474b5e935d62fd9e", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:35.033635Z", + "start_time": "2026-03-16T10:55:34.946608Z" + } + }, + "source": [ + "g57_f, keq57_f, jv57_f = hydroroot.main.hydroroot_flow(g57_s, psi_e = None, psi_base = P_base,\n", + " radial_conductivity_data = k_radial_data57)\n", + "g109_f, keq109_f, jv109_f = hydroroot.main.hydroroot_flow(g109_s, psi_e = None, psi_base = P_base,\n", + " radial_conductivity_data = k_radial_data109)\n", + "print(f'Global water flux 57 (microL/s): {jv57_f:.3e}')\n", + "print(f'Global water flux 109 (microL/s): {jv109_f:.3e}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Global water flux 57 (microL/s): 2.286e-03\n", + "Global water flux 109 (microL/s): 1.137e-02\n" + ] + } + ], + "execution_count": 27 + }, + { + "cell_type": "code", + "id": "506e7117dfc8a4fd", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:38.076163Z", + "start_time": "2026-03-16T10:55:35.050933Z" + } + }, + "source": [ + "s57_s = hydroroot.display.mtg_scene(g57_f.copy(),prop_cmap='j', visitor=hydroroot.millet.turtle.visitor_millet, has_radius=False, r_base=1e-3, r_tip=0.5e-3)\n", + "s109_s = hydroroot.display.mtg_scene(g109_f.copy(),prop_cmap='j', visitor=hydroroot.millet.turtle.visitor_millet, has_radius=False, r_base=1e-3, r_tip=0.5e-3)\n", + "# PlantGL(s57)\n", + "PlantGL(s109_s)\n", + "# view(s109_s)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "Plot(antialias=3, axes=['x', 'y', 'z'], axes_helper=1.0, axes_helper_colors=[16711680, 65280, 255], background…" + ], + "application/vnd.jupyter.widget-view+json": { + "version_major": 2, + "version_minor": 0, + "model_id": "67d60f655b28413d9447b87a036bb7d7" + } + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 28 + }, + { + "cell_type": "code", + "id": "a9e2e10ba54ef0ea", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-16T10:55:38.332276Z", + "start_time": "2026-03-16T10:55:38.282976Z" + } + }, + "source": [ + "hydroroot.display.property_scale_bar(g109_f, 'j')" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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"OpenAlea.HydroRoot rely on :\n", + "\n", + "- RSA representation as a MTG (Multi-scale Tree Graph)\n", + "- Reading RSA from RSML format or simulating RSA using Markov Models\n", + "- Assignement of hydraulic properties to the plant segments\n", + "- Solving flow equations using electrical analogies (Kirchhoff's laws) or using solute transport equations using continuous medium analogy\n", + "- Steady-state and dynamic simulations\n", + "\n", + "---\n", + "\n", + "## 🗂 Tutorials organisation\n", + "\n", + "### 1️⃣ Hydrostatic Simulation on Arabidopsis RSA\n", + "📄 [01_tutorial.ipynb](./01_tutorial.ipynb) \n", + "- Import RSA from RSML\n", + "- Assign Hydraulic Properties\n", + "- Compute Flux and equivalent conducatnce at plant scale\n", + "\n", + "### 2️⃣ Solute Transport Simulation on Maize RSA\n", + "📄 [02_tutorial.ipynb](./02_tutorial.ipynb) \n", + "- Read the RSA from RSML\n", + "- Set axial and radial conductivity profile\n", + "- Compute Hydrostatic Flux \n", + "- Add an active pumping rate, a permeability, and solute concentration in xylem vessels.\n", + "- Compute Solute transport and compare with hydrostatic flux\n", + "- Increase the active pumping rate and visualize the results\n", + "\n", + "### 3️⃣ Solute Transport Simulation on Maize RSA\n", + "📄 [03_tutorial.ipynb](./03_tutorial.ipynb) \n", + "- Generate two pearl millet roots for two genotype\n", + "- Compute diameter property using evolution laws\n", + "- Compute age\n", + "- Set axial and radial conductivity profile\n", + "- Compute Hydrostatic Flux\n", + "- Add two different soil potential: sandy and loamy\n", + "- Compute Hydrostatic Flux and compare between the two potential\n", + "\n", + "---\n", + "\n", + "## ⚙️ Environnement technique\n", + "\n", + "- Python ≥ 3.10\n", + "- OpenAlea.HydroRoot\n", + "- OpenAlea.Widgets\n", + "- OpenAlea.PlantGL \n", + "- OpenAlea.RSML\n", + "- OpenAlea.MTG \n", + "- SciPy\n", + "- Matplotlib\n", + "- Pandas\n", + "\n", + "---\n", + "\n", + "## 🔁 Reproducibility\n", + "\n", + "To reproduce the environment use :\n", + "\n", + "```bash\n", + "conda create -n hydroroot -c openalea3 -c conda-forge openalea.hydroroot jupyterlab\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2a7b7981-0782-4965-a008-34e012c7c377", + "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": "3.13.11" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}