diff --git a/AllDielectricStructuralColor.ipynb b/AllDielectricStructuralColor.ipynb index 79039b18..57373869 100644 --- a/AllDielectricStructuralColor.ipynb +++ b/AllDielectricStructuralColor.ipynb @@ -1 +1,2242 @@ -{"cells":[{"cell_type":"markdown","metadata":{},"source":["# All-dielectric structural colors\n","\n","Structural colors are produced through the light manipulation at the nanoscale, where the periodic arrangement of materials dictates light phenomena such as reflection, diffraction, and interference. This approach offers a wide range of bright and vivid colors in various applications, ranging from displays and sensors to optical communication devices, without the need for traditional dyes or pigments. In this notebook we will use [Tidy3D](https://www.flexcompute.com/tidy3d/solver/) to simulate the optical response of an all-dielectric structural color metasurface, as proposed by `Bo Yang, Wenwei Liu, Zhancheng Li, Hua Cheng, Duk-Yong Choi, Shuqi Chen, and Jianguo Tian, \"Ultrahighly Saturated Structural Colors Enhanced by Multipolar-Modulated Metasurfaces,\" Nano Letters 19(7), 4221-4228 (2019)` [DOI: 10.1021/acs.nanolett.8b04923](https://doi.org/10.1021/acs.nanolett.8b04923). \n","\n","Here, we will show how to use the [Design](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/plugins/design_readme.html) plugin, introduced in `Tidy3d` version 2.6.0, to programmatically define and run a parameter sweep and then use its convenient container for managing the resulting data. See the [Design Space Exploration Plugin](https://www.flexcompute.com/tidy3d/examples/notebooks/Design/) notebook for a detailed example on how to use it.\n","\n","\"MIM\"\n","\n","You can find related content in [MIM resonator](https://www.flexcompute.com/tidy3d/examples/notebooks/MIMResonator/), [Dielectric metasurface absorber](https://www.flexcompute.com/tidy3d/examples/notebooks/DielectricMetasurfaceAbsorber/), and [CMOS RGB image sensor](https://www.flexcompute.com/tidy3d/examples/notebooks/CMOSRGBSensor/).\n","\n","If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it. \n","\n"]},{"cell_type":"markdown","metadata":{},"source":["First we will include all the libraries needed to run the notebook and also include the `Design` plugin as `tdd`."]},{"cell_type":"code","execution_count":1,"metadata":{},"outputs":[],"source":["# Standard python imports.\n","import numpy as np\n","import matplotlib.pylab as plt\n","from scipy.signal import find_peaks\n","import pandas as pd\n","\n","# Import regular tidy3d.\n","import tidy3d as td\n","import tidy3d.web as web\n","import tidy3d.plugins.design as tdd"]},{"cell_type":"markdown","metadata":{},"source":["## Simulation Set Up\n","\n","The device geometry is comprised of a periodic pattern of dielectric multilayer stacks. Each unit cell consists of a 60 nm thick $SiO_{3}N_{4}$ layer, a 140 nm thick $TiO_{2}$ spacer layer, and a 100 nm thick $SiO_{2}$ capping layer. The thin film multilayer was built by successive material depositions into a silica substrate. Below, we will define the device geometric parameters."]},{"cell_type":"code","execution_count":2,"metadata":{},"outputs":[],"source":["period = 0.35 # Unit cell period (um).\n","gap = 0.15 # Gap between adjacent unit cells (um).\n","sio2_thick = 0.10 # SiO2 dielectric thin film thickness (um).\n","tio2_thick = 0.14 # TiO2 dielectric thin film thickness (um).\n","si3n4_thick = 0.06 # Si3N4 dielectric thin film thickness (um).\n","sub_thick = 0.6 # SiO2 substrate thickness (um).\n","air_thick = 1.0 # Upper air layer thickness (um)."]},{"cell_type":"markdown","metadata":{},"source":["Material definition."]},{"cell_type":"code","execution_count":3,"metadata":{},"outputs":[],"source":["n_sio2 = 1.45 # SiO2 refractive index.\n","n_tio2 = 2.41 # TiO2 refractive index.\n","n_si3n4 = 2.00 # Si3N4 refractive index.\n","\n","mat_sio2 = td.Medium(permittivity=n_sio2**2) # SiO2.\n","mat_tio2 = td.Medium(permittivity=n_tio2**2) # TiO2.\n","mat_si3n4 = td.Medium(permittivity=n_si3n4**2) # Si3N4.\n","mat_air = td.Medium(permittivity=1) # Air."]},{"cell_type":"markdown","metadata":{},"source":["Next, we define the wavelength, frequencies, and other simulation parameters."]},{"cell_type":"code","execution_count":4,"metadata":{},"outputs":[],"source":["wl_min = 0.400 # Minimum simulation wavelength (um).\n","wl_max = 0.700 # Maximum simulation wavelength (um).\n","n_wl = 151 # Number of wavelength points within the simulation bandwidth.\n","wl_res = np.asarray([0.63, 0.52, 0.45]) # Resonance wavelengths of RGB pixels.\n","run_time = 2e-12 # Simulation run time (s).\n","\n","wl_c = (wl_min + wl_max) / 2 # Central simulation wavelength (um).\n","wl_range = np.linspace(wl_min, wl_max, n_wl) # Simulation wavelength range (um).\n","freq_c = td.C_0 / wl_c # Central simulation frequency (Hz).\n","freq_range = td.C_0 / wl_range # Simulation frequency range (Hz).\n","freq_bw = 0.5 * (freq_range[0] - freq_range[-1]) # Source bandwidth (Hz).\n","freq_res = td.C_0 / wl_res # Resonance frequencies (Hz).\n","\n","size_z = (\n"," sub_thick + si3n4_thick + tio2_thick + sio2_thick + air_thick\n",") # Simulation size in the z-direction (um)."]},{"cell_type":"markdown","metadata":{},"source":["The next function defines the device unit cell. Here, we will define the dielectric stack structure, a plane wave source, and include a flux monitor to calculate the reflectance. The function accepts the unit cell `period` as an input parameter and returns a `Simulation` object. We will use it later as a pre-processing function to run the parameter sweep."]},{"cell_type":"code","execution_count":5,"metadata":{},"outputs":[],"source":["def build_sim(period: float = period) -> td.Simulation:\n"," \"\"\"Builds the device simulation and returns a simulation object.\n"," Parameters:\n"," period: float\n"," Device unit cell period (um).\n"," Returns:\n"," sim: tidy3d.Simulation\n"," FDTD simulation object.\n"," \"\"\"\n","\n","\n"," _inf = 10\n","\n"," # Dielectric stack width (um).\n"," width = period - gap\n","\n"," # Simulation size.\n"," size_x = period\n"," size_y = period\n","\n"," # Substrate.\n"," substrate = td.Structure(\n"," geometry=td.Box.from_bounds(\n"," rmin=(-_inf, -_inf, -_inf), rmax=(_inf, _inf, -size_z / 2 + sub_thick)\n"," ),\n"," medium=mat_sio2,\n"," )\n","\n"," # Si3N4 layer.\n"," si3n4_layer = td.Structure(\n"," geometry=td.Box.from_bounds(\n"," rmin=(-width / 2, -width / 2, -size_z / 2 + sub_thick),\n"," rmax=(width / 2, width / 2, -size_z / 2 + sub_thick + si3n4_thick),\n"," ),\n"," medium=mat_si3n4,\n"," )\n","\n"," # TiO2 layer.\n"," tio2_layer = td.Structure(\n"," geometry=td.Box.from_bounds(\n"," rmin=(-width / 2, -width / 2, -size_z / 2 + sub_thick + si3n4_thick),\n"," rmax=(\n"," width / 2,\n"," width / 2,\n"," -size_z / 2 + sub_thick + si3n4_thick + tio2_thick,\n"," ),\n"," ),\n"," medium=mat_tio2,\n"," )\n","\n"," # SiO2 layer.\n"," sio2_layer = td.Structure(\n"," geometry=td.Box.from_bounds(\n"," rmin=(\n"," -width / 2,\n"," -width / 2,\n"," -size_z / 2 + sub_thick + si3n4_thick + tio2_thick,\n"," ),\n"," rmax=(\n"," width / 2,\n"," width / 2,\n"," -size_z / 2 + sub_thick + si3n4_thick + tio2_thick + sio2_thick,\n"," ),\n"," ),\n"," medium=mat_sio2,\n"," )\n","\n"," # Plane wave excitation source.\n"," plane_wave = td.PlaneWave(\n"," source_time=td.GaussianPulse(freq0=freq_c, fwidth=freq_bw),\n"," size=(td.inf, td.inf, 0),\n"," center=(0, 0, size_z / 2 - wl_c / 2),\n"," direction=\"-\",\n"," pol_angle=0,\n"," angle_theta=0,\n"," )\n","\n"," # Flux monitor to measure the reflectance.\n"," ref_monitor = td.FluxMonitor(\n"," center=(0, 0, size_z / 2 - wl_c / 4),\n"," size=(td.inf, td.inf, 0),\n"," freqs=freq_range,\n"," name=\"R\",\n"," )\n","\n"," # Simulation\n"," sim = td.Simulation(\n"," size=(size_x, size_y, size_z),\n"," center=(0, 0, 0),\n"," grid_spec=td.GridSpec.auto(\n"," min_steps_per_wvl=40, wavelength=(wl_min + wl_max) / 2\n"," ),\n"," structures=[substrate, si3n4_layer, tio2_layer, sio2_layer],\n"," sources=[plane_wave],\n"," monitors=[ref_monitor],\n"," run_time=run_time,\n"," boundary_spec=td.BoundarySpec(\n"," x=td.Boundary.periodic(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n"," ),\n"," symmetry=(-1, 1, 0),\n"," medium=mat_air,\n"," )\n"," return sim"]},{"cell_type":"markdown","metadata":{},"source":["Before running any simulation, we will visually inspect the simulation setup."]},{"cell_type":"code","execution_count":6,"metadata":{},"outputs":[{"data":{"text/html":["\n"," \n"," \n"," "],"text/plain":[""]},"metadata":{},"output_type":"display_data"}],"source":["sim = build_sim()\n","sim.plot_3d()"]},{"cell_type":"markdown","metadata":{},"source":["## Design Set Up\n","\n","Now, we want to visualize how the device reflectance spectrum evolves when we vary the unit cell period from 0.3 $\\mu m$ to 0.4 $\\mu m$. Then, we will use the [Design](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/plugins/design_readme.html) plugin to perform a parameter sweep. \n","\n","The `Design` plugin uses the concept of [DesignSpace](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.DesignSpace.html#tidy3d.plugins.design.DesignSpace), which gathers the design method and design parameters in a single object. So, we will start by defining our design parameter as a [`tdd.ParameterFloat`](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.ParameterFloat.html#tidy3d.plugins.design.ParameterFloat) instance and give it a range.\n","\n","> Note: we need to ensure that the parameter name argument matches the function argument name in our `build_sim()` function, which we will use to construct the simulations for the parameter sweep."]},{"cell_type":"code","execution_count":7,"metadata":{},"outputs":[],"source":["param_p = tdd.ParameterFloat(name=\"period\", span=(0.3, 0.4), num_points=11)"]},{"cell_type":"markdown","metadata":{},"source":["Next, we will define a [`tdd.MethodGrid`](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.MethodGrid.html#tidy3d.plugins.design.MethodGrid) which allows for a grid search over the parameter space, and then combine everything into a [`tdd.DesignSpace`](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.DesignSpace.html#tidy3d.plugins.design.DesignSpace)."]},{"cell_type":"code","execution_count":8,"metadata":{},"outputs":[],"source":["method = tdd.MethodGrid()\n","design_space = tdd.DesignSpace(parameters=[param_p], method=method)"]},{"cell_type":"markdown","metadata":{},"source":["To run the parameter sweep, we need to define `pre`- and `post`-processing functions to respectively create the simulations and process their results. That enables the design plugin to take advantage of parallelism to perform `Batch` processing under the hood. \n","\n","Our `pre`-processing function is the `build_sim()` function defined before. In our `post`-processing function, we will illustrate how to return single values, like the reflectance peak value and wavelength, as well as multidimensional data as the raw monitor dataset."]},{"cell_type":"code","execution_count":9,"metadata":{},"outputs":[],"source":["# Post-processing function.\n","def fn_post(sim_data: td.SimulationData = None) -> dict:\n"," \"\"\"Pos-processing function to calculate and return the reflectance peak \n"," in addition to the reflectance FluxMonitor.\n"," Parameters:\n"," sim_data: tidy3d.SimulationData\n"," Simulation data object where to get results from.\n"," Returns:\n"," dict:\n"," A dictionary containing the reflectance monitor,\n"," the reflectance peak and wavelength.\n"," \"\"\" \n"," R_data = sim_data[\"R\"]\n"," R = R_data.flux.values\n"," wavelength = td.C_0 / R_data.flux.f.values\n"," peaks_id, _ = find_peaks(R, height=0.6)\n"," peak_R = R[peaks_id[0]]\n"," peak_wvl = wavelength[peaks_id[0]]\n"," return {\n"," \"Reflectance\": R_data,\n"," \"Peak Reflectance\": peak_R,\n"," \"Peak Wavelength\": peak_wvl,\n"," }"]},{"cell_type":"markdown","metadata":{},"source":["## Run Design\n","\n","Finally, we will pass our pre-processing and post-processing functions to the `DesignSpace.run_batch()` method to get our results."]},{"cell_type":"code","execution_count":10,"metadata":{},"outputs":[{"data":{"text/html":["
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20:30:00 -03 Created task '{'period': 0.33}' with task_id                       \n","             'fdve-83f30131-b607-4fb4-b034-c8d9e367b275' and task_type 'FDTD'.  \n","
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             View task using web UI at                                          \n","             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-83f30131-b60\n","             7-4fb4-b034-c8d9e367b275'.                                         \n","
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20:30:01 -03 Created task '{'period': 0.34}' with task_id                       \n","             'fdve-f7685166-e804-4dfa-9e69-f5f69acffc88' and task_type 'FDTD'.  \n","
\n"],"text/plain":["\u001b[2;36m20:30:01 -03\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'\u001b[0m\u001b[32m{\u001b[0m\u001b[32m'\u001b[0mperiod': \u001b[1;36m0.34\u001b[0m\u001b[1m}\u001b[0m\u001b[32m' with task_id \u001b[0m \n","\u001b[2;36m \u001b[0m\u001b[32m'\u001b[0mfdve-\u001b[93mf7685166-e804-4dfa-9e69-f5f69acffc88\u001b[0m' and task_type \u001b[32m'FDTD'\u001b[0m. \n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
             View task using web UI at                                          \n","             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-f7685166-e80\n","             4-4dfa-9e69-f5f69acffc88'.                                         \n","
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20:30:03 -03 Created task '{'period': 0.35}' with task_id                       \n","             'fdve-d575b9e7-55d3-4458-a3ed-8e06affa8b9f' and task_type 'FDTD'.  \n","
\n"],"text/plain":["\u001b[2;36m20:30:03 -03\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'\u001b[0m\u001b[32m{\u001b[0m\u001b[32m'\u001b[0mperiod': \u001b[1;36m0.35\u001b[0m\u001b[1m}\u001b[0m\u001b[32m' with task_id \u001b[0m \n","\u001b[2;36m \u001b[0m\u001b[32m'\u001b[0mfdve-\u001b[93md575b9e7-55d3-4458-a3ed-8e06affa8b9f\u001b[0m' and task_type \u001b[32m'FDTD'\u001b[0m. \n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
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20:30:04 -03 Created task '{'period': 0.36}' with task_id                       \n","             'fdve-9bd4073d-9a71-4a67-be4d-755b5aa303b6' and task_type 'FDTD'.  \n","
\n"],"text/plain":["\u001b[2;36m20:30:04 -03\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'\u001b[0m\u001b[32m{\u001b[0m\u001b[32m'\u001b[0mperiod': \u001b[1;36m0.36\u001b[0m\u001b[1m}\u001b[0m\u001b[32m' with task_id \u001b[0m \n","\u001b[2;36m \u001b[0m\u001b[32m'\u001b[0mfdve-\u001b[93m9bd4073d-9a71-4a67-be4d-755b5aa303b6\u001b[0m' and task_type \u001b[32m'FDTD'\u001b[0m. \n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
             View task using web UI at                                          \n","             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-9bd4073d-9a7\n","             1-4a67-be4d-755b5aa303b6'.                                         \n","
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20:30:06 -03 Created task '{'period': 0.37}' with task_id                       \n","             'fdve-b8876ba3-598a-4ca9-a7b6-59e134e16f51' and task_type 'FDTD'.  \n","
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             View task using web UI at                                          \n","             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-b8876ba3-598\n","             a-4ca9-a7b6-59e134e16f51'.                                         \n","
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20:30:07 -03 Created task '{'period': 0.38}' with task_id                       \n","             'fdve-b8880447-2054-4996-8bc0-177b61aaaf73' and task_type 'FDTD'.  \n","
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             View task using web UI at                                          \n","             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-b8880447-205\n","             4-4996-8bc0-177b61aaaf73'.                                         \n","
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20:30:09 -03 Created task '{'period': 0.39}' with task_id                       \n","             'fdve-55144cae-1c65-4895-9942-bca2ba98ae5c' and task_type 'FDTD'.  \n","
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20:30:10 -03 Created task '{'period': 0.4}' with task_id                        \n","             'fdve-061bc94e-2ef2-405b-8a48-231e3e728d55' and task_type 'FDTD'.  \n","
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20:30:18 -03 Started working on Batch.                                          \n","
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20:31:52 -03 Maximum FlexCredit cost: 0.275 for the whole batch.                \n","
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             Use 'Batch.real_cost()' to get the billed FlexCredit cost after the\n","             Batch has completed.                                               \n","
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20:32:02 -03 Batch complete.                                                    \n","
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20:32:24 -03 loading simulation from                                            \n","             ./fdve-55144cae-1c65-4895-9942-bca2ba98ae5c.hdf5                   \n","
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20:32:26 -03 loading simulation from                                            \n","             ./fdve-061bc94e-2ef2-405b-8a48-231e3e728d55.hdf5                   \n","
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periodReflectancePeak ReflectancePeak Wavelength
00.30type='FluxData' monitor=FluxMonitor(type='Flux...1.0133920.444
10.31type='FluxData' monitor=FluxMonitor(type='Flux...1.0120200.464
20.32type='FluxData' monitor=FluxMonitor(type='Flux...0.9999400.482
30.33type='FluxData' monitor=FluxMonitor(type='Flux...0.9961010.502
40.34type='FluxData' monitor=FluxMonitor(type='Flux...0.9950630.520
50.35type='FluxData' monitor=FluxMonitor(type='Flux...0.9972330.538
60.36type='FluxData' monitor=FluxMonitor(type='Flux...0.9965900.556
70.37type='FluxData' monitor=FluxMonitor(type='Flux...0.9985710.572
80.38type='FluxData' monitor=FluxMonitor(type='Flux...0.9925300.588
90.39type='FluxData' monitor=FluxMonitor(type='Flux...0.9900360.606
100.40type='FluxData' monitor=FluxMonitor(type='Flux...0.9894680.622
\n","
"],"text/plain":[" period Reflectance \\\n","0 0.30 type='FluxData' monitor=FluxMonitor(type='Flux... \n","1 0.31 type='FluxData' monitor=FluxMonitor(type='Flux... \n","2 0.32 type='FluxData' monitor=FluxMonitor(type='Flux... \n","3 0.33 type='FluxData' monitor=FluxMonitor(type='Flux... \n","4 0.34 type='FluxData' monitor=FluxMonitor(type='Flux... \n","5 0.35 type='FluxData' monitor=FluxMonitor(type='Flux... \n","6 0.36 type='FluxData' monitor=FluxMonitor(type='Flux... \n","7 0.37 type='FluxData' monitor=FluxMonitor(type='Flux... \n","8 0.38 type='FluxData' monitor=FluxMonitor(type='Flux... \n","9 0.39 type='FluxData' monitor=FluxMonitor(type='Flux... \n","10 0.40 type='FluxData' monitor=FluxMonitor(type='Flux... \n","\n"," Peak Reflectance Peak Wavelength \n","0 1.013392 0.444 \n","1 1.012020 0.464 \n","2 0.999940 0.482 \n","3 0.996101 0.502 \n","4 0.995063 0.520 \n","5 0.997233 0.538 \n","6 0.996590 0.556 \n","7 0.998571 0.572 \n","8 0.992530 0.588 \n","9 0.990036 0.606 \n","10 0.989468 0.622 "]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["df = results.to_dataframe()\n","df"]},{"cell_type":"markdown","metadata":{},"source":["We can use the built-in dataframe functions to plot and analyze information. For instance, let's plot the peak reflectance values and wavelengths to observe how these values change with respect to device period."]},{"cell_type":"code","execution_count":12,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain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"]},"metadata":{},"output_type":"display_data"}],"source":["f, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 4), tight_layout=True)\n","df.plot(\n"," x=\"period\",\n"," y=\"Peak Reflectance\",\n"," kind=\"scatter\",\n"," ax=ax1,\n"," title=\"Peak Reflectance X Period\",\n"," xlabel=\"Period (um)\",\n"," ylabel=\"R\",\n"," ylim=[0, 1.2],\n"," color=\"Red\",\n",")\n","df.plot(\n"," x=\"period\",\n"," y=\"Peak Wavelength\",\n"," kind=\"scatter\",\n"," ax=ax2,\n"," title=\"Peak Wavelength X Period\",\n"," xlabel=\"Period (um)\",\n"," ylabel=\"Wavelength (um)\",\n"," color=\"Blue\",\n",")\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["As one can see, the reflectance peak is very robust with respect to device period. On the other hand, an almost linear relationship is shown between the reflectance peak and the device period. These results are in agreement to the ones in the reference paper. \n","\n","Now, we will create another dataframe to plot the reflectance spectrum versus wavelength for the different device periods. Here, we will unpack the `FluxMonitor` dataset and access the flux values and frequencies."]},{"cell_type":"code","execution_count":13,"metadata":{},"outputs":[{"data":{"text/html":["
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0.30.310.320.330.340.350.360.370.380.390.4
Wavelength
0.4000.0278930.0121950.0069910.0047960.0025780.0020970.0027130.0041020.0066540.1070620.011689
0.4020.0294180.0126010.0070880.0053070.0028870.0020090.0022900.0033070.0050320.3341510.007038
0.4040.0311440.0128340.0071610.0057540.0033480.0020620.0020170.0027010.0039810.2072370.009618
0.4060.0331400.0132160.0072650.0060890.0038730.0022790.0018820.0022630.0031120.0486850.013553
0.4080.0354950.0137790.0071090.0062820.0044850.0025850.0018750.0019460.0024270.0161340.021842
\n","
"],"text/plain":[" 0.3 0.31 0.32 0.33 0.34 0.35 \\\n","Wavelength \n","0.400 0.027893 0.012195 0.006991 0.004796 0.002578 0.002097 \n","0.402 0.029418 0.012601 0.007088 0.005307 0.002887 0.002009 \n","0.404 0.031144 0.012834 0.007161 0.005754 0.003348 0.002062 \n","0.406 0.033140 0.013216 0.007265 0.006089 0.003873 0.002279 \n","0.408 0.035495 0.013779 0.007109 0.006282 0.004485 0.002585 \n","\n"," 0.36 0.37 0.38 0.39 0.4 \n","Wavelength \n","0.400 0.002713 0.004102 0.006654 0.107062 0.011689 \n","0.402 0.002290 0.003307 0.005032 0.334151 0.007038 \n","0.404 0.002017 0.002701 0.003981 0.207237 0.009618 \n","0.406 0.001882 0.002263 0.003112 0.048685 0.013553 \n","0.408 0.001875 0.001946 0.002427 0.016134 0.021842 "]},"execution_count":13,"metadata":{},"output_type":"execute_result"}],"source":["df_wl = pd.DataFrame({\"Wavelength\": td.C_0 / df.loc[0, \"Reflectance\"].flux.f.values})\n","df_R = pd.DataFrame(\n"," {df.loc[i, \"period\"]: df.loc[i, \"Reflectance\"].flux.values for i in df.index}\n",")\n","df_R_wl = pd.concat([df_wl, df_R], axis=1)\n","df_R_wl.set_index(\"Wavelength\", inplace=True)\n","df_R_wl.head()"]},{"cell_type":"code","execution_count":22,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["ax = df_R_wl.plot(\n"," title=\"Reflectance Spectrum for Different Device Period\",\n"," xlabel=\"Wavelength (um)\",\n"," ylabel=\"R\",\n",")\n","ax.legend([f\"period = {p:.2f} $\\\\mu m$\" for p in df_R_wl.columns],\n"," bbox_to_anchor=(1.02, 1.02), \n"," loc='upper left')\n","plt.show()"]}],"metadata":{"description":"This notebook shows how to build and simulate an all-dielectric structural color device using Tidy3D | FDTD design plugin.","feature_image":"img/all_dielectric.png","kernelspec":{"display_name":"Python 3 (ipykernel)","language":"python","name":"python3"},"keywords":"structural color, all-dielectric, color filter, design, parameter sweep, design plugin, design of experiments, DoE, Tidy3D, FDTD","language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.11.7"},"title":"How to build and simulate an all-dielectric structural color device using Tidy3D | FDTD design plugin"},"nbformat":4,"nbformat_minor":2} +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# All-dielectric structural colors\n", + "\n", + "Structural colors are produced through the light manipulation at the nanoscale, where the periodic arrangement of materials dictates light phenomena such as reflection, diffraction, and interference. This approach offers a wide range of bright and vivid colors in various applications, ranging from displays and sensors to optical communication devices, without the need for traditional dyes or pigments. In this notebook we will use [Tidy3D](https://www.flexcompute.com/tidy3d/solver/) to simulate the optical response of an all-dielectric structural color metasurface, as proposed by `Bo Yang, Wenwei Liu, Zhancheng Li, Hua Cheng, Duk-Yong Choi, Shuqi Chen, and Jianguo Tian, \"Ultrahighly Saturated Structural Colors Enhanced by Multipolar-Modulated Metasurfaces,\" Nano Letters 19(7), 4221-4228 (2019)` [DOI: 10.1021/acs.nanolett.8b04923](https://doi.org/10.1021/acs.nanolett.8b04923). \n", + "\n", + "Here, we will show how to use the [Design](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/plugins/design_readme.html) plugin, introduced in `Tidy3d` version 2.6.0, to programmatically define and run a parameter sweep and then use its convenient container for managing the resulting data. See the [Design Space Exploration Plugin](https://www.flexcompute.com/tidy3d/examples/notebooks/Design/) notebook for a detailed example on how to use it.\n", + "\n", + "\"MIM\"\n", + "\n", + "You can find related content in [MIM resonator](https://www.flexcompute.com/tidy3d/examples/notebooks/MIMResonator/), [Dielectric metasurface absorber](https://www.flexcompute.com/tidy3d/examples/notebooks/DielectricMetasurfaceAbsorber/), and [CMOS RGB image sensor](https://www.flexcompute.com/tidy3d/examples/notebooks/CMOSRGBSensor/).\n", + "\n", + "If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it. \n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First we will include all the libraries needed to run the notebook and also include the `Design` plugin as `tdd`." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# Standard python imports.\n", + "import numpy as np\n", + "import matplotlib.pylab as plt\n", + "from scipy.signal import find_peaks\n", + "import pandas as pd\n", + "\n", + "# Import regular tidy3d.\n", + "import tidy3d as td\n", + "import tidy3d.web as web\n", + "import tidy3d.plugins.design as tdd" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulation Set Up\n", + "\n", + "The device geometry is comprised of a periodic pattern of dielectric multilayer stacks. Each unit cell consists of a 60 nm thick $SiO_{3}N_{4}$ layer, a 140 nm thick $TiO_{2}$ spacer layer, and a 100 nm thick $SiO_{2}$ capping layer. The thin film multilayer was built by successive material depositions into a silica substrate. Below, we will define the device geometric parameters." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "period = 0.35 # Unit cell period (um).\n", + "gap = 0.15 # Gap between adjacent unit cells (um).\n", + "sio2_thick = 0.10 # SiO2 dielectric thin film thickness (um).\n", + "tio2_thick = 0.14 # TiO2 dielectric thin film thickness (um).\n", + "si3n4_thick = 0.06 # Si3N4 dielectric thin film thickness (um).\n", + "sub_thick = 0.6 # SiO2 substrate thickness (um).\n", + "air_thick = 1.0 # Upper air layer thickness (um)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Material definition." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "n_sio2 = 1.45 # SiO2 refractive index.\n", + "n_tio2 = 2.41 # TiO2 refractive index.\n", + "n_si3n4 = 2.00 # Si3N4 refractive index.\n", + "\n", + "mat_sio2 = td.Medium(permittivity=n_sio2**2) # SiO2.\n", + "mat_tio2 = td.Medium(permittivity=n_tio2**2) # TiO2.\n", + "mat_si3n4 = td.Medium(permittivity=n_si3n4**2) # Si3N4.\n", + "mat_air = td.Medium(permittivity=1) # Air." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next, we define the wavelength, frequencies, and other simulation parameters." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "wl_min = 0.400 # Minimum simulation wavelength (um).\n", + "wl_max = 0.700 # Maximum simulation wavelength (um).\n", + "n_wl = 151 # Number of wavelength points within the simulation bandwidth.\n", + "wl_res = np.asarray([0.63, 0.52, 0.45]) # Resonance wavelengths of RGB pixels.\n", + "run_time = 2e-12 # Simulation run time (s).\n", + "\n", + "wl_c = (wl_min + wl_max) / 2 # Central simulation wavelength (um).\n", + "wl_range = np.linspace(wl_min, wl_max, n_wl) # Simulation wavelength range (um).\n", + "freq_c = td.C_0 / wl_c # Central simulation frequency (Hz).\n", + "freq_range = td.C_0 / wl_range # Simulation frequency range (Hz).\n", + "freq_bw = 0.5 * (freq_range[0] - freq_range[-1]) # Source bandwidth (Hz).\n", + "freq_res = td.C_0 / wl_res # Resonance frequencies (Hz).\n", + "\n", + "size_z = (\n", + " sub_thick + si3n4_thick + tio2_thick + sio2_thick + air_thick\n", + ") # Simulation size in the z-direction (um)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The next function defines the device unit cell. Here, we will define the dielectric stack structure, a plane wave source, and include a flux monitor to calculate the reflectance. The function accepts the unit cell `period` as an input parameter and returns a `Simulation` object. We will use it later as a pre-processing function to run the parameter sweep." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def build_sim(period: float = period) -> td.Simulation:\n", + " \"\"\"Builds the device simulation and returns a simulation object.\n", + " Parameters:\n", + " period: float\n", + " Device unit cell period (um).\n", + " Returns:\n", + " sim: tidy3d.Simulation\n", + " FDTD simulation object.\n", + " \"\"\"\n", + "\n", + "\n", + " _inf = 10\n", + "\n", + " # Dielectric stack width (um).\n", + " width = period - gap\n", + "\n", + " # Simulation size.\n", + " size_x = period\n", + " size_y = period\n", + "\n", + " # Substrate.\n", + " substrate = td.Structure(\n", + " geometry=td.Box.from_bounds(\n", + " rmin=(-_inf, -_inf, -_inf), rmax=(_inf, _inf, -size_z / 2 + sub_thick)\n", + " ),\n", + " medium=mat_sio2,\n", + " )\n", + "\n", + " # Si3N4 layer.\n", + " si3n4_layer = td.Structure(\n", + " geometry=td.Box.from_bounds(\n", + " rmin=(-width / 2, -width / 2, -size_z / 2 + sub_thick),\n", + " rmax=(width / 2, width / 2, -size_z / 2 + sub_thick + si3n4_thick),\n", + " ),\n", + " medium=mat_si3n4,\n", + " )\n", + "\n", + " # TiO2 layer.\n", + " tio2_layer = td.Structure(\n", + " geometry=td.Box.from_bounds(\n", + " rmin=(-width / 2, -width / 2, -size_z / 2 + sub_thick + si3n4_thick),\n", + " rmax=(\n", + " width / 2,\n", + " width / 2,\n", + " -size_z / 2 + sub_thick + si3n4_thick + tio2_thick,\n", + " ),\n", + " ),\n", + " medium=mat_tio2,\n", + " )\n", + "\n", + " # SiO2 layer.\n", + " sio2_layer = td.Structure(\n", + " geometry=td.Box.from_bounds(\n", + " rmin=(\n", + " -width / 2,\n", + " -width / 2,\n", + " -size_z / 2 + sub_thick + si3n4_thick + tio2_thick,\n", + " ),\n", + " rmax=(\n", + " width / 2,\n", + " width / 2,\n", + " -size_z / 2 + sub_thick + si3n4_thick + tio2_thick + sio2_thick,\n", + " ),\n", + " ),\n", + " medium=mat_sio2,\n", + " )\n", + "\n", + " # Plane wave excitation source.\n", + " plane_wave = td.PlaneWave(\n", + " source_time=td.GaussianPulse(freq0=freq_c, fwidth=freq_bw),\n", + " size=(td.inf, td.inf, 0),\n", + " center=(0, 0, size_z / 2 - wl_c / 2),\n", + " direction=\"-\",\n", + " pol_angle=0,\n", + " angle_theta=0,\n", + " )\n", + "\n", + " # Flux monitor to measure the reflectance.\n", + " ref_monitor = td.FluxMonitor(\n", + " center=(0, 0, size_z / 2 - wl_c / 4),\n", + " size=(td.inf, td.inf, 0),\n", + " freqs=freq_range,\n", + " name=\"R\",\n", + " )\n", + "\n", + " # Simulation\n", + " sim = td.Simulation(\n", + " size=(size_x, size_y, size_z),\n", + " center=(0, 0, 0),\n", + " grid_spec=td.GridSpec.auto(\n", + " min_steps_per_wvl=40, wavelength=(wl_min + wl_max) / 2\n", + " ),\n", + " structures=[substrate, si3n4_layer, tio2_layer, sio2_layer],\n", + " sources=[plane_wave],\n", + " monitors=[ref_monitor],\n", + " run_time=run_time,\n", + " boundary_spec=td.BoundarySpec(\n", + " x=td.Boundary.periodic(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n", + " ),\n", + " symmetry=(-1, 1, 0),\n", + " medium=mat_air,\n", + " )\n", + " return sim" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Before running any simulation, we will visually inspect the simulation setup." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + " \n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sim = build_sim()\n", + "sim.plot_3d()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Design Set Up\n", + "\n", + "Now, we want to visualize how the device reflectance spectrum evolves when we vary the unit cell period from 0.3 $\\mu m$ to 0.4 $\\mu m$. Then, we will use the [Design](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/plugins/design_readme.html) plugin to perform a parameter sweep. \n", + "\n", + "The `Design` plugin uses the concept of [DesignSpace](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.DesignSpace.html#tidy3d.plugins.design.DesignSpace), which gathers the design method and design parameters in a single object. So, we will start by defining our design parameter as a [tdd.ParameterFloat](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.ParameterFloat.html#tidy3d.plugins.design.ParameterFloat) instance and give it a range.\n", + "\n", + "> Note: we need to ensure that the parameter name argument matches the function argument name in our `build_sim()` function, which we will use to construct the simulations for the parameter sweep." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "param_p = tdd.ParameterFloat(name=\"period\", span=(0.3, 0.4), num_points=11)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next, we will define a [tdd.MethodGrid](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.MethodGrid.html#tidy3d.plugins.design.MethodGrid) which allows for a grid search over the parameter space, and then combine everything into a [tdd.DesignSpace](https://docs.flexcompute.com/projects/tidy3d/en/v2.6.0rc1/api/_autosummary/tidy3d.plugins.design.DesignSpace.html#tidy3d.plugins.design.DesignSpace)." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "method = tdd.MethodGrid()\n", + "design_space = tdd.DesignSpace(parameters=[param_p], method=method)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To run the parameter sweep, we need to define `pre`- and `post`-processing functions to respectively create the simulations and process their results. That enables the design plugin to take advantage of parallelism to perform `Batch` processing under the hood. \n", + "\n", + "Our `pre`-processing function is the `build_sim()` function defined before. In our `post`-processing function, we will illustrate how to return single values, like the reflectance peak value and wavelength, as well as multidimensional data as the raw monitor dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Post-processing function.\n", + "def fn_post(sim_data: td.SimulationData = None) -> dict:\n", + " \"\"\"Pos-processing function to calculate and return the reflectance peak \n", + " in addition to the reflectance FluxMonitor.\n", + " Parameters:\n", + " sim_data: tidy3d.SimulationData\n", + " Simulation data object where to get results from.\n", + " Returns:\n", + " dict:\n", + " A dictionary containing the reflectance monitor,\n", + " the reflectance peak and wavelength.\n", + " \"\"\" \n", + " R_data = sim_data[\"R\"]\n", + " R = R_data.flux.values\n", + " wavelength = td.C_0 / R_data.flux.f.values\n", + " peaks_id, _ = find_peaks(R, height=0.6)\n", + " peak_R = R[peaks_id[0]]\n", + " peak_wvl = wavelength[peaks_id[0]]\n", + " return {\n", + " \"Reflectance\": R_data,\n", + " \"Peak Reflectance\": peak_R,\n", + " \"Peak Wavelength\": peak_wvl,\n", + " }" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Run Design\n", + "\n", + "Finally, we will pass our pre-processing and post-processing functions to the `DesignSpace.run_batch()` method to get our results." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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20:30:04 -03 Created task '{'period': 0.36}' with task_id                       \n",
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20:30:07 -03 Created task '{'period': 0.38}' with task_id                       \n",
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+       "             ./fdve-061bc94e-2ef2-405b-8a48-231e3e728d55.hdf5                   \n",
+       "
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periodReflectancePeak ReflectancePeak Wavelength
00.30type='FluxData' monitor=FluxMonitor(type='Flux...1.0133920.444
10.31type='FluxData' monitor=FluxMonitor(type='Flux...1.0120200.464
20.32type='FluxData' monitor=FluxMonitor(type='Flux...0.9999400.482
30.33type='FluxData' monitor=FluxMonitor(type='Flux...0.9961010.502
40.34type='FluxData' monitor=FluxMonitor(type='Flux...0.9950630.520
50.35type='FluxData' monitor=FluxMonitor(type='Flux...0.9972330.538
60.36type='FluxData' monitor=FluxMonitor(type='Flux...0.9965900.556
70.37type='FluxData' monitor=FluxMonitor(type='Flux...0.9985710.572
80.38type='FluxData' monitor=FluxMonitor(type='Flux...0.9925300.588
90.39type='FluxData' monitor=FluxMonitor(type='Flux...0.9900360.606
100.40type='FluxData' monitor=FluxMonitor(type='Flux...0.9894680.622
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" + ], + "text/plain": [ + " period Reflectance \\\n", + "0 0.30 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "1 0.31 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "2 0.32 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "3 0.33 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "4 0.34 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "5 0.35 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "6 0.36 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "7 0.37 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "8 0.38 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "9 0.39 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "10 0.40 type='FluxData' monitor=FluxMonitor(type='Flux... \n", + "\n", + " Peak Reflectance Peak Wavelength \n", + "0 1.013392 0.444 \n", + "1 1.012020 0.464 \n", + "2 0.999940 0.482 \n", + "3 0.996101 0.502 \n", + "4 0.995063 0.520 \n", + "5 0.997233 0.538 \n", + "6 0.996590 0.556 \n", + "7 0.998571 0.572 \n", + "8 0.992530 0.588 \n", + "9 0.990036 0.606 \n", + "10 0.989468 0.622 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = results.to_dataframe()\n", + "df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can use the built-in dataframe functions to plot and analyze information. For instance, let's plot the peak reflectance values and wavelengths to observe how these values change with respect to device period." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "f, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 4), tight_layout=True)\n", + "df.plot(\n", + " x=\"period\",\n", + " y=\"Peak Reflectance\",\n", + " kind=\"scatter\",\n", + " ax=ax1,\n", + " title=\"Peak Reflectance X Period\",\n", + " xlabel=\"Period (um)\",\n", + " ylabel=\"R\",\n", + " ylim=[0, 1.2],\n", + " color=\"Red\",\n", + ")\n", + "df.plot(\n", + " x=\"period\",\n", + " y=\"Peak Wavelength\",\n", + " kind=\"scatter\",\n", + " ax=ax2,\n", + " title=\"Peak Wavelength X Period\",\n", + " xlabel=\"Period (um)\",\n", + " ylabel=\"Wavelength (um)\",\n", + " color=\"Blue\",\n", + ")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As one can see, the reflectance peak is very robust with respect to device period. On the other hand, an almost linear relationship is shown between the reflectance peak and the device period. These results are in agreement to the ones in the reference paper. \n", + "\n", + "Now, we will create another dataframe to plot the reflectance spectrum versus wavelength for the different device periods. Here, we will unpack the `FluxMonitor` dataset and access the flux values and frequencies." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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0.30.310.320.330.340.350.360.370.380.390.4
Wavelength
0.4000.0278930.0121950.0069910.0047960.0025780.0020970.0027130.0041020.0066540.1070620.011689
0.4020.0294180.0126010.0070880.0053070.0028870.0020090.0022900.0033070.0050320.3341510.007038
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" + ], + "text/plain": [ + " 0.3 0.31 0.32 0.33 0.34 0.35 \\\n", + "Wavelength \n", + "0.400 0.027893 0.012195 0.006991 0.004796 0.002578 0.002097 \n", + "0.402 0.029418 0.012601 0.007088 0.005307 0.002887 0.002009 \n", + "0.404 0.031144 0.012834 0.007161 0.005754 0.003348 0.002062 \n", + "0.406 0.033140 0.013216 0.007265 0.006089 0.003873 0.002279 \n", + "0.408 0.035495 0.013779 0.007109 0.006282 0.004485 0.002585 \n", + "\n", + " 0.36 0.37 0.38 0.39 0.4 \n", + "Wavelength \n", + "0.400 0.002713 0.004102 0.006654 0.107062 0.011689 \n", + "0.402 0.002290 0.003307 0.005032 0.334151 0.007038 \n", + "0.404 0.002017 0.002701 0.003981 0.207237 0.009618 \n", + "0.406 0.001882 0.002263 0.003112 0.048685 0.013553 \n", + "0.408 0.001875 0.001946 0.002427 0.016134 0.021842 " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_wl = pd.DataFrame({\"Wavelength\": td.C_0 / df.loc[0, \"Reflectance\"].flux.f.values})\n", + "df_R = pd.DataFrame(\n", + " {df.loc[i, \"period\"]: df.loc[i, \"Reflectance\"].flux.values for i in df.index}\n", + ")\n", + "df_R_wl = pd.concat([df_wl, df_R], axis=1)\n", + "df_R_wl.set_index(\"Wavelength\", inplace=True)\n", + "df_R_wl.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ax = df_R_wl.plot(\n", + " title=\"Reflectance Spectrum for Different Device Period\",\n", + " xlabel=\"Wavelength (um)\",\n", + " ylabel=\"R\",\n", + ")\n", + "ax.legend([f\"period = {p:.2f} $\\\\mu m$\" for p in df_R_wl.columns],\n", + " bbox_to_anchor=(1.02, 1.02), \n", + " loc='upper left')\n", + "plt.show()" + ] + } + ], + "metadata": { + "description": "This notebook shows how to build and simulate an all-dielectric structural color device using Tidy3D | FDTD design plugin.", + "feature_image": "img/all_dielectric.png", + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "keywords": "structural color, all-dielectric, color filter, design, parameter sweep, design plugin, design of experiments, DoE, Tidy3D, FDTD", + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.8" + }, + "title": "How to build and simulate an all-dielectric structural color device using Tidy3D | FDTD design plugin" + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/BullseyeCavityPSO.ipynb b/BullseyeCavityPSO.ipynb index 24770a53..56198121 100644 --- a/BullseyeCavityPSO.ipynb +++ b/BullseyeCavityPSO.ipynb @@ -10,7 +10,7 @@ "\n", "A bullseye cavity is characterized by concentric rings of alternating dielectrics, resembling a bullseye target. It has been successfully employed to enhance the collection efficiency and decay rate of various quantum emitters, including quantum dots, defect centers in diamond, and 2D materials.\n", "\n", - "In this notebook, we show how to set up a bullseye cavity simulation using Tidy3D and use Particle Swarm Optimization (PSO) to enhance the coupling efficiency from quantum emitters into the fundamental mode of an optical fiber. We will use the free available python library [`PySwarms`](https://pyswarms.readthedocs.io/en/latest/index.html) for running PSO. For details about PSO you can see the notebook [Particle swarm optimization of a polarization beam splitter](../notebooks/ParticleSwarmOptimizedPBS.html). In addition, we show how to calculate the cavity Purcell factor, which is another important figure-of-merit within the context of cavity electrodynamics.\n", + "In this notebook, we show how to set up a bullseye cavity simulation using Tidy3D and use Particle Swarm Optimization (PSO) to enhance the coupling efficiency from quantum emitters into the fundamental mode of an optical fiber. We will use the free available python library [PySwarms](https://pyswarms.readthedocs.io/en/latest/index.html) for running PSO. For details about PSO you can see the notebook [Particle swarm optimization of a polarization beam splitter](../notebooks/ParticleSwarmOptimizedPBS.html). In addition, we show how to calculate the cavity Purcell factor, which is another important figure-of-merit within the context of cavity electrodynamics.\n", "\n", "Let's start by importing the python libraries used throughout this notebook." ] diff --git a/GDSExport.ipynb b/GDSExport.ipynb index 472ab506..c58966c8 100644 --- a/GDSExport.ipynb +++ b/GDSExport.ipynb @@ -1 +1,595 @@ -{"cells":[{"cell_type":"markdown","metadata":{"slideshow":{"slide_type":"-"}},"source":["# Export to GDS file\n","\n","[GDS](https://en.wikipedia.org/wiki/GDSII) is a binary file format used to represent planar geometric shapes, text labels, and other information about integrated circuits layout in hierarchical form. The GDS file generation is usually the last step in the photonic design workflow.\n","\n","\"GDS\n","\n","Tidy3D [geometries](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/index.html#geometry), [structures](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure), and [simulations](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation) can be exported to GDS format via the third-party [gdstk](https://heitzmann.github.io/gdstk/) or [gdspy](https://gdspy.readthedocs.io/en/stable/) packages.\n","\n","There are 4 methods available on those objects to export them to GDS. All of them take an axis coordinate (either `x`, `y`, or `z`) that defines the cross-section plane from which to export the GDS polygons. Geometry and structure methods also take the `layer` and `datatype` numbers to export, whereas simulations require defining a dictionary maping structure media to `layer` and `datatype`. This dictionary allows us to export each medium to a separate GDS layer/datatype. Structure and simulation methods also accept a `permittivity_threshold` and `frequency` arguments, which can be used to sample custom medium when exporting geometry, for example, from an inverse designed structure.\n","\n","- [`Geometry.to_gds_file`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gds_file), [`Structure.to_gds_file`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gds_file), [`Simulation.to_gds_file`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds_file): export the cross-section polygons directly to a GDS file.\n","\n","- [`Geometry.to_gds`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gds), [`Structure.to_gds`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gds), [`Simulation.to_gds`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds): append the cross-section polygons to a pre-existing `gdstk.Cell` or `gdspy.Cell`.\n","\n","- [`Geometry.to_gdstk`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gdstk), [`Structure.to_gdstk`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gdstk), [`Simulation.to_gdstk`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gdstk): returns a list with cross-section polygons as `gdstk.Polygon`.\n","\n","- [`Geometry.to_gdspy`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gdspy), [`Structure.to_gdspy`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gdspy), [`Simulation.to_gdspy`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gdspy): returns a list with cross-section polygons as `gdspy.Polygon` and `gdspy.PolygonSet`.\n","\n","In this notebook, we show a few examples of using these functions to create GDS polygons, cells and files from `Tidy3D`.\n","To import existing GDS files into Tidy3D simulations refer to the [Importing GDS files](https://docs.flexcompute.com/projects/tidy3d/en/latest/notebooks/GDSImport.html) tutorial. If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. "]},{"cell_type":"code","execution_count":1,"metadata":{"execution":{"iopub.execute_input":"2023-08-18T18:25:43.140831Z","iopub.status.busy":"2023-08-18T18:25:43.139966Z","iopub.status.idle":"2023-08-18T18:25:44.512276Z","shell.execute_reply":"2023-08-18T18:25:44.511652Z"},"tags":[]},"outputs":[],"source":["# standard python imports\n","import numpy as np\n","import matplotlib.pyplot as plt\n","import gdstk\n","import os\n","\n","# tidy3d import\n","import tidy3d as td\n","from tidy3d import web"]},{"cell_type":"markdown","metadata":{},"source":["Here we have some parameters used throughout the notebook."]},{"cell_type":"code","execution_count":2,"metadata":{},"outputs":[],"source":["# Wavelengths\n","lda0 = 1.55 # central wavelength\n","freq0 = td.C_0 / lda0 # central frequency\n","ldas = np.linspace(1.5, 1.6, 101) # wavelength range\n","freqs = td.C_0 / ldas # frequency range\n","fwidth = 0.5 * (np.max(freqs) - np.min(freqs)) # width of the source frequency range"]},{"cell_type":"markdown","metadata":{},"source":["## Example 1: Waveguide and Ring\n","We will start by defining a simulation including two waveguides, a ring, and a custom medium structure. We will employ different mediums to illustrate how to organize them in multiple layers."]},{"cell_type":"code","execution_count":3,"metadata":{},"outputs":[{"data":{"image/png":"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"]},"metadata":{},"output_type":"display_data"}],"source":["core_medium = td.Medium(permittivity=3.48 ** 2)\n","wg = td.Structure(geometry=td.Box(size=(30, 0.45, 0.22)), medium=core_medium)\n","\n","ring_geo = (\n"," td.Cylinder(radius=5, length=0.22, axis=2, center=(-4, 5.3, 0))\n"," - td.Cylinder(radius=4.5, length=0.22, axis=2, center=(-4, 5.3, 0))\n",")\n","ring = td.Structure(geometry=ring_geo, medium=core_medium)\n","\n","alternative_medium = td.Medium(permittivity=2.0 ** 2)\n","wg2 = td.Structure(\n"," geometry=td.Box(center=(0, 10.7, 0.2 - 0.11), size=(30, 0.6, 0.4)),\n"," medium=alternative_medium,\n",")\n","\n","# Structure defined by a custom medium\n","x = np.linspace(2, 8, 121)\n","y = np.linspace(1, 7, 121)\n","z = [0]\n","x_mesh, y_mesh, z_mesh = np.meshgrid(x, y, z, indexing=\"ij\")\n","\n","n = 2.0 + (y_mesh - 1) / 6 - ((x_mesh - 5) / 3) ** 2\n","n_dataset = td.SpatialDataArray(n, coords=dict(x=x, y=y, z=z))\n","\n","custom_medium = td.CustomMedium.from_nk(n_dataset, interp_method=\"nearest\")\n","custom_structure = td.Structure(\n"," geometry=td.Box(center=(5, 4, 0), size=(6, 6, 0.22)),\n"," medium=custom_medium,\n",")\n","\n","sim = td.Simulation(\n"," center=(0, 6, 0),\n"," size=(20, 15, 3),\n"," structures=[wg, ring, wg2, custom_structure],\n"," grid_spec=td.GridSpec.uniform(0.1),\n"," run_time=1e-12,\n",")\n","\n","fig, ax = plt.subplots(1, 2, figsize=(12, 5), tight_layout=True)\n","\n","_ = sim.plot_eps(z=0, ax=ax[0])\n","_ = sim.plot_eps(x=-4.5, ax=ax[1])"]},{"cell_type":"markdown","metadata":{},"source":["We can start by exporting single geometries using `.to_gds_file`:"]},{"cell_type":"code","execution_count":4,"metadata":{},"outputs":[],"source":["ring_geo.to_gds_file(\"./misc/gds_export_ring.gds\", z=0, gds_layer=1, gds_dtype=2, gds_cell_name=\"RING\")"]},{"cell_type":"markdown","metadata":{},"source":["Then, we can look at the resulting GDS file in any compatible viewer. Here's the result in [KLayout](https://www.klayout.de/):\n","\n",""]},{"cell_type":"markdown","metadata":{},"source":["Structures can be exported in a similar way, but in order to handle custom medium, we can specify the permittivity threshold that defined the polygon's boundaries. That functionality is not available via `gdspy`, only through `gdstk`. We will use the `to_gdstk` method instead of storing them directly to a file this time."]},{"cell_type":"code","execution_count":5,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["polygons = custom_structure.to_gdstk(z=0, permittivity_threshold=2.0**2, frequency=freq0)\n","\n","# We can plot the retrieved polygons on top of our simulation to see how they match\n","ax = sim.plot_eps(z=0)\n","for polygon in polygons:\n"," vertices = polygon.points\n"," vertices = np.vstack((vertices, vertices[0]))\n"," ax.plot(vertices[:,0], vertices[:, 1])"]},{"cell_type":"markdown","metadata":{},"source":["Now, we will export the geometry directly to a `gdstk.Cell`. This way, it is possible, for example, to append geometries from multiple `z` levels or with different thresholds."]},{"cell_type":"code","execution_count":6,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Cell 'MAIN' with 4 polygons, 0 flexpaths, 0 robustpaths, 0 references, and 0 labels\n"]}],"source":["cell = gdstk.Cell(\"MAIN\")\n","\n","layer_map = {\n"," core_medium: (1, 2),\n"," alternative_medium: (2, 2),\n"," custom_medium: (3, 3),\n","}\n","sim.to_gds(\n"," cell, z=0, permittivity_threshold=2.0**2, frequency=freq0, gds_layer_dtype_map=layer_map\n",")\n","\n","print(cell)"]},{"cell_type":"markdown","metadata":{},"source":["Let's add another level of the custom medium to the same cell and save the file."]},{"cell_type":"code","execution_count":7,"metadata":{},"outputs":[],"source":["custom_structure.to_gds(\n"," cell,\n"," z=0,\n"," permittivity_threshold=2.5**2,\n"," frequency=freq0,\n"," gds_layer=3,\n"," gds_dtype=4,\n",")\n","\n","lib = gdstk.Library()\n","lib.add(cell)\n","lib.write_gds(\"./misc/gds_export_ring_bus.gds\")"]},{"cell_type":"markdown","metadata":{},"source":["Once more, we will take a loot at the result in Klayout.\n","\n",""]},{"cell_type":"markdown","metadata":{},"source":["## Example 2: Directional Coupler\n","\n","In this example, we will create a directional coupler (DC) simulation and export it to GDS. To define the DC geometry we will use a function presented in the [Defining common integrated photonic components](https://www.flexcompute.com/tidy3d/examples/notebooks/PICComponents/) tutorial."]},{"cell_type":"code","execution_count":8,"metadata":{"execution":{"iopub.execute_input":"2023-08-18T18:25:44.514929Z","iopub.status.busy":"2023-08-18T18:25:44.514634Z","iopub.status.idle":"2023-08-18T18:25:44.533679Z","shell.execute_reply":"2023-08-18T18:25:44.533106Z"},"tags":[]},"outputs":[],"source":["# Directional coupler function.\n","def directional_coupler(\n"," x0,\n"," y0,\n"," z0,\n"," wg_width,\n"," wg_thickness,\n"," wg_spacing_in,\n"," wg_spacing_coup,\n"," wg_length,\n"," coup_length,\n"," bend_length,\n"," medium,\n"," sidewall_angle=0,\n","):\n","\n"," \"\"\"\n"," This function defines a directional coupler and returns the tidy3d structure of it.\n","\n"," Parameters\n"," ----------\n"," x0: x coordinate of directional coupler center (um)\n"," y0: y coordinate of directional coupler center (um)\n"," z0: z coordinate of directional coupler center (um)\n"," wg_width: width of the waveguide (um)\n"," wg_thickness: thickness of the waveguide (um)\n"," wg_spacing_in : spacing between the input straight waveguides (um)\n"," wg_spacing_coup: gap size of the coupling region (um)\n"," wg_length: length of the input straight waveguides (um)\n"," coup_length:length of the coupling region (um)\n"," bend_length: length of the bending (um)\n"," medium: medium of the waveguide\n"," sidewall_angle: side wall angle of the waveguide (rad)\n"," \"\"\"\n","\n"," cell = gdstk.Cell(\"dc\") # define a gds cell\n","\n"," # define a path\n"," coup = gdstk.RobustPath(\n"," (-wg_length - bend_length - coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n"," wg_width,\n"," layer=1,\n"," datatype=0,\n"," )\n","\n"," coup.segment((-bend_length - coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n","\n"," A = (wg_spacing_in - wg_spacing_coup - wg_width) / 4\n","\n"," coup.segment(\n"," (-coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n"," offset=lambda u: A * np.cos(np.pi * u) - A,\n"," )\n","\n"," coup.segment((coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n","\n"," coup.segment(\n"," (bend_length + coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n"," offset=lambda u: -A * np.cos(np.pi * u) - A,\n"," )\n"," coup.segment(\n"," (wg_length + bend_length + coup_length / 2 + x0, wg_spacing_in / 2 + y0)\n"," )\n","\n"," # add path to the cell\n"," cell.add(coup)\n","\n"," # add the mirrored path to the cell\n"," cell.add(coup.copy().mirror((x0 + 1, y0), (x0, y0)))\n","\n"," # define geometry from the gds cell\n"," dc_geo = td.PolySlab.from_gds(\n"," cell,\n"," gds_layer=1,\n"," axis=2,\n"," slab_bounds=(z0 - wg_thickness / 2, z0 + wg_thickness / 2),\n"," sidewall_angle=sidewall_angle,\n"," )\n","\n"," # define tidy3d structure of the bend\n"," dc = td.Structure(geometry=td.GeometryGroup(geometries=dc_geo), medium=medium)\n","\n"," return dc"]},{"cell_type":"markdown","metadata":{},"source":["The waveguides material is silicon and the surrounding medium is silica. We will also include metallic pads."]},{"cell_type":"code","execution_count":9,"metadata":{},"outputs":[],"source":["# Materials definition.\n","mat_si = td.Medium(permittivity=3.47**2)\n","mat_sio2 = td.Medium(permittivity=1.44**2)\n","mat_gold = td.material_library[\"Au\"][\"JohnsonChristy1972\"]"]},{"cell_type":"markdown","metadata":{},"source":["Now, we will build the simulation including the DC structure, a mode source, and a field monitor. The DC structure is only for demonstration purposes, so it is not intended to be optimized. Two gold pads are included to illustrate the organization of different mediums in layers. "]},{"cell_type":"code","execution_count":10,"metadata":{},"outputs":[],"source":["# Create the DC structure.\n","dc = directional_coupler(\n"," x0=0,\n"," y0=0,\n"," z0=0,\n"," wg_spacing_in=10,\n"," wg_width=0.50,\n"," wg_thickness=0.22,\n"," wg_spacing_coup=0.1,\n"," coup_length=5,\n"," bend_length=6,\n"," wg_length=10,\n"," medium=mat_si,\n"," sidewall_angle=0,\n",")\n","\n","# Two gold pads for illustration purpose.\n","sq_up = td.Structure(\n"," geometry=td.Box(center=(0, 3, 0), size=(4, 2, 0.22)),\n"," medium=mat_gold,\n",")\n","\n","sq_dw = td.Structure(\n"," geometry=td.Box(center=(0, -3, 0), size=(4, 2, 0.22)),\n"," medium=mat_gold,\n",")\n","\n","# Add a mode source as excitation.\n","mode_spec = td.ModeSpec(num_modes=1, target_neff=3.47)\n","mode_source = td.ModeSource(\n"," center=(-10, 5, 0),\n"," size=(0, 2, 1.5),\n"," source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n"," direction=\"+\",\n"," mode_spec=mode_spec,\n"," mode_index=0,\n",")\n","\n","# Add a field monitor to visualize field distribution.\n","field_monitor = td.FieldMonitor(\n"," center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n",")\n","\n","# construct simulation\n","sim_ii = td.Simulation(\n"," center=(0, 0, 0),\n"," size=(21, 14, 2),\n"," grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lda0),\n"," structures=[dc, sq_up, sq_dw],\n"," sources=[mode_source],\n"," monitors=[field_monitor],\n"," run_time=1e-12,\n"," boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n"," medium=mat_sio2,\n",")"]},{"cell_type":"markdown","metadata":{},"source":["Let's visualize the simulation and verify if all the components are in their correct places."]},{"cell_type":"code","execution_count":11,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["ax = sim_ii.plot(z=0.001)\n","ax.set_xlabel(\"x (um)\")\n","ax.set_ylabel(\"y (um)\")\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["For completeness, you can uncomment the lines below and run the simulation before exporting it to GDS. However, it is worth mentioning that it is not even necessary. Once you build the simulation object, you can create the GDS file from it."]},{"cell_type":"code","execution_count":12,"metadata":{},"outputs":[],"source":["# sim_data = web.run(\n","# simulation=sim, task_name=\"dc_gds_export\", path=\"data/simulation_data.hdf5\"\n","# )"]},{"cell_type":"code","execution_count":13,"metadata":{},"outputs":[],"source":["# sim_data.plot_field(field_monitor_name=\"field\", field_name=\"E\", val=\"abs\")\n","# plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["We will use the [.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds_file) function to export the `Simulation` object to a GDS file. In this case, we will set a `xy` plane through the `z = 0` coordinate and create a layer map to assign the `mat_si` medium to layer `(0, 0)` and `mat_gold` to layer `(1, 0)`."]},{"cell_type":"code","execution_count":14,"metadata":{},"outputs":[],"source":["layer_map_ii = {\n"," mat_si: (0, 0),\n"," mat_gold: (1, 0),\n","}\n","\n","sim_ii.to_gds_file(\n"," fname=\"./misc/gds_export_dc.gds\",\n"," z=0,\n"," gds_cell_name=\"DC\",\n"," gds_layer_dtype_map=layer_map_ii,\n",")"]},{"cell_type":"markdown","metadata":{},"source":["Finaly, let's see the generated GDS in Klayout.\n","\n",""]}],"metadata":{"description":"This notebook demonstrates how to export a Tidy3D FDTD simulation to GDS files.","feature_imag":"./img/export_to_gds.png","feature_image":"N/A","kernelspec":{"display_name":"tidy3d_2.5.0rc3","language":"python","name":"python3"},"keywords":"gds, export, Tidy3D, FDTD","language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.12.0"},"title":"Export to GDS file in Tidy3D | Flexcompute"},"nbformat":4,"nbformat_minor":4} +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "slideshow": { + "slide_type": "-" + } + }, + "source": [ + "# Export to GDS file\n", + "\n", + "[GDS](https://en.wikipedia.org/wiki/GDSII) is a binary file format used to represent planar geometric shapes, text labels, and other information about integrated circuits layout in hierarchical form. The GDS file generation is usually the last step in the photonic design workflow.\n", + "\n", + "\"GDS\n", + "\n", + "Tidy3D [geometries](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/index.html#geometry), [structures](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure), and [simulations](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation) can be exported to GDS format via the third-party [gdstk](https://heitzmann.github.io/gdstk/) or [gdspy](https://gdspy.readthedocs.io/en/stable/) packages.\n", + "\n", + "There are 4 methods available on those objects to export them to GDS. All of them take an axis coordinate (either `x`, `y`, or `z`) that defines the cross-section plane from which to export the GDS polygons. Geometry and structure methods also take the `layer` and `datatype` numbers to export, whereas simulations require defining a dictionary maping structure media to `layer` and `datatype`. This dictionary allows us to export each medium to a separate GDS layer/datatype. Structure and simulation methods also accept a `permittivity_threshold` and `frequency` arguments, which can be used to sample custom medium when exporting geometry, for example, from an inverse designed structure.\n", + "\n", + "- [Geometry.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gds_file), [Structure.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gds_file), [Simulation.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds_file): export the cross-section polygons directly to a GDS file.\n", + "\n", + "- [Geometry.to_gds](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gds), [Structure.to_gds](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gds), [Simulation.to_gds](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds): append the cross-section polygons to a pre-existing `gdstk.Cell` or `gdspy.Cell`.\n", + "\n", + "- [Geometry.to_gdstk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gdstk), [Structure.to_gdstk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gdstk), [Simulation.to_gdstk](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gdstk): returns a list with cross-section polygons as `gdstk.Polygon`.\n", + "\n", + "- [Geometry.to_gdspy](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Geometry.html#tidy3d.Geometry.to_gdspy), [Structure.to_gdspy](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Structure.html#tidy3d.Structure.to_gdspy), [Simulation.to_gdspy](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gdspy): returns a list with cross-section polygons as `gdspy.Polygon` and `gdspy.PolygonSet`.\n", + "\n", + "In this notebook, we show a few examples of using these functions to create GDS polygons, cells and files from `Tidy3D`.\n", + "To import existing GDS files into Tidy3D simulations refer to the [Importing GDS files](https://docs.flexcompute.com/projects/tidy3d/en/latest/notebooks/GDSImport.html) tutorial. If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "execution": { + "iopub.execute_input": "2023-08-18T18:25:43.140831Z", + "iopub.status.busy": "2023-08-18T18:25:43.139966Z", + "iopub.status.idle": "2023-08-18T18:25:44.512276Z", + "shell.execute_reply": "2023-08-18T18:25:44.511652Z" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "# standard python imports\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import gdstk\n", + "import os\n", + "\n", + "# tidy3d import\n", + "import tidy3d as td\n", + "from tidy3d import web" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here we have some parameters used throughout the notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Wavelengths\n", + "lda0 = 1.55 # central wavelength\n", + "freq0 = td.C_0 / lda0 # central frequency\n", + "ldas = np.linspace(1.5, 1.6, 101) # wavelength range\n", + "freqs = td.C_0 / ldas # frequency range\n", + "fwidth = 0.5 * (np.max(freqs) - np.min(freqs)) # width of the source frequency range" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 1: Waveguide and Ring\n", + "We will start by defining a simulation including two waveguides, a ring, and a custom medium structure. We will employ different mediums to illustrate how to organize them in multiple layers." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "core_medium = td.Medium(permittivity=3.48 ** 2)\n", + "wg = td.Structure(geometry=td.Box(size=(30, 0.45, 0.22)), medium=core_medium)\n", + "\n", + "ring_geo = (\n", + " td.Cylinder(radius=5, length=0.22, axis=2, center=(-4, 5.3, 0))\n", + " - td.Cylinder(radius=4.5, length=0.22, axis=2, center=(-4, 5.3, 0))\n", + ")\n", + "ring = td.Structure(geometry=ring_geo, medium=core_medium)\n", + "\n", + "alternative_medium = td.Medium(permittivity=2.0 ** 2)\n", + "wg2 = td.Structure(\n", + " geometry=td.Box(center=(0, 10.7, 0.2 - 0.11), size=(30, 0.6, 0.4)),\n", + " medium=alternative_medium,\n", + ")\n", + "\n", + "# Structure defined by a custom medium\n", + "x = np.linspace(2, 8, 121)\n", + "y = np.linspace(1, 7, 121)\n", + "z = [0]\n", + "x_mesh, y_mesh, z_mesh = np.meshgrid(x, y, z, indexing=\"ij\")\n", + "\n", + "n = 2.0 + (y_mesh - 1) / 6 - ((x_mesh - 5) / 3) ** 2\n", + "n_dataset = td.SpatialDataArray(n, coords=dict(x=x, y=y, z=z))\n", + "\n", + "custom_medium = td.CustomMedium.from_nk(n_dataset, interp_method=\"nearest\")\n", + "custom_structure = td.Structure(\n", + " geometry=td.Box(center=(5, 4, 0), size=(6, 6, 0.22)),\n", + " medium=custom_medium,\n", + ")\n", + "\n", + "sim = td.Simulation(\n", + " center=(0, 6, 0),\n", + " size=(20, 15, 3),\n", + " structures=[wg, ring, wg2, custom_structure],\n", + " grid_spec=td.GridSpec.uniform(0.1),\n", + " run_time=1e-12,\n", + ")\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=(12, 5), tight_layout=True)\n", + "\n", + "_ = sim.plot_eps(z=0, ax=ax[0])\n", + "_ = sim.plot_eps(x=-4.5, ax=ax[1])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can start by exporting single geometries using `.to_gds_file`:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "ring_geo.to_gds_file(\"./misc/gds_export_ring.gds\", z=0, gds_layer=1, gds_dtype=2, gds_cell_name=\"RING\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Then, we can look at the resulting GDS file in any compatible viewer. Here's the result in [KLayout](https://www.klayout.de/):\n", + "\n", + "" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Structures can be exported in a similar way, but in order to handle custom medium, we can specify the permittivity threshold that defined the polygon's boundaries. That functionality is not available via `gdspy`, only through `gdstk`. We will use the `to_gdstk` method instead of storing them directly to a file this time." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "polygons = custom_structure.to_gdstk(z=0, permittivity_threshold=2.0**2, frequency=freq0)\n", + "\n", + "# We can plot the retrieved polygons on top of our simulation to see how they match\n", + "ax = sim.plot_eps(z=0)\n", + "for polygon in polygons:\n", + " vertices = polygon.points\n", + " vertices = np.vstack((vertices, vertices[0]))\n", + " ax.plot(vertices[:,0], vertices[:, 1])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we will export the geometry directly to a `gdstk.Cell`. This way, it is possible, for example, to append geometries from multiple `z` levels or with different thresholds." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Cell 'MAIN' with 4 polygons, 0 flexpaths, 0 robustpaths, 0 references, and 0 labels\n" + ] + } + ], + "source": [ + "cell = gdstk.Cell(\"MAIN\")\n", + "\n", + "layer_map = {\n", + " core_medium: (1, 2),\n", + " alternative_medium: (2, 2),\n", + " custom_medium: (3, 3),\n", + "}\n", + "sim.to_gds(\n", + " cell, z=0, permittivity_threshold=2.0**2, frequency=freq0, gds_layer_dtype_map=layer_map\n", + ")\n", + "\n", + "print(cell)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's add another level of the custom medium to the same cell and save the file." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "custom_structure.to_gds(\n", + " cell,\n", + " z=0,\n", + " permittivity_threshold=2.5**2,\n", + " frequency=freq0,\n", + " gds_layer=3,\n", + " gds_dtype=4,\n", + ")\n", + "\n", + "lib = gdstk.Library()\n", + "lib.add(cell)\n", + "lib.write_gds(\"./misc/gds_export_ring_bus.gds\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Once more, we will take a loot at the result in Klayout.\n", + "\n", + "" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 2: Directional Coupler\n", + "\n", + "In this example, we will create a directional coupler (DC) simulation and export it to GDS. To define the DC geometry we will use a function presented in the [Defining common integrated photonic components](https://www.flexcompute.com/tidy3d/examples/notebooks/PICComponents/) tutorial." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "execution": { + "iopub.execute_input": "2023-08-18T18:25:44.514929Z", + "iopub.status.busy": "2023-08-18T18:25:44.514634Z", + "iopub.status.idle": "2023-08-18T18:25:44.533679Z", + "shell.execute_reply": "2023-08-18T18:25:44.533106Z" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "# Directional coupler function.\n", + "def directional_coupler(\n", + " x0,\n", + " y0,\n", + " z0,\n", + " wg_width,\n", + " wg_thickness,\n", + " wg_spacing_in,\n", + " wg_spacing_coup,\n", + " wg_length,\n", + " coup_length,\n", + " bend_length,\n", + " medium,\n", + " sidewall_angle=0,\n", + "):\n", + "\n", + " \"\"\"\n", + " This function defines a directional coupler and returns the tidy3d structure of it.\n", + "\n", + " Parameters\n", + " ----------\n", + " x0: x coordinate of directional coupler center (um)\n", + " y0: y coordinate of directional coupler center (um)\n", + " z0: z coordinate of directional coupler center (um)\n", + " wg_width: width of the waveguide (um)\n", + " wg_thickness: thickness of the waveguide (um)\n", + " wg_spacing_in : spacing between the input straight waveguides (um)\n", + " wg_spacing_coup: gap size of the coupling region (um)\n", + " wg_length: length of the input straight waveguides (um)\n", + " coup_length:length of the coupling region (um)\n", + " bend_length: length of the bending (um)\n", + " medium: medium of the waveguide\n", + " sidewall_angle: side wall angle of the waveguide (rad)\n", + " \"\"\"\n", + "\n", + " cell = gdstk.Cell(\"dc\") # define a gds cell\n", + "\n", + " # define a path\n", + " coup = gdstk.RobustPath(\n", + " (-wg_length - bend_length - coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n", + " wg_width,\n", + " layer=1,\n", + " datatype=0,\n", + " )\n", + "\n", + " coup.segment((-bend_length - coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n", + "\n", + " A = (wg_spacing_in - wg_spacing_coup - wg_width) / 4\n", + "\n", + " coup.segment(\n", + " (-coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n", + " offset=lambda u: A * np.cos(np.pi * u) - A,\n", + " )\n", + "\n", + " coup.segment((coup_length / 2 + x0, wg_spacing_in / 2 + y0))\n", + "\n", + " coup.segment(\n", + " (bend_length + coup_length / 2 + x0, wg_spacing_in / 2 + y0),\n", + " offset=lambda u: -A * np.cos(np.pi * u) - A,\n", + " )\n", + " coup.segment(\n", + " (wg_length + bend_length + coup_length / 2 + x0, wg_spacing_in / 2 + y0)\n", + " )\n", + "\n", + " # add path to the cell\n", + " cell.add(coup)\n", + "\n", + " # add the mirrored path to the cell\n", + " cell.add(coup.copy().mirror((x0 + 1, y0), (x0, y0)))\n", + "\n", + " # define geometry from the gds cell\n", + " dc_geo = td.PolySlab.from_gds(\n", + " cell,\n", + " gds_layer=1,\n", + " axis=2,\n", + " slab_bounds=(z0 - wg_thickness / 2, z0 + wg_thickness / 2),\n", + " sidewall_angle=sidewall_angle,\n", + " )\n", + "\n", + " # define tidy3d structure of the bend\n", + " dc = td.Structure(geometry=td.GeometryGroup(geometries=dc_geo), medium=medium)\n", + "\n", + " return dc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The waveguides material is silicon and the surrounding medium is silica. We will also include metallic pads." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Materials definition.\n", + "mat_si = td.Medium(permittivity=3.47**2)\n", + "mat_sio2 = td.Medium(permittivity=1.44**2)\n", + "mat_gold = td.material_library[\"Au\"][\"JohnsonChristy1972\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we will build the simulation including the DC structure, a mode source, and a field monitor. The DC structure is only for demonstration purposes, so it is not intended to be optimized. Two gold pads are included to illustrate the organization of different mediums in layers. " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# Create the DC structure.\n", + "dc = directional_coupler(\n", + " x0=0,\n", + " y0=0,\n", + " z0=0,\n", + " wg_spacing_in=10,\n", + " wg_width=0.50,\n", + " wg_thickness=0.22,\n", + " wg_spacing_coup=0.1,\n", + " coup_length=5,\n", + " bend_length=6,\n", + " wg_length=10,\n", + " medium=mat_si,\n", + " sidewall_angle=0,\n", + ")\n", + "\n", + "# Two gold pads for illustration purpose.\n", + "sq_up = td.Structure(\n", + " geometry=td.Box(center=(0, 3, 0), size=(4, 2, 0.22)),\n", + " medium=mat_gold,\n", + ")\n", + "\n", + "sq_dw = td.Structure(\n", + " geometry=td.Box(center=(0, -3, 0), size=(4, 2, 0.22)),\n", + " medium=mat_gold,\n", + ")\n", + "\n", + "# Add a mode source as excitation.\n", + "mode_spec = td.ModeSpec(num_modes=1, target_neff=3.47)\n", + "mode_source = td.ModeSource(\n", + " center=(-10, 5, 0),\n", + " size=(0, 2, 1.5),\n", + " source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n", + " direction=\"+\",\n", + " mode_spec=mode_spec,\n", + " mode_index=0,\n", + ")\n", + "\n", + "# Add a field monitor to visualize field distribution.\n", + "field_monitor = td.FieldMonitor(\n", + " center=(0, 0, 0), size=(td.inf, td.inf, 0), freqs=[freq0], name=\"field\"\n", + ")\n", + "\n", + "# construct simulation\n", + "sim_ii = td.Simulation(\n", + " center=(0, 0, 0),\n", + " size=(21, 14, 2),\n", + " grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lda0),\n", + " structures=[dc, sq_up, sq_dw],\n", + " sources=[mode_source],\n", + " monitors=[field_monitor],\n", + " run_time=1e-12,\n", + " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", + " medium=mat_sio2,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Let's visualize the simulation and verify if all the components are in their correct places." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ax = sim_ii.plot(z=0.001)\n", + "ax.set_xlabel(\"x (um)\")\n", + "ax.set_ylabel(\"y (um)\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For completeness, you can uncomment the lines below and run the simulation before exporting it to GDS. However, it is worth mentioning that it is not even necessary. Once you build the simulation object, you can create the GDS file from it." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# sim_data = web.run(\n", + "# simulation=sim, task_name=\"dc_gds_export\", path=\"data/simulation_data.hdf5\"\n", + "# )" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "# sim_data.plot_field(field_monitor_name=\"field\", field_name=\"E\", val=\"abs\")\n", + "# plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will use the [.to_gds_file](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Simulation.html#tidy3d.Simulation.to_gds_file) function to export the `Simulation` object to a GDS file. In this case, we will set a `xy` plane through the `z = 0` coordinate and create a layer map to assign the `mat_si` medium to layer `(0, 0)` and `mat_gold` to layer `(1, 0)`." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "layer_map_ii = {\n", + " mat_si: (0, 0),\n", + " mat_gold: (1, 0),\n", + "}\n", + "\n", + "sim_ii.to_gds_file(\n", + " fname=\"./misc/gds_export_dc.gds\",\n", + " z=0,\n", + " gds_cell_name=\"DC\",\n", + " gds_layer_dtype_map=layer_map_ii,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finaly, let's see the generated GDS in Klayout.\n", + "\n", + "" + ] + } + ], + "metadata": { + "description": "This notebook demonstrates how to export a Tidy3D FDTD simulation to GDS files.", + "feature_imag": "./img/export_to_gds.png", + "feature_image": "N/A", + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "keywords": "gds, export, Tidy3D, FDTD", + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.8" + }, + "title": "Export to GDS file in Tidy3D | Flexcompute" + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/GeometryTransformations.ipynb b/GeometryTransformations.ipynb index 97102338..43c0b54a 100644 --- a/GeometryTransformations.ipynb +++ b/GeometryTransformations.ipynb @@ -9,23 +9,23 @@ "\n", "Tidy3D has a rich set of classes and functions for the creation complex geometries. The set of primitive solids supported is:\n", "\n", - "- [`Box`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Box.html): rectangular prism.\n", + "- [Box](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Box.html): rectangular prism.\n", "\n", - "- [`Sphere`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Sphere.html): regular sphere.\n", + "- [Sphere](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Sphere.html): regular sphere.\n", "\n", - "- [`Cylinder`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Cylinder.html): cylinder with optinal angled sidewalls along the main axis.\n", + "- [Cylinder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Cylinder.html): cylinder with optinal angled sidewalls along the main axis.\n", "\n", - "- [`PolySlab`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html): polygon extruded along its normal axis with optional angled sidewalls.\n", + "- [PolySlab](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.PolySlab.html): polygon extruded along its normal axis with optional angled sidewalls.\n", "\n", - "- [`TriangleMesh`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TriangleMesh.html): general polyhedra defined by triangular faces in 3D.\n", + "- [TriangleMesh](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TriangleMesh.html): general polyhedra defined by triangular faces in 3D.\n", "\n", "To create more complex geometries, these primitives can be transformed and combined using the derived classes:\n", "\n", - "- [`Transformed`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Transformed.html): representation of a transformation applied to a base geometry.\n", + "- [Transformed](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.Transformed.html): representation of a transformation applied to a base geometry.\n", "\n", - "- [`GeometryGroup`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.GeometryGroup.html): union of a set of geometric objects.\n", + "- [GeometryGroup](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.GeometryGroup.html): union of a set of geometric objects.\n", "\n", - "- [`ClipOperation`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ClipOperation.html): set operation between other geometric objects (equivalent to boolean operations).\n", + "- [ClipOperation](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ClipOperation.html): set operation between other geometric objects (equivalent to boolean operations).\n", "\n", "This notebook shows a few examples of geometry transformations that can be useful when creating complex simulations." ] diff --git a/ResonanceFinder.ipynb b/ResonanceFinder.ipynb index d6f885b9..c52284b2 100644 --- a/ResonanceFinder.ipynb +++ b/ResonanceFinder.ipynb @@ -1 +1,2996 @@ -{"cells":[{"cell_type":"markdown","metadata":{"tags":[]},"source":["# Extracting resonance information using Resonance Finder\n","\n","When looking for long-lived resonances using FDTD simulation, the total time to fully decay fields within the simulation domain can be extremely long. In this situation, the [Resonance Finder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html#tidy3d.plugins.resonance.ResonanceFinder.html) plugin allows one to find resonances and extract their information from time domain field monitors without the necessity of waiting for the fields to completely decay. The resonance information consisting of frequency $f$, decay rate $\\alpha$, Q-factor, amplitude $a$, and phase $\\phi$ is obtained from a time series of the form:\n","\n","$f(t) = \\sum_{k}a_{k}e^{i\\phi_{k}}e^{-2\\pi if_{k}t-\\alpha_{k}t}$,\n","\n","where $k$ is the frequency of interest index. The resonance finder algorithm was derived from `V. A. Mandelshtam, and H. S. Taylor, \"Harmonic inversion of time signals and its applications,\" J. Chem. Phys. 107(17), 6756–6769 (1997)` [DOI: 10.1063/1.475324](https://doi.org/10.1063/1.475324). This notebook illustrates the tool usage through the example of a simple photonic cavity. More examples on using the resonance finder in different applications are available in [Optimized photonic crystal L3 cavity](https://www.flexcompute.com/tidy3d/examples/notebooks/OptimizedL3/), [Band structure calculation of a photonic crystal slab](https://www.flexcompute.com/tidy3d/examples/notebooks/Bandstructure/), or [Bistability in photonic crystal microcavities](https://www.flexcompute.com/tidy3d/examples/notebooks/BistablePCCavity/) notebooks. \n","\n","If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/tidy3d/learning-center/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it.\n","\n","To start, we need to import the Tidy3D resonance finder plugin as below:"]},{"cell_type":"code","execution_count":1,"metadata":{},"outputs":[],"source":["# Standard python imports.\n","import numpy as np\n","import matplotlib.pyplot as plt\n","\n","# Tidy3D imports.\n","import tidy3d as td\n","import tidy3d.web as web\n","from tidy3d.plugins.resonance import ResonanceFinder"]},{"cell_type":"markdown","metadata":{},"source":["## Microdisk Cavity Set Up\n","To illustrate the resonance finder usage, we will define a simple GaAs microdisk cavity."]},{"cell_type":"code","execution_count":2,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Total runtime = 5.07 ps\n","Start monitoring fields after 0.51 ps\n"]}],"source":["# Simulation wavelength\n","wl_min = 1.9\n","wl_max = 2.0\n","n_wl = 101\n","wl_c = (wl_min + wl_max) / 2\n","wl_range = np.linspace(wl_min, wl_max, n_wl)\n","freq_c = td.C_0 / wl_c\n","freq_range = td.C_0 / wl_range\n","freq_bw = 0.5 * (freq_range[0] - freq_range[-1])\n","\n","# Simulation runtime\n","runtime_fwidth = 20 # In units of 1/frequency bandwidth of the source.\n","t_start_fwidth = 2 # Time to start monitoring after source has decayed, units of 1/frequency bandwidth.\n","run_time = runtime_fwidth / freq_bw\n","t_start = t_start_fwidth / freq_bw\n","print(f\"Total runtime = {(run_time*1e12):.2f} ps\")\n","print(f\"Start monitoring fields after {(t_start*1e12):.2f} ps\")\n","\n","# Microdisk geometry\n","r = 2.60\n","t = 0.16\n","\n","# Microdisk material\n","n = 3.50\n","mat_disk = td.Medium(permittivity=n ** 2)"]},{"cell_type":"markdown","metadata":{},"source":["The microdisk structure is obtained using a simple cylinder."]},{"cell_type":"code","execution_count":3,"metadata":{},"outputs":[],"source":["# Simulation size.\n","pml_gap = 0.6 * wl_max\n","size_x = 2 * (r + pml_gap)\n","size_y = size_x\n","size_z = t + 2 * pml_gap\n","\n","# Microdisk.\n","microdisk = td.Structure(\n"," geometry=td.Cylinder(center=(0, 0, 0), radius=r, length=t, axis=2),\n"," medium=mat_disk,\n",")"]},{"cell_type":"markdown","metadata":{},"source":["We will use several point dipole sources randomly distributed within a squared region bounded by the microdisk to excite the cavity modes. Reproducibility between simulation runs is ensured by seeding the random generator. We limit the dipole polarizations to only one direction as we will include 8-fold symmetry."]},{"cell_type":"code","execution_count":4,"metadata":{},"outputs":[],"source":["num_dipoles = 7\n","rng = np.random.default_rng(4321)\n","\n","# Squared region within microdisk.\n","side_x = r * np.cos(45 * np.pi / 180)\n","side_y = r * np.cos(45 * np.pi / 180)\n","\n","# Build random positions and phases to dipoles.\n","dip_positions = rng.uniform([0, 0, 0], [side_x, side_y, 0], [num_dipoles, 3])\n","dip_phases = rng.uniform(0, 2 * np.pi, num_dipoles)\n","\n","# Dipoles\n","pulses = []\n","dipoles = []\n","for i in range(num_dipoles):\n"," pulse = td.GaussianPulse(freq0=freq_c, fwidth=freq_bw, phase=dip_phases[i])\n"," pulses.append(pulse)\n"," dipoles.append(\n"," td.PointDipole(\n"," source_time=pulse,\n"," center=tuple(dip_positions[i]),\n"," polarization=\"Ey\",\n"," name=\"dip_source_\" + str(i),\n"," )\n"," )"]},{"cell_type":"markdown","metadata":{},"source":["The [Resonance Finder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html#tidy3d.plugins.resonance.ResonanceFinder.html) plugin needs `FieldTimeMonitors` to record the field as a function of time. So, we will include them at several random locations. Importantly, we start the monitors after the source pulse has decayed."]},{"cell_type":"code","execution_count":5,"metadata":{},"outputs":[{"data":{"text/html":["
[11:34:46] WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m[11:34:46]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"}],"source":["num_monitors = 7\n","\n","# Random monitor positions.\n","mon_positions = rng.uniform([0, 0, 0], [side_x, side_y, 0], [num_dipoles, 3])\n","\n","# Monitor list.\n","monitors_time = []\n","for i in range(num_monitors):\n"," monitors_time.append(\n"," td.FieldTimeMonitor(\n"," fields=[\"Ey\"],\n"," center=tuple(mon_positions[i]),\n"," size=(0, 0, 0),\n"," start=t_start,\n"," name=\"monitor_time_\" + str(i),\n"," )\n"," )"]},{"cell_type":"markdown","metadata":{},"source":["## Microdisk Cavity Simulation\n","\n","Now, we can build and run the simulation. It is worth mentioning that we will run the simulation for a shorter `run_time` period, thus not waiting a very long time for the fields to decay fully."]},{"cell_type":"code","execution_count":6,"metadata":{},"outputs":[{"data":{"text/html":["\n"," \n"," \n"," "],"text/plain":[""]},"metadata":{},"output_type":"display_data"}],"source":["sim = td.Simulation(\n"," center=(0, 0, 0),\n"," size=(size_x, size_y, size_z),\n"," grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=wl_c),\n"," structures=[microdisk],\n"," sources=dipoles,\n"," monitors=monitors_time,\n"," run_time=run_time,\n"," shutoff=0,\n"," boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n"," normalize_index=None,\n"," symmetry=(1, -1, 1),\n",")\n","\n","sim.plot_3d(width=400, height=400)"]},{"cell_type":"markdown","metadata":{},"source":["Before running the simulation, let's look at the source and monitor positions and certify we are measuring the fields after the sources have fully decayed."]},{"cell_type":"code","execution_count":7,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(12, 5))\n","sim.plot(z=0.0, ax=ax1)\n","\n","plot_time = 3 / freq_bw\n","sim.sources[0].source_time.plot(\n"," times=np.linspace(0, plot_time, 1001), val=\"abs\", ax=ax2\n",")\n","ax2.set_xlim(0, plot_time)\n","ax2.vlines(t_start, 0, 1, linewidth=2, color=\"g\", alpha=0.4)\n","ax2.legend([\"source\", \"start time\"])\n","plt.show()"]},{"cell_type":"code","execution_count":8,"metadata":{},"outputs":[],"source":["job = web.Job(simulation=sim, task_name=\"microdisk\", verbose=False)\n","sim_data = job.run(path=\"data/simulation_data.hdf5\")"]},{"cell_type":"markdown","metadata":{},"source":["## Cavity Resonance Information\n","Now, we can analyze the simulation data and calculate the resonance information from the time domain fields. First, let's look at one of the `FieldTimeMonitors` data. As expected, it is clear from the source signal, and a decaying oscillating pattern due to the cavity resonances is shown."]},{"cell_type":"code","execution_count":9,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(8, 4))\n","\n","ax1.plot(\n"," sim_data.monitor_data[\"monitor_time_0\"].Ey.t * 1e12,\n"," np.real(sim_data.monitor_data[\"monitor_time_0\"].Ey.squeeze()),\n",")\n","ax1.set_title(\"FieldTimeMonitor data\")\n","ax1.set_xlabel(\"time (ps)\")\n","ax1.set_ylabel(\"Real{Ey}\")\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["We first construct a `ResonanceFinder` object storing our parameters and then call `run()` on our list of `FieldTimeData` objects. This will add up the signals from all monitors before searching for resonances. Additionally, the `ResonanceFinder` class has the methods [`run_raw_signal`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html) and [`run_scalar_field_time`](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html) which are helpful case the signal takes another form.\n","\n","The `run()` method returns an `xr.Dataset` containing the decay rate, Q factor, amplitude, phase, and estimation error for each resonance as a function of frequency."]},{"cell_type":"code","execution_count":10,"metadata":{},"outputs":[{"data":{"text/html":["
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decayQamplitudephaseerror
freq
1.541813e+141.697680e+112.853158e+03910.3311550.8067300.003234
1.565147e+141.050417e+134.681052e+01345.3886182.0843780.041756
1.568775e+142.717331e+081.813710e+06389.3768432.5597570.002555
1.592080e+146.269166e+127.978200e+01208.164442-2.2193130.036356
\n","
"],"text/plain":[" decay Q amplitude phase error\n","freq \n","1.541813e+14 1.697680e+11 2.853158e+03 910.331155 0.806730 0.003234\n","1.565147e+14 1.050417e+13 4.681052e+01 345.388618 2.084378 0.041756\n","1.568775e+14 2.717331e+08 1.813710e+06 389.376843 2.559757 0.002555\n","1.592080e+14 6.269166e+12 7.978200e+01 208.164442 -2.219313 0.036356"]},"execution_count":10,"metadata":{},"output_type":"execute_result"}],"source":["resonance_finder = ResonanceFinder(freq_window=(freq_range[-1], freq_range[0]))\n","resonance_data = resonance_finder.run(signals=sim_data.data)\n","resonance_data.to_dataframe()"]},{"cell_type":"markdown","metadata":{},"source":["The microdisk cavity has four resonances, two of which have high Q-factors above $10^{3}$ and minor estimation errors. One can use this information to filter out undesired modes. The following graph shows the highest Q-factor resonances as peaks in the Fourier-transformed field data."]},{"cell_type":"code","execution_count":11,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(7, 4))\n","\n","time_response = sim_data[\"monitor_time_0\"].Ey.squeeze()\n","freq_response = np.abs(np.fft.fft(time_response))\n","freqs = np.linspace(0, 1/sim_data.simulation.dt, len(time_response))\n","plot_inds = np.where((freq_range[-1] < freqs) & (freqs < freq_range[0]))\n","ax1.plot(freqs[plot_inds], freq_response[plot_inds])\n","ax1.set_xlabel(\"Frequency (Hz)\")\n","ax1.set_ylabel(\"Amplitude\")\n","plt.show()"]},{"cell_type":"markdown","metadata":{},"source":["## Cavity Mode Field\n","\n","Lastly, we will see the field of the cavity mode field distributions. So, we will rerun the simulation using `FieldMonitors` to get the frequency-domain fields at each cavity resonance. Here, an [Apodization](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ApodizationSpec.html) object is employed to exclude the source signal from the Fourier-transformed fields."]},{"cell_type":"code","execution_count":12,"metadata":{},"outputs":[{"data":{"text/html":["
[11:35:52] WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m[11:35:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"},{"data":{"text/html":["
           WARNING: Default value for the field monitor 'colocate' setting has  \n","           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n","           colocated to the grid boundaries. Set to 'False' to get the raw      \n","           fields on the Yee grid instead.                                      \n","
\n"],"text/plain":["\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n","\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n"]},"metadata":{},"output_type":"display_data"}],"source":["# Apodization to exclude the source pulse from the frequency-domain monitors.\n","apodization = td.ApodizationSpec(start=t_start, width=4e-13)\n","n_modes = resonance_data[\"freq\"].size\n","\n","# Field monitor.\n","mon = [\n"," td.FieldMonitor(\n"," center=[0, 0, 0.04],\n"," size=[td.inf, td.inf, 0],\n"," freqs=resonance_data[\"freq\"][i],\n"," name=\"field_xy_\" + str(i),\n"," apodization=apodization,\n"," )\n"," for i in range(n_modes)\n","]\n","\n","sim_field = sim.copy(update={\"monitors\": mon})\n","job = web.Job(simulation=sim_field, task_name=\"microdisk_field\", verbose=False)\n","sim_data_field = job.run(path=\"data/simulation_data.hdf5\")"]},{"cell_type":"markdown","metadata":{},"source":["Two high Q-factor whispering-gallery modes are well confined within the microdisk, whereas the others have an intense energy leakage."]},{"cell_type":"code","execution_count":13,"metadata":{},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAd0AAAY1CAYAAABnjQQPAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOz9ebxlV1nnj7/XsIcz3LluzZWJJJWQEEwninFgFJEIDYptq1Em9Ys22ggGJI1fgVYEgf6+0F8rQ4uMMmlAVEycSKLYBMMkEAhkJFPNVXc6w957Db8/1j7nnnOHqntvVSpVqf3O66Tu2WcPa4/Pfp71rM8jvPeeioqKioqKikcc+Wg3oKKioqKi4kyhMroVFRUVFRUnicroVlRUVFRUnCQqo1tRUVFRUXGSqIxuRUVFRUXFSaIyuhUVFRUVFSeJyuhWVFRUVFScJCqjW1FRUVFRcZKojG5FRUVFRcVJojK6pyHvf//7EUL0P1prtm3bxs/8zM9w5513PtrNO2P53Oc+xy/90i9xxRVXkCQJQgjuu+++NS//1Kc+dei89j4/9mM/dtTl/umf/qk/78GDB4d++9M//VOe//znc84551Cr1Tj//PP51V/9Vfbs2bORXTwu/vZv/5YXvvCFPOEJTyCKIoQQa1ruaPu3Er3744tf/OKKvz/nOc/hnHPOWU/TKypOGPrRbkDFxnnf+97HRRddRLfb5d/+7d9405vexE033cQdd9zBxMTEo928M45//ud/5p/+6Z+4/PLLGR0d5eabb173Os477zz+/M//fGja+Pj4qvMvLCzwy7/8y2zfvp2HH3542e+vf/3redrTnsbv//7vs2PHDr797W/zu7/7u3z605/mK1/5Clu2bFl3GzfKpz71KW699VYuv/xykiThS1/60jGXOdb+VVScdviK0473ve99HvC33Xbb0PQ3vvGNHvB/9md/9ii17MzGWtv/+21ve5sH/L333rvm5Z/ylKf4Sy65ZF3bfPnLX+4vv/xy/9u//dse8AcOHBj6fd++fcuWue222zzgf/d3f3dd21qNe++91wP+pptuOup8g8fn5S9/uV/L4+dY+7cSq90fPX78x3/cn3322cdcT0XFI0EVXn4MceWVVwKwb9++oelf/OIX+c//+T8zOTlJmqZcfvnlfOITnxiap91uc+2113LuueeSpimTk5NceeWVfPSjHx2a76//+q+56qqrqNfrjIyM8MxnPpPPf/7zQ/O84Q1vQAjB7bffzs/+7M8yNjbGli1beOlLX8rs7OzQvH/8x3/Mk5/8ZDZv3kyj0eAJT3gCb33rWymKYmi+pz71qVx66aXcdttt/PAP/zD1ep3zzjuPt7zlLTjnhuadmZnhN3/zNznvvPNIkoTNmzdz9dVXc8cdd/TnyfOc3/u93+Oiiy4iSRKmp6d5yUtewoEDB9ZxxIeR8uTeTv/6r//Ke97zHv70T/8UpdSK82zevHnZtCuuuAKlFA888MDQ9EfimAyy3uOzlv07EfSu15U+L37xix+x7VacmVRG9zHEvffeC8CFF17Yn3bTTTfxgz/4g8zMzPCud72LT3/603zP93wP//W//lfe//739+d71atexTvf+U7++3//79x444186EMf4r/8l//CoUOH+vN85CMf4XnPex6jo6N89KMf5b3vfS9HjhzhqU99Kp/73OeWtecFL3gBF154Iddffz2vfe1r+chHPsIrX/nKoXnuvvtufu7nfo4PfehD/O3f/i2/+Iu/yNve9jZe9rKXLVvf3r17ueaaa/j5n/95/vqv/5pnP/vZXHfddXz4wx/uzzM/P88P/dAP8e53v5uXvOQl/M3f/A3vete7uPDCC/v9mM45nve85/GWt7yFn/u5n+Mzn/kMb3nLW/jHf/xHnvrUp9LpdPrr6/UPDh6rR5K7776byclJtNY87nGP43Wve91Qe3p0Oh1+8Rd/kd/4jd/gP/2n/7Subdxyyy1Ya7nkkkv609ZzTE4Gx7N/Pay1GGOWffySwmq/9Eu/xOc///mhz6tf/WqAoWNUUXFCeLRd7Yr10wuf3Xrrrb4oCj8/P+9vvPFGv3XrVv/kJz/ZF0XRn/eiiy7yl19++dA0771/znOe47dt29YP+V166aX++c9//qrbtNb67du3+yc84QlDYcL5+Xm/efNm/wM/8AP9aa9//es94N/61rcOreO//bf/5tM09c65VbdRFIX/4Ac/6JVS/vDhw/3fnvKUp3jAf+ELXxha5vGPf7x/1rOe1f/+P//n//SA/8d//MdV9+WjH/2oB/z1118/NL0Xdv2TP/mT/rQPfOADXinlP/CBD6y6vpXYSHj5da97nf+TP/kT/9nPftZ/5jOf8b/2a7/mtdb+yU9+8tAx99773/zN3/TnnXeeb7fb3vvFY36s8Ovc3Jy/+OKL/a5du/z8/Hx/+nqOSe889T533XWXB/w//dM/DU03xqzajmOFlze6f94v3h9H+xwtvPyv//qvPk1Tf80116x6rVZUbJTK6J6GrPZQufjii/2RI0f68915550e8G9/+9uHHoZFUfg/+ZM/8YD/5je/6b33/qUvfalPksT/1m/9lr/pppv6D7se3/zmN1c0pN57/6u/+qteSulbrZb3fvEBeccddwzN9653vcsDfu/evf1pX/7yl/1zn/tcPzk5uWx/br311v58T3nKU/zWrVuXbftnfuZn/EUXXdT/ftVVV/kLL7zwqMfvmmuu8ePj4z7P82XHZevWrf6nf/qnj7r8WtiI0V2Jt7/97R7wn/zkJ/vTvvCFL3il1NCLxVqMUqfT8T/yIz/i6/X60LH1fn3H5EUvetExjRrgn/KUp6zalqMZ3Y3uX4/e/fHBD37Q33bbbcs+P/RDP7Sq0f3mN7/pJyYm/NOf/nSfZdkxt3W6ccstt/RfuAH/qU996hHd3tzcnH/FK17hzzrrLJ+mqb/qqqv8v//7vz+i2zzVqbKXT2M++MEPcvHFFzM/P8/HP/5x3v3ud/OzP/uz3HDDDcBi3+61117Ltddeu+I6ekMw/uiP/oidO3fy8Y9/nD/4gz8gTVOe9axn8ba3vY0LLrigH2betm3bsnVs374d5xxHjhyhXq/3p09NTQ3NlyQJQD9Uef/99/PDP/zD7N69mz/8wz/knHPOIU1T/v3f/52Xv/zly0KaS9fXW+fgfAcOHOCss846ylELx2VmZoY4jo96TE4Ffv7nf55rr72WW2+9lZ/4iZ8A4KUvfSk/+ZM/yZVXXsnMzAwA3W4XgLm5OZIkYWRkZGg9WZbxEz/xE3zuc5/jb//2b3nSk5409Pt6jskb3vAGfu3Xfq3/fc+ePfzn//yfede73sUVV1zRn760DWtlI/u3EhdffHE/z2GQsbGxZf3ZAA8//DA/9mM/xs6dO/nkJz+56rE4nWm1WjzxiU/kJS95CS94wQse8e390i/9Et/4xjf40Ic+xPbt2/nwhz/Mj/zIj/DNb36THTt2POLbPxWpjO5pzOBD5WlPexrWWv70T/+Uv/zLv+Snfuqn2LRpEwDXXXcdP/mTP7niOnbv3g1Ao9HgjW98I2984xvZt28fN9xwA6997Wt57nOfyx133NE3eCuN73z44YeRUq57mNJf/dVf0Wq1+OQnP8nZZ5/dn/7Vr351XesZZHp6mgcffPCo82zatImpqSluvPHGFX/fqLF4JBlMQrr99tu5/fbb+Yu/+Itl8z3ucY/jiU984tAxzLKM5z//+dx00018+tOf5hnPeMay5dZzTM4555yhca69sci7d+9e0citl/Xu34lgbm6Oq6++Guccf/d3f8fY2NgJXf+pwrOf/Wye/exnr/p7nuf89m//Nn/+53/OzMwMl156KX/wB3/AU5/61HVvq9PpcP311/PpT3+aJz/5yUB4Yfurv/or3vnOd/J7v/d7G92N05rK6D6GeOtb38r111/P7/zO7/CTP/mT7N69mwsuuID/+I//4Pd///fXvJ4tW7bw4he/mP/4j//gHe94B+12m927d7Njxw4+8pGPcO211/aFDVqtFtdff30/o3k99NbR84ABvPf8n//zf9a1nkGe/exn8zu/8zt89rOf5elPf/qK8zznOc/hYx/7GNbaZR7fqcYHPvABAL7/+7+/P+2mm25aNt/73/9+PvCBD/BXf/VXQx5Ez8P97Gc/yyc/+Ume9axnrbidU+mYrGf/TgR5nvMTP/ET3HfffXzuc59j586dJ3T9pxMveclLuO+++/jYxz7G9u3b+dSnPsWP/diP8fWvf50LLrhgXesyxmCtJU3Toem1Wm3FxMszhcroPoaYmJjguuuu4zWveQ0f+chH+Pmf/3ne/e538+xnP5tnPetZvPjFL2bHjh0cPnyYb33rW3z5y1/uexNPetKTeM5znsNll13GxMQE3/rWt/jQhz40ZEzf+ta3cs011/Cc5zyHl73sZWRZxtve9jZmZmZ4y1vesu72PvOZzySOY372Z3+W17zmNXS7Xd75zndy5MiRDR+D3/iN3+DjH/84z3ve83jta1/L933f99HpdLjlllt4znOew9Oe9jR+5md+hj//8z/n6quv5hWveAXf933fRxRFPPjgg9x0000873nP64dyP/jBD/LSl76UP/uzP+OFL3zhUbd94MABbrnlFgC+/vWvA3DDDTcwPT3N9PQ0T3nKU/rzaq15ylOewj//8z8DYXjMm970Jn7iJ36C8847j263yw033MB73vMenv70p/Pc5z63v+xKXkdPiOMHf/AH+xEOgJ/6qZ/ihhtu4HWvex1TU1Pceuut/d9GR0d5/OMfD7CuY7JRvvvd73LbbbcBIUsb4C//8i+B4D33vOT17N+J4JWvfCWf/exn+f3f/30WFhaGjtH09DSPe9zjTuj2TlXuvvtuPvrRj/Lggw+yfft2IHRN3Xjjjbzvfe9b14s7hOjIVVddxe/+7u9y8cUXs2XLFj760Y/yhS98Yd0G/DHFo92pXLF+jjb4v9Pp+LPOOstfcMEF/ezR//iP//A//dM/7Tdv3uyjKPJbt271T3/60/273vWu/nKvfe1r/ZVXXuknJiZ8kiT+vPPO86985Sv9wYMHh9b/V3/1V/5JT3qST9PUNxoN/4xnPMP/27/929A8qyW99No9mFz0N3/zN/6JT3yiT9PU79ixw7/61a/2N9xwwzKxhdWEI170ohctS4o5cuRIP3kjiiK/efNm/+M//uNDiV1FUfi3v/3t/W03m01/0UUX+Ze97GX+zjvvXNbm973vfcu2vZSbbrppzUlFS6fdeeed/uqrr/Y7duzwSZL4NE39E57wBP+mN73Jd7vdY257tWO+WntWatNaj8lS1iqOcbSs4he96EUb2r+jbWet4hi9zPiNtOt0hiWJVJ/4xCc84BuNxtBHa91PpOud66N9Xv7yl/fXedddd/knP/nJHvBKKf+93/u9/pprrvEXX3zxyd7dUwbh/ZJBaxUVFRUVj3mEEHzqU5/i+c9/PgAf//jHueaaa7j99tuXiZE0m022bt1KURT9KMVqTExMLJMXbbVazM3NsW3bNv7rf/2vLCws8JnPfOaE7s/pQhVerqioqKjg8ssvx1rL/v37+eEf/uEV54miiIsuumjd6240GjQaDY4cOcLf//3f89a3vvV4m3vaUhndioqKijOEhYUF7rrrrv73e++9l69+9atMTk5y4YUXcs011/DCF76Q//W//heXX345Bw8e5LOf/SxPeMITuPrqq9e9vb//+7/He8/u3bu56667ePWrX83u3bt5yUteciJ367SiCi9XVFRUnCHcfPPNPO1pT1s2/UUvehHvf//7KYqC3/u93+ODH/wgDz30EFNTU1x11VW88Y1v5AlPeMK6t/eJT3yC6667jgcffJDJyUle8IIX8KY3vekxOyRrLVRGt6KioqKi4iRRFTyoqKioqKg4SZxRfbrOOR5++GFGRkb6wgwVFRUVj1W898zPz7N9+/aTXnqyYmXOKKP78MMPs2vXrke7GRUVFRUnlQceeOCkK2396q8+jy9+8dt8/vPfQOszytQclTPqSCzqx0qg8nQrKioe63jAnXQ98W984xu8//03Mj09znvf+1pe9rK3n9Ttn8qcUYlUc3NzZdacojK6FRUVj308YJmdnWV0dPSkbfXZz/5+Lty9ix/8gUt5xSv+iDvv/C7NZvOkbf9UpgryV1RUVFScMP75n/+ZW2+9nde97uf5yRc8mXPO3cbb3v7rj3azThkqo1tRUVFRcUJwzvHqV/8qr73uGqamxhBC8Na3/gr/6+0fY+/evY92804JKqNbUVFRUXFC+MhHPsKhQ3P82q8t1u/+gR+4lB/90e/l9a//fx7Flp06VEa3oqKiouK46Xa7vO511/K7v/uLpGk89Nubfv+X+eAH/55vfetbj1LrTh0qo1tRUVFRcdy84w9fwdTUKD/7c89Y9tuFF+7ipS+9mte85pcehZadWlRGt6KioqLiuDh06BBvefOf85Y/eNmqIhz/7++8iFtu+Sq33HLLSW7dqUVldCsqKioqjov/+T9fxlVXXcoznnHFqvNMT4/zmt/6Wa699mU4505i604tKqNbUVFRUbFh7r77bt7znr/hLX/wsmPO+4pX/BR79hziE5/4xElo2alJZXQrKioqKjbMddf9Ej/3cz/CpZeee8x56/WUN77xpVx33SvJsuwktO7UozK6FRUVFRUb4gtf+AKf+cytvP4NL17zMr/wwh9lZKTO/+9/v/KRa9gpTGV0KyoqKirWjfee37z2l/mNV/4XduyYXvNySine8gcv4/ff9GGOHDmy5uXe+c53ctlllzE6Osro6ChXXXUVN9xww6rz33zzzQghln3uuOOONW/zkaAyuhUVFRUV6+Yf//Ef+c63H+DVr/6ZdS/7rGd9H1dcsZu3/69XrHmZnTt38pa3vIUvfvGLfPGLX+TpT386z3ve87j99tuPuty3v/1t9uzZ0/9ccMEF627vieSMqjJUUVFRUXFieOihh3jCZecxMlLf0PI/8IOX8sD9ay8889znPnfo+5ve9Cbe+c53cuutt3LJJZesutzmzZsZHx/fUBsfCSpPt6KioqJiY3jAuY19vMday9zc3NBnLQlW1lo+9rGP0Wq1uOqqq4467+WXX862bdt4xjOewU033XSCdnzjVEa3oqKiomJjeH9cRvdrX/saY2NjQ583v/nNq27u61//Os1mkyRJ+JVf+RU+9alP8fjHP37Febdt28Z73vMerr/+ej75yU+ye/dunvGMZ/Av//Ivj9TRWBNVeLmioqKiYoOURndDi3ouu+yyZQpVSZKsusju3bv56le/yszMDNdffz0vetGLuOWWW1Y0vLt372b37t3971dddRUPPPAAb3/723nyk5+8sTafACqjW1FRUVGxcbzf8HJKaUZHR9e8SBzHnH/++QBceeWV3HbbbfzhH/4h7373u9e0/Pd///fz4Q9/eEPNPVFURreioqKiYmP0+nQ3tOwGjfXQKvy6RDa+8pWvsG3btuPe7vFQGd1HCMHas/IqKirOPDzHb3TOJP7H//gfPPvZz2bXrl3Mz8/zsY99jJtvvpkbb7wRgOuuu46HHnqID37wgwC84x3v4JxzzuGSSy4hz3M+/OEPc/3113P99dc/mrtRGd2KioqKio1yfH2662Hfvn38wi/8Anv27GFsbIzLLruMG2+8kWc+85kA7Nmzh/vvv78/f57nXHvttTz00EPUajUuueQSPvOZz3D11VdvrL0niMroVlRUVFRsjJMYXn7ve9971N/f//73D31/zWtew2te85r1tuoRpzK6J5BVQ8qiCjWvjVNlBNvSh8jG2nWsLoaNhRdPTNtOPGduqbZ1MWBoBq+P0zfUfPI83ccKldGtqKioqNgYj3Ii1elIZXQrKioqKjaEwCP8xoyuOG29++OjMrrHyfGHlE+V8OCpw5ozv8UGj90xHxJqKNx31PYctQ1Hb59YLSR7lPb5gXWu6Tg9Yseo157ecaqu42FWOX6Dz4XHQqi58nTXzWl7p7z5zW9GCMFv/MZvPNpNqaioqDhD8eA2+DlDje5p6enedtttvOc97+Gyyy57tJtSUVFRceZSebrr5rQzugsLC1xzzTX8n//zf/i93/u9o86bZdmQWsnc3Nwj3bxVOHUCCqetaMeqYdINHFshWTH8NxBSXV9Iefi7WHNIV+KXhXHd8PqX/L56d8ZK29zodedWXt8KIefT5Xo6+SHb1Y59leV9pnPqWIM18vKXv5wf//Ef50d+5EeOOe+b3/zmoeoVu3btOgktrKioqDhTOL4qQ2cip5XR/djHPsaXv/zlo5Z+GuS6665jdna2/3nggQce4RZWVFRUnEF4QgRkQ58z0+ieNuHlBx54gFe84hX8wz/8A2marmmZJEmOWibqhHOKiGA8YiG/9WTCbnAYwdpZ3pa1hnVDSHdw3rKtveWP1vZVQsvLt63W0BI7tNxwuwbatIH29H9e1zFZuo4l2z1WW9bLejOrj2Pbq90Tj2qm8CqZzKcXlTjGejltjO6XvvQl9u/fzxVXXNGfZq3lX/7lX/jf//t/k2UZSq3lQVdRUVFRcULwhEzkjS57BnLaGN1nPOMZfP3rXx+a9pKXvISLLrqI3/qt36oMbkVFRcVJp/J018tpY3RHRka49NJLh6Y1Gg2mpqaWTT8TeURCyhsVVlht2RMWmlxLCHW1lzC7bP7Fe38dYeayHcPrGt7msUK7w8+cxXYthpk3FlZee6jbrrjMYqj5GG1YD8dzLa20jhN0LZ22ohSnCtWQoXVz2hjdioqKiopTDY+ojO66OK2N7s033/xoN6GioqLizMVzHMazMroVpxmnRJbyRtd7osKDRwnvLp0nhE2XzhPCumvKHB7a1srb7W1LrGU0Xnn6hts12J6B7a6hHWsNdS+ue3AeyzFZ7zl7pK6jwXWfwGzqKtRccTKojG5FRUVFxQapEqnWS2V0KyoqKio2RpVItW4qo3ua8Yhr3R4zJHg8IcNVQqQnJEQYQqUrZQyLJQIWnmEhCO8dQih6IdahbOajaBqH9Q1vd+m2Vj5e5fZ721kWZu6FmAfmPaYox/IQ92B7hlhyCQ1u97g5kRrZfdaQxX2CxViqUPM6qMbprovK6FZUVFRUbAxfhZfXS2V0KyoqKio2TmV010VldE8DTp3yaUcPER5NDGK53nEPt7YQoR8M9S5d18oh3tXa1fu9n8XbD+/25h/8vrRNw2HdwW0uDSkPhXmHMpIH98MheiX+hrZrB+Zd3oalYeXVw9sr4Af/dANtWxpiHtjuscK3q2Z2L5ltlXYtL3E4yAkU6dgAVaj5aBxHMfrK6FZUVFRUVKyDKpFq3VRGt6KioqJiY1QFD9bNaVVPt6KioqKi4nSm8nQfMdb/PnPq9N2unbXWa11pvmUqUMcaRuRXG8Jz7CE7y4scuIFlwrY8rhxO1BtGtHIEbLA/dbEvd3E7K/fzsmRoEHjh8N712yJw/b5d7ym3v7wvvDdU6Wj9yavt8+L0crvIFfp1lxz71fpb11V04eisrJi1dN2PXr9uj+Ovy7tCHefTmip7eb1URreioqKiYmNUfbrrpjK6FRUVFRUbxB9Hn25ldCsqjhrCXcra67autvzgEJWlIv8D7Vnr+paEWVca1rN0/T11qrBtV052Zai5F9JcqtS0OEwnfHQZHh7eZvi+/Jh4H9bnvClDyeX2vANM8B4GQswrbVuW21wprL1sX1kcGtTb16F1+6UqXcfgmKHs9V0HgeHavkcfQjTACVaiqtgAGz4HldGtqKioqKhYO/54PF2WSZKeCVTZyxUVFRUVG8e5jX3WGV5+5zvfyWWXXcbo6Cijo6NcddVV3HDDDUdd5pZbbuGKK64gTVPOO+883vWudx3Pnp4QKk/3UeZ0zFheC2vPXl0Mea4YbhbHzlpdGtrthZYHpx+tzu1iaHc41Bv+NmWYeck2y/VKGS/+LTRChKxiuWS7Q9srt2W9Kbdjcd6E7QqJcwaBw2FYlrnM0UPaK+3jcAg9fHeYvuKWEHIgpL3CsV4hS3m1cPJ6spaHt3Wsggundhh56X18xihXHdc43fUtt3PnTt7ylrdw/vnnA/CBD3yA5z3veXzlK1/hkksuWTb/vffey9VXX80v//Iv8+EPf5h/+7d/47/9t//G9PQ0L3jBCzbW5hNAZXQrKioqKk55nvvc5w59f9Ob3sQ73/lObr311hWN7rve9S7OOuss3vGOdwBw8cUX88UvfpG3v/3tldGtqKioqDgNOc4qQ9Za5ubmhiYnSUKSJEdd1FrLX/zFX9BqtbjqqqtWnOfzn/88P/qjPzo07VnPehbvfe97KYqCKIo21u7jpDK6J5njDievU3RgzQyG+lbNYF6taAGsVs9WrEEwYVCowq8Ybh7MZj3WDS6RUg+FlaWI+uuXK4hl9Nbt+mFl2w8xu34I2A1se3HdSsb99Suh+3/3MpeVWH6Lee9wOJQvym0U/VCz80VfsAInV9ymGNrHxXD20far9917ixcOXBDncM6s6Zj2OFoN4aXbX7rP/b9xQ/Mu/rZaiHmV9q0pFH4C2EB27hlVJOE4Eqm+9vWvMTY2NjT59a9/PW94wxtWXOTrX/86V111Fd1ul2azyac+9Ske//jHrzjv3r172bJly9C0LVu2YIzh4MGDbNu2bWPtPk4qo1tRUVFRsUH8xocMec9ll13GLbfcMjT5aF7u7t27+epXv8rMzAzXX389L3rRi7jllltWNbxiyZg7X/YjL51+MqmMbkVFRUXFxjjORCqlFKOjo2teJI7jfiLVlVdeyW233cYf/uEf8u53v3vZvFu3bmXv3r1D0/bv34/WmqmpqY21+QRQGd3TgUcqpLyhbSyGmAfDwiEsOJDFumLIceU6t2Iga7YnTjGoU+wZDO0uF6oY1D/uhV0X/41QZaavFNGANnMpMoEcCL8uhpU9Fu8dxuVD0wfbLpBEqoYUEUomKKFRREgREQK+EUos7zfyOJy3GLIQWiaEl60rv0uDcwVOmGXb64Wsw/6pZSIcvTBzCJXbge0V/TB5b3+dM0ipQ7a0oC+Ssfx8DYeT5VDIfOXQ8tIsaDFwPvv1jJeFje0Kyx7FizoZ98XS7VRiHMt5FKsMee/JsmzF36666ir+5m/+ZmjaP/zDP3DllVc+av25UI3TraioqKjYKL1EqpMwTvd//I//wb/+679y33338fWvf53Xve513HzzzVxzzTUAXHfddbzwhS/sz/8rv/IrfPe73+VVr3oV3/rWt/izP/sz3vve93Lttdee0EOwXipPt6KioqJi45ykcbr79u3jF37hF9izZw9jY2Ncdtll3HjjjTzzmc8EYM+ePdx///39+c8991z+7u/+jle+8pX88R//Mdu3b+eP/uiPHtXhQlAZ3ccQxxu0WE/YbLUQ83LWq4XcY5mgQ5k9PCjwMLyN4dCyFFE/DKtlPYR7RQj3ijL4K8rQ9NLteiyuDMkan2F9MRR2Ds1VSKGJZB0tEjQJkUiJfIJCE/kYjUI5jRzYOVdKU3jh6IgOVhgKkVH4LkZmGF+GmH2B9Vl/W70wsiqzoyNRX3UfwnaKsB0c1hc4X/T3qRdqRi4PMUt0P4N8uEziyqULV8OLpeevd65WK93H0Py9vVg/x3MfVKHjdXMSi9i/973vPerv73//+5dNe8pTnsKXv/zl9W3oEaYKL1dUVFRUVJwkKk+3oqKiomKDVEXs10tldE9r1h+oWD3DdDUxjNVYFG3oZx4LtUq4ebjcXf/vFcUVFjOge9m3UJbBYzCbeSDjeUCDWArdz1hWMkGKiFSOoohCGNhHaBI0GuklCo3yw6XovHAYQsZyJrtYCowo+mHmXpuViKj7URKfkviYhIhYKBKpiJRAS0EsJXIgdO48WO+x3tMxjsxZcmfJKMhETia65KKDESG0Pbgt7SMU0VD4Wni5rO0OTyFyDAZDhpFlmJzwr/EZ3jusD8fNeYOQcihDe/DcLC1XeLTzNHhuetfC0vM11N7+NLsOARQ41rW/9BpcW6nAwWWqUPOa8GzceFZGt6KioqKiYp08ikOGTkcqo1tRUVFRsTGOq57umWl1K6P7GGSt5dWONl8Ixy39faWQ2+B8QSAjlORbLpCxNLS8VDt4sD0rhcEHhR16OsKDSBlEKUJYWaNlghYpNTFG7GskLiXyETGaCE0kJJFQaCXQS2ThemHgzFkKHNY5LLbMB/Zl3rCiKWPqWpEoSV0LalqQKkiVIJaeuqLMCvY4BN5D4QWFg7lC0bURHeNpG09mHW1rybylcJYCQ3mUUCiUkERItJDEajhsDWC8x5ftbruCAkOOoRBFP2xd0KUQHby3SG+wSBwRzhVD6+qdF2DVczOkp1yem/55WSqGMfAdWCI2stbQ8sriKmthLZrQFRuk6tNdF5XRraioqKjYGCdxyNBjhcronnGoY/xejkNdMRGlN23pm+1yb3c1VvNyB2UNYfUxvEMF5wc8pLBO1Zd71CIhFjW0SGm6MWKfUCMhEYpUamIliaUgUeGjBOhlniPkLsI4j3FgXEiA6u2tEoKxRNLQMBLBiIamdjS1o64cqbI0tEFJ3/d0rRMUTpI7yeE8YsFIFoxk3gjmC0nLaDLr6RpP4X1/O1oKtAQtBZGASC5vqy0/xnnmC0VuHV1nyLyl4yNyEZOJhK5Q2DK5SoiQCOdlvOxYLv69ipc4MBbXC4vwDovpnahl3u3KHK1wPawmM7mctV3XFSeaKry8XiqjW1FRUVGxMSpPd91URrdiCUs9hkXPd9FjWXloxVBd3LJfF98Tux/wWFbwcnvFCIRQy2rD9rwuP+CtDPfv9tqo+kUHtEiIRJ3E16n7OqmIqQlNTStSJahpSaoglsFLjQRoCVKElvb2qmuhcILCCYz32PLFXgpQAqYSGNWeydgwGReMxTkjSU49zUlSQzpaIBX9lToLNpMUmeLITJ35LGY2jzmcRxzONXNG0DKSrvUUbnE7Wggi6Ylk8HLVQDudB+Og8KGtXQtaKjpGEFtJx1iUl3T9onqVEV0kEit0Wct3sR+2dw6G+nEHrovBCIMrFbx6vrz3Dif6My4ratAb8rW0P3iY5R7tsJd7LK+2ouLUpTK6ZwTH85DqLWtXTKBZebzk8hBz3wgPLTk8Vrf3sJdlZR45UD1naWWangF2AxWJevMrNLqUZEx8SkJETWgaWlHTkpoWNDQh8Ul5xiNPIj2R9CjhhxKUMivInMCUyU/Wi74ZUQK2JIZNScGWepvJkTbN8Yx43KPGJHIkQk6MQ6xAypBwklt8YfELOSMPzpLPCBZmEg7P19nXrnMwi5gtFF0nsL4Xxg5t02Kxnb02hoSv8FKQOUHXhReF0D4Z9gfAhIoszns8jq5My+OqUFicWDyniy89w8e+d/y9l4vz+yIY2TKcLIREerArJEQtN64rhXyPlix1Iq7j1bZbsVF8FV5eF5XRPR0YfFiJlb3M4xXKODaDIhgDTfPLPZm1aDH3+3Z7fbAyCQag9HgVpUayCN6Z9ktKcQn6D35XPkQlCuklmoTYxf1+3Ok4pRlJRiLBaCwYjTyj2jEWWcYiw7ZGm1pUUEsL0nqBVB5bSHTikMozdyjhyEIdYyVaOaTwaO1xOsKIBLQmF5u4l4S5mZiZQ5ojRjNTwAPdjDYZBoNGUydhVEWMasF5dce4NoyqjNp4xpbRgi3WIEwXaTO89Tgv+tudaLYZncqQkac7q1GRw1lBtx3R6UZ0ioiFPGK+iLi/nTBnJHOFZC4P/cULhaJlIhZcBA5ykYfygtINHUMA6ZefQyfCfJYgEmIp8CIKoiHCYr3BiaI8PRLv7WKf8Sr9uitNX83Qrud63VhW8irLVBnOq3M84hhnKJXRPcNY7cG1arLMksIC4WF2LO83/OZ73s9RXgh6gv09g6vQSCKkUKE2rZd9FSZY9MLKxvVDzL3feipTkY+oEVOXEc1IlsYWJmNXfgomkpyJtMv2s2dRCegpiT5nDG8c5r455u9WPLB3nKimoBlTq0WMjjlUqvBSY4yiU2gKp1BGoqwisZpaITFGIgqwqkZuU5z3SCGIlSBVgqaGWs2RRBKlJErFKO2IpEVLT6QskSqwXcPcrKToFMwUMQfuMSSR4XHfN4s+ZxShJea+WcyhLjaD9pGYmbka1gtqeUQkJAKBEIL+i5mJyVwNhcYSh0IILPd0e/Tr75ah4UIEdSvhJY4CBKVX7hCoFerkDl9P4VpZ2dtcvD5XN7ZHLbTQUwzbkCJVxfqpEqnWS2V0K47K0tDisJFdbnxXYqn3O9hnGD7he8/gLpU8lEgiHyMRfdnDQcPgcP3vElGOwVWkUlFXitFYMBHDZOyZ7oWDGy02TbSojRU0nrUdf6SFfXCePZ/ucP/CNFm8jYWogd4ak0SQSktNWSSGuLBI4TFeUlhFbiWFVxgvcT6EnVMV3jiEELgyJC0JfbSRDH3JSpT9sV5SeMCEQxr6PcFYSe7rdGuaTqzoOkU+Jmi3Cg58rUVyW4tdjf1MXwbJE8cQEw3SOw9Qv2cWe58gbTWIe5KYQhDi8OE4ZUVK4SMKDK58+A0ex953WJSWdDisMODD8Tei6CfDeCx+IDNdeokvZUGPen0tu25WNrZHM7QVjyJVItW6qYzuGcxKD7KjiQisOoynf/MMei9r73/r9eP2vN1BfWTlNRpF4uOyJF/wi4UI/w6vBwSCSEoiIanpIFgxlcBU7NmSFmyvddjUaDO9c4HaxSkYwd3vbXN7toM9osH9LiIHmkYxJgXn44i8w3lB4RXtAro27Jtzgo4NxtZ4gXEC40MfbCIhEp6GEkPPll6LpQj9x8ZD14bltZBo68r+W4eUHufCdp0PxjtzkllV46udlIVinGRuJ2d/3rDVtXh8+jBnX26pXRCzixnSBw2NVp1I1lAiQgpRfiSFiyi8onAav4Jv6vChD5jFfmCDw6IWoxdlJMN7hxQRbl3epGK5t6uOamiPLeayvO+/4iRQebrrojK6pxur9u8eH8fqL1uqEDX4cFv0fo+2hhX67nqh5TKLedDgxj7uh4kjNInQKIJhEiKMXe0ZXSkojXDob46kIJKCmhI0I8HmxLIlLdjVaLFzyyzJiCGaktz/hQn+vbWLW1qeDhkRlqbUjMaasSiEgD0hM7iLwnhP72XCejBe0LWy/7IvRTCqSnhi6VCCfnJWD+uDKpUpk58KJ8kBZxaX1wNJUz2CUQ/tiSWMRQJQzOWGLxYFBZIb88ex6980O12bn77qG0yzwOh8l3jfGEo0guEtFa2sh8JJChdUrBwh0YpyXxxhTHJoq8Pisd5hvC4VuWQ/O92LoEK1+EqkoDde96jXwPCL2coFMNanrnbCwshVOHptVJ7uuqmMbsUKHMsAD3xZwY1bWqnm6OtSoSA8vXByROxjIqIBgxsELSIp+kIRsmd4yyE1Qoj+MJpIhoThmoKRyLOzlrO90easXUdoFWN8ft+5zB5uMG8ELQ9TsQMSIilIyszmmiJIOFIaPAvWl8bKC3IXsplz1zOUwRim0pMoTypDSLqhDVL6xeE9peeaW8Fhp8mdoOsEuaNvVGUp1NHQnkh4lKBvuAWQSM9oLIiUoKYjxo2mKB98hRTsj8b4yzt/kAnb5vLGvZxz9gzyfohEnUhGxErhEeQ27IMjvESE7OaeyIYvhyJ5rA/G2XpP4S3WxxRC9A1u+M8ihQsZz34lgzt4zuWK18igTOgix7qGKuP4aOLxG85e9pWnW/FIIZaOlTmlOXrIeakm84oGeGDaoteyeqhQllnKymsiFg3uYKm8hlbEShD1VJnKPlElIO4bYV96l5AqaKigDnX+pjmK+gRfyR+HjiSNUUFRhAHEWkKsQs5ur681VZ5YenS5zsEhOW1L+BjIjKdwvp8cNRKBjASJIniqytGIC7T0KBFK6RknKKxDoKGA3AnmC5gvoGs9uQ0HMZKCiVRQV4K6YmhIk1KeSREM/4juvQCI/kCtWEFdOWppxN3yAmzu2brlIBcsHCY9VCORCUrocgxyz8iG8LX1kLvePgejWzjIbVDIUja0vxdadjict1ihhjKehZAreDLBEx6Mjqzs1a5+raw+pvfUNb6D979/rLl3lae7biqjW7Eiq2Y5r1Ard9lQoiU309HWtTi2tvR0ve4b3FRqYilJlaQZL4pZBPlGTySCgUmlKw1S6EeNpCdVjs0jjrHpFDt2Dql2bDEFrSLCI8tEJ4cWgoYWQ2NgE+mR5fjWvBz7ahC0LMzncCR3zOQ5c3SwWEaLJuNRhBaKmgLvBVJ4YmmpRQalHFI6nJNYG45F7ATeBw+3Y2Amt8wUBXMsYIQh8Qln+TEmYomPQUmIRfkyID11KPt4F18IjA/epxSeVIX5UuVopAWJrpOPNBlrGiZmZkgPOrpWhhB3aWyLcmxwywgKH8Yo56U337WC3IZjXHhdxqPBYMusc4OlQCJxKxrcgfN+FEO73m6OiorTjcrons4M9e8OTF5m9FZOalopjDc4jnZx1ccI8fXCykcpVj6suTyQ5VoOE4p9jZqvU/MJdRFTU5q6UkHIIhJsTgkax6W2caPUNR6JCyZqHZojGVlXM9OqoWoR49sTVLOGMZrMODpG0zWqNDQSQUh2qinHqLYkpVZyrCxKeoTwGCuZyRKk0WQ2vNC3jOdwnrNH7uFwcS+xGkHyOEbcaDiKPY+bIGAhpUdJh5AgcHgv0KW4xaAQh3WeBdrs514WunuIdZNm/gPEMqERhV7SuvKMaENdG+pxgfdByzm3iq5VZFaGDOfy8If9BFWe/1Qbpjd5xPQYm8/pMPNQF9PKGG90SFLDwnxCbjR7W3VaRtOyqtSFlrQMtIykZUKvbdtKOlYivehnPDthQ0KcLxbPsR8+796v7sWuJUN5tQSp3jXfe/E7mkEe/m3g78qIb4wqkWpdVEb3jGAwS3Qt/azH6mdb2eMQpdfbT2oZHOPL8PCgUJxg8e+QqayI0MRSkaqgHDUShWSoqTiIWYxHhrE4ZyzNGKllNMcykjHHQ3eO0qZOun0U3UxpeYi6DodgIYvoWE3bKjqld+d8SFiKBNS0JdWWmjbE2iJlMI5GClKjyJwklqFAQk0LRnSEKbZQU01SnzKuaowlmpqGRIUkKCHC3hsj8V4ghA9G0oYsZ0cvBO2pacFYojHdUSJ7EZ30LISXjOiImhaldx+Ss1JlSLQhjUzYhpNExiGNRwqFMwLrJS0jyV0IU4ekLYmxgkRJIu2wfoR4xwiqW3Bk/yy12QV2XDCHrEPjjoz5TsJsN2E2j5kpNLNSlSF9QasQOCTWKwqryb1BC432UT9yIXw4t14owtx6SJVstWSpo3myvQS+wbG4a/d2KxWqR4Tjqqd7YptyulAZ3YpVWWpwV6wAxJIH5YCc4OADcZmXOxBaFkiU18Tosg83hJQbpcEdL4f7bEpyJmsdJkY6jExnRJsEeludW/9ygmxsEj1WpysdtcIggYzg7R3JI1qlZ5b3DK6AxHtiYdHCkShLrC2RNkjlS0Mp0coTW0ciHXUdQrmgqOsaxqekSlLXwQtvaKiVIWoA6ySdQiPt4tPFOUHhFNZJIumpSc9YHPqW61ozZUbIbBOPZzSSjEZQ155EOmLp0MoTSUcU2WB0bU+4QmBsMEneQ8dKTJlRHUtJTUkaStHQltg4IhlG4XZ8SjY1xuFWxoFvHeL8qT1sfkKXiYMd5g8kHJmv0ezUSLOYKNcoIZkrRNk/7SmcovCawuvFlyofQsz9c+5lXyLyaAlUy64/IZd5tksNb8UpwEY91srTrTh+HjsD+JcWnB+etvJQD1jinSzJHxssVi8G/lUiInJlprIMBeGDPnKQbJyMHDvrbTaPthif7pBsg+jSzZhvHeKL/7iDO8a3MBLDuLVhkyZc1rmTdK3kQKZZMNApE4ek6GU2C1IfxulI4ZG9MLAACN6qJCQvpcrT9A4RS1IlsD6ITSQKEuGJlev3Cesy0zh3ElMkKx5f58NwopHIkioXEqKsJCvH+1ov+iIbDeVIVakLTehvFsIjRBg1JmWQpuwdb+MFs0XY37AdQU0pmjokpNWVYzQyQ8doRjVZGBvhO4en+Tn9H9SfOkn0jQM09uQ0D+Skcw0iUUMScUgrCtcbcqTIbeiHV/2iFYthZeklyGjxulghp/Co/bSrZMc/Ngzv4PPiNPXE/XFE5c9Mm1sZ3UeKk56xfBRjN3hzH80owuqhvl5BgsHpS+UChZDLhg0t/V2KCCFkmXwTPmFsriIWilgFQYuGJhjc2DGdFOyYmmP8nIz4whHERJ2Hri/4bPdJ3NmWnDMSBowWTiAItWptKTqxYCUPtmEud3RKrzBRgvE4hEtzJUolO4FzEucc3pWZvFbhCElRkXDUdTCUXgfDrIUnla7sow0fN5AFnJUGzXrwCAS+rBhUJjlJR23JcsYJDOHfwoly3HHYvhShJq/xQWZSipAL65zElUlUFtHPiJ7JLVnpZdeUZDSWjMWSkSiMLe4pYhVlWSDn4WDc4ONf/36edue32f68zehdbaLvzBPdZ1GHPVBnXybLzGZB7iSxU2RehbHVIsIRhbG7OIRUCF/0RTRWu9b610w5zS3zcO3Qcks95pVC0avz6PXjPiYzmavw8rqojO4ZwHCYV60yfeVw32AR80Fju3LC1YAHvIpB73m2vULzWiRon5AQkche2b0w/GY88myKDVvrHSYvzIm+bwfFF/dyw99cwN/PK6BgKk7QA2XuCi+wDnIraVnBkRweaHU5JGZpi3liX2dTMUkiJbkOHqXxob8zF4rSLuNcSLjKjcR6iRCeBEc9Ch5nrCxJmZ0sZTm+1SlyI8msKovRSw5mmqwclqME/eStpnaMR3kZ1nYoaZEihJ+NlxRGMl/E2DJZSogwXjY3HtDB45WhsdYpjC33o/SSO8YzUxQcFIfJRZu6GWGqGKNlEiYTQSIUsQoCHr1BYLrMBv+/BzP+L+fw7I/Csy79D5If2sFk/DDizjkcggc7MbkLxj1kNStyG1GUJRU9FodDQ9BoXqNwhRe2P58q8wPc4HU0oIDVu05XCj+vuO4qSeqR4biGDJ2ZVrcyuhUrsjxxarjObTCgw57voDe8lMWwsipVkZJ++b3Yx30vt6ZlP6y8KTFsrXXYMTVLdPEE937Y8L6ZJ3GPO0STJpuilNE4DP+JSgEK74MH1nGChQJmc89Dcg8Hsu9Q2DYT6TmM+VEsMSGfGIyTZE7hTfCULcF4GSfpGNWX8Y+UJ1GGRhQSmZKkIK6VfatGYApFtxvhu4KWCcON9mfQKjy5C8OdGpFgMpYhMUo5mmlBmhboyCJ16Et2Bkyh0AueVqHJrKawpYFDkDmPcSELWuGC0IWTGCf7pQctnsIb5tnHkc59RKpON7kQsm0okTCVlJKQ5XELw6yg4QUTUczBosvHZha47dbv5SV33sc5V08wbg4Ds9y30KDrIro2KHJ1rSd2KoiZ+KTfr2/K7PR+/V2x3IOFRS/W9xPxVL90Y0+Uy4nVvd2KR5eNnoYz1OZWRrdidRb7XtWQZ9sznoO/AygRLqeeMZZDHrMqtZPLbGWRhHq31Ih9QqIUNSWpKxjRnsnIMp1k7JicY2K34ca/2MU/txoUzrJNTtFIJeORZDSGhg79qYKygIAIyVIGKJwn9y08jjQaoyGmyiFJkrgUsbAecqtKoyUprCDzktwKch/G8KbKE1F6t3FBvZERNxx6tAzNFg7dCk+fzChkHozuoa5jf9alI7rUfMrmJCUWkhEtiLUlTQvSkQLVCMIa4PHGY9uOPNcYK8isJvOSrg2ZyBKoW0UiHJEKwhu9kLYsw9c1JanLmAZTdKIjGJeR+xZdbyhcjPOiP68UEBGqIAkh2ZQqtKrRKhJmC8Mf7z+bH/10xpPPnWXiwoLpvRltE15IOga6Sva93YQaePrXSM/r7RninuHsF1PAggiZzaGsgg3ea+nVhmVc/xpa6u1WPMpU2cvr5rQxum9+85v55Cc/yR133EGtVuMHfuAH+IM/+AN27979aDft2ByvRvJ6HzBL5x8K9S56C37QKPamHaUerpS6b2yliIa8115Zvp6esuwb2ZDN2quRq9FIL0uvaFEEY1OqmUoFmxLYnhrObbbZfdYB7j+whVtuP4dWFHH+KEihiWXI6G0qS1M7JuIshGY9ZE7TNqqnyoz3ksv8xUj9eBIl+hWHxiLHiA6Vg7QM/ZptGzFXSGYLyWwBLROOy1gEm9OQIDWeeNK0IBl36AmJnKqB88iuQc4ZoCDPFVE3JFDN5Dn3iW9xuP0dJusXEueXMJGEAvK1OBjcaEoiRzUi1cFqZha5kJPOFbSyiK6VHMo0+7shQSq3nvFEMRaF/RiNHHVl0BLGZEFdCZSI2VGPOS8/i7l8F5kNxQtC365gPApDsOrakkgzdPyaKmLBStpGkzuN83C/13zi7qvI9h7hpx73LaL7p1Gijpa6VArTxIWEfIKMJoUoKChwwmEwvRpFWBnKJvhSycqXhtaVfcDGd8uwssP5ULfXC4vwDuPz5Zf60r7cvie9NDHpBPXjnux7ueIxx2ljdG+55RZe/vKX873f+70YY3jd617Hj/7oj/LNb36TRqPxaDfvkWXwRn/EbtreeleWgVwcWysXPVZRFpsXKoy0FSm9gvPCB4PbK80nvSQqFadCAT9NJCSp1KRKMp4IxiPYFDs2JQWNyHDH4XOxmzcx7QWq8GVGrycWnoZ2NJWlrg3NpCi9XIE25XCdUkMYJJFQ5ZCcIK4xGlma2lJThkhaCqdoe4310HHB4O7rWA7lGbGQuFpCXQsmnMSVnYxCAkoipMTjEUqCBqFCNrGWjkR5RnTEFnMuteYYo24yjL1VYTyvlA6hKJeTICVCCrzyQYKK0MebO8mCERzJPXs7GfO+y3Y3AoSQfMOHvtne/kDQgh6NFGORYj6RtE0omKBLicymDga3oQsSbftJWYmxFFYQSUUsJLkX/eOeSqg/bozvLFxAIzrIpqQYCmuDJLcxkZP9soHGh3KAwbQaDAbLouE1IhhW64vSy42wokD68qWwV1ShlI4cDDGvfP0+ApzAwiKPSars5XVx2hjdG2+8cej7+973PjZv3syXvvQlnvzkJ6+4TJZlZFnW/z43N/eItvGkcJwGeDh5agObHwg3DxpcSejPG/Roe2X5eoY2FhFaiNIIChIpiZWgoSUTMWxOHTvrGaNRztzoFtKJRhDet2E8q/WlBKLy1Mu+1UZkqMUFANaGhKeQCRwyhrX0jOggG9nUlqY2NKOCNCqIy7Gu7W6CcQIlNMYFXeUjec4D8m7qjFHLtzOZaHJXFj2wEm8B6/Cm7I+0rv/wkRJi6agpx+Z6RJRNkNkxkkgykQjG4pBMJQdkg711COfCKbUOrMNaHZKnXBj+M5tb9oj9HHL3UMufxEhUw7ie/rSlERekcYGUjlpeMFZEjBURC0azYBSZDWUGI+lplC8daWSCCpcKjY9V6N8WhUcJTbsU8wia1i7IUE6OshAnjPv9wUMmwSERCHKnSK0kcw7jIgpvMWWFIoslI8dgsSIYYOEXtZitLxDCoDxYUYRuigGDu56H9HGHnytDuya8Z8MFD87UTt3TxuguZXZ2FoDJyclV53nzm9/MG9/4xpPVpJPPCTTAQzKSLKmd25tlMHu5VJQaLDyvfERE3De2kY9QqGBkEdSULmvdin6RgFRBMxJsTy3baxmjqWF01ySqrsmMpWsVoqw92yuVF5SZgmxjog1RZMv2hfqzkbRBEEJapJDEwlErvbpmWlCr5URpSFwC4AgUVjJvInQ5Ttfi6LpZlAwesCuHFRkXVKVcDr7r8V0TjGZhIfd4G9oRKceINuysaSZjgfUKJYKU42hkGdFBUcpbwnKZ7acR+9zhu35Rvap8ibAeMlosdPdgay4MWyoNfD0y1NOMWsOgYkfdFBTdnEYnptGNaJqIjlHkpQxjLB2RDMIgWlu0DteClI40t1gng5fqF3vmQzUnT6osY1PgRqYQ9x9hp8+QJMQyeL1dG4ZrhSIJisK5IKThLcJLLJaCAoXGCk1BvlhAwRdYAcI7ZAhIr+rhrjRO97iMbWVoN8ZJ8nQ30sV4880387SnPW3Z9G9961tcdNFF623xCeG0NLree171qlfxQz/0Q1x66aWrznfdddfxqle9qv99bm6OXbt2nYwmbpDVbvo1XNUnzAD3wngr9+32vNzB2qm9OriJT4dq4EZCESGJpCSRkrpWQUyiNLapEjS0ZyxynN3oMtawbDpvFBnLfrUd2y8OH0Y4hnIFIXlISY+UQSTC+2AQ6JfAC16x8JZGZGjGBc00I20aoqZD1cpyRNZTyw1FUdAoIhpKU9eSEZWw2Z9P6lLqSUi6kuW6nZPYXCLbDmTwsn3usRnYIhyzRBtGY8HZhLCuK4sgaAmJNKQ6GBFbSETboaxFxOU5sGA7QeIRwnZjBXUtmcq2IZuaEZKghKUcjVKLudYwxGMOWQvjgHTHoBcc0YIh6jp0HpHZ4M2L3hOvFNoI5zZ46aqsiiRZPAc+XBroMjyipKfW8NQuHEPfO08ku6QqxnpNy4jS8Aoy68msJHcO4yTCCAoUyisKTFkiQZKXnqyhJxsp8b1krBWu5960pf+um3Ub2uO4Rx+LeE5amPh4uhi//e1vMzo62v8+PT39SDd3VU5Lo/trv/ZrfO1rX+Nzn/vcUedLkoQkWVkR6NRhLTf9Om/0oz5IBpcZ9B6WXwqrGt4B3eTBwvNLa+DGMkg6xmUYeTwWJEpQ1z4oQumQzDQZG8ZGPJsfN4bQCmsFhZF0raJtVSnhKMpSewKrggyh86Gij3MC58AYjXEq/FaalaDqZKknOWnTEI871IhE1DRCSXzhiBZyallBIysY0RHjkaRb0yT5NImUbEoFE1HoR9YyDOsxuUS0PS4vi8AbiTPgbNBajiLDqLaM1rurngnvBSYLy0kNUrt+yN8Z0S+O0NCOiciT1yRajLHFNJlKNeMRjJQefK1WEDUdclQiUw0SRGoQ2gGmlIkMfdJehGFQQcpRoQyAQUpwjtKrlliCQEfuRCkpGYYjda0iMsFLVhqmHzeCuK/FyPwCzjeZN4p5I+hYaBtJZj1dq+iWL1KZc+ROhGIJXlAI0c9mViLDexs0m31o+0rX5er0rumjzLMmQ3u8xvjMMcIbr6e7vvk30sXYY/PmzYyPj6+zhY8Mp53R/fVf/3X++q//mn/5l39h586dj3ZzNsCJDGENruv4bvK+iDxumbEdVArqj9XthZhLj1ejl9XATZUkUZJUB892MglZxyPahaxbbZhMMqY3Wdi8DVeOd82MomUi5o1mrlDMG0nbhHGuEMa4prKUIOwlTjnIjC6rCWmyUqVJlx6xUh6dOGRaGtx6hJASEoeqFURpGAo0Whg2OYkWiolE0VAwElnGI8tYnJdiGC7063YE1oi+mlWvsIFSlihy6MQRjzpkLPoJQS73uBxMV9JZ0BRF1F+uJ+colS+9TkctMoyXXn6iFBOxom01dQXjsWW07NOOUouqCWSqEc1o8QopDDpxqLZHydBxEEoBaoyTmFJ8I3H93K2gp+wkWalXvWBCiT8hIHeKptZ9rz/xIQlr7Kwx5h6SnO9bHM4S5oxmtpD9c9cygtiC8wplw1UjSsOLB0eQsVy8rlz/eutd2SurTvWGHp0II3dq3punNKFC5oaXtdYuy7VZq7O0li7GHpdffjndbpfHP/7x/PZv//aKIeeTxWljdL33/Pqv/zqf+tSnuPnmmzn33HMf7SY9ohyrruhSjjcnoR+mIzzIvAhjJb1wiyIYLBrenpfbG2ub+IS6SEilKkvyBZGLRgRNDWOR55xGzmScs6neYXKiRXOb4et3nM39jW2M5UVf5GGu0BwpFIcyweHMcyQ3eA9jsWIqEVgUntDHmZvQpswpFoxmrnzQ98rb1TXUtSWNDGleoO0KB0oLdOpoNnKkgLEkw7kgHDFW75LUDDp1iAhw4ApB3pG0Wwn3z47QsgrnIVaeiShnutmhOdEm2aWRj98JzQZ9N3KhBYcXcHvnmP+y5sBCjSNFTG7DuNmGsownOaNpxvimDmNRly0SfBEMddbRdLMoFFKQnlpkqNdzdFqmJi+9bKzH5oI818xlMQe6MYcK3X+JCdncjqY2JNIiZRDkmDfhHBzsCg5lntncUjhLrBTzIxFTiWYiihmNDLEMcQUzOY30h3nKeXezsEdz+EiDg+0ah/OYw3k4Nw8pQatQtIykYyRtK1GuVyJQkBHENby3fYM7mF/gy5fC/r+rhpfXb0DXf889ho3pOjge7eWvfe1rjI2NDU1+/etfzxve8IajL7rGLsZt27bxnve8hyuuuIIsy/jQhz7EM57xDG6++eZjesePFKeN0X35y1/ORz7yET796U8zMjLC3r17ARgbG6NWqz3KrTsxrPemX+uyG3k49Lzd8IArBQyWvNIOjsNVXvf7bvsFCyIYLeUcJ2PLrkaL6bEWY9u6pOdEfPGz5/Dw2E6aztE2GoOgYySzJhjc/R3PvizjoDhIzTfQxQhNrcmsoFCCwktkqQG8YBSzRjGTC2Zy6Jgg+jAaC3bWNM1cU8skumMRaRmyVBJvHT5zOAMITxQZtLYo5YliQ32bR44oiCOEEPjc4uYM/qCDFhwqNEdyhfHQ1GEs76TrIBMQowl+6xb8yAgkMWQ5Yn4eoRSinWGdZ95EZUGGED6fiAWxcoySEU+CHI0QscJ7T5JbavMFZj6ndTjGWtHvx3YGfObwncVwrO8YbMdTZIp2vmhID3RhJgslBbuxpPCh37mpBZH0FD6UP8ysILPQKiwH3Tyz8hCxSxnp7CC47uFlo6YdGo9FcKC2DXeP5D/94H3U7puluSejMdugpmokMkQvABwC5yXW+/KjMd71x3cPXYv9Os32+PtwOb77bLX1nLEG+Dg93csuu4xbbrllaPJavNy1djHu3r17KNHqqquu4oEHHuDtb397ZXSPxTvf+U4AnvrUpw5Nf9/73seLX/zik9+gU4JBycXVq5Ss/yET0mgHs5iXyvcFOceyLB/lkKCy/zYtCxY0damfnFimk5ydW2YZOdcSnT/Ov398jK/WzmLcezInECgKL2gbyWwRNJMPZhkPyQc4mH2HHfETsYyUFYEok6dCaLTrFAulwT3Q9ezvFsy6NjERm2zKbFMxmkc0OjFRq4uMHKIw4eovPGYheJHOypBIpA1JwxKNC/TjxqGZQhyBc4h2hkgXiIoO0bxh3ij2diCznslEMKIlzklkBKKZ4qanw7IASYJPU0SRIw7N4VzGgpEc6AaPPlECLRWbyz5htTlFTDWhnoRQeF4gF7rImTbeZmQthTUKZyWm6xHCobxD5gUIgc8cpiXodmJaecRsoTicCfZ1LA/n84zJOoWLyrMZxjKDLcPd4TgjwpXVES2O5PdhfMYWv4lIpWgZzr5FEJXjfHMn+IrcBp/zXPn8g0R3zZLca4gPWZRocDhXA9nYogxxB0Ovvey/yA3peC9h8eVv9af9xgzr2u6nihOHUmoowWktHG8X4/d///fz4Q9/eN3LnShOG6PrT7cxXSd0+MHqD6D1zQNrfZgcTZlqkEXZDEUkF/tv61owEnnGo2BwtzVajF3iUZds57Z3Sf7e72LSh4d07IJpz5ygbQVtAwuFZd53adlDFKZFXTepx5KaCjVrE+mJpUUJsBYKPzCWlYMc9HcRyQbkF9EyddpG0y00SUcjVIHMSo+pgPZsTFGokLikDUnk0U1QmxLYOQ0jTXwSgXGIhRYiUuhOQXzAklk4nFmOFBnG19iShkQuoQXUk0WD2yOO8KNjiPoBrC9oGcX+rmdvt8NElDCdqlADN7GIrZMwPYlvNkBLRFbA/AKyNoPetx+be4ocjInIc02UW+JuLxQe+o7zTtjvttG0jGTOwMG8y/3+a2zifJJ8M81IU5RDkgRhzK/xgpr01JSgriX1bhOtanS6h5nXXUaKiIZWJDJoOJcjkcpCCHBjvg3xKcsVL20wVt+L+s4cci/s6cQUXmO8IHceo0PEIghqLOp7r3Q9Hu37sVnr/XGs+Y/TGA+NMnhsGPaTpb18oroYv/KVr7Bt27YNLXsiOG2M7unN6sbrkQh1LWX4AbXyw2S15b13ZR/b8jtL+tLk+mB4IyGIpaDWGwqkg7rU5nqbLVvnUFeew5f+V5cPdrcyVV8caeBL3WDfF7UgrA9NU22iXh9nqxphKpFMxIvjXFMVdBojq9Cl9+uAXLRpZftJo3FyVWB8KJeXG0WeqzBEJwtjeotMMdOqYVwolVePIa0ZRCIRYzX85k348XGIgvH0c/NIQC50SB4OiRwtU/CQvIc4O5+2TbGuLHuUxCsf00YdkcTY8iXjcNYNy5vzAUWiDMmIhelJ3LatMDoSlisKRG0GAYjkIN5BlmvaedBS1tKRdgvSjiGpGawV5LkiNyqUC/QC6zw5Ba1sP6ON7aHPVIQKQ1FZhKH3MuM8FF6RO0luR3DmYmbqU0ROI8vs8F4Gue0N2SKcP+M9H5yfRv7pXi7/9bMZiR8A5tg03wzrc5LMCnILkRAo0UvJK2vwrnTcWPk6HLx+1/IgP9q1vlFWLFPY5zGcVHWc4eX1sJYuxuuuu46HHnqID37wgwC84x3v4JxzzuGSSy4hz3M+/OEPc/3113P99ddvsNHHT2V0T1nWZxyPxlqWWUkMYym9SjFLCUlVEi0FseoVXveMx4apNGPz1DzNiyTffMc8f9jewlgUDHRUijtE0hNJh0cSS0EioR5JJlxKancihWR7Q7E58WxODBNxQTMOZfGcDwUBulbQ1JoRrZjuboXG9xD7lAkapNKjy+Lv3gusUVgDRaFoZRH7OjUKJ0ikwyFomhykgzTCT06CGjgXoyN4ZxBzC+jJeRIVnjmHu/cwnmwlc2mobSsE6FW8pSgGHcKsmYMjLHC4ew9nJ+eTKGjGBXpS4rds6hvcsFxoj2h3QII1koU84Ug3JnMyKE0VESMmZ1x2y3NWjg/Gk8rQjzshG2xrfA/TdisjqaKpoaGDNOZIFDK0M2uIZKiPCxohFFFnnImiSaIl9UiSyJCMpcvzB+X5FMGQOuCPFsZ5zf/ez8X//Sya5rtMPZDRtoq2jWgr6CjQMhhddRzGsH/9HkcZ67UZ4yoEPYjnOJI417ncWroY9+zZw/3339//Lc9zrr32Wh566CFqtRqXXHIJn/nMZ7j66qs32OjjpzK6jxHWYjSPuvzQA0eu2bhL35PJCFoT8YDG8XhUMD3SYuRsg3rC2fx/n55Ap44RHdHQogwVB3WppBRkAHBIvActNNZrIgnbU890YphKMkbTLrXUoLQFLyicxLiUrpVkNYkQDSaLc1BKsClRTMYFo3FBPS6IopCha4wgKzQLecyebihTV1fhKTDWiWkWnTJXaLnh9OMTiMkjqIkDNJUjlSHJrCMWyO2msqD8UZ4oslc0Pnh6HbEQqiBJTVM5mmmGmkjw4xPLl1UKn8ZQeDqdmCPdmD3dmLYVpMozEUkEMOq6aO2JIkvdFYxaRddJcheBj4g759CoKaZTwUTkGI8M40mXkVpGnBhqRpF0DZFMUSKci0SGGr/Oh/76kShUeKqV5w+gax25CpnrIzqiVXT5w5kdXPfHd3P2L21n+taDzOcR84WiZRUtE66bSEqkDdfTWgxnSPJbQcr0OHqhTsywozMMf3LDy8fi/e9//9D317zmNbzmNa9Z34YeYSqjexqzmqHdWMh6cZnF8n2L/6607cUhRMFLiWQIL6fS0dCW8SRjbKpDvHucuZsyVCrZpOuMJ4qROJTw61XIiaQndgItVPDMhKSue1rBsCUtmEozJuod6o2cqB6G8HgHY0U3CGT4oFmVKknugrEe057t9Q7jjQ61eoFKHN4KRFchup7ChUSmuQJqWiBFxFQ3ZrLdRherezJ+fAwxUWMksozFmlG3q6zFG7KpcRz9qeJDTVxbHsvRZBdjsWIkMtRGCsREc3X7ISS27ZnvxuzLIh7sCDoGRiOBFpKxSBJFjii1COWJs5CRraUjkp5ERjSiUK1pPHJsTgomk4yxepfaSIFueHxhiduGSLtQc1ckRFLT0BLjymiGdjSUo6YsUWl0jQ/nofCC3Cucb3KELu+dvZhXfeLfGZtyjC/UOJxHpEVIvItkEDFRpSrV4LW17JrraTD3y/4tmWednu6QFvmSoUkVa6QqeLAuKqN7GjBoRNdmaOWqv61mkMUKRrc3XcpQxk8KXf6mkEIhfdBeDvrKkpqGsdgzFVu217tsn56jdq7kXz65jf/rprlkDBrlmN3xyDJeyjOm2qClxThF12i6Rg3pBCfCsXN0npGRjHTCosYlsh4jIoW3jtE4Iz1iGJ3PmO4kdG3wTmvaMFbvMn6RQY2niEYaPNdugT3cIX5wAbtHMlekfKN9gAU5wyXt84AmIw/lbNk2v+o58VNTiO3T7Gzs4ZzmODP5ZXRsGK6TOY1te3R7FTWqTgfaXTIXbr9pN81ZahvnNAU7Gy3SnQK2ry5TJ2bnOPxQnW/ONvniQc/t7k6abpxL69Oc0/BM1bqM7AY12YQ0AmtptgomZ+bYtW+G1pGYvXNNIKh1jdQyGiM58YRDjSlkM8YXFt02xDNd0iMFzfmEsW7KQh6R+UU961Tb/vkDqOcJIzpipNCMRYqpRNMyTboW/r97r+B3fvRLbG/P0bWarpV03aJyVSTC0DOJKocO9cpEhgFJUkZB57pfm3d5H+9qxnJwvtWKfqxmgFllngqOy9OtjG7FiWWVYgInUvVmNUO71LCuZrRX1lYeLkwvhEQNGNtycAmLaS/By1Vi0cttasdoktGYLrjjth3sa2xiIoOa6ilS2X5Zvpo2JJFBKVvKEYZydk4JROloxsoRaYeOHSoVyEQhYh0yeiOJTAt0zZEUQQc5NRKtPGktpzZp0WdNwmQT6jWQCrpdVHOehCNMtFuMReNEPmJv62uM1CY4O9vEkXbKpiOHUXmxPAO5R5LQTHPGIsdErNFFGOhiHNgMWMXoioUFaHcxTqMgGKlIMRY5mmmObMaw2ljFvIC5eY60Uw5kkvvNQfZ2vsbF6TMYi2BTUjAx1kKdNQmTI5Cm4Cyi3UEfXkAm88gkx9gOxgoi7UjK4ydTiUgURAohBNJ6SD06Dsc/kZZcKbCUCVeOVBsSbdE6nDzrFM6VhSE8gCISglzB2KaU7/zHLs7ddh+jRzKanZRU+tLb9f1kqt61pdDYvuRoFLof5KCQix0ywIPX9zLjuIoHPOgpr2aAj5+BdT0GjfZG+3TPUJtbGd0zgdUM7UrGeKigQT/MrPrGV4kISU9vuSzfJwRKCpIyiWokMow1unz3nikOT+4gtZ6pJLwW1JSjrjw1HSoExdoSlSX2nAtC91L6Y+eoSELtWefD3wp05HE2VMzRkSUdt0SbNWybwk9N4BtNUApRZIjmEZQUNDsH2HavY2trhPvcBPu5l/2dKQ5kCWcdlDRmZ/CriaNrTZIYRrRlLIlwXiEA4yWmK/EL2YqLifkF/EKG8TECaGjFWCIY0YYkMZCkoFe+NcXsDBxe4ECWsL/j2c+91OIJtkYjbKs5tjVaNHc5OGtr2OcoAWsRrQVEcgQpIfJz1I7kmCJUcNKRD3V9JSBFOK4rvBv6JZZLylB8QkqHKqUrY20xTlBzksJLnA/nNITR4XC6FXV/m7HGHCOtBqnSJAoiGa4hZTRaaLSPsEQoYYI4C6U6Wk+wxTtc+XdoWznParFOP/jnY8/wVZw+VEb3McjR+nQHf5MiWjZ9JWMrRQgva5GGwgYiRfuEyMeL1YSEIC5r3Y7HGYfn6+SbdxApQVM4otLziaUnEq5fJUiUVW68F+XQE4mxpT6wD8kynpBpbHKJ7lpEzYaO3l6/aRFK5LnSUEvpUZFH1URQhZqawG/e3E+K8tTx9SZSCHQn4+wvddnTqbPHXM4e/x2O5IZDmWZuJqV5+MiqRtdLgU5cmfkb0dUCJUO/Zt7V+LkMcegQfmpq8TgfOgQzc/i5DONHUTL0JfcyiHXiEJHEy5VdM3H4CG7fPIeyBkdyA95xtrqcsxqKsxttpra20OeM4XbtGvLQfaMels8yxEKGijo4WxZrsOWQ0cJD4fC5xRuLzy226zG5oigUXaNCxSAvEc5jrMAq2T93vXPZq1IUCUcsQzGDXvEGhaczuQPzsGM8zqirJNTolSHjOUIT+RgjDK43VE2AoAAZSv95HF5YRCkHCeDEsIfrKIbP1VBIuVKSOmF4wG0wZfwMdXUro/sos9rDYL2s1dCu5vUqES4FKaKhEHPoyw31ciNqRCIl8gmxj0l8TCJ0X4UqVVBTllpkMKMTiFpM7D0Oh/OSXowvjO8MalLeh/q03guMkWRW0bGaBaNpW4n1kEjJWJag2w4VZcjIISkgsngHtu0xHUne1RirkDJ4uggQWuFKD3eIOMLt3InMMnaM38u53ZiD2Timex5dZzmcRxxup2zfdwgxeWBFwyusQ5Zh17rypDoUJiicoJtr7GybaP8B6GYQaSgMYm4ODs1hZw2FC/OnOtTZTaRFlnVthXXLnkniwAHYd4hiX8HhXNB1lmlxHo9Lxzm3adgxPkdybgxnb10eElcK32gi0hShFd5CUQT1LGcFUhmEcqAs0nt84XALjmJB0mnHzGUJcyZkHRsvMCpoRWvriYxFSod3iyphzveLB6IEQWJTeGLlQSjU9CTRgf3UlCVVKpR61IIk11gfYzHBoAoQXvavT4csjbEdGj8ufDCytqxKJJa46qsZ2hNlgM9U4+2p+nTXS2V0H4MsTbYaDikvGp/egwwWvV5ZhpB7nq4SUdm/FpFQR/uExKckPiEVMakMxQ1qStBQnppyFDpl086YIx1LZkCVxtaUohG5l8RlcfPclN6WE7SLiFYRMVtoZgrFggmawJGEkShGS4dSFqkKtHWIyIGDfE7SaUe0s5jcKCLlEMITt3OUsSsO+wGCOtT2bYzv+jZnL3Q4kI3QNpO0jWHBwMEswe05jJw8gK/VoNlcXLbTgW5WFpL3xNKTyCCfWDhBJ48oZiE6PIdwHj82gpidh5l5/JE2xWyYTwjK8a5l/V9BkIbqLglNLywg9h3A7ZmlfTBiwYBGsEtPck5TcHazw/iuHHnOdvz2VdR2lALv8cbS7Wha3YTCSmIdxjvXXEHkHapwocBCS9BZ0Mx1Eg7nMQezUDnIA1mZWS5FEAwNq/fkRoUqRT4kwhVlPWQhfBiXLRyJtkxslhxuj1CbczSUp6EFHSNIpcK5GOf9QN6AxIgieMwiwvoCL4IOs13i0fbo9fX2r/uBkPKgQa5CzceP9xvzdDe63OlOZXTPMFbr05WlAdYy6RvbkDCl+tWEUhokPiHxMbGIqEtNQysakaQZCTYlBQ1tqG0fxyOIpCVHBjWoUn1JO4EP3bD9cbnGCayTtI1mvlDMlNVtZoqgaRxLGNURGo+SLniH1qAih3eC1kLCXCdhvojpWokWDmMFcWLRMxmyyPDUVzwefmwMvavO1r3znN1JmS0i9rWDlOFMoTAPZ8STh5BJjN88ja/VwTvE/Dx0u/iyGlGo9Utff7htIrKFiPpMC7RCeA+tDsy0sEdysoWIvAzLqVIRSkqPd6Goguh2IctASESnjdh/APYcwjyccXhulNzBaBSxpS45u16wdWIevasO26bxS6q29M93kUGrg5vJmFlocDhLMF6SKkduFM5Jai4nLiy2kHQXNHPtlMPdhAPdiH1dwZHcI4RgPAoFD7Tw/Ze3yDkyG8LQbaNom1Aa0HjQQtCrchzJoO+cbhmleXiGTdbQsWGsdEOrUELXgfYSjSITmsLneOGwvkAJjcVgKfrXsCltZ69vd1nk5wz1qh5xquzldVMZ3VOWwUyi4xS+GFh+UNt2sE9XlX8rohBOJioNbzC4Ck3dNUiISISipjR1pWjGMlQSij3nNFvUpxukdYmxwXstvKJrJS0bChkoQRi/CQihcV4QqyB8v2A080YxW4Rycvu7GXN0SH3CprROqjRpHhNJh5D0xTEWujFHspjDecSClSigYxVaeZL9c6RzCysLTfSOz7YJGtsfYttMm4PZKIWV5B4WjKS1P0I9NIuKNcI56PWNttow38aZYGmVCFWNjIPcC9pG0WrFjB5oIY1DpC18t8Ad6VAccrRaNXIfXkCUDMvjy+L1nQIx3w7h5N629h7CPjRLa3/E4W4KwGQi2Z56ttXbNLYbxLYtuE2bVt/PuQU4Mk+x3/BQu87hXGOBpnIYB7Lfvw7WKNrdmPk85kihOZgL9nQc+7MusZDYNCFSgkQqdDlGN3aOrlW0rWLOSOaNom2C4x664IO+snMGYwVJ7Nl8Vp36gzMsmBEypzgSq5ARbwUdK1BeobwmKw17IbJgbH0wuK4MK/ezmPt1eM3QvrsTNmqgUqFayskSx3isUBndk87qdT/X1NckBv9cmzjGYEhZyuUhZYBIBmMy2G+rfEhqSXxCQsSYSkiVpBEF4YrRSDCZhHG5O2o5bRJ27EjIixAqns1j9mcR+7qhnNzeTk4qJeOJZlOqKJxgLJLUyz7AjgnGeb6AI7nhu+I+9rW/QSPdyuPyH2IiDoXVrZdDN3puFfNGs6eruL/lOJTlNJXmvNFxntCq8aQv3YEsCtzjzlvxePmzdxC1OuzqHsbdLYhkkz1dyUIB39k3wdnZPOMH9hNvPYwYTUOiU2FxMxmt+TiUJSz1hzMHc4Vgn4iAJrVvFST1NlI7nJFkbc3MQoP97RpzRZCBFCIkX7WNpjUfo/d0iexB1Fw79K3Odcn3Gmb21PjuzAj3dxImYtiWOi4cXWDXebNEF0/iz94xHAIfQN59D/5rdzP3pYxvPbSFv39YsGAzppKYsxqKSHpGrOmH/LwD68PxblnJbA77sg538RWaYhNR/jgaUURDS1IjUSiMlMyXxesP5ZKDXZjJDF3nSKRkItHUVFTqawvqUcHYtOTggSZPmj7MgwtNIlnjcKaYK0Lko1U4ujah61LmXEImMgqRYzEUIqOgO3SNO1caXTkcdhZ+0QgP3R+rPPgHw86r9dcevR/3zAhb95LoKtZOZXQfdVYTRn/kGfR6VXkp9ELJEXFpcGMSImKhaGhFTQtGIsFoLJiIPdOxYXst47ypGdrju2jnMYUJD8y5IoSLD2ewv1PwEHuZMJPEqk5uZakgFfoFVZlkk1pHTUmakWK6uwPZ0NT9CE0NTe1oRIZGmpE2QzUdPIwuZMwXmroK+3BAHOa77jD5zG4SmfA9d+0jHX0Y0azjt2xdfiCSFBo11JhktJYx3k2ZM3Ew/kVEY6GG2m9pFjnReAsSAQbsgqOT18hsqD9rHBTl6VwwklRpDs/VqHULtArZvp08YjZPmDWarg3z67IfOLOSTh6RzhYIafBmATJPMeNZOBJzcKHGkSKibULpxPHYMFrLUGMSGrWwHysg9u2F+x4mu6vNAwcm+c5Cwu3uG9TFJFNspa5gRBtGk4x6IyNuOkzX43xGo9A0i4imVozrhK3uAmquTjNV1BSk0hErTySDtjUsylu2jeOw6XJEHiZ2CUVnkvlGRFpqNQs8xks27Yww989y4abD7O9uQQmNlqG+sCCMARcWChOXxe4lhchDZKAczN3zeFerUvTIc2YY2ZXwG8xePlONdWV0T1FWU81Z3TNe23oH65QOZzWH6dqHvtylBreuNI1I0IwEoxFMxo7pxLK91mXX2DyymUKtRtcIMqPKULFkJoeZzLKPwxyy9xCrBOtrQdZYeGIZsn9j5cqCBD0pQYmiySZTI1KSzalnU1wwWevSHM+JJ0HUFQjBRN4OnrJVHMkj9nXHebD4MrdHLWpzV7L//ibbR4+gGw+CjoaG8PSJFLKmSGs5zXlDTUa0hWCmUCQyRc6BtR3qnQydeLyDIlMsZBFtq8idwPgQXnYeWgJiKTnUTamZCCUd1kk6RjFvgieX2TCvkWU/sA3rixcSvM+IOw6TCdqtlMOtGgeylJlChf5c7WlqQ1rLkbUgaLHi+T50CHHvg5i7jrD//iZ3zdf5zpzlcHYfO6Lz2JJKtqYF2xptJja1STaF46rbDqlyjAkqYe1UkntN3JkmkoJNqWAqCcpiI9pQL8UxOlahRJC4sN7Tki0O2XtCY9TFzORbSJUkURoBJFik8uyPtzIq7mVnvYsUaVlTVwSRDhE82a5VZbpsWJ0TDu1DtMawKOay9DpfK6t7rnYN85y5nKyCB48VKqN7SnFsr3ctIei1PhgGH0z9Pl0fhfG3PiJCEwtVDukIyVLjMUzEns2lwd05Psfm81rctv9KRgxl1R/JglEsGMmCgXlTMCP2470j8jGpCpKRDe1oasNIUpBoQ2oNsYpC1RqhqWtJ1/YKHmRsrrcZ39Qh3iZQm+qIZgJSUtOzbE4W8A8KCjdCx9ZZWHgS9+Zf4C65j3vmpmnckzNR34dUCqzFb5ruFx6gKDOFI4mOg7RhTTu0CYL8R4RCiiQI/ReaRIeHcGEk80VE20q6DgobEr96R1cKwSGtSa1CCY/1gq4TtEzo3+6YMK8Wgq6Dtg3r012PsZKo7cILTBZxKE84kof2GAc17Ui1Rcdlh2lvP2yZre084uABxHcfwt25j9l7NPfMjXDXvOQu8zDnxk/igmad85uGc0cX2LxzgXhnjJyqQaTxCxlx0macDsbKkIFMTFNLlAiazVOJYTzOacYFsbI4TznkS1LTklRJoiLGe0cre5iZxhQLZksZBVAowjGRwhNPxnz97q08fnJ/yIgWaSk3Kuj1qbRMUMNy3ocPDivM0PUr/LGN7VrulbXdQ5UBrlg/ldE9GQz1yT5a4a/lDIbiev3DKuhMEaFJhCKRqjSSwcMdjzybYsvmJGPH6Dxbzm8xN7OJQz5FmFJ72Eo6RpI5KFzIJ9VETEbnMkWTsVgwFjnGIsNokjNS6xKnBmcladeQSEsqE0YjTeYECs/WZpvJqTbxNoHeMQLTY6H/MtLIZo2keZht8TzqXodjDOenifwPMSMOcl87YvTQGNF3DtHUe5HOITpd/NgIXmpEqwO5AeeRKmTXRiJkJC8YCKNpNcYJOlaH8bQihEZnjaZlJR0DXQe581jv++OSjyhFojyK4C9lVtAy0DLQsS6UtHOhYEFLSSITbsmuVUg8mVPMFZrZQjFTBJ1igEiEdkrlg7ucm7AfegYfxcgjR2DvAdw9+1n4juO7hya4rx2xp12QizZX1s/nkjHDxROzbD63RXReE7F9EkZDn7BYWEAnCphn0rRxCJT0NHONliEcPRZnjNRy0rRAqiCAUVhN7iQLRjIXS6byJvPyXJRM0EQUzpO50H8fCYUtDWrhJbOjk2w5/178d8IwI+cTvA8lEL0XzKtSLMUFo2sx/W6RxeIbp8791ecx7B17fxxDhk5wW04XKqN7yjL4Nr44dUgfdshoDsy/gTdw2Q8vayIfoQkPxVjJvtEdiYKHsykp2NZsMbV9gWhHwi0P7Mar8CDtjVM1ZbulENSkZpPdzohMma5FTMQwEVvG4mBw62MFeiQIMkRtSxwbkpalWURkVqGEY3y0TTrt0ZubsHUSP70JPzYKSYIYH0eMNonre9kSHYY7PZJxtBznuwt19nZgTKfUD4yx684ZanYfspsjJkYQSQKtNix08XkQeJDl2FspoGt6IWOB8YquE6RS9z3XuSIkXHVKLzezDuvBOotDEStBZELWtg3iWXQNtIwns77MehZ0pCAqgtGwPnjHQN8znisEC2VbUr3YPu/A5w4WupDMIYoivCTsPYh74AidewwPHxjnu62UvR3IveVszuKJ44aLJ2fYckGbaPdkkI2c3oRvNiHPELNzCKXQhSPtLjBetAGolZGIelTQbGQkdYOu+1DxycBI1qWwMoTKjaSdRtjODkbEOMoFz9X7MCoodwJflnHMvUCO1onOajC1sEBuFMaHvvLCh6S7VAWxFOsVhXdEPqIox+lKsfZw8vD9sdp9s1pI+bFrQDfKRvt0qfp0K04Ky4TYN/5mvlpW8/L5Vh7mMJTV7BerCvWqBumyVF+sBHUNo9oxGRs21zpMT8/T+J4Gh79a5/6uYjKBmpQoER5disXauuOxIrENRmPFpgQ2JZbxqGC0llEbKYjGPXJEg3WomkfFwXOKO5a8CKX+0lGLHItgogHjo/hNU/2iAH5yAj82iqylRLFmqzyA/A5IMU4qY/Z1PfszQbNVQ+91bPXzpNlB1KZ2CFE7j5/t4FsWWwRFJQgBfuOhMD4YXSfoWkWqgsFzHmaL4Ll2TDC4mXMYHwaoWEBnikgFP8wBhQ3GtuscXWfQQiJtKMknhcAjyJ0i7tenFbQNtEujLkqjBWCdwBYC37L42U64BObbYCzmviN0H4S9+0Z5oFVjfybIrGcqidmaSi6ZOsjmCzvoSzbDuTtxO7YviojEET6KEEUOCx3kbJd0oWDEZGjh0NqR1nLSEYseEYiaDOOerKPWKhi1GR2j6SSS3CmEiBnJNQ5PXYfrQvWOhxMDYXfBzN3jTHwPTHfmyYwms5LMCXIriVWQBy2kIPIS49Wih9u7flcxvqvdA8PznECD+hj2bofwx1Hw4Ax1dSuj+2iz2s05ZIyP7fW6gSERuGFD7uXg2/zgG/zi373+YY0KHm4ZVq73w8qws5Zzzug8O8+bof7UzRz69BH+50OXMlFzJEqyKV5UVmoox2gkmEpCH6/xkppyjEaWqThjqtFlZLxLsgnkWIwcT4Px6xSQ5tQii57PyLsK7wUyBhGr0N9YS5dX4VEKd9YuOGsX6vyH2f6d+5i+/WF231nn5j2bmC/gvrZmxoyytV1ny95QY7febKNrDlcIspZmfiFhoQhCDcaHouzdUnlBC0GiJJEKmbUAc7nDeU/mPG1b0BbdkFkLaBvRMjW0EAgEHo/xnhxDIQqMKIh8TF6kFC6iYwSHhSBR4WN8z0g7THniUy1JpaRrBQtFRDxTx5qM5HAXGXXAg+lKHt43yr5Ojb2ZZiYXOA+PGxHsqhseN3aY7c9r4C+8JBjblUgSfC1FRBoRK2RcEMXhGktqhmjEocYlaiRG1CKQAm8sSbcNdPFeoISjphKmkxAh8F7Q0JZEerQI6lshZB9eaFoGfvf2Xfz27GGmnrOJ+Ob9xPdYlBhBipjDuezrc1uvMM6jewlU/epCvcIHw0Z20It1bvFeGbpv1uvdnimG9ahUQ4bWS2V0T1VW7Qde/xCj9SRZCR88rlCyT6ClIJKirB5UMNLoEm0SkBv+bu/j6YoCiJBAIh2pciTSIURZi8AJMiUxXqCFp6EsiQql4IQqq5Ev2Y3ey4R3YK3AWkUxL5DzOXqhg2h18L2EoZX2d8d2RJYRdTI2debYOVOwVwTpxJYRHEBjfY2O0Yx2cxpphnOSrNDM5xEtE2q95g6M8xTOY7xFIMicIrIiGFJRjrF1nq4zdMjoiA5GhMQsQRD7137xNjPCYIShoIsXHoNFeIF0AiU0iQweaV5uN3wsHo8WCu18+TIgaRmNzmP8giDJDFI6rFV0C83D7RqHc03LhB7piRi2pgVnjyywaWcbzj4fv5rBhbIyUQcWOtj5nGJe9LWt48QMnaeBMxf+rzxaGxJlaSiL95CWkpeNsuB97/rIhMR56MhwzbVdzj8cvISfze8h2iQY2ddlpJNSLzSRVGhJvwSgRCxKOi5py7I6u+s2kJWhXQueIIKzoWXPUGNdGd2TwdFCyGu5iVcxwKu+jYvVHziDf7uj9AMLER5uSgTvNZaekbhgZDIjevwm5v/xIF8szkcrHyoMqZBR29CGVIVEI4fol3nLrCwrzZRVYJzEGYk3LvSl5iYUKC8cPve4DIpc0enGZKb0ZlQHmc4jm4cRI83VS+4BbvM0cn6BeD5j+z0djA/JUG0L80ZgCUlaC0YzlofbwPhgyOaNouMkuQ0GNfOWwhscHm0V2kniMrO2riWZc3R8Tlu2yUQL6zMcFonCS4/0oXCEw+GEDRKGPgNPyL6VIJ1EO0miJIVzwbA6g/EOg0UiiIDICQrn6big+AQxxkl0Fg3tw4Fc0zbBw21q2JQYttc7bNrUIj4rwW1e/dgBiMOH4cBh3N558r2O+ZkarSzCOUEcG3QWzpMvQpEEJKFCkfE4EwopAGjpSKUgkUHxqhGZ0B9NCNlrq/CE4haxEmgUX+xqnvOv84w8bRMjew4yMldQz0I1IlVel0sNfr/aUPnv0Y3uyvfDqoZ5I4Z2tXv+sWa0q/DyuqmM7qPNkDrOeg3w4A+rjyUcCq0NGdrV+7kkZRWZUlM4lp56nBONhkzZf31gN/OqyxbdpKEFNVXWyi2LmisZJBqNl+RGIVFkTmG9pHCKLNdEnVBVJ5IGoYLr47oO2/IUHUm7EzGXxyzkEfNFTF4oNrFAqg8gIx1CzavJOzabMDGO3DzPZHOWtglG1nhF1wbVqMxq2sbTtRJZJjplTtC2knaZjWy8p/CGjujihEV4GfK7nUKjECLhiF+gLRfIaVO4DtbnODwSgZO+LMyu8NiQdetzvO8NdQni/U4ajG8S2VHa1mC8JRM5Rhi8cEivwKcYH8bptg0oERKLOjYM43E+JCd1bUi88h5SBSORZVOSM9lsk27xyM2juFWUqwDEzBHEAw/j7jtA976cg3ubHOzUwhhcPLW4QEcW2XKgDNIFWS2fW4p5yDvh/Bbl+VZl0lckLM24QAsHwmNd6K+3XtLQjpaVjOqIfWaB/7vnYp6VP0A0Gq67VNlFjWoRrs+V6F3TjtXvgeH7Y/AeGJi+XuN4Co1KONmcqR7rRqmM7qnEeg3wAENv7Gv0dIe83tIDXVadpXzQRdLTqOdE22Pa/36Eu/XFjFlHM1I0IqgrR00ZUm1IYoOSoTSdMjqU7XOSlhGl96txHhwCZwU1WxCXWaguC9Vtup2IhTxhJo85lGlyLziSR3SNZruZo+4eRnoH54ZEqhWPSS1FjNaojx9gvJuxYDSdfmIO5DYkKmVOD3jmQcqx3UuOcpYCQy5yLDleeoQXpci/ZJ9v4YXFUGB9jvHdUPPVh4LrzgWji5DgHaECrOkbXYvB4TAiDOWZ9YdIRA2EDNsTve3FaK/JnCa2kpZReASZDSHXnueYO8hLZaxYQao8Y5FlPM2oj+eoyRRGa0e9lsTd9+G+s5f2dwwP7x3ngVadw4XCOkFNOcbzhLhjUVEOOHxWepldaM/ELHQTFrIQpjdeIglqY1p6El12LQDWlapUTtJVkroK11PX1blHxrRv+zrpOTGN+3PSeRsUqpZ6uOX16nray+7Ynu5aJB7XxBlsaHv44+jTPVONdWV0T1VOkAFe+n0wecoNecA9D2Ex5iNLr0LJclxobBH1hDvu2cxhr9iUKMaSIElYU45YWSIdsluVcjgncC6U2XPQV24CRdtqOlaTG8WIyRmlg1AhNFl0Fd0sol3KSB7KJXvanpFYc6QYoW0052QzjOQPo7oF/vuvWLl/V0qIIqIRaMxkNLsJDRUq4HQIRrdjg0fbKz9oAVNO6xhP4W2Z9JRR+C62NJY979W4bjCc3uJ8jnU5ztv+g93LYHx7h9V7V85rQtk6YfDSYkWBEUHcvxBdFKGSDj6MnY6EpxARhQ/DqFpGYR10FP1UIsuiIlasIBLQUEGApJFmRCOEpKdoSa3dHtYi9uzBfuNh5r8N9x2Y5K6FGg93BPO5J1GhyEK70NSziKgT6trKrsNbQdFVHF6oM5vHLBhN14ZjGkuPwJIokNKhlEdKj7BBKzm2lkQ6asoxlmggYn/m+c6D5/LEx+8jijMi6VBy8ZpcvG79kuu3Z3SXJFJtQDxmRSpDW3GcVEb3keJE3pxrWtfRHiSrveXbZdMdPW/M40pDISgfdsrRub3FXHo+IyaElBs6eLmp8iGMKB1SDnfWWBc83blC0SqzgrWApg7jObtGobUhikIbTOkRe8JwkszC3Z1ZfNezvz3KXFGnZTQX5EeYbO1Fj38Hv3kTfnQUoji8pHQ64eMcQguiKCg4pSqUChTQzw7umMUHufO96Y6uc2QiD8L6vovx3dIQuv55sT7H4/HeYF3wdr0LRleUtW4GC1N4gtHtrcNJhXehZKFDY8lRXmNKzxgh8eVtqkVEhkY5yUIuyZREL2l7mZpGogSxDJ5uqi1RFI5DGOvkYGEBasGjpsgRc3OI/QfhwQMc+rrizkMTfHs+5p45y0NmDuEFW6MRGjp42A6BMQKRScgkRSFpdxP2dGocycMY3d55bpRDrFI3bAhleb2oUos5VZ5RHV6AOhbma5N0br8HqWSp1by4n/1rtGdklxjb5WPVV7s/1jJ64AQy9DL92KhY5CpxjHVRGd1HndUyk49nPavfzKuF2dzAw8qvkOGghCcZdzx8zxgLoyOM5yw+1FUYAhLWL3BlpqqzgsKEPtyuURwpBIcz6NqQENOMJN2yWMBYN6fmc7QOD1ctLTVlaGrFSCQxwnC/+QoP+jpHDv0n2rZGx05xQTbPrqnvIrfNICbHoFkHqcAYaIfs22CJPFo4IunQ0qPL8a65C0Ny+seBIDNonCPzlkxm5KKL9XkIH1MsGl0fhpz0vVcMzhU4Z+k9UnrGd/CYe+9L4xBqzCLBW4cUJoSkRTFQaD2M8BVCkosusrxlIxMSr0Km+cBVIEK2uRYiyGlK1+9DxYPPDWKhg9x/ALQGZ2GhDYdncXtmye/N+Nr+7dwxr/nWTIfv8GUK2+YsfTk1JRmJoKYMWgYtKecExkg6WcxMN2FPJ+JABguFx3pIlWAyEWgpqUlFYSSq15UxUKFGEK6hug5iIYmCWZGy96FNbNt1EP3w8nvDe78YXl5ibI/uza5WNvNE3X/Hu67TCF+JY6yXyuieFNb61rzxt+vhcn6rq/Osnskc+lSNCBmz1vfkDBcrAT181yiz8RQ17ThLB+UlX6YIGS9o5ToUjy+Cn+oQdAvNbB5xqNA80PLcl83woP8m3lu2y8fzuGQKM6I5dyR4o7WxAlWHMZkznbU5a16yezZlLJrku+1n8t15w153hP87N8tdsxOcNTPBD7e7bGu0GBs/SDLlkE2J0OW4zdzRPSDodmJyW475ZdE7tM4zYzJyipC0hMcKixMGIwu6fgHrQl+tdRnWFbiBWq0+6BKGkLK3+LK/1vtSyMJplj7Yw0tNaSScxjlT6gyrULR+oONSonEyChnPwpCLDlpEdGgifUjoEgi018REpELT1LpMNgqGLbeKbidGH8iI8zbyYBdx90G8cbgFR3ZIMjtTY09rjO+2Ez63L2e/OIgSiu+RT+Lscc3ZdceueoctzTaTO9vIBHBg29CZjZjvCOaKiG/Pee7ODvGw+yZCKHaKx3OOGccjkUIzniUYFyQuPYLcyFKvWWG8oKkdIzq8lAlgLtmEvysn1r1qQvSvTYPDlNrLveu3d00f3egOFv0YvDeOssi6We1efmwZY0+VvbxeKqP7KLO09u3GWbl60Fq3tyzbc+CG6P1ZOEl9PMEqQ+4kuQv6ysYLrBXMF1Ep3VeGmEsB/MIHwXzrPAZDbhawLsOki8arFhmSZoGelqixBJGESzPuFKSzXa7wh9k232R7mvBQZ5qDXUfHOmYyx90LKQtGM91NGJ/JqNfz0P+sQuMX5hIWujEd28tgBuvCflnvySnoyi6GHCNynDfBa/W232fry6Ng/YCnC6WxdYAvE6gMYexTMCq9cxOUpIKxDf/2jEMoHC8BWyZfCSH63rEVHkVUCmt0QxhbaJwwSDRSarSP0SIGBxEqGCUXwuRZqRe90I0BSPMCPevwzlHkina7xkw34UCWsq+r2duFWCkuUJvZlEp21Dxn1btsH1lgfLpNvFmit46EtmcGMZuR2IJaJyIqvU4jDN1iBiUTTGTCeXdh+FhWylsigpecl5WXuk6RuV4fMMTSEUtHPY0pZuTQdbj0+lzp+l3rPbCa2MzxciZVI6rCy+ujMronEHE0LcbePBsyssfWlR0u07e0iL1ecb5BjiUU7zxIrVCNiJoxYIKwvXGC3PWUnzW5l6TS9uurGhfG50oB9UgyWYxQxJfgcEz5cUai4N3U6znxlEBvbsCmkVAfNtII69CtDlvivYw/uJ+t++s8NN/k4U7CwVwzX8ChHIzXtEydsTxhpFOEfkxpkQI6haZtNAtG0TJBzanwwcu1lN49OTltjM+wPnirFoN1Gd47GtE0SEluvzsUgvfelcNUHJT/hgeuQ3gV/Dlh+w/3vsH1vvwNwJYGWvbHPQrh+8a3rqcBR6s4gBXBY/TCIIRGofuetxG6LARQajzboNushcL7hNwq4m6Mkp6s7EufL6KymIJktgiJWBeMajbFnu21LjtGFpjc3CbZqVFbJ2C8AaMNKEKBBZ3MQ7FAvZXTbBeMRAlT2Tgm/R4k/3/2/jzGki0t70Z/71orhj3lWJlVdaY+fXoCGjeYhmvwAPj6qlFzr65tIctCNgJsI+MGDLSslpAtgfwPMiAbWTb+jIRpYeQZI+PP2DSyRCPb3M8f0E3b3UBPp89Qp6asnPYUEWu6f6zYO/fOyl0nazhzvqVU7dwZETv2ihXriXd6HsVWHNDNVCqikvTgFkkLtQ1CFZIqUWIAE0oVKVSSfOwYhzageh2ODxaZo15+/p6e50v3wIq2u/N5XufLw65SAFvaZuHD37AA9DAi9hfh5Qt77e3+wHXp/UXxA1m+rKsA+Sw9XYVKlbmSFgXV9ukWKlKsF4RWDEBIfa1NEEZu1qqi6Wqhb1JrSd4WvxgJdLSwXSiEkoG9ChEGLRfzZu4p1x36Ugd21mB3m7ixkegelYK6Qfc6dJ+4Q/HCEZvPT7lyu8/1UZcbdcbNSiXJu6gYeUXP6rm4upbkZSWPTzHxqhUnaBWBQiSIx0mDizUuVDgsoa1CdiGxS/noyKWLEt2C8qyAZwa0LoWXW8AlxtTuQyBGteDpngBu2m/xOpm2EEq1LUcp5KwxNHGCDVW6RqIJyqFUToxZItcQQ6DARY8PhtrDVIFRCeQSEYjGtEVuU6eogmLsFVU7HkZgp4T39Guu9idc2hlRPqXQT27B5W3i9iaxl5SdZFohh4cggq4d5dGUtWHDpQJsKFlvHgeBQZZ4uddMpKPTmNk2SjL1SY1o0p5DiLCVQxlp8/qpAEuvF+THDbqtA5N2fiZWqmX93BM93dUgvHR/LNJArsCAZdBcdY++OYqi7tdmD1APuu9b0S5A91Wwe3u3K8THzwWuSyU0K/dVC4uMUtnC+yev53q6waBFtRSQtAxAaZu1y5qxd1ifFnLbAu6hhalL7TcuUy3QpiphowJGpQX0aqkYtBXLoSVu2Ckc23mNWRdkvQOb68TtLeL6+skXKArCV3w5snsbvXOL3s5tiueGrL84ZeNgQIx9hi3wjwJMnCJXKhF7qEiMKQTehKTwM/GpmKvxgSZ6nFh8tLi2UMr7Ch9tKo4KKVc4rK+BKEKw83ByKtqZFUYtUPPMkTTMr8vdxWmhdWlZAOGIyEnTVggQY8Wd+gvzvDFAnGnIxpCmT1Rochw29RRHQ+XNXNGnMQnYZnzHkCQGm7a9CKCjYWAiW4Xjy67eof+Ex7xtAE/uEK/sLusPA7HTAa0Q65DhFLNeMTisuVw6lBiqQqfohiblaTNPV3uMCtiQiueSelLysCct9uVK6GghknqPM+3o7SrsDTufizMqSC0K3VJs6nZez+b04jwHUAvgutyLvuABr+rffSAwvpvX/O593hx20ad7f3YBuq+YPbqWg/sFWnXK0138XS+8NnIiGpDFov0/IxNFoVRSGFJCqQJFBhQlOjlbc09l6GC/DgwbzyDXiChKLa04OZTtQguQqTDP37mQCDfWWk1d1TfQLaBTJnm506aEuLtLXF9HrfUxg+usrR2QP3fAqMm4Xacw6cglr23iZ2OXbuwQE2GEDQlwK+eZek8TU8GUj22vbWgS4IYWdOOsQOd0K8pJTpZ5eBnOLpSZge+qv800dzwxamRG9NB+bvTLny0x+XgokKAIyuDF4cRixdJEw9iaJIEXhIlPOvdqIWkZ20/NVKKJXM88O4XlSm/M2lcI6qkdeOoq4erVu8UlZsfo95HOMXQLVN9Q9Bw7haVQERvSQ1upPB3j5/PABdUKFqTow7GDO3VgZFMIvp9l9E3yhCH1iCMal3cpVSRXilxBoVLlexYTuM7m72xO61P3QFj4fRF0l4viTrZfyu8u1Tc8LGg+qmrp14edVCc82L5vRbsA3Ye1+66+WB1Cvlde9mW3XwRddQp0F576tTpZQBdB15BeF+SUWlNoRcdAzyRGo7dfsTRNB+9lXkQ18cLIwp264bbsc7W5RN/khFxSi5F2dDNLWVi0jvRtQ20NTdtGpCQxFHXLZoYKRK1XChmkEywIT70NMQaVZ5TZHk/cGZINe6mYSFKet3bMPTnr01LpQ1L5sSHSBEfV0jsm0otmXjx18mOJMSkGnSwQd3s08/wup1fte11DxbyCmZhUiOIs/zv7jNnfm6U9IxqJGqKatyr52GCpUJKqmSfepEKqVpxBq5Oqba2EUkNhoJ/BdubYLRsuD8ZsXJ6i3vk48YkrxMceX2aiOG1aE7VGlECmUEVks6zpGkeIQqY8uQkUmcNojygYT3JcFLQkcfrKwVHjuM0BDs+ufYxJdjLHvBeaRqP7JeuZ59AKY5OiGWXQFC4ViM3m7xx01fKDgl/0dBc92nA2ZKzOw6rFX+6x/eI8OUfo+ZUro37T2I//+I/z7//9v+cP/uAP6HQ6/PE//sf5e3/v7/Ge97znnvt9/OMf58Mf/jCf/vSneeyxx/jIRz7C937v975KZ323XYDua2znAdpVhVDLYeMFb/bUgpOpE9q/Uq3NX/c4oU/cCBsAbJmS7cKwWQi7JVwtPY91KmzWx3vF1CYv6sgqDhq4NbU8J5/nxvC32e79RYxAqQNrmWO7m+T78o2A6irAEespfgpuonC1IgRB6UA4CEh5hJj0PeLVq6sXfCXEJ56AwQC13ufS6HP0X6jZuNPjxrjDrTrnTqM4rOHIRfbrmiYGLK5V+bE0UuNU8mqn4QgfK3ywuFC3Xm4C3BReni2oCsGdAtRZz+7dgHtSKLPccwvJA4+nF1qZ5XgXwtML+d/5OYgnRA2BuZ8WlWtZrSpqGVMxIY8FxmWYaMgw5KLoaEPHaK50hO08sFs0XOlN2d4eUz4J5qkt4pe/azm8f5aFiFy/jrx0k3jriHDQEBpY709RKmKKgOkGdAekUIhOXBDFS47sMNB4zaHVGFE0wXOTz3M0/hyP85fomuTtdrWhUB6lIuvbwmOdCh87aNFoETJlgBIA79L8dSrl4IOyS6d7nrDukuTf8l8WjnOyzSoAPu/nvVns1QoTf/zjH+f7vu/7+Lqv+zqcc/ztv/23+cAHPsBnPvMZer3emfs8++yzfOu3fivf8z3fwy/+4i/y3//7f+dDH/oQOzs7fNu3fdurct6n7QJ0H9aWFttHd9iVOd0V3u3iAnA6tLYEzgt53JwFMJbkMXS1ZpDNNHQDO0XDpe6UurzC1PpU9Ro0Ngo+pDYXJYZe+QRdnVEuCh8Ulqwf0AOF9DJEK2LlEDNrq4Gm0rhG0+wF8jBBu4h4j9iGcPlyYk1aYVFrpCjQg5xsUNEb1wyajKnXTL0w1ULuW7F0HLXU1DJti6aqVCgVmzng+thAPKk+PvmgGTVXK2MQWVZymgPjOW2ma7f4XYjtcYVFIJ8D7vwcZnu05xlDOu82gh1JKkZRPE5KDDkFHYhgyBFSS05XRwbGM8hmFJEBPSihW6Row71sOkXdvAk39ojXDvA3pzT7UI/T3DJ5AlwzEFTfIKVJggjOkx3XFFNLd+ro6CxpNuuMPru4coqPAR/AxlTZXHuNspFG9bk0OKLymqkvqHyqnJ+2ClSlT/N3NqcX53n6/ewUy6y/N12Ws++nRQB9xfKzb1DvNkZ58EKq+9zvv/yX/7L0+8///M+zu7vL7/zO7/CN3/iNZ+7zf/wf/wdPPfUUP/3TPw3Al3/5l/Pbv/3b/NRP/dQF6F7YajtPm5HI6j5dvbAAzcJwAEUs56+7rafcy4R+Jmzkgd3C8Xh/zBNvH/MHTRJZr7zBBsHPeiq1ZsPvUmZ91nNNP0sLepk5styjS0E6BimzRFghgviIqh1Mkl5uXWdUtzI6Q0v3cEJ+VKEPR6j9I2JbyczpPK+1SF2DdaAVqgCTewrjKFVGR0cKndiZ5rzKbZVyE6eJ7CI2xOhxvk4iBMG3xUqnFsCzUgj3XCTPzruf/B7OeP0yxz0zjREJ0aMCeNXMWa2iSlJ7gVSoZchJHM5CphSZStXlpQoUxmFyn8gudFv5W9fEojibo3k0Qn32C3DrAP9Skv2bHOVMp6lHu1fWIKBykI5GOlkLuoBV6DL1UJeZo6sj/QzWc83l6WMUWYdcpXnsQ9tS5M38QePpd9bEP4hUXlOFjKYV0QDoujR/i5Dm9GLqBJbvAd/qHadhXXjAiGe3Jb3ZC6Ee1h64kArw3nN8fLz0flEUFCvqCBbt6OgIgK2trZXb/NZv/RYf+MAHlt77lm/5Fn7u534Oay3ZKh7yV9AuQPcNZitbfs5o/5nZ4lN/JidAW4R8/rpsvZueEdayyGYW2CkrHn/8iKD7+AiVM1RBtdq0kGkYGA2sEeKAjULo6UhHe4zy6DyR74puGaJabbbZqQYHdWM4rAuOmpx8HBgcWTb2KtZeOia/PETv7qEuDeCJK8QyB5Olst7GIpMJjEbExs1pbLWKLc1jqp7OdWqb0X5GsNDyJMeGEG3r4SZSixl9Y2KViu1YCvEeudllD3fBI+IMSZxFW/J2k5s6O9bd/d6L1zb9LcYIkgQRfAwoAlFSRXUMEWlbjWJLz6lRaRxU0j42ksZJty1E0ZMoIic1sn8AVQ15llq2nEWqBkZjOBziPnOT5mbkeL/kcFIytAkAjQQeV57CtSL3ihNtSGkjBEbQeWxpPj09bdgoBBs69F3OwGiydvq6KFRBgTOJVlR3ePzxfY7rnKHTVF4Y2TQes/lbtB5vpk7mOSzfA7KCSGbpdVwA2jdBwdMraeEBnfQY4VOf+hTrp1IZP/qjP8qP/diPvcy+kQ9/+MP8yT/5J/nKr/zKldvduHGDy5cvL713+fJlnHPs7e1x9erVBzv5h7AL0H3d2jm824Vt1AowhuWn/FmLBUC2cPnLti+oa4SBCWxkjvWyxnQDX7xzJbWAkBbCGBO4dbSwUQidNg+7kUHfeHLlMfqkfSb6AK7lILYhCdVb8E5T2Yxhk/HsOMdFyFXJ+qjL7pHl0o2KzbUJna0R+TuOkH4JnTx5ZCFC42BaE44sbgSu0bi2nWk+LpKqdhPNxGL1biSEFnyDbSkcT1qA5gVSIsi5FpV7L8wnfbpwdiXzQntRW1gFZwDwPJ/cFlyJA5KEoEibF1YBs5A6SNllQYnMe13T54DzKo3byKMKC2qMMreQ3KQNfYBpQxxVhKMat+d56Utr7E1LbrUV401I2Dowge0yo+dse40DYgOYCOKJ7iRMbnQkV56+8WxkiSpz4BKJRkeftHrZllxFJPLi/mWe7u+xXtZs1AUjp+i2dJ+z+Tub04vzHJbvgaW6iIX7Jpyr4+DNVX38sJY65R40rya8733v4+Mf//jSu+fxcr//+7+fT33qU/y3//bfXv5TTj38zh+oHyUF2X3YBei+wexcud7TxACL+V4Wvd6TJ/4T0E25vvXcMujU6AIOZcB+bei3/LcikEtkkKW+St9iyXqWlGKUiinX44RQB2Tahu20IjaeWEV8DdYqKq8ZOc21CRzWDhsjXa251CnZLUq2j/rs3G54250jiv6kladrC3MiUEfqPajGOeOqoHKaquXxDW3rrKIlVIjLvMbJ641nAu6pwW13WIW+Lw+4s//PEpNYPs6Khf/MBeKkxWhWfxUAFZc949RidDILZn3LVctKNa4K5Biit5hxjR7dSY64hzgN2CHUo4zhqMN+VfIHx11u1bA3DUy8JRNhozBc6aTraa3C16CrSMxdS2cmROsJdZJvjFFQKrZ6vwEjitq0RCw6krc9xS6AQ3BRobM+uhQGnZr1qeXIarpm5um2oNvO6cV5nsbh5Qlilod74f03Zrr1VbNwV2TmfBYBrTVra2svu+2i/cAP/AC/8iu/wm/+5m/yxBNP3HPbK1eucOPGjaX3bt26hTGG7e3t+z3lR2IXoPs6snMtAOc6zqnw8sIiYxYuebZw3Lx1f7oaBplnvajpr9eojmIoJUc2KcXkKqCJKW8LBH1CKdBtvRcA6xRNpZGjCCGgGpsEXuuIn0R8rXBO44PCI0x94KYbcV2+gPVTttxTPDm8ykZu2Cm7HDZZ6unNG/plQ5Z5RBK4T6dZS/WYMXKGkVNMW/KHVOy1OBapl1iinIRqCW0fbtui83J51Vez6GXF0/jJ0/qMYlKDLDAzIYgo1EIo1cf2J8DUC0YUSnJ8VDRO0Zlm5McOczsQo2CtZlTlHDc5x9aw3xhuVcLnji0vcJ398DyZdLga30Fh1nBR4UN7XWuFnwTAQdE+xNiIPRKaKqkNAa23K2QqqRKltqaTgH4g9YRXQQCD6uf012vW26K5rm45utUMdNOe5tTSthwJennmt+VL8CoXVb3B7NUSPIgx8gM/8AP88i//Mr/xG7/B29/+9pfd5xu+4Rv4j//xPy6997GPfYyv/dqvfU3yuXABuq8rW3VDr7JVi8ddPLQLC++iF5SpBdBtN+noyMA4NnpTuk9F0Dm3Gs3QwrqRNk+acqZ6wQVI9IXJUwlBqJyBMTinyGtHVgR0EYgevFU4m1ipdCtevl1kNH6Ac2/jFl/gWvW7dItv5Foz4Uq9Q6RgPc9Yz3LWp55ShbQ4S6T2ChsTWcLUJ2rDsTsRqHexVQmWQLin7OFijvWeAz/b4d7bcXcI6+W93TM+5y5bbGFR99w04NP3jgEXw5zveOiEQIoITL2idIasTuxhQlKXqoLiyOr008B+Hbld1Rwy5lr9uwzyq+zwNq5kA7YLxVrW6gJHcFYjYwhNQHQkeghOGB/nVHVG5QwhpHB3R3nKdirOvoZHWm9c2iplYeI05Dndpxo2jqYMpiUd3VYt62XQVeHUPbBwr6ziGT9PUdWivZWBdmaRh6hevk8P+fu+7/v4F//iX/Af/sN/YDAYzD3Y9fV1Om2Xw4/8yI9w7do1fuEXfgGA7/3e7+Uf/aN/xIc//GG+53u+h9/6rd/i537u5/iX//JfPtA5Pwq7AN03gJ2Hku6eqipL4eUFT3ehD7bTLlrrmWOnO2Xz6pTs/Y/zqY8aPnFUs13kXO2kdpO+8fQyS6E9qk14uiCMmpyp04x9jq2lJe5PzFOl8myXNaVx5LnDmEC/19DvNTwWhHes5VTOMLEd6vBVTPzXcNhoDu0WTYA6JLKLodXcrDQ+nhRwhJh8VJdSx9gQqUOk8UkrdxgqKjWlJlUtu5nw/FLcsGWVmgkRzAZ6jmanxzcsFEOtYpu6X2sBdF6EdcZnzmx+nu0g41kkZEiqRA0KTY0BBT4ErM2ZukDlNYVK1cxGqUStSJpe0uZ9dUvj2IR09K1C2O0U7BYZG/n/m672FMrTzUbz65rnrQRfECbDjKYx7XU1TL1m6MzSvCgk0DGeQnsy7TEqAX7tNWObEaJhSHqA+v3Dmvd/6gpf+e0TNveusTMpuVGl/F9Ht8xU7ZzW4RT/+EqgffmH2wtwfX3YP/kn/wSAb/7mb156/+d//uf5ru/6LgCuX7/O888/P//b29/+dn71V3+VH/7hH+Yf/+N/zGOPPcY//If/8DVrF4IL0H3T2IMsDEu6re1LLUkkQAxgHcO4zijWrMcMhWAkkklaJAvj0DqFIrVTjEj5t5FTjNsQr08FzPNiq/VCsa4jeeEoeh7dA5UJa8qBh9BEQg12opiMc4bTgpHNuD4tmHpFExObUuVTmLSJiffZhYiNERfSjw2RJnps9HPAtZxwKscF0YIzx3NlJfF8xEjZLLm/Ht2XsZeteoZz9QXH6AgYPBYrLXenAh89LuTQ5FRKMO1PJu3/KgGtVokbG0liBZeLxJ/cN46rayO6vYasG1AFqFxaxBZCFfBjqMcaX2eMbM5RnXFoDcdOM7Std6sjPRPQWVtYpUIC3szj20rzplVIUukrM4o1Q7pgjxFzMlfhZP7eb3HMBaA+nKUu8gfP6d7X9ueIEH30ox+9671v+qZv4nd/93fv89NeObsA3UdoiwuhLHk+95eTTXb2/ssi9I9O2WS2aCkh5UoDMKpxJseLb/+WwrlGRbQEjPFonbaNMfEt1z4B7p1aOGwiUxdRCvpGMTAZZas0k3cC2ZagtwpkrYCN/onn2FjKqaU/rNg+GOIOA7vXuhzXBWObMXKaodWMnGLkElm+jZHaBZoFsG1IXMSVTLCxmvfmBhwhuFQ8dWrRPc3+NHfLzh41UiB01lb0MAu4OgXwK+bMqRB4PLXfjDAjBIdoh29Df1GS6pFLvFxJezdq8qBTPtQoNIkveSM/ESmYRTXWippev6ZY9xRv7yCDdehkqa1o4brFG8eo/ZoYAtMJ1E5zYDNuVprbFRw3gY4RNvLkyZcq0tWpOlnriDEBkYjzqlUZim00RfDi8aaEUU0MaZ4uztuHtcX7aTUYPyxIL9y/b5IKrQcucXhzfP37tgvQfY3tfvO457G7BOkfZKEIEA6mWJNRRN223UQUqTpZqbQ4isT5iheizKX+9uvIjarmQI6QqNhtNnimb3BRoVRAdyJ6q0SurMH2BvHxK0STpeZO75G6QsZjzPEIczBk97N7bO1PmB5mHI9KDquCgybjoDFMfNL0dCJAxMVALQ1WGhpqmjjGxpoY3ZJsXyTMq5bvspaW8TTX8syTmj91n8Eu9VC2EFa+67Nmp3Yiuntq53S+kaRIJKHBKdqq5qT766UgEDAYJBbkLaVioYSugbUMrpSWzdyyUdas9Ss6GxazpdCXSmSrD2+7Suz1iEWZeLJjQJyF0RjhBTTH6HGFUgEXFROnuFPD9YnlJvts2nVCLCi0MDApJzhrO5G2almpkOZZm/nTCoqYY3VGOJjeN/Yt3gOn749HYW9Zjzk+jLTfa9Oy81rbBei+CrYMrKf/upiHWyRXWOHdSjhz+3t5wHGheCgs7XOymN/V4K7A3aqZSk5PBUqdRAwkHZCZeHWMMwm6E33dxsPUBe7IIdea30sk/OaraeIlAIwJ6F4r5be9kaTjNjZPnfOAuLOTAPjwEJMb9K1jzN6E8uaQ7kFNMepRqJyhKxAEHxUuRkxM1clBIk4abKhTWBm3DLgPAZZLBVFtL++Jtxvu8kDPtkVO53OElc9lLdlFC7y0wKsWvquIICFVL2dKKI2inwnrGWzmgSvdiu3+mP5mQ3ZZoS/1kd01uLRJ3NokntFqEQE2NpGjITK16P0aY9L3a6IwcZHb8YgX7CcJ+Vex7nZovKYJ0ubnZd7zGaNAFFpCrbmkX0/ljJ3C3fF3BQJm83d2Te5+8Fz0Ys/2aJfup1Uyf0vHvBfQnsdrfuNb5MHB8y3q6F6A7uvVzuMBL24TViwYp//m5aQq050BuqmlMqIyGF8zjKNmkAsd04adST2eNmiUi4SQ2nas17io2pvwBE5EVNu6otASMRLQxiOlSuHJfo94rz49rdMi/3SD9O5gugeo/BjJGpRKPE57TUYkycX5qJOSkM+w0aJEtx5tyuMm9aD0f+JZXr71kz/PmQB4diVyC7QrPN6kHCRLv59ppwq2Fvc5s+J51vt7xoIXY5xr7wJIdEQRYvuAl9R3Mwql6RhNv+Xa3swDl3LLztqY3qWG/IpBXVmDy5vEnW3ipUtnU0MuWr8HnUOkVGjj0/WWmEg5UPO5HGA+V1xUuKCwLc9yCGl+uZiuhbTsYoNcM/KK8Y2czsChJC7NWziZ04vzPH3e2fdHOAe4Lo/tmxdAH9QehpHqrWgXoPuGsBULw8J6u+zprg4vLwHwwqyfL1YtgbnK4eBojSaHjUzRmVPzKRqvMe2CZ1QCYuvUPMyUKegaxY7bQJuvRhB21BodFSm0x2QRMRoyQzTm5RdySAt+iEgIKO/J7JBO07DuFINJhzqk0HYTpBVJ1zQxw8ZsHjWYjctsPOJMNGBuKUd7/9XIJ207D1bQpniwvL869X+yu75nDG0Pr0LQmJhRiKbUio4Req2E48B4Brmls9aQbSvUTg921onbW+cDXCAag2QGMQqTpYK7jor0MsVOvYY3X81WHNA1imxGBxrTNWucAgwupIe4pn2QgyRcv5EpGg+HxwN62xNCW0cAi/N3lae7Kiq0wotdev8CaFfZw7YMvRUDzBeg+5rbYhhq4W1ZfLmqkOrskHI81Yvq44mSil0ge18EXRtm/wsuKEIDQ9fBlLCWp1ah2OZslddEhKwtdoGTp91MRboGtgshUyWbPkcjDDKhbyyZ9og6cU/Ee6K1L7+gZ1lSHOqU0CmQXoXp1hRjR0d7OloxUZpSQ60UldLkPqMhW+rLnI/ZGV7usp0fBJNXqhERvF+RI77H5yhVLFNPvtzn3YMPOhJSX3YMILoF3JmHq1BiMDEjU5pCqaSrq5IyVEd7OsZhuiC9DDpFO96dcwEugHg/nwyiIplOxVhbuSJ0DT27TUcr1jLomjRfID3M1V4nDzcINmoqr2hCCjcbiazlqdBr5LqEhuQdt8Ibs/k7m9OWeum8Fu+Bc4WazxFSXt7m0RU1vtHsrZqbfVC7AN1XylZ6pMubLYeOzwbgwEmobFGiLCxqey6QXriwLHpuZTJ/3Zjp/PXIn2w3solkYN9q7kxLdm5kBKXZyV3KUkahDsKR1RxYjSaFoXMVyVqBgUIFtrLARuaJXeZeCEAuge2ypps7YhD8oUWuHSDOo46HhLc/Db0uq0xu3UIOjmD/CI6nxLElNOC9SvzKJG9Ip0JcMhE0ChU1IiaJvjPzbuOClxuXgW6en10olFoFcDFC9IRWfN7o9dSKFF6eWAESaYkog1Yl1h0RY2hzu/qusHQylYq7FsQYOBW6FgmkoHuAqOY1AEIaB41BRU2mZGm8EhNUerAKDcSxheMp5Efpc5wlDgarpRbHE+T4CJ59kXjzGH9oiUHRzR2PdaesZY66p2hiiibM6gNmTNlTrxjati0sJO9pFnNQEilU5PGOTzEIrxndyLgzLdm36bqObDrOqJ37jZ4unZ71J/fA4v2xeA+FJUKMcOb75wXalZ7yRXj6LW8XoPsa2/1WL6+6mZcWj7As4B3UYh63mr+2C2BetVyJUycMbcZoWKAzoWsSr2/dMj1VXqjbdV+JzLVZOzrQM55cBTIVMCogpErUWWtHph1ae5wV9DFAha4dcjhJNJG9DhQ5McsTEgBYhzQW7hzC8Zh4PCUcVLj9QHWsmU4zJl5TB8GGVMzlwozq4kSPNuV0w7xN6ERRaBaCbTPRD5xoUuS6jw8VUfzScWYAehfjlQgihlz3sW548v69OJhPW1tlHaM6IcoifT+tVMrlxtB6d7Owc5yTifiYvMQ6CBOv6ThNdawR7YExyvmkPHQ8QvodKApirwVeFxDbQN3AeArDCeH5ffyRwx2TrrP2dPOG3PjUVhbagimk9VQVTVA0LZvYnSYJKIS2OLto+4UzFeiZ1BGqjTAaFgxtxozWezZ/Z3N6cZ7D6vtjFaDeb5rgrZzrfZic7lvRR74A3VfdTt+cqxbX84SdV4SaTxdSLYTWXDwJu9ULoebZojXxyZs9mpZkJXS0n7d0uCCMHYxdYikSoNCwliU6fS2RrrF0ckuRO4yZKd9EiIL3ihiSGlDwCjUOmDsBU4wwNyaorkIKA5lKOV8lECIxBOJxTRh7/DhiR4pqlDOqCo6rnJFTTLxi6hJphg0RGwIOn3o7oyOJGsSFIqOZt3vCuXwyfvexisxViAJTu5cW9NkFW1hV7gobz3KPwTK1e8yINu6ngnmJOQuYKw/hEVFJazeq1KMb0zg4arx0sCFgQ3qIyiVRgmYuoiWnf9zFNTXl2JEdTNC9Kap3lK5NodO1CZHofFITqh1hEghVoDlU8+sbvKAk0ikdIhY1kxGMgnNC3RimTYa3eaKd9Iq9GmqfCqxyBT0DRgSlmVN/ah05mpYcWc3Ep+8/m7+zOb04z2H5HlgdIj5P9fJ5w8hvDRB+uOrl1zfk/uZv/uYD7ff000/z1FNPrfz7Gw50f+Znfoaf/Mmf5Pr167z3ve/lp3/6p/lTf+pPvdan9UjskXm9p8KbfsHT9Szmd0/CbI1P+099ZOwVR03OroJS+5RjC4Jr2Z/2a8/YpcVnYJIsW1cLRgKdzNHrWvKOQ3fiXDs3OmhGCtsYmsYk0nuv5oUy2QueTAUyE9DaY0y7SLeMQ8ErnMtprKZ2hqk1jJ1h4g1HNnFDTzxMXaQKgSZ4rFgcTctC5QjRpfBv9Jxo5s7yqA/j5c7GvYYFtqiXKxOJRCR6Qjjvg9iqA514u+CSV01quYlRCFETok7jIA5HQxM8VVBoJxgRxAKkfGomHUZ1RmfiKPYdeeYxJqCUA7EQhRAE5xTea6wrsSGJHQTSPMh0IDeePHdkucMUEZUlprMYwE8FM00PY1NnCDF52/tVYNjq8faMRqHptatUrhJNpFLCUZMz9oppC7az+Tub04s53PT7oqd74d0+MosP4ek+2jN55Pad3/md972PiPBDP/RD/M2/+TdXbnPfoPtd3/Vd/JW/8lf4xm/8xvs+oYe1f/2v/zU/9EM/xM/8zM/wJ/7En+Cf/tN/ygc/+EE+85nP3PPJ4o1v9+n1nq7cXFgcFhefxaKqOqTPqFzGxCvGziBKyFTi9FUSE+j6yJG13JZ9INA02xS6pM4FoyJZ5slKTzaIyXPN2nO2EV9HbAON0xxVOccusUtNnGLipdW+hUJSnrhQIeWLVWwpH1Kuz8WkIFR5lfLMTfK+py5SOU/tHTWWRhqs1Kk/N3pCsIQwA1x3ArYLA/tALEEL7UL3u38C3oXj3KfNvd05mcfCHJHEgSxYghgCDhtrtKqpsRifpDAUmtBKIVqjgJxSG/I6id0n1Z+2Ohhh6hR1W8RUt/uFmOg+N/JUOLVmLOtlQ547dBYxvYjqCJIL0YIyKcqQNR5Tt15qgDtNzR11B1Ds2C16RuHa2gCjYpqPivaBS1G103k2f2dz2p8SLFgdCXqU3u1bzx6qevl1jrrPPvvsK3Lc+wbd4XDIBz7wAZ588km++7u/m+/8zu/k8ccffyXO7S77+3//7/NX/+pf5a/9tb8GwE//9E/za7/2a/yTf/JP+PEf//G7tq/rmro+AZbj4+NX5Tzvz063rCR7GKaqu1qG4tnVmou9jPOqz5hCx1VQifJRRzwpJ+sj1CEyYsqd8CwhWozO2PYFPqZQolYBUwRUR1BdBSZJx8cmoEybbwvCxBkOGsOtWrFXwQuTChsdglCKoWsMPaPpmcS13M+YF0ylwi5wMYUixy6FF2ufaCDr6Gmkab3cuiXEcC0php97u0t51yWwnI3fvcc95WkXxnl+jMWc7On87OkFX50RJj4Ph/DJOc4966Vzaa+zKEJU6fuHhqgyfKxppMFEjQka7UM7x1I0I6IwTt013k2AxsOdOjJ2gYmzVNERiWRi6GvDu9YNu4VgiPTa3KkyEZUL0tFIrpAsRRVMHdBtyDiS5teROua2/zxKMjrSoQ75vCBPqXY+SpqfTUjzFcDPHgraOX0XQcy5KB5f3l45esg3rr3OsfN1Z/fdHPhLv/RLXLt2je///u/n3/7bf8vTTz/NBz/4Qf7dv/t3WGtf/gAPaE3T8Du/8zt84AMfWHr/Ax/4AP/jf/yPM/f58R//cdbX1+c/Tz755Ct2fm8Um1Ef3k2gkd5NOc+28nhWBNVmX2bsU1YaKnfIpL5DzZQQ22VfQOmYSLa0gFKIbn8U81BzCIJHqIIwcUm8/rPxk/xe9X/ye9V/5jPxE3zRX+fF6ZQbU8deHTm0MLQwmkn2eahcWnRdTH2a6afN3RIJ4mnl3Re+73Kr0N1qQw+7eN7v/o/u8+LCP2DJk599//l1bv+56BfGLhVVVW1ufOrTeA8tHFo4bGCvjrw4nfJFf53PxE/we9V/5veq/5PPxk/ykj9k4qBqr29o23lEkeR+FYhWoNqyad3Ol3kBGNRMmdR3qNwhVpo52xmkx4tUIzDrJ0/fMcaTWX0yFoFVc/3CHp1FaKMk9//zes/pAvybf/NvaJqTNNyXvvQlvD95gJtMJvzET/zEfR3zgXK629vb/OAP/iA/+IM/yCc+8Qn+2T/7Z3zHd3wH/X6fv/yX/zIf+tCHeNe73vUgh15pe3t7eO+5fPny0vuXL1+e6yqeth/5kR/hwx/+8Pz34+Pj1yHwPrjk2Co7ve+Slqic9FvquCDz155HrpJn2dOeEBTWJbYgH1NBcccIm3Ydl/9RyAPbYZtOoTBtKNNajZt4lAkQ3HJ4uUk3WW4CA2O5WsLAaB7vaN7rvx4lX78ivGzvGV7WJEpDPfMXPfhY4KPHi0OpHB09UTwxZihF8nZTcCwNwDw8fP5xP5vN6vT+Z/2+7EmvYpW6t7d7cty7ZQjTNRcxCBlKNFryNA6SkUlJEYoUUdCGrtFzkoyugY0sUOpArlaFl3Pq8Bg2PE4dv/7M8PLAWPKWBtI3gpqm/LnYQLQQJgE3UVir2xB42n83XEZ3/xig2IzrdIzMC9ldUIiLENL8LLU5Ea9vx2M2pxfn+Ww8Tl4vRpTuMcRn2Grh+nvIML7J7UG/6RvBQ/72b/92rl+/zu7uLgDve9/7+OQnP8kzzzwDpMjvj/zIj/CRj3zk3Md8qEKq69ev87GPfYyPfexjaK351m/9Vj796U/zFV/xFfzET/wEP/zDP/wwhz/TTi9E91qciqKgKIpHfg6vvp29YCxrhK56f3kfLYtAezI2hUqfURro6kDPOGLI52QFIUqS6NPCepZhXOJRHuSGXiYUKoWNrdXYSifVGBeWCqm8bYHdeNbLhq53J4VU6nQhVTijkEqdWUjlomnzwUmY3QPORVzMcRQoDEo0SmVtO83Mu1oopGr7Xx9Iqm9BfGCpx/cctlSxfE9Fo3vsD3cJJSTANSiVvrcSjcKQSUEWCwoyCm0ojaaXJcAdZNDTgStlQ884OpmjMIuFVCeV6MuFVGplIRWAt4KMQTURMXFeSGUrnR7SWo+4ULCdF+QuLXC9TNPRad4B7XYaHYWecXR1Rtki8mz+ZjHN6cV5nsbkPu+blb31F/nd0xbfpDlduPvB+mH42md236BrreVXfuVX+Pmf/3k+9rGP8b73vY8f/uEf5i/9pb/EYDAA4F/9q3/F3/gbf+ORgu6lS5fQWt/l1d66desu7/eNavfr3S4tJAuvlVq+rIsLkObEA8hiPn+dt4tXRws9HVjPG0LIqLxuvUvV6uLCFpp+phdahqBQERcVU2tgEnEuVaee1TKUGUdRWJQOmDxiioDZVAstQxox+RktQ81Cy5CZtwylthFNjIkX2geFVZomZBhJ3l0QgxJPEJ/OKdJW/IKIT5W/C8QTD2JKFYRgkXNKLs6IMJTKUuXz3O6jTxfmgDtjxkrHNnNvV7U/WjIUBkNOrjSlSjSQXZ0Adz3zrGeey70p/bKm7DuyfhKnUD19ZssQNhDr5lTLkMxbhmIA2xicjWe3DNlWeUrSHNoqFT2fz1uGOoY56DYh8Wp3fGQ9b+jpgo5O3zfX7cNbS/KyOM9h+R7wC/fHMiHGKi921bDf3/YXdmHwAKB79epVQgh8+7d/O//zf/5Pvvqrv/qubb7lW76FjY2NR3B6J5bnOe9///v59V//df78n//z8/d//dd/nT/7Z//sI/2sV9bOu5jep3e7cpvlUJuRBe82nLwudVrZujqmxbdTcez7TL0mktSDjIr02nBfIsdgTo5R6oCPwsRl2KAxzdnkGHnm5wL2Zg30ukHWusiTl5bIMeIpcgy5c4g6HqOPp5iDimy/wRwkQv0Dm2ODYI2iiVArIVMqFQlFjRaDkxR8FhGUaHwMaZzmhccL7F734+22LUKCppNdant1w11e612iBTIrDsroZJcY19eJuOTYn9PbvTssrVvgTUVRStLv6XuncTBSoIMm063CkE7A1tWBvglsZA0baxM6mx6zpVCbXWStA2s9WEGOIXWDaskxzJwcw1OPNU2d2sNc0CvJMWZFeKUOXCruJscwKmVlq5CK8vIA652K9UmXrk5L2Gz+Fk2a00YtR7gW7wFZcd/E+Ci93lXFc28uW6j/f6B934p236D7D/7BP+Av/IW/QFmWK7fZ3Nx8RcqtP/zhD/Md3/EdfO3Xfi3f8A3fwM/+7M/y/PPP873f+72P/LNeLXtk3u3Ck7xSy0/5i38zcnLdsoXLP1u0OgYGmaU/qDkYRSZOzWkgjUS6OjEEnUUD6YLggiZg2mrUu2kgtWowmcWsgdktkctrsL1+TxrICEg/0UDK/iHaDIExpfd4Z+mOPROVCPRntIapFUZaYFItDaJCWrIIpTQheARFxJ8oBj2wtxto/IgY3V37z9IfJ8Db5nVjJEZH40esqmJ/WVvyctu3UCiVKpekVfaZNQelv6ffZjSQmUpeZld7SuMp1xLg6p0eXBrA1gZxc/1MGsj5N21pIBUgN4+BCt9EphPNpMkZ2Yzaz2gguYsGUktiNdvOOZMGMkRh7BKLdt9F+oOawbGlYxK4zubvbE4vznNYfX+oRUYqOfsa3K/Xe9593hT2Ju7Tndmv/dqvsb6+DkAIgf/6X/8r//t//28ADg8P7/t49w263/Ed33HfH/Ko7C/+xb/InTt3+Lt/9+9y/fp1vvIrv5Jf/dVf5W1ve9trdk4rbekmfBW820UAPvV5erF4aiHsViwsRLOClK4O9DJHuWaJR4GxT32SaZFOxU1GYuI3VgleZ55sHRS1V1RB5hy6NqSFvdCRXEe6mUVU28O72YVLG8Qru/fkXQaIm5vpezoHlUUmDWpYo41v87knt3CIp2/ohfaruZJQGrMYZ4B7r08/O9wrrVyeEkFJySC/ysH0iyx6zS9vmkF+laPgCLGae8Nn1ynceyGXhbzu/L0VHleqOj35i2qvodEBVZIED/olrPUT4G5u3lv0oNcl9rrI/iHSONSoQVTEe2Foc/Zqw7HTTJyQKchVAtlSRQqd5lFhAqUKOJLqkAspXeBi0twduqRuFX2g3LL0bjm6On2nXLW53XZO3x1eXgDac9xDr5jXu3hZz5mGeD1b5GGYpV7/1ctwN0nGX//rf33p95dv71u2Nxwj1Yc+9CE+9KEPvdan8cD2IFXJq/ZZCpMtvD6d011Zsbxw3LzF+1JFylZpRkWfCAh8CiNvqOTZljpVt2bil1SGKl9QtaIIRw0cW5j6MFcZ2sk1G77NOeYaugUM+vfW052fbAYmgxk9JLSirHKyOLdcwqFtIfIEgsw4lxf0ZUUgqva9UzdMPNVCdM7iphAth9WzhFAxA+mXZ6TyxFBxWD17/gKNU+1OKRx9eiNpPVxZ2DaNgxdHkNQmlFrDWB6/IAvF1ZLG22TnVhli0IfuMF1fHLXXDK3mdm3Yq+DQhlZlSFjPNWSeXAmZCRTKoQxLKkOVV3ifgPfYCqUWVPSYLpTGUbbzbzZ/Z3N6cZ6nr7IAugv3h4TVaZn5+w+Qu30r5XvfzHq6d7PFPby94UD3zWfn8W45e5ul1wvHWTgmLD/lL1Ys64VFeaZtmlp0AiqHgZ7gAhw30MtgM4+th+LpGkem/ZKeLiRpwIlLBAq3q5p9hgjCZbvBOwca6zWxrVZFCVHr8y3o1sJ0CtMKpjVxbHETqGvD1GumXlGH1F9ah4ANngaLwy5pq4qoNl6tEMI9bvzZPnrVBnNLgOnaxfX++3RTEdV9tCrNM2lneN+z92RWyXyyTSAQosNhscFTB0XlNbVOKj9Tr5k6g5uAHluY1u14T8H2z6enqzXSPhTFVhd35DT7DVybOG6EA7YYYMuCTAndNixsJFBoT25Cq6cbEEziZA6pSO+4AVNAX09ROZi2pQxO5u9sTs+qmGeml3K6i/fcivtvBWiez+uFt06V84P3274BMPcVsQvQfZ2arAhPr1oYFqsz1al2Cb1wmRcrlgu94OnO+h1n+qZjePKPHLL1XOD39j27nYyrpZBJoGsc/byl+NMxEWZYQ157BI0LULnAbTnkWvN7KNFgvpqRv8TYZdRTQzmyqOMpcngEZUHc3j57ILxHDg+Rz36ReOsYtzfB3gyMDnLujHocVDnPTzKOLBw1kZH1jL1jHCsqVdFIBTEttErlEBogT9SQJJ4GP1edCSeAdoaHe7o97TSN5FnFV6dDT3cVVJEWdWHx89TSZ53pBc/4llFtr/FCL7bSqUVIZq1S+RxoIp5GKoahIlhwIdJ4TeVTEdzQacyLke3DMf0bR2SXh+hLt1G71+DSJnFrc/W1gnQ9j6eEkaOeZoxdxsgrjpvIzXDI8/Z38flXMXA7uJAq4HOVdHx7haUoHN4LTZPmbOMVMWomDl4YW9450DzxzAHuIH3ebL7O5m/Rhpkzly+d16r7Y/H9ICfkPitDzUtA++b2YM9jp9MU97vv69ne/va333foGHj03MsXdv+2DKCrPadzebcrQsqrvN603cKCvLTPyYRSp+dWALNb0HmuYRw8lTf4Wa5UAEm5XJFEQC+Scre5iuQaOkax7TZQ+VcjUbEj6+Rt3tU5hR9H9NEU6Rym52StiCZLHpr3SF0h4zEcj+BgiPvsHm4/MD3MOB71OKwKDpqMg8ZwaGFsI5UL2BBxMaRiKQQTc7K2YltFwSkgNAno5F6e7r1tCQjngHtCevFyoeXZdi3JYgLP+6hcXm1t0RZqDriGDJHUo6ulwMScKGmcbEjjpkW1VCGKwaSkdpqNqmZtWNHZG2FuTdCXDpGt28jbrhJ7PWJRgtYQA+IsjMZw55B4NMWPI66NfuQS6RphR9YJ+Ve3pBeKXKf5otuc/KzSXdr5hTCnh/QRxqGhZwrMlsbdWWa/m83f2Zw+XddwLu/2HPfWKq/3btarxc84effNBtTxYQqpXueo+9GPfvSB9nv66afv+fcL0H2N7WGYp1bZ3QvOA3yGArXZwThLLY4QOy2sJGKEEBQxtu0f7Toyq2bum8hWISgp2HQ7KAV9o+ia1OITgsJPBb9fozlOeq3DcZtrjdBYmFrisMIf1LjDwP61Lsd1wdgmkYSh1YycYuRg4hIn9Iw/2oiiiDkSBRFFUK0HTvJ6nUqLX5y1DZ01PivE61dJ9D0ymwsXqJV5XkGIZ4LzrDp5GXC15BgpyaTExCyRY8Qc0849HyN1iIhLx7xRpTE+tBn9aYfeoWXtek2vX1OsTyhuD5FBiXQyyLM0Vu11izeO8fs1fprmiJFA1wS2C02IGb1mh44RNnKhb9J8Ue3DW/r6SUYyBJXmWYoB4APU0pBFjdosQVVnfP/VtlTz8CD3w8sd/61avcyDF1K93mkgv+mbvukVOe4F6D5CW/ZuHvbGPk9O9+Xzjee12dNq4rOVlBLsFxjfoGPW/q2lYQyCjwrndAtegveCllSJ2jMJsLpG8DMmKxPZzCxFy1LUTBWy7wl1hdqrQR2Dh9BEQg12opiMc4bTASObcX1apIrolnO38ol8v2nJpTJJvUI6RLIg2KDJosbGrAVXmXtBIUaiMgTvT1WZczeV4z09zxmv8cN0K54cKy55yCsIMuaKRiftP8t/ViAKpQwKg5acTDpklBSxQxZzipjTUzmZEkz7k0k6kguJY3niFcdOoSQjl4KO7jI48vRvOq7eGNHtHZF1A6oAlUty7EQIVcCPoZmmuVkYz2ZmESJdoxlahRbo6EjPBAod0BLncyixXKk0v8IJTy+AjhrjGugXiErzdHHePqyt8oCX46AP23+76E0vV5Nf2FvDLkD3TWIP4jEvelKzRcvHBJTRAZlhjQl92cVIWiJcTJWldatfqlo90xmVnyHSN4FCxXlaNFORUnm2y5rSOLT2BK+oRwKjxNk8meRUzjCxhjpoJl5z2GgObVKTqQP0DZQqAa6fkSdIqu/xSNsnnETs6xBpvKL2Ghc687UuiMPjCBhE7MrV7uXDw4uA++jspCL5Hp8v8rJ0k9Lmc7VkCXDpUIYOpeQUSjPINYWSFnhPepul/WjfPth0NRx74aVKo9EYlbM7LtnIPV3tKZSnmzlK48hzR56nh6oQBK09/axJOsvas+E1w8wszQvDbP6ka+WjIkSh9hobNS6meScCfSkYcACZSbSi7VyFk/l7vzR9r0Sk6a1mb9ac7itlF6D7BrBHuTAsVvIu3iyuXazqIFTO4CoF04Yntw+4NH2CXLc0EhEaL2hJnLlq4Vguqlb71qNMqkjNVKAwjkJ7Oh07pwIMQagqQ2UNoybjxUkngWyTlG1siLgAL1YjuirnyV6OmNQr3JeUw0vOVWxpKhOpQpKfEyovTFXEiFDbnBACTnm0FOho8TRL3m+yRI5xt77t6fFfFkl4dIxDC97tQph56fyWeo7lzDD4jIVKY9rvm5OHglJyOsrQ0YqNTFFq2rxqyq2aNrcaW2KKENM4SxAaD0dN4Ng6buQZRhkyldE3sJEnoYMN47jSn1BmLukqZ4Esa+gEy8AlcYPjukg9uFExo8B2UYFPD26q7VhyQdH41J+rSPUCl8qcJ7ZuwTTDVYrKGer2YW82f+ee7yNkgXortf/crz1MjOcCdC/sDW33WgyWxLkXXvsFr8C2b1deMWwyhgcFnc/s0buiePJAOLZpgfQRmqgITtBLUmrp74lAo2U2Mo6ysOSFIysCuohEn4QPbKVxXhg1GXfqgs8NNdcnnhfdAbfiFxg213lX8Y1UakIn7tDRqS2kowPrmadsdViVRGqvsDH1dE69YuwVYwfaJVAdOkUWDQadoHbWNsSiZ5T6SmfAu2yv7kK7rK+74rPveiA4CY2eEGykcLVBk2HIRFFooZspBjn0TBI46Mz7rgNGpSaQ1KqjOLKaJmg6GqYqVV5/oT7gc/VvMsivsivv4AmzydWu5kpH0c8tRnmKIpKVHp0FRCceiOCE/NhR1RmVM1QuHdt6oUl6kPNv7TkhxUgVzvBkT+herrGfOWJ4UDJsMio/a1Vr95urRS2P2yp5vwsQfXh7UMGDtyrqXoDu68juX6z+7F7A00/5i8QQYQFQ7MKC07SbTL0wdIbDcYf+8zXdxwOXVEPM8jkRRuOFps1IhXiSmerqSFccqiXY6Pdqiq4jG0RUp+UbrCNqEog+ERb4kIDyTh24YYfcludwWB4vv4ZtBmzkm+yUwpetWdYyx1re0C8bsiwJF8QoTKcZU2uYuIyRMxirUaiW6zcVVikSBaS6Rx78pEXnZfJ29xHCPLvN6Nw7rwgzn12BfpYpdPreKIwoMqUoFQxMZGACa5mnbxxdY+lkKURsTMrTW6sZVTnHTc6xNew3hu2i4HPHikn5NeyH57nNcxhryOs1uiYpDSkBk3myXkB32xwAtIrzDWYSYAxNUHgP06Cpw4lXm6QET8yoSMdAXwdoGiYvCIfjDkNnmPp07Nn8nc3pIPe4B1YC8P311l54wBee7oPYBei+jmypHWHFDb30xL6iFSHE5XYKv0BLWDOdv56Ek+2ObSqW2qs1HZ2j6KNvBJ7qH/I2c0A/20KRcrqVF0ZeMbTC2EHdrlVXOnC5gI725Jmn7DvyS6DWc6SbI0YRpxY5roFAx1p6jWXdad45KHi6v0Gu3s965tktLJc6YzbXJnS2HPk7uki/TNy/upfiiI2DaY17fkhzJzI5zDkcd8hVAWQ0QVOFtvaISJSAb0ksZvnQJICQkRRjNS3NFXPJvzS4L3PllsO+p20GvC8PuGc8dJ3eZ4HHeVHgIDFQ6bnIQSTOGaiihPYcWm5qDQMTuFRYNouajd6U7kZDvi2ozRy1uwG5SbFlH2DaEEdjwlGN2/O89KU19qa73Kofbz3hpAQ0MIFeZul0LPlaSIIJa0WqchaINlAwRvYcTWMIlXBsDTfr1PZVuaRalWQGI30dKHXihBaJbKkx9sBz/cYGzw/7vDTN2avTeBzbNAlnc7pW06VhW7wHFu+PVWC5dM+dY5u3sl3kdO/PLkD3dWsvT4C/CMCLT++nFwO/sMh4dbL42IWFqGoLoiYuMnTCoTUcVQVuonhq+ybj0TpaktJLHTQ+CFMPh3Vk6DwhRkqT0dOazZBCx0Aq+tEKWWDXl0whWUAbT5lZBl7zdoRcBQaZZaNbsbZVkV8W9G4XuTSAJ64QyzxREoYAjUUmEzgeoo4qTN1gJh5ThaUSqCSwnvpow8JtLghKGXSIRBXbNpWWYl8cMWpEPDHcTXpxdpHVywPvwlmt2P/u49/12ZE2/J23uVsDCErNZPwSKcbiMdIjRiTEOKfJTJ+TuJZN7jF9UOsZaqsHT+wSu93UDqQUOItUDXo0Rh8OeXL9JpdvDnlyv+RwUjK0GU3bHlRmFm08koFkirkKhSz2IUecF5qg29YkuD0NjJ1nPTMoSUxVYhK/d6kCIvDkxk3cvuKoKji0hqETJi59mdn8nc1pL8v81z6cDbRhRepltV0A7Wl7UPC83/1+8zd/k5/8yZ/kd37nd7h+/Tq//Mu/zJ/7c39u5fa/8Ru/wZ/+03/6rvd///d/ny/7si+7z09/dHYBum8wiyvAddkbXg6TLT7Z23jS31hLM39d+bTP2CmOraLUittVydq1dZ585wQtiesWZ6haL9x6GDrPLX9MJRM26sfZyISpT1JuvhFwiaAe1/bEunjS12ugyB0bsWajqOl0LN31hvyKQj+2BrubxN1twsYG9PvLA2EtHB8jISK5QXT6Lj60VcxxVlQFLgR8O26peMqgSYxFohQxBoIkvuIQfZugdq0E3ekA2t0tRmnMZ208J1XNZ/Mizy/YXcdcXTG9eG3VvABsppmrRCMqidQr0WiVoyVHFsDXE9I4hEjTchm7kKT2AESD5Aa6RWKdWltbon2cn+1ohOkUmFsHFC8NWb8xZXKUM51muKgo8sSfDKl/W1wEE0E8MZE845ukRjX1mrEXDuvIzXrKoTpAuSsM/EwpKFKqkOYdoHzF89fWuV2VHFjFsRXGLo3NbP7O5vTiPIdT3u3C/bH6HroA1/NYIsd4wD7d+9xvPB7zVV/1VXz3d3833/Zt33bu/f7wD/+QtQV+952dnfv63EdtF6D7BrBVYeflbc5eSGDZ03WciKXXcrIwTUJa2MbWMDKRXAmlMpSjHvKFSP6Eo2McRMi8RquEKI33HMotjuyLPClXGFnDxAuVNdhGk1cWmbq23FgRK0ec+sTGGEHrSFlYuuuWfAv05S7y+CZcuUS4fPkuKbm5ZRmxKJDMgA+EGlyjqZ2hCoqpF2qfqqD9TD4uagw5SArIBslxsSES8EHhVYMK4E+HDWcAuZg/XaYZOnVyi1XHpyuQw4rXL3PcuOCenmw8B1wtOVplKElkGLl0MFJiYo6OKY/tidgQsEGY+lQoVTuDazSh9imUDMSiWM2z3O8TvvzdqK2b6I09yvUDsptTOvuWepzagYiJbVNNPVHbeW46Oo+vIrZJVesTL4wsHDWem/olDpvnuGJ2AINuJSNLneadVpEXP59zbVRyqzYcNsLIRsa2jdC083c2pxfnOSzfA8tA+/J53Isw8r3t1QoTf/CDH+SDH/zgfe+3u7v7yPXdH8YuQPdh7aFp+862+83vLmqB+rgcWlvUDF184m/kJO9VxeQhTHzG0CbChFIrOnVOqTts1xM6/cQSVCpPJhqtBC2KgGNcvchEWypvmHrFxBnqOiMfecQElE+fG+uAn4KbKFyTvpfJPfkl0Fe7yGPbxMcuE69ePYObctnEe6hr/LDBDhXjqmBoDUOnmbSg24QEeRkmgTwah6Uhx0mDJieInzupTmqS5N9ZBBnqjDadcK6+2SU7I7d7clxOjt22L8UzK6rVnAhjBrhaSjIpMFJS0COPBSZmmGjIMCjSAtkEmHhh6DQda+hVBeXQoYcNZlIj3t/7m3Q6hKfehmQ5ojXa3CFXExBLNczSdZU0NtpZpPDzCmY7UtR1xsSleVJ5mHjLiFuMqxfRA4VWkEnq7S60p5M5MlXz4lHG7Trn0CqOLQxtZNJ6uLP5O5vTp+sawsI9sHh/nCdytGivGADf8yHuzWvee46Pj5feK4qCoihW7HH/9kf/6B+lqiq+4iu+gr/zd/7OmSHnV9MuQPc1tqWbeNGRWqWDuuj8yNmLRAinFpwFUncXTzwAqxa93rRoTX3B2CkypSm10NWKLWd4Rh2g1FaSYHOpwKWjoaMVXb9Fv/MUgUjT9svWXjFpDPnEAA4zDcQAvlHYWtM0mhAUSiVWItU3yEYPttaJl7ZfFnCxNpHr7x/jbgeGR10OqoIDm3FkU8tQHRIQFtpgQsRHjSPHBU9DgRVLLVNc6x1FCSjRRHFJ7J6U12UWBlsA2+VK57MW4kWGqZm3u/jAtGphVcvHlpa56NQ5zKT7VBtengFuJh1yuvTDGjkZRjRG0sORVoJpi6zGTtpq5oyiCuRHHlNOUN0R6vAo5XTvpSqkhHhpG6kqZFKhhg16ZLH77XWtA3nlyQqPzlPbEBHqSc6kMUnQPghNTCNlpKTfeYqOVnQ0lDqxm2UmoFQkTCrGznDUhpVHNjJ2gamfebhtWFnSnHZh2dNdBOGwIr+7CoBX5XFXb//WscjDFVJ96lOfmgvEz+xHf/RH+bEf+7GHPTWuXr3Kz/7sz/L+97+fuq755//8n/Nn/syf4Td+4zf4xm/8xoc+/oPaBei+AWzZ6z37/bBQFHU6BL34ZL8Iuk2czF9PJb2ehg4db5i4BFxDJxxZw3h/ytqliJGAUYlxqtQwyDU7ky0wX0bZelMhCnVQTJ0hm+SJInISsVZTW0PjFDZolEQK49EqQCaQG2JZwss95YaI3LwJ128RXtzn8FaHW6Mut6ucQ6uZ+tS3KQKlVui2vcmHiIsRG0yqbI4p51nLOMneqRwVPUFStexcvWcJ/0+JSYhvwTGcPBGdU4N3absZmLZVyfO30hW86xxEZoVTBqVytGQYKcnpUsYuAynJlUmMUyJo1bJMC2gl2EAqhLMaTd4yUUU2ZEr59luIVsTHHr/3w09REMsy5YIzRYwwqXNqpwlRyFSS6isyh9EeUTCe5EydoQ6JeUoBpTJs8wTOXGWQa0oNRSsxaSQgEjm6Ezlqi6fGLjJxkcoHpu3cnqo0f2dzenGew2rvdtEDXgW0b1VAPa89TMvQ+973Pj7+8Y8vvf+ovNz3vOc9vOc975n//g3f8A288MIL/NRP/dQF6L6hbdH1XFqfVhXfnM4hLZIanO31Ln/e4i+LC8bqnsFVi8aisHeuuwCMpCRrheZNu2iX2vCHt3v8iS+vsK5LrgJ949jOhRA1HVPyhHuMroH1LBFYAEmbNSioSmxQ3KxyRk4x8enpuNSwUzgebwwbBweorQoZjeHoiHjq6ZcQkb3byI1b8MJt3HNDRi9qbhwM+P3DPkOXCqegZS8qUhuLbukoU2GVUDmYeJg4nfLX3tBQpZYWQouxgpdE0B9C1o6VBlGEYNvxjO3inapxY3QkH1IBnmVGqdm1WfR2w/y95A2rVPi06E2jEVEolUEMqciL5GVrVaAlQ+sSIwW5dOkwoBv69KRkpyzoGqGroTSJXMLMFHyI1D6N18jCyBquV4bBqMPWvuOrjm7Sf+IlzNs+B0/uEK/sEi/t3AXAcnSUrteoIhw0TPczPnvU53ZtqHzavKuhbwKDLNFGZipgW+H4jg7slopC51xxlwG42oHtPPUO5yqARIrCoqdjbtY9Dpok4XhsHUNvGck4zTVJIcrKp/8bP146V+dPUik+nBQQngdoH4xYY1WueMU+b9CQcuTBTz1G0FovFTm90vb1X//1/OIv/uKr9nln2QXovgp270KoxZtzBQAv2gpPdzkcvXxZF5/mF0NriyG3WaGJF4cPAR8TDeNMVg3g+KYnDAyhhYmsVRSCtLh3DXR1oGdOxMVdUNggjL3meqXYr2FoU4XwINeEaCh1gTtqpf4OjubFUbFTppaVukE9/wLcvIN/4Yjq+cDe7T7XR11u1Bm32l7NQicg7+nUZpLriJaIC0IdJOWalUJs8sZtUORBt0o8WSqyii3whlTJPBu5QX6VXLocNF/Ch5oQknJR6oJJ4BuRE+91QZQAOKNPdyFPK2018kLoeNYGpFXBZv40TZwwbK6nPUVjVDFXETLSeroxI8OQS0oNpH7XdE06OrTeYzqHqVNUIbF3VT55vVMvHLuM4vo2V4cTLu0NKW+P0U8eIJf3iNubxF4fMoNMK+TwEA6OiEdT3FFkOCq4WRmuT2HYJO98kGm2ihRKtpmwkaURzVQSPIiAUYqeSQ9ifZMKqFJQXrDeMNyrmdZmPhfTvIz4GOYtcLP5O5vTd6VYVni0cYUHvGjn83RXF2S9uT3lpAT1IPZaPGZ84hOf4OrVq6/BJ5/YBei+rmzVjXt/YMypQqolL3jl03xLVE9IfZ1tYVBoqfjqIDRHNaqfOHIjJ/q5fZOe3/umpRRUnqyVbHMtz25inYLrk4qbskcgcHmyS6ZK1jJNdWQwexWmOIYYkdF4Dr6Mp/g/uEH9omP/Vpdrwz4vTQv2GmFoE9iuZ7CRJYrIQWYpjSdTHiW0bFWGkdOtkk4rouDbsKtPVc0Bl7AwGqLK8LiU440BLSYJJcy9zRlHctthtJA3j20v7YkHe0JoMQtFzwqkRNQ8VJwAVy8dP0SPx6HFkKkyeb5iMFKk1icxGJJGrooaQypwKzR02geQ9czTN56uceTao1Wk9prKaYY248gmYYkjC7craELB9SrnsXGHx++M2Lq2T/HEMfrKXsq7r/XAOhhPYW+I36uojgzHdc5eDS9OKm7KLRSKy/YSkZJMCZlSbGSp91ZLbLm5NaWPVG0b00xfN5LmWaagOappvJr3GMd2fgbivM92Nn9nc/ouGshzAO3Dgutb1V4tJ300GvH5z39+/vuzzz7LJz/5Sba2tnjqqaf4kR/5Ea5du8Yv/MIvAPDTP/3TPP3007z3ve+laRp+8Rd/kV/6pV/il37pl16dE15hF6D7CG2xOGZ1e+byjX0+6sfztDUsHvT031blrU7s5QjilYCvGkIVmGJo2hChUcmbFIF14+gYT65S8QsRahKhRogwsYF9hlxvPo0PNab8f3DJXk4h50lOfmcC2RhdO6QYpvOdWvxRw61Pl7w03OL5ScG1qbBXBabeUyrFV2woLpeOnaJio6zpdhuy3M+Ld0bHBXmVI1LgYvJ6Jy4BrgZMNBjJ2+9pCDiCOBJ/VQLbKgwJbVgyFTHNxo32kV21178N4UaZe7Az5qjECnWSA56BcuIcTiQXCYRlKXIxcbeTV6s7aAwzQfrUl2swMceQY2IiltCkFHnZyucNMs96XtMvG8rSYvJU1GYbzWSSc1gV3K5LjBhuBPjcseNFrXhxWvL4tOCpUZ/Hbo/Y2Dkg3z3CXOmla1M7/FGd2MAmOSObMbSRO3LIS9Un0aogy76GdZtT52kOZCpQ6OQFhyAUIZCLplB6Ll4AiSISZ8glEIYTuvm95+dd1Kd3pVjOA7SPDlDPA+CPWqHqtbBXkwbyt3/7t5cqjz/84Q8D8J3f+Z189KMf5fr16zz//PPzvzdNw9/6W3+La9eu0el0eO9738t/+k//iW/91m99wDN+NHYBuq+xParQ0z07DlaEpBftLuH7pUrqZJkKHB/VHHfXElFi+zlGIrmODDJLoVPxjBDnYafKt+pDSmEw5KZPjB1MPJl+U2vojDLUbUscT0GRdHWHiuFRye/c3uK5ieK5oeNGOMCLZzducqVjeEe/4mpvzPrGlGI7oPotAxYQmwBtz2bjNROl21xv+l5ahJysbRcyxNjBiyfgcGKplEJig2vJFrRkhAW2IxXVPN+qgChCjC6RY4jMPdiTMU054NkCnwgsTkgukBPPOF0X014DwUiZBOnJKOknvdyg09+iISdDI2gRtEo57UJFOtrRLxv6azX5ejs+uSI6T380Zv3OlI3DDn3Tw6iCLw09L4Y9vthorow2eWlQ8rYq58lxl8t7E7aOh6gCCOAnUI8S97VtIyomGspsAxGNwaSqadWKYWhPmbn2EUXIXGKyUi6iRCfN5AC+FbDI6xF9HBa19Cx5uk7t9Py9pwDICqB9c4eBXyFbYDi7713vc79v/uZvvieV6kc/+tGl3z/ykY/wkY985AHO7JW1C9B9k9iqCue7/3a2Zz0La7bSADPeo3ntTIiwfWnE8FaPptylab0S3RYrGYknPZWtGIH3mhiF0mtKFekZ4ZIdoP0fAYEt3WU9FwodCUGwVqFGGjWJeC/UVcbBpMPNacnv7gufr2/zvP1dMt3hnfJ+nhoUvGsQeNflfXqPOcxuiax3oNMWiFlPHNVkRyOK2pFNPUrifPEWAQQKSWHZGBNVZIiJwaqRhqA8rn2EiG0+VE6F64M4VFSEVF/VPqXEJZrG1PvbFlbJrACLE8BVWWoBwixdIyW6rU7O5z24eezSD310e7VUy1ClSfnR2RcUknhApjxF4cj6Ab1lUBslspkK55hasqMp5a0x/ZdqenfWeH7cpxoO+Hz8HZ63U26Er+FOdYkj2+XIZnyZChSlRS9ctxAEJZH1XLjiNsjjVwOwqbr0jKQ2IJWq1Qvj0doTY5KIhASyrhWun2nk5ioiwxHbl0Y8/9JmOx7pAUTNf06Kzpbms9wLhC+A9lFZy4XywPu+Fe0CdF8Vu9eN/TKKNue21WHqlUC78P4snKnibBG/u1uk2AgM9sZ8aWzZ1yW5SiFM025odMSYgDGpzUNJxAcojKbnPFuFAQzrfoAW6GfCTgGbWfKOAbxTWC9UjeG4KrlVFbw4zfhCvccL7pPkps+7+Rq+fKPDlw0c71ofsvZVGnV1C7bWod8FpcE5mEyRYoh+cYy0/L0zHzPEtnpShI4+uQ0CiavZhUAdDS46KoGAhxhwCtSSuIRDRU3AI1oIwRKCIK0or1LmJFQsOoF3jC0TUiqWUiqbUzim8LJa2EfNi6WMlJSxTxEL+lJglELJcgmdkuTphpi+54zuWFRAdwS1liPbfXhsF4yB4JHRhOzKEWs7R5TP7vO+aUmue+jDr+Oz5nd5wX0S4Y+i2AYydooua66izB1Kp++Zm1TRfqXM0WLYtAN8hFILW0UrhqA9mXZkJu0XoxCjYEJMdJFAFZKgRhNgxzh67ohiI8BLi98xfSeFpEjDwlw+z1xfvdo/yvvvAswv7Gy7AN3X3B7Vzbl4nNWkBmcBLTCXvJO4HN6cmY9Cfai4+swxz37uiC8WJR2dqoCNCB09KxaKKBXnoJOZQOaSvu5mluglXRSMpMKrzdyzmTV0y5osa4HXz7h5U/HT0KaQ5dvN1/K4WeOZNc17Bg3v2j5g65kG9ZXvIu5eavmC2wrk6RQ5PEScayO6gosqCaiHJHovArkScqWXPHoXwfqACYoqFAQcHtuSkSy0/YjCxyY1CkWHDyo5sqg2uJ7afRbHOdK2/rTUjIsUjjOuZI0BSWFrRCUxenLyWFLEgm4s6WeGTKtWeP7k3GeOtoupEGkmGJ9yzKSe2n6HsLuTKDZFgW2Q42PU9h7lxm3et3eHjt6kqztsHn891+QYicLUB4Y2XZdu0ESSjGOee6QlpbhqM0qtGTmFiynE3dORvgmpuM0ElE5zJBV6x3Zc0ryYuKRcNfXwdnvM1bcfUR+q1Hp211w+yX3P5y/3Bt9ki16xW7nV/dlbF2QvVIbuzy5A95WypZ7b8xRL3WP/VbZ03MX2lNP52ZPLvNibqxdft0Bt0PPQHbQgFFL1cj3NWPuqyB+Xz/LZ53b57LHlUpGx20mft2MNum2D0Sq1g4RWXzVXgStlQ0AwEugZR7+w9MuazsCSb6VbMNSQjZMHVDnDhlf4aPhguc5W5nmyN+axK8d0321Q775CfPvThK3NUwOjk0DCdAre0xxEDocd9qqCO41m3LI+DgxkudA3KQwbkPa7pj7ekVXU0w4SBJTCS4coEYktMKKo1ZgYPQ6LVyn3G2Lq5RVRaCnTWLYgmipu3bywR7WkFrNcrYimiB1A4aVZ+LycbujSk5JBlnG5q+kaKBQYlcq4wkzkISRykLGHO40mU4nmMT8Yoi81iT5zUUCiKIg7O8SdHXjvl7N76RNc+uwNvuqzjpdurPHCeMC+TcpSHZ3k+7pFQ3dgMb2Y8rvAWtXQu1kzqgpGdcbYGVxUKFLOP1eBEBTeB4IXfFDUjWFqDSNnOGg0L4wje7XlPWs5f+xtf0j5ZM7w/ydMnMGFkwV+NkdNC6Cz+Tub04vz/PQ9IHJ2f/sScN73/XdOexOGsx+4evktiroXoPt6soe4IVd5sHf9bcXreZgunuQEgZZYgtRrO8nZeGlI9+s2eeaLB/x2UJS2T88YekYx9QbjAhFBK3/iXfrkXZq2jaijHf28od+rKQeWbB30RpZahaoABEpr6ds67Uck14FLnSmXrowo31mg3nWV+MxTxI3TgLvwvacVHE+Tzm5VcGQ1lRdihFwnwOrpyFqWWotmrVETnzLaPgqF0jTekMecIBoJqRhMt+05a2aXW+GYiYxoZIJC4WkIkkggjeq2+XFNFE8gtt5xWvhTrjZRN3Zjn121xiQ4XPTU0uBi0sNVUZNhKJSm0GquOdtt+2+1tBLDQai8Yt+m71l54chq+lVB/7Am368xO9OVYwYQ3/E0ShRddZ0nzCHlDcfetMPUazSRfl5TdhLg6jWFKhWIoBpPt25Qw6ROrASm3syB0gWhdhrvBSTig6Z2yXOeesXEK0bWcRQmvEPVdL+mT/17B4wnAyqvcfHuBX6WX3+5MPOq++OhhOgf9sH6TWCvZvXym8UuQPe1tvu90Vd4t4shs7sWnMUw8pJu63LxyaKlgqIEuL5dzCdNjj0WitzwJx7/Az72+a/l2Fn6TjP1iXxCi0n0fqJbz1FwQVF7RYxC1vbPFrkj73iyAaiBQXqpglgpB96S1YGutYSgKJRn0GlY255SPp2jnt4hPvnYPQGX0QgODgm3jtkfddmrc4at4HqmoGsia8bTN4H1LLUCuagYO4MW8FHTeDAiZGIgloQYMWiMqDYkLXS0YjP0McEwUgZRGh9rAh6FJpceKqaSp0AgiE8EJC1NoZaCIvbohz4DVdLRKZzsoiELGhcDLnoU6TyMCLlKRCQDExgYT884TBthmH0HR8akZekaWs2eyumOupQ3j+luHqfxOS2X2Frc2IQnHco6SneLS4zI73jGdUYIQrdjyToB3RNU1yClSWH1XJMNKoLzFNZRO00TFNZrHOBEo5osPXy1nnnlU8Xy2CmmHo6dZVP1+Porn4S8jz1O867yOhFjtNWyYcWSvVgQuOoeWM7vLt4DKxjhznOPnt7mLQLCD8u9/Fa0C9B9NexhQ0rnKYRaCcb38G45++kfkkeRWH8SfWITYNhkDPcLis/sMfjGTb72BcvHq4iNSaN16lLAzwU1J2WyIfEwpzxuxIRZgVFAmYAYQXKVco0hgg9ILqgikuWejm/IvWawUZFfUagrA9jZIm5t3XPI1K3bcG2P5vmalyZb7NWGkUuh2IGJbOWOzdyyVjT0ypoQFLU1mCYAObUXJlphlFAEjSZVzWZKz/mMZ6nvQilczAmhCyq1HgFIFDqhv9Qa5cThxGHJiBIxsaAbunQkp1DpGmRKkQtkIcOGiA2eSEziBUrIlNBRCXDX84ZBbikyh1IB73WSVQw99jEcO2HkAAxGOuR7nivPDylv3SasAF2AuLWFDEeo0ZS8OmDgK8zQ47wmyz2qAMkFyRSS6ySAoNL1VCagVPsQEBLzlQ1pvBInc5zPj8TRrWiiJO1jPH9sTTP4hg72M3sM9wuGTcakFUhIczLe7fHOcrsrcrqr7o9V78dVXux57+U3YRh5lV1El+/PLkD39Worn5Tv/wl6NTjfbVFmecfYUkFGbIDKw9BmDMcl63sV2VcavmXn0/zf174aSD5CHRTKJ57jGd9x3SoOuQgdnRbb0mucM8RW7u90fGouHauS3q5SnmwQ0YMC+h1irwN6tZcu116C565jv3jM3otdXpxmqRhLQc9EdgrH5c6Ujd6Ubt9iOoFghXpskFFi0Ro5Ra7UHOQykpdZaEWmUyEYwHETMJK0h4MviDFiW2/LxIxe7CSAbpmZXYw00WElx2HJYk6HglKl48cIhRYKLW1BV+JJdu2gGJU+u9QpL76WNwz6NUXPobJUSeWqFNLX0sGTtGcPGnAxQ6SPedHzxHPXkaIgPv7Y2YOoNbHXQfod9GBMNqjw1iHNydS8O5fXFkV5wTlD7TVjrxk6TRXSd6uNJDrKllDFtQ9lPiR5ia7K+X9d+gzkJXYvMhyXDG0CXRvSfPSz1i7iktLW0hy4J+iex1bkeh8EgN/M9ir26b5Z7AJ0X0923wvDQkj5XoVUK4BaZIFesl1YEtiG1qNIBTlNSK0cx85wZ1rSv1FiPnGLrW9e573/2nNbZWhSGNpGwfoUVp61f4wd2Ah9k1pZCsnoWUenVmS1R6wnNg58JNYO6ki04KwQfItuilSmq+49RnL9OvKF53C/v8ftz3f5/OE6t6q06yCD3cLxWG/Mpc0xnR2PHigkM4SxRxmLd8LEZuQq7TMDWiVCqYWOgbwl1wgtE1Xtk4ceoiGEAh0TYUWOYWAyjMicE8PFSB00TTDUrc5tqQyFTqHqQgulSYxSMUJjhKnTVD6m8LYIStG2a3m6ZUNn3WI2BNUzIELWeC67IfogEOhR+4w9B9MqAW+M61z5/RsYnUqf4724aFU7EDOgDem6GEu6TrlrpYsEbCDUEVsnb3tkMw4bzUErtRiBjaApdaRc4IGekaxo4Kv6wuY3CM0nbnF4o+TOtOTYGcZtqNzO+cDTPA3z6udw15xedQ8sPYQu9VyvCDWvnGwXANxysD3g3g+63xvbLkD3tbZzAe3Le6rn9WbvlceFE+5lHwM2BGwLnJWPHFtFT+cMhj261xrWn3L82Uuf5p8fv5/SpHU3ceK2OWAnHFk4biJTH1jLNSEqCm3o1DmdqSUbVkjmQZokcjCNuGGkGmqqaU5jkwRgv2qIlUPqBplWxLpelgD0HnXtJXj2Rdynb3Prsx1+f3+Dzw0NQxu50hEuF47HuxMu744onwB9qY/0i6RgdDSFUJGPHWYcUJL0gowStCTvcybqUOpUJBRi6osdu0TnmHKNBhNTkLPQhkGmybTMG42sj+Q+hVyVT5q2hVZ0tKKXJZGCjk7EEJAKoXKBTAm1n7XJpGprowJ56TBrgr7UEoPkBpynFw/Q2Yh4U2h8j7Ez3JhGjm2kchnv/myHXW5jIoh1hMcfW44e1HUqRKvTuIcKbGOo6gzjNdBQ4jHRIzakpxAfsEOhmuYc1zmHznCnUezVMGpaTu+OZj0TlGnby0jzxqhIaYT/T/8zUDsm1xT7wx6HTc6xVYydUHnacHtIgLvAvXw/83zlvRLP3mbZI1vFfX7qnnuLgvCFvbxdgO6rbef2ZleB6MliosScvf1dOd2zF6AYT5h5nEqhXktDhYZYzhXqfIz4kIBh6nOGTrNfFbzt4Jgr7x7zHWuf578fvYONvBUU94rGJ+92ZCPXq5oX5UsYX/D09AnGLqPyJU1QXGoyBsOKvHQEr6iqjOE056gpGDpDHZKWz7ui4tJ0TFnfwoymqDsHqRAoM3DnkPjSPs0XR9x6tsenD67yvw4Nnxkdcqj3+P9uvpP3rU9559U79L/CoJ55DK7sENcHBGVQe3vIzT2U3cPsW6RVJnIR+hl0tbCRRdYzz1rmKFRitnJRcaMqOLSaAyVopclcyjsWKoHobgmFTj6UJ4ksjJ0wdor9OhFZdIxiPYPNAjYyP+ewViSv+NiaVpRAmLSXzLUEHKaIqM0MeXwTLl8irq8RsxzzzgP6N27zzBdvsfuZIdvXt/nUUYf/te/4lP0ioy+8kz9yx/HePzhi9+2/S/bMZ5HHtmCtzfOORnD7CHdtSPUC7N0ZcHvS4bAxbV7csb5fM+gkPmelAzEK+4d99qYl16Y5L0wUz40sX+JFjvxL9NQ2PfseuiY9OJQqCdUDSe6v8gy2jnj+V/s8d3iFG1XB7Vqz3whHDRw3nqkLVMExjY5KKmwrXu8kzd8YzuZPXrwHTtGJnHk/hSUAXrxnFo96D2B9C3nBF4VU92cXoPtq2Ou0knHRS5iF5zyupYJwqChIEMSnvshjKyiRlie4wBwPkM9Hdt95i53JU/SMJ8QEkjYKhU9FRxpwWI7tSwz0BhvNBmuZom8MuUpCA4V1NF4zajIOm5w7teHQJtm5TMHAdFFELpkxMETXHumPQSnCS0c0LzbcfHHAZw8HfPrI8Hvj2zxr/y+eUF/D013L27aP6L9bod55hfi2x5f0YeN0nAq5VApn26CxUdo8NGxkke3CsZ3X9AtLYdLCbp1i6nSKBhhF7cGrxC3ZMcIgg83cU7aiED4KlRbylklq6tK8KBV0TKsIZBybRUM3s2QmUDtNp84wqgAMEWkfaNJ5Bt+yY+SG2OsQNzZAa0K/j3RKlFL03Uu8rTni2Br2qoxrky6/N76Nkh0U6/iouNwMyUcNarsDmSGOavzehOZ6ZP9OjxujLternAObPP+NLHnrddD0rSHXnhDhuM45soYjqzhqInfCiH3/LOP6JYreGpkSCgUdE+hqT6FTVKFymrWjO9z8fI9rxwNu1QV7TXrQOLYwbkXr6+CpY5qfjqTAtDh/X0644zWxNzEAP1T18lsUdS9A93VlLw/ODxteXrS4wEE719PFYqVJnL5RUFGgBd2RTYASohCjJsQysSB9Vnhm5zmG5gqBxKfrSWHpvlEMTMaG32Uqd7DSUPnA1GnGTtHRBiFSO83EmQQMjeF2JexVkYnzrSRcjlERsxfYYEpej5HuFESonvPcud3n2eM+nx8ZPjec8Kz9v+hnO7zTXOaZtSPWn3Envb3b28sDkbVhahtwjVA5zdQpXEie7mbu2SlqtnpTur0aU8Sk0lMrjuucideMlSLTUMTEV90zsJ5FtrPktWoV8CGBdC4a0AxtynFnOgFvVwcGmWWtrOn2avJOwNVCOS5Q41T528TU9zp1isppXJNyqfPvMQsRKyHu7oLWKO9Zn1znmcmQQ7vBYXOZ3xj/Z/rD/ycd3SVTfeTFyHY9pjiySFcRJ4FmHw73OtyadHmpynlxKuxNA5kSJqXCxgwXhMZruiaB38iZ1P7joPIBKw0iin75BBvs0jeJiSxJDSYeZkVkeGh57/o1nr2zwUvTcu7hHtsULZm4SOU9TQu4VtI89dil+RvPoRS06l6JK8PLq465otjqLWYX1cv3Zxeg+zq1VSHl1ducz+IKsvco6X0nFh2zedhuzmjuobSq5SwWIoqAtMArPGOOkJ1LlIWg2y7K2iuqXDFymsuTLRr9DL3QQ4u0KkVC03pLTUiVrodWc6cWblaBa9WYO/omXTfgseoyXZNRTkvMoafrLab0EOFgr8f1cZcbVcbNKnCgDtkqnuZdvId3r2l2nxph3rlNfPsTdwPuzKwnTD3VtGDkDNOQdIQ3Ms9OUbGzNqK/2ZBtCBQCDszI0z+2DG1GrjRGkppOphLormWB7bKik1uMjjgvTJsM0xR4hEJrbEhUibmKdLWnX1h6/Zpy06M3FHkdyQ6n6NaTrEOH2mumQRg5QzXN6U9rlD0bGOL2NjiLGVfsHt/hnU3Ose3zKfc0BxxysyrZzDM6uouSyJqdkvc9rlJMhhn705K9JuNWJbw0drwY7tAJXTw9lCiM6HkrkJJIExQ+zvSWhV7osa2fIafgMlts5Km/uG8cXZO8eeeEnel1ohFenJTcbgwHjXDcRIY2MnWRSQu4NZZamhZw3UlYOZ7W071/mb7VRBmLPfCs2Oataxfh5fuzC9B9ze21Cz0vhuJmYToVLVbq1AogqawqxEiIGWOn8VERUXNuXx9NCsXeVnSqMe94b04jKQxqg6IKwlah8TEjTK9QGkXXKFJrZ0v9GFsvzgtVSCQJI+u5ra5xc/y/6ZVXGLmkuzu2hnFVpEKiJrFeHdcp/zvLd+7ELfp6l2fWDO/u1xTv7MLTjxEvXzl7IOoKxlP8UeB4WnDYmFRtG2Ezs1zqTxnsNuRXDLJWIpkiWo8c1nReshQ6kKkk/JBFKHXy5taNY2ttStF1KBMITtGZONQoYoNQtl5pAuqU3+zklmLdYy4Z9E6XaANqUCFZg/dTxs4wdIrDRjhsDMfTgs2jKWY8Td/jDIuXryCjCcXxlCePjhg1Ge89/DJGPl3ziYehMxzXBWYcCKHBNZpxVTC2hpFTjBwcupobfI6+usS6fQfTPIWYGx/IJQnOQ7quuRa6RrHlS7rhCoVSbBaGQZsX7xpHJ3PkuePZFyObzvLZwy1u1Ib9WjhuvduxDVS+zePSUEs9B1wr9UKExt01p19dO30fvzUAOT2TX/i692MXoPsGs1XtP/eyxfDYkncb7w4vi6gWcD1ZLAiSakQ9Dh0SD7KPERsUPiavxgaNjwVf1z2AaQ+VDSiMpxMc60HReJVC0uSYtnWn11YB5ypgFLgQW+WYmJRzRMhiSSffolSDhXMWfEi8vconpZqZUF6uYKtQrGUlGzk807M8vXmMPLVDuLICcAEZjYkHU6b7hjtVwX6TgL+r4VKnYm17Sv5Ynog51nqgFTKt0WpEUUzJ28IqLTMN2xZ0c0tvq8GsJwKQ2ETMUUMMUDtDoQpcSNW7SiJ5K8FnBoLe6sCVLcQHpD8mV0PWmimX6oxDa7g+New3ijtVwe6+IT+Ypu+x4juGK1dQh0f09l/k6ckx7xruzIui8pb5MwDOC8ErfNs7G+OJa2dEU8qAjLK9Rul6SXv+6TsESp2qsF0OWgwups9Yy2A983SMS2FlFRFn6Y8P+ezx+jytcGwjIxtS0ZQPTKOjiZZKpjRtSHkGuK7VSp6Hl095vGfN9fPYaZGKC1thF326920XoPuq2z3aec4jS3YOuyvstSIktriYhHbRCiicpO2iBDSupeh36GBSK1HUuGjwrdi4b/tVG6+5/cUpm+/qoVViaurowCDzeHTiZJYZhaGnbzwd7cm1R4vCxpBaZ4ywnmkeq67Q1+uUoWA9T4VGpUnbGxNQOkAUSu3pG8d2nnpqNbCVO942GLNxdQo7l6DXXT1gdw5xN6bsHa5zo8rZr6GJsJWTPNXHNeqJDbiyTWyPI+MJxIjJxy2tYbLUXhTpac9aUZNd1qjNDlJmxMoi5ZSeb1irawrdo2r7kFN7UsTkAdU3sNkj7qZQuKz1UEZT2DtsjaZsVSWVN+wHuGFydg579G4ckT1xCFdX0Dv2urBzCfP4ERv7Rzxzx7KfGTzQ1yncW+qZClDARCHXSR2qpwPruWbb5vj6XeSiWM90294UKXWg0IFczUK7s95bTabS60xB30Q6OlAon7i5gb0vTmi85sBqbteKgyYyagIT75l6Rz0PKdfUUiWwxeKjxWNP5u08pxvOvgcW7H7Dwqvyu/fmbX5r5Htn2acH3fetaBeg+7q1e/fT3o8tgesZQAvgF+jzQgu4Mfq0wIkliwUTpfCxwMcc52fMQKkoSIvwpVGPnaImv37M4Ml1lIpk4im1oheEkCUpuo4ObTGNS3JvyidZPGYMRYItBK1KtnxBruBSHtnMHIO8oVs2FF2HzgIxCP2qSRKDCta8wkhgq6jZ2hiT7Rri2mq6Q4B4/YDxS4brky4vVcJ+Hejnir4J9HYt+vEteGyHuLtD7HRTBWp+hFQ1ykSQlJ8OMeX8col0jafXa9A7Pbi0Br0OMp6ijSKrR/SGDfleEroPMe2PgDIR6WQw6CbVH1EwnSBKoRtH72CfreMKKNmvA5lWXJp0ufTSmPXrB6greyvpHeNaH9kckO2Oebw7oaMLXFSUOjDIGvplQ9mx5F2Pt22xWEgFW1Xr/Za6g4iwkaVCsfTwlMLFmQ6oVtQixuQr5nIi8dfRgUySh2t0ZHR7yp1D4Xbd46DRHDbCceMYO88kJO+2ljakTEMlI3y0xLZqefYaTjzdk4fHU57uIwO+xfvy/vPGb0a7yOnen12A7pvQTi8wi0/hIZwA7aKS6IxOL0Q3F1EXSUT9SjK0ZNRMyFRJFguKWFL5LlUoaHyGC5rnJhlCZHd4xOFen6ro4aNqQ7+RtSyQSSoY6hlHL7d0c4cxjhiFbmOSZ2UyNjPDxCcvulCRt/WmbPWm9Ndris2A6icmqRhgs5zSH9VUY4PzGqUCna6lcyWiL6Ve3DOtsagvfIHb/8Pxuzd2+b/vaP6wus06A57ql7yzPyF//y7xy9+ZAHBxvHZ3E3mERBqnmPjUQ1sq6JnAdndC/3ELzzzT6vwasA5Z62Hy2/TtPr1rgdu1Yhpg4oXGKZCIdAxsrM/JP2K+TlxfRzbWyYvP80S4xdaNDZ4fNzx7NOSgvsTE7/I1do/t6vdR04rw5V9297xQBul30Ze6XNkZsj6pCEFhtKfsObJ+QA8UqmuINlCMGsoDR+/IsjbusFMm0QgXha4OrGWOQW7pZw157lASKZ0hawyKiBFDrlL7FUAmERs1w0ZwtUf2jtir13huknFjCvt14E7TMIk1E5lQq+TZ2lgRsDRhSog20bdEn4gg42zezqqY3V3z/PQ9cBEuvrDX0i5A9zW2B6lAPssWF5XTx1yuUg5nvj/vd2x1YEUUEjVBWn2caEG1+0jKeelW4q4ImsopKi9MvWZqDebWPjzWo4mt0kxM1cBZy4ioJKJbsXutE4G9MYEieJxO3p9ROnERq8BaUdPpNmT9FnB7GWI0EiN67Ik+kHuHsinHKBqIEJ1HxqMUFl5kXGos6sUX4bkbXDtc49mR4QvVAbfjF7msv4atPLLVreDy2+4C3Pn4aUVwqfp64oXKQZGnoqgyd+h1k7zjxYrpskj54PVjMpVKUCoHEyPUQRPa3t2o754XcWcH2T8gu3zAVh4plebz/ouYynBptMnlwzX6z+7R2bwB73gH5Auasj6NA1WVxkRDliXQMpnHdAK6K6ieTp628ygsmQ10bMOaS/KMmkgTFaXydLSjaEP9uhWmdz5dVyUn5IC+rXhHQeOFrgF/cw/baKZeU/nE7V25SB0dtTQ00mClpokTHG3+NtZzreKIT//PQPdUWPleD57nef9+7V733JvdLvR0788uQPdNaKdv+FW5p8CJNzDjoI2iERQqKkQCgiLGQBA119qVqFAorBhszLDRYKNO1I9eOGwK3r1xh+HhdUbrTzNyijqkcKMikKu2CKst1IkxsSuJRLQEjI5kIc4BPteBLPOYPKBLQXKdfowmhgCZIDqiNGAhBMFbwU8D6rhO7FVA7PVBa8TWyJ0DePEm7kvHPDd+nOfHnuf8J8j1gM3csF041jYq4tY99HpDxNWKsdOMHExdpG+SmlJeOmStc1eLUtzeRo6OkbUCIxEf0n4jJ4ydxtWKaAMSzq4JjVubqMsDtgvHZm6gUjznP8HV8TdxtVNy6UaPK186xrzwAnF7k5gVc8CVOwdwOCIe13grhJbVSun2ISUTmKsGATagy5RnzjJPaT0uKsSnBwuj0/WaXbs0v9pCt6iwMSkD1V7hAQlC3wjd4U36+RGfPdxOHn6QJKwRY9uD2+BIHq6jxsUKHx0+1EtgGxY83XkB1SuQ072w1Ra50NO9X7sA3beALT31r5jpc8J4AhIVUTTEBNhaDILCxwzBpopUsbjo8OJwRHyI1D5xBQ+t4Whc8rZ338Dd7HBdPcF+LXR0KtRSEslEkymDmXu7nhDa3t9wDiL0AHGWTAoQfSLit1ZjncJYTYwNiKO4fgepa6TbAaWhqmB/iH/+gNELiutTxQ17yLQ54InO+9jtCDtFTXEpENc3Vp+Dc9S1Yeg0R3Vk7DyXMBgJmDIg/eJs4BwkzmcjqZ957DyqTmo8dW2gduDcGXtCXN9AtvrsFCN2Oxm71dv5XPNxbqgh16cbXB/36L9QsfH8DWQ0RsoSgofJFPZHhJtD7C3HdNLBeTkpnPJpHAkxjesZK6mc+jYhSHu9FN6nHRqnqZ1h6pL3P/ZqruvrI3xldsATuy/w3Gc3GFpD5ROntA1pDqX5lPpvQ2wLpqJLYeX29SLQrgLZu36/CCm/MvYw1cuP9kzeMHYBuq+U3UPf9lHZckh58f177LSiknnWIjEPL89AOCpQoKIiiidKKmIxc7r5E1WiJkSqIIyc4rguGN/OePcfeZ7D/7XGF5p1akOb39OpvcalkGQEjBdc0FTOJMIMr2hmCjA+US66RmEqD6VHaUGiJvpAqAJuqqirjOG0oPIpjNypM9abCr1xiD6ukF6WQsyVxe9PqV90HBytcWTBiuVK7308pTbZKQKb3Qq9mS+HaE9bXTOqco6s4qCxTL3Dk9pwdAF0y7OvW7+PdEuMcnhg6CwuRo5sxqjKuTQaoev67M/MM1gbsNndY6fo8pTZZNh7HzZYjizs1RmXjnoMnj9AjyooM/CeOLb4wwp7MzA+yNkbd4CkVARgsogqA1J4JPNE6wm1x1cR16QHmTpoGq+ooyL6tk3IpSWkxVymzjBxhlEr6Xdkk8pU5aGpHe98/xc4/N8Zx3XByKU+7qaVj5xJ9s2E+3x6nCNGPwfcEOwS0J4XXJdb5Ra3WfX+o7SF+3/xefI+25hejxZ58PDyRcvQhb0hbHFRWd2ze/qpf/H12bnfE2m0FE6WmPK6SFuUorKTwhWBED0Bv6BKdKK7O/GKkc0YjwrWp2O+9pn/xbN/8PX84UTR5KqtbE3AC6liOVc6CZ57zcQnGsa6rWhulDBqCrJpQGcRUQGcQzKXPNz/P3t/HmdZVd774++11h7OUENX9dxA08wQGeRCVBIVcAABvWpyYzQYBYefRExUoigx34CJEaOYSxJFxHgdIxoHUBP0qhFxxNuAiKIYQKCbnqeazrCntX5/rH1OnVN1qrrqdA3dXevdr/PqOvvsYe3xs59nPet5RgW1isdwtcC+KGAstWNDC8owFgf4j+2jMFBF9Uh7xSeGdNhQGQoYjmzu50F6Wc0yjigrVocRPb115LKeqe2jOIGxGmNxwFACO/Vw/kAt4gmNDLAdvJ0ICxAGeHnWr1FRYVTDULKCsTggG9WosdpUW8YUC/T01lk9lHBEOaQ+uoEkj6StZJLhKCDZPoKpjVmXcQrZmKa+TzE83MO+eoHtdTtmusdLbTYpqZFeghAZ6AiTgK5qkjFJveYzFoeMxb61xrUklIIsTwmqtcCT9kXHzuMxkqg8gYetOVxLMzYMD2GqGZWxMmN5jVxbOahRqs/k11OGbhlv27juGoLbEFszjWBOL6D7F1dnGc8c516eHU50DwGmC5Ka2TwzCSJpt3Qb9V8b62taFSLvP8sF07RYvKm2VXRqmWAkUQzXQga3V+h9Vh+X7LyX7+09hViX0Hh5iTr7oM4MxNJmaaplikomqeSBWQbwpaRUHy/jZ7IYP9II347eqQ4HDI0V2VMP2Rn5DCWSWNuxof2eR9FLWVavUSwlqFBjMkFS96jVA1It6fOBUoGiB2uLmuWFiKBPWytxCsToCIyMMZSEDEWGXTxBr7ABV0pohJcX3e2EtL+pPKitLqqMml0MRcsZSnySYUEwMjbltgkCgj7bzrVFn8T41FKfPh88YezLy7BnaxUrTRZJatWQoUqRXfUCO+s+u2NBIG3hAm0EIq+KWtQJXqIxCSRVSbUSsK9azJOG2GxYqYaCEsTG1k1OtMDPSxGOpl5eQ1ewN4a99ZR9aZ1gR8SlZ/+G+nYYroWMJIpaJogy0VaYvl1IJye6aBXcTpbubCVgJtat6wOenqVqsXaLE91DmKms3m4eEh3d07nwGqEn1SdtiC2MF75PtGkWvK+kiqEoZHhPkfA3Qyz7g/XseuMw6bEaGfUSCIUvBFLYLFehNERaUMsko6lkJIaxdDyxQkH6TasqSSXFKEV5Ng3kcLXA3sgK7va6ZFfdUEkylBSsCBUDQZFUS5aldcIwtVG2qZUZX2pWFgy9vqCkDKvDhN5CjCoJW4lgquM1NIzZV2M0KTEcZ4xEm+kpLEdhk1wgJxzUDgfck7bkn0EzEm1mWJ7BaKKojfqU9k1t6WJspHFvIWZ1PUGbgGomKChDr6fxpSZJrEdBa0EUeQzVCuysh2yv2+E5O2opZV9RL0jAt65iadBGEEQpWaqo1T1G6gX2RCG7Io89sWA0sX14PZ4gNQptBKkRhLnojiSS0VQwGsNQlLEzHWNsa50PnLiVZX98JE9+bDdDUUglVS2uZZMXph+PPO5kaTaFtk1wZ2PhTo+zbmePC6SaPU50D1pa+3vGH/5TPlSmeb7P5EHUEG07PtcK70SLuZOVrYUmNRmJ0dRSY0v5Cdtvm5kisZaM1kLWbXuS2z+2gftvGuUTIwWGEoGnJFJYS6ueW7qjqWAogd01zY64yi61HW1SdtdPYG3JZ3XBY3mtQL+fUlApCNgTheyJPLbWBZvGUh4xj7Otcj8FfxnHxGezqrjMZnuSGqU0YSGhUDQEYUa5EFH2E1JtA7xKQUxPb92mlqoliF27bLk8P7d6R0aR27bDY1uIHq2xJ5bEOmZ54XjWmTX0+uDlmZlIp+iziyJIMzyp6fVhnVlDVDieWKfsiQtsH+mh59G9FH7zMHrtGujL02AmCWJoCLF7HyhBT2+dozQsLwR5chBNwU8oBClhMSXLBGnsMxYF7I0DttZ9nhgzPFwd5tf177C2/FSOTzaQGI/MhNS1ojcKCWRGPfMYTjz2xIoddcG2asbWdJghsZPV+khWByViI0m1JPXs+RPC2BemFIYSTSVNeMuqOqdfk6IfiBj+4pM8tGsdW2shu2JbT3gsL2hQz+w1pOXka7WRmnTyNd0SvTyDqOXpruOZLusSYkzEYLo0dZeqhexEd0GY7MZtMBPX8UyY+Rv+FNVoWlzJrYwnyugsuI3sVdrYIR+xNtQyqKS2bmwQ+fiyhNpu6LnnCZ56+Rpe/am93FFf23xPsEOFDKnA1uvFWs8JKWPZbkbqmxgsrCGI+gikxBcKKawVrAQkecF5kxuYgSlRDlfhyzKB8fGEwcMQeBlBkBGUMvIyvgRJhpCQJApjBJ6XIiSYSGOGa4iduxG1Oib0IdWIsQrs2oveVSEatS9DZc/niORYBgshJWXHqaKBKO54rEWlClGMkoaSMgyGIXH9WMq5sEeZRzSqKOzaiwTM6Ch4EhElMDoGe4YwkUZISRikKGmPoe9nBGFqI6d9UDEYLQniDA+DJwxKCgJ8yuEqAlNC5i9YqbHHMc4kiRZUM9svuy8W7Ik025NRtvBrRmtbGCysQefuaCnGz19z/wBPCC5fPcrpL6+Q3bOdsf827Njex+7IZziVVFJBLbPXS2LG3csajRa6oxnUuA47Xevj06YSxRm8uB4AB9qH7Fg6ONGdL1pvwgNOgLH/B8lcv4HP9AWgGUhFRqI19VTgSUE1NXgCfKHwcoVb8eAYvdWt/I//2Y/5D8V9ZjWBNPjSEEiTl4gzRJ6gx1f0JgXKcjk1bw9VOUY17aGWSWpaUNQCTyh8oVHCxgsVFfQHirX1FZREicD4rAgKlD1NyUsp+ClBMcXvBRGOB1WViElqkjQX3jQRqDEQuyO8J3dBzygi8EFrqEaYPWOke1PiKCBUMBgqyl6RwVBQ9lKU0JjUQDWyAVetEdBxghgZhmqEEpqyl7Gq4OGJIqEShMq6b+NIYbYPI5IMURoBKfPgrTp6qEo6ZodISQlhmOD5GX5Ro8ogQwFC2BeHLKUQ2TSNZc+jz1OsCArE8en0U6I/UBSVPX5KWK1LtLKufi2oZVBNNVU5RprU8L0yvaJAj68oeVBShoIy+MJGoQfSEEjBJcv28tQLtpFsHGb0McXOPb3sqJQZShSjCXl9XJsQI9GaxGiyPDBvJtfjVOI7NTO5PxYgxeNh1j9s3JChWeNE95BmZg+GqR5OUwvruKt5fMoECx0bvdwY2pHiE2uNJwT11LqYZW65gkKbgIEd/aysV+gfGuLMZ1Tgp7BZriSUtkBAis14pFE2QCcLyaKjCIMiRVO2j8T8Jrfub2tVFsjo8SBDAQJfBgymPlJAXyDo92PKQUKhGOOVjc1oVfQQSmIyjRfHeXSsIIkVWeSRpQq/llJiCNmrIFAIITBxhh5JSYYFSeLR62WsKdrUiD2eocfTSKnRCZixunVP9/baSOYoRoyOwtAIZqyOlHb+lQVD0RO2ApOXoYQhSTyynTVkPUUEyrrw4gw9mpGOGqrDAVlmk1v4gR0X7PXQ3DcAU0vxEk0hiilHPv2pTyWUJEYRyn6KnmBZAMsCQ4+XUZAZvrTjZZsPU2OlqGjKDAQbCEyBFUHIQDCee7noaTwMGda7cXZhH2ec+TDVe2KGtxXYNVxmd73I7shnKBGMpdhhRKkh1ppYazKjSZu2bjZtPVyBzN3JkpkFCc70uneu425YquLZLU50DyIOxNU81y6zxvZtSkhrAUwcotR4QGphhTcxmkgLVGYDpGTuQNZGkBlFuVKmkvisqNYY3Fvh1PW/QW42VMJBSl6KQRBKiRRALqCeDCnFazAGyr4iVLaKjy8NvrAVa0KZV+iR4AtJQdlMSNCoaJRSClL8UKOKwgpuyUdICVojwhRZ02CskNYSD60FUhr663XCYopXSBE+oEEngiSyx2K5n1KQBm0gUIZeL0FJ0BGYkQi5fQdibMxaqlrDWAX22qxQSgb0eglpKOj37EtKWWWUPJsYI94LcjQBmWASSOuSqOZTj3xqiYeUhqKf4vsa6VnrvbFvDVQ9wQ81pSClN04Z8CUaj7Jno5d7PU2fb4tPhNIWI8gSD19KQmUIlaDsK1aYXvp1iUApVhUFy0PDQF4bN5AagSE1kmPkKCev+RX77lPs3dfP7mqRvXHA3thjJJGMJFBJbBauKNNEuZWbYBOtNF7k2q7FZjEOhcj7cWdv6bZct7N+CZ3depYShoUr7ff973+fD3zgA9x7771s27aN2267jZe85CXTLnPXXXdx1VVX8eCDD7Ju3Tquvvpqrrjiiu4aPEc40T1IObAbeqbLjj9k2kVWtk3rvAWNzjMCpaQoPBKTITVNsbVJH23O5dRIAhlQSRWjic9wPWRwuMaGwUfZNKYprSwDEBqJyvsIFR6+FBQ9jyizAlr2oCBtOblCXupPSU2gbdRuID1KanyMbyg1RS/F91JUYEOhhZJWcJUYTwqSQZpIqrHPcBxSTa312lsvWNdskFAIEltSUBq0FiilWV6o06Nt9i4poOinKJWRJZJsX4p4cg8iHLZJObIME6U2DeO+FKUUvWGCl4s2AvsS4WUopYkqVvzTVFKPfSqxTzX1qOXJP0pehjERQT5e2R5yYfcN7JAlX6ACje+lFL2UXs8u26MkodSUPE25pdqTFJBpW2axkNkyi6kR+NLD4FFQsCo0DASpLUbvp3j50KfacMyR6mG2/LqHvdUie6OQocRjOFGMpoKxVDCaB041auXGOiMxGSmaNBdcOwZ8eku1ObRtgldmvPTe7O8BJ6LdsVDu5UqlwhlnnMHll1/OH/7hH+53/scee4yLL76Y17/+9Xz2s5/lRz/6EW984xtZuXLljJafLw4J0X388cf5u7/7O7773e+yfft21q1bxytf+Ure9a53EQRTJCBYcsyxpdvBxTw+REjbAB80qUgQRpIJj8SkSCMQetxNp5uF7g2eEFQyL49w9dgbhQxWi6wobyfbO0C4qg9tBAptE+YLW/SgoCTV1BZC7/EMJaUpSE3oWYEKvIxMp3laSU0oPSJtGjqIuQABAABJREFUo6I9ofGVHu9W12AybS1cpM3dnBqyRFKPPUbigF2Rz1CsqGRQVh69fsayOKA/iOltEd8gyBiQtXwok2zLIZ1GEvaBySrIQDSHX+nYoGNrtQphKAYJBT+1OZCl3W+p7L7HsaIe+4zGPsNxkPeHKqoZlBQsCyQCYyOWkxQ/tRFRRueRvJluXhZCgp+/pBighCaUmkIuxqGXNocVR5ki0ZKS0iSeAGwKT5H3mw+GKf1+QtlLbDF6YYiHa6TbR3lUD7I3ChlJPYYTO/yrmtIMnKok1sKtZ5pIZ00rNxGJTQEpkslFDCYMjTPoFhfzgTJ1kKNjZnTOEj73y1100UVcdNFFM57/5ptvZv369dx4440AnHLKKdxzzz3ccMMNTnT3x0MPPYTWmo9+9KMcf/zx/PKXv+T1r389lUqFG264YbGbN0ume1DMLMPUfplUxH6qlJTjgSPj4jrZ0m21eLW1XW3VoUYCjbzovRSSCA/f+PiZh68VfiKtq1JKhqKGe9i6gAvKp+wV6Pf7OKm3xkB9jMH1ZcqhxvdsUfSS8uhNbUpBARSUpqQyCnmFm9BPCcPUViPKUsLYoxb71FKPWCsyA5XEQ1RDjIZClOKPxahiYqOHMkN9l2BkqMDuaokttZAnqpInRlO2mN0UdIGjwj7W9wQcWZQcYbDbLOal8HqsVW9iQxZBWpXENUW1GlAd8hneHJJq62KXwrrAQ2kty8G+KsWeCK+kUSGIIPcQZJDVDNFWj9HIZ0utwJM1j01jms3REPvULo7nGI7u9Uh0aIVaAKZOEMfWJa3tOpIxSX0sYKweUkk8MmOHRpWVFdtikNgI6FzotRaEiUeqbNILGxwlbapOYYvQrwwjSkFCoDK0gaHtMXu2Ruyo9/BE1aOSCuqZDZSKMpuTO9YZqTaMpSkJmsRk42JLSpwXOUhN1CxObyYEVlkLN2uzdI2ZYOk2r+lpkmZMGeQ4k/tsju7Rw4QDdS9nWcbIyEjb9DAMCcNwiqVmzk9+8hMuuOCCtmkXXnghH//4x0mSBN+fJsXrPHJIiO4LXvACXvCCFzS/H3vssfzmN7/hIx/5yLSiG0URUUsO24kn9+DjAG7cA3SNTSe0bZsxGQaJFtr2r5HZAuICIur4BHlPb0pmfBIUvrYViFJj8DOJLwSBEhQUjCmopJKCLJDoiDQepW/9AHk3MkoY21/bMiTFuqxtlSKtRbNvyBgBee1Wg82WFBmJjgWpliSppCdNKEYxfiFDerlbtOJTjX0qqZcn6IfRLGInj1CWy1me9hBn1nIGkFKjgrwUXr9vreckQ1Q0JtFQs0n/R+KAJyoh1Uw0hzeVlKHP9xgMEgaponyNVxKIskT4trqPiTVKZMh8zKo2gjiPIt4jt7F97H5WF9dRzdtbST2qsY9fSYEUVdPoNM+6VQsYq/tUUp9aqpr5rAsqv17yKk92vKXtdm5UCdJ5N0FjOJAv7bkAO0818xnbOsLuXQlbawV2x5IdNXLBNcRZXjlI67yKUEbNpDbSXSSkZGQiJSEmI8mt3KwxcChPgNE5uKndxQxNMZytAMx6lMHSFNcpMQc23vaBBx6gv7+/bdq1117Lddddd2DtArZv387q1avbpq1evZo0Tdm9ezdr16494G10wyEhup0YHh5mcHBw2nmuv/563v3udy9QixaBORLaSdOneJtvPOQa1q4xkqzRfWuwFgoZSvhkeNj0/4rEeHhI0szgZcIOI8ps0FSgBPXMWr6aECkizG93ka1egxcqslwUsrwerwaUkNQziZIKlRpUYo9DlklSI0m0reFby+vcploRph49nkcl9emJfAp+QuBnCGGo1kOqiS20kGr7EFFICrKfkDJKkEdiW9FRyiADEAWBKOS3UB1MYhDKYIwgySSjqceTNcG+yLpUQyUZCAWrjGdr6RphXy4CgQhVc11CaXRma9R6eW1amQ/pCU2ZnsJaFNKOr9UQa0k18fDrIVpLpNREsUc98RlLfMZSj7FUETXTahpKSlpPhNHIVOXCa49hPVPUM2kLT2j78qIESGPbXM8UlUiidu5gaMTwZC1ke10yFMOeSBNnhqhFaNNGUQwyIhE3xTYlJSNpdlNkxlq9VnjHrdwpA586uJgb13RXQjCnw/yWBjYjVbfuZTj99NO566672qbPhZXbQEzICtdI5DFx+kJySIruo48+yr/8y7/wwQ9+cNr5rrnmGq666qrm95GREY466qj5bt78Mk9CO+PNYxMXGCSZSFCGpvAmImrW381IkEKh8Gwks5H4+Cjj4RmJrz0baZx5xJmh7Ctsld4QbSLW7NxMfWA1cbGXOB8zmhmBMibP1es10xyKvGC6NoIoVdQyj0qq8pSEkrEEPAklT9HrefT5Pj2eLcLuyywXaeuKtvPBQBCg4+MIhGyOZQ2kzauslLZiqWRe09cglGwaWzoXwlom2VnNeDIdZkTupS8dJMn6CaWyOY8bp1KSLy8RUthTrCRKaZTQBLJlDHJtFT2ij4EgoOTZ9mYGYq2oxD5xahsxkoSMpYqRRDX7VVNt5y8oKCttXyQSK6Qysz1sSSoZi33GMkUllcT5C48SBoPEE5pSFFPavY1tIwFbayE765J9MQxFhpE4o67TZl9tirZRycLYoWUixYZNZU2xNWiy3J1sTGaFOLdyZ5NparrrfNZBUk6AFwSlFH19ffOy7jVr1rB9+/a2aTt37sTzPJZPqHO9kCyq6F533XX7tUQ3btzI2Wef3fy+detWXvCCF/BHf/RHvO51r5t22bnqG1h0FiSqcuoHiy1iD5Ks2Yer0UgDmUgQeSEETB2BagquQCJRyLxiUYyPJ7ymAPvGJ8k0ifEYiiRKCDwpCaRPr59wUvBrtoyu50HvSEZTQartuN9A2mT7iRYkeR+lFLZvKdIe1VQxllqx2RfDjlqGRBAqQV8gGQgk/b6i11MUVdYULiWgKDX9vgQUPX4JAfT7NoArkDZyuXlKMm2DlrSxQUupjYLW2qZHjDLBaBqzg8fYO/bf1Eon0p8+hVpmrU6tbYk8u5xG6DzPU6bzWnkSKe12ezzDQCCQokCchSwLBf2+ba/Ks3PVMo96pki0YGfUKDkII7EhymzGp6KS9AWCZX57lafW47cv8RhrqYOrDXhSEEnB0J4aZ63+Jb+prWB35LM7lgwlueAmmtEsJiIhEQkJiU0TStocXtY6LEibvCB9btXaMd9WcBvfG783rsNurt8DxgnwtByspf3OOeccvv71r7dN+9a3vsXZZ5+9aP25sMii+6Y3vYmXv/zl086zYcOG5t9bt27l/PPP55xzzuGWW26Z59bNId3ctHMqtDN3I09nCZumuIImwSARKGTet2vw87GUNleuzH9vbEsJ34owEo+QgIDUhGgdUkk9/FgRSEFJKfZGIXv3lDnxzCfofWiEz46cbPs8AV8Kyp4g8m3mJCECfKGtW9dI2y+b2TquI7FhSzJCJCIKcYHBuEyl4FMLJVFgx8f2+SlSQEFm4Nsxv0VPUkutO7aoDKU8sAtssJFJwNQNZiyxxyZKMZEmi23fcWZk/n4iCESJUrCSQJQQzT5na1VmscSLNKaWNrsLTaoxdTssCbABZZ5mMJQUPWt59vo2irukDIV8qE+qITG2LOL2umRPBLvrCXuzCnVZJzQhy9Iy4FMt2BccgERYb0FirNt+T2yzRlVSW1weQBiDv2eY/7XqMfbuLuXDgRQjiWAkNlRSW76vQp1YRM3AKC30lCJrj4O1aJt5zUzatHAb83auJtR+vTZ+Hw+omshsA6amYNHv5YOPhSp4MDY2xiOPPNL8/thjj3H//fczODjI+vXrueaaa9iyZQuf/vSnAbjiiiv40Ic+xFVXXcXrX/96fvKTn/Dxj3+cW2+9tcsWzw2LKrorVqxgxYoVM5p3y5YtnH/++Zx11ll84hOfQMpD9I1zIW7AaR8GU1fO2R/NB19L1DIGtMDulwBM0hTa1ixWQihSEzWF2BMJGaHNs6uhloYE0rqCR5Rgb+yxdbSH4q8T1p6yj1P+axv/t95HYaCALxVlPy90H0h8qQilzF3MeQ5hLUgMxNqwR2xhKN6MJ0PG5PFktTUIAmtZC1vaTwljI6aNoSgFPZ4k9qxF7Qmb6lDm0b1x7OFVMkDjYUVXJ4asAkmkSLVCG3s4+gOfddHRDHirKeoC/aFPQdrfUq1IIoUa0yijkfVcwFNDVoU4zpN0CCgqm4Ci7FlZKXmaUGh8ZVBC22FLRpBo+9KxN4IdtZgtbGe3foQ0jVgWHEWgNxBr23+daEEdQSwUBoi0oJpJdtfzggWJJtEZaTXleWqIi575KLIo+On31+TJLmzBgmo+7raqE+qyRkSNRNhI5HFBbbiJrdU6LrrjVqxGTym4043b7czE63wKsTyQ+/EwF9OZYIvYd2uyzm65e+65h/PPP7/5vdF1+OpXv5pPfvKTbNu2jU2bNjV/P+aYY7jjjjt461vfyoc//GHWrVvHP//zPy/qcCE4RPp0t27dynnnncf69eu54YYb2LVrV/O3NWvWLGLLDm9aLVsAWrMANcr+YaOY7fxZnr0qnbSuhotZ5JauIcPkie2lkEQ6o5ZJqplNpLA3UZSikMLePtR/D/HSK4c5/XN7+OBvj2T7qphlWT9pViA1ih5PotV4hLPOE1V4WKs4EGUEknoyTEXtoWoGqWUecSZJjQ0SClTWzKyU+ZJU24jnWqrQeXpKgEgrvNjPczQnBJENxtKpzd1cr/vEqRXdQBqWFxQFVSTWRQIJZV/Q49vf4tTOD+DVM6Rn+1d1KkgTRS32ibQVj1BoPM+GDllLPM1LA1qXdKwl2nhoA6kR1DJNVcdUxB7qyTC+KhGIMgVhE4403MmpsQmX7TK2ytPuesbupM4Io6zYU+CtRz7OcX/iEf8C9v23z64oZG+e8KKaGWr5mNuIhIgasaiRmjqpiZoW7MSxt+3XWS68tFYNmmzhtgqy4+BhoTJSnXfeedMK/Cc/+clJ084991zuu+++WbZsfjkkRPdb3/oWjzzyCI888ghHHnlk22/dv2UtHaaMUp5qWFAeLNVMtZcLbGPwRqv7eKr1dXowCiGRwkcIiSdCPBGRiQQjNKO6RG40YkxuhWU+w0kvu+oF/sdXd3DkUyI+/NLNiMEy275R487R43hoSDMW2tSRnrKFEwrKUPY0fZ5kWSgpVI5hRB1NLbNtCpW1ZAMFvjAUVErZtwURPC9tBmVlmWK4HlJPFfW8n3hf7GGqNlGEJwwFqVsijE3T4gTo9TN+p8/WijXYQvEqX86ThpE4YCzxkWPjy6VakDJeHF4IG20civHMUQUvpRTGyLzIQJp61BMPDNS1xE8lPZ5kZVCkLzsNSqflfbmS/gB6fVgRpKhceGMtiLTNGLUvgt8ZUDxncDdrnp9g9mwj/u9Rdnw1ZPveFWytlnhkzGdPBMOxZijWjCYJo6ZOVVSpMUKiq6SmYelqO6a7wzUxXbDTxMjliYLbqKs75TVtppg+xbXp6A5jz0qXyy5NDgnRveyyy7jssssWuxmzojXbipiu2O1cMWUCjAmz7acfqnXsY9vfuRC3kuUPvfEH3fRWSCOyWUqPLE/CIfPxmSkZscmIM0U1r1Rka/NKJD5b9vSRJBWWDY0Rrh1j7QUrednD/49f/OYkfl6z4/z8PD1ko++1qCTFTILxGAtsNHGi83SNykbxBtL6gWUjI5QEKQ0yf5mTWEFMjKSaWtdtPR93C9hkH8IQKE2YV0zyhMETNuNTUXU+HjZoyVraSS56cSaJjA0YawR2FZSxkcYeBEZbS1doPE83k1k0MlkhQGFfPGxdX2tx+3n0c4+HrbikNH1+nt9ZSwwSMntcjgxS/teZD+AdWyK5fxfRNhjaVWLnSJkdtSK7Ip+RRFBJrVs5zjSxyez5E3a8bYYd/qNNgtZpc8zt5IuN9uuHyYLYaZxuu/U7fV9v5/W0/NZ6ay6AGHebvemg5QDG6R5mR2LGHBKie+hw+KSUa6baawscaf7YPm/LA63V+phYwEEYCdJH5DV4Tf5/ZvJoV+MRaYWfCWqpwJfk1YokT1ZL1DOPsXrAwFCN3t078VcInnrOIyR3rCFeNghKEeS5liVQBhJtczlXMiu6sRY2GldA2Ei6YRhP5ag1RthEG8aIPBGHoJ4JxjLJcCwYyUvTpcZQUJKSJyh7irIHPUrT42V4qhEAlTQjnsGKZKJtmsVKbj2PZZJKXnmnmtosTgZDny/p8wUmkHm/sm2Pbk1ooW20tM7dxGAt6X7f5qmWwr5YFJWmrGwpwUDaPNUaIPUwwFqREUT7OKbwOKaaUP3eGKO7QvaNFtlbK7I7skULhhJJJTUtBQtaM0slLf2x432xWieThv60iqIw0wTvTbieJhatP7Q59PfhwMbpLk3ZdaLrmJJW4W2t6mLQU1onbX+3pvAzEim99geyyANnhB3LGZsU39i8yV4mUEnDgS3YoXzqmWQs8Riuh/SPRvRui+jZVOP0Yx9lyyO7iUoDhCt6kUrkFp5N46GEppx5VDOVW7u58OY1fFMjiTJlrUVAahsJnWb2Y5NE2CE0IwnsrmfsSyLGRIWCKbBMFVle8EgDUKEg1DZXsZI6L4Bg8zEbI8gyOyZWpx5JPv54OIZ9MeyppwxlNWqyijCSo7JBQNmiD9Imq0gzQSIlSaJsX7KWxKkiyhRpnkVK5IFXMndNF/PUmcU8dabvabJmgFZKPFQhGN3DEccOIUuw8xdFRmshw/Uwz/lsixaMpILRRFBJGrmTrZUb5xWC2iKRTcuH9r8b10Pz2hCd/55s9R5Ognv4sEBxVIcNTnSXBLOLWJ7oVp5k8dLZrTdtIgPR6IfL0EIi80QIWthpKSmZyEhMSqylLQ/YKA0IFJSgrj2q2XixhHIlpXckYWB3jf6+KlE9ZuixUYLBHvrXBAglSFN7iXupwU81nrCRu3b8qXUT11KVW7o2k5SSedGCTFLPGvPbMau11DCaJuxSO9ibPEagekn0cXhRHwXpEXmCVFlLVAKep/FUhpB5gLdQNv8xNngpygS1FIajlF16hO3iUcbq2wi8Hpbxe5RTSeyLfPu2PVKAyjNaZVoQZ4p6pmw0t5ZkhtzNbq3t1r7gQGUIAUpmjOxMiPeM0h+OEfakbH+0hzj12F4p5SkxFWOpTTBSyYsWNKzcZoWg/Lyl2GIFupnUoiG+Wd6vm7ZdG03xbXmZ63SdTXWNTXmdTUnrPeBE27F4ONE9lJmHgfoTrVohZlbNpTXAxTLZ1W6w7uTGfEaMj9nMSEhEjDIKZRSiKbp22SFphaeWSkY9SUEqCsqjGIX01QqEwzZ7U8lLSXdUqO6q4i8rs+IIjScDQmXdr43xs6mWpNgydiMphNoOQfKlh59HMRsE9VygUzMepakQeMZHCo/MxKQyIS/w00xV2Qz4FgYh7f9IgWgJ9dSQlz3MPyIh07E9YsJDNesR299jbQOlROaR1gUGO0TI9gnnKRtz13OYu5BtCcSMUGV4MsP3ErLhCts3ZZg0IzOCvWPLyIxsiva+xKaBrGv7QlDXIh8WZPK8ypp6lhHlVm6S9+Wa5njtdjdwW/CTaY1sl5Nf8GZwTc+kT7cr5moo0RLDBVLNDie6hw2dXXTT0d7nOr6eicFUM19PZ0tXiNwFJVrmb/m74V5Oje0b9IxCGoHUIh/hafMsx9pY6y0VhAp8oQgUFKTClzYy2BemGVC1Io5I9o7h9RcpLy+BV2q2KUM0x/PqzMMTphkIFTaikSEv1CDyMoNQ9gRx4GPiFRRlmYyMPtND6Am8RgU/0+h7tbmMwRZJ0Fra/NC5e9sYG2LnCRtRvSzpR4qTSAspoQnpD3zKnsCT5G5wQZTZUolgrfNIjwdiNYb/2BzRLRFCAkSaMLKjytjeiJCUJypl6rmrPckt/kTb/yupHeMcZYJYG2JtKwbFDcHVNuit0Zeb5u7lzCRTCmKru3mc1he82b9ATlxXp2uvE+0u7NZfnNDOFgPoLv3Lrk/X4WhhYhBUp+mWyQ/ZSfVPTWcLprVfNxMJGZ6ty0vSiNBAG4UxIBHEygZXeZI8yMp+AinzggC58Ob5hXdHHj2e5uzCbipPVNgUD1IYKEFPiXpmE0HUMqhl1nr1pSCQNmI4kAYvX6cxAg8oKxABeEpS9gusSEMSbfKKSYKiZ/Mzi3zoUKwVtcTDy2wCi8xYwU0ym+tZCPsSUfRgmbF1gwczWx/al4KBgqCkbO1cDyvSsR4f4hNrG+AVa0i0HdKlgEDZVJmhgGw0Zte+Kkep3RT9hN1xL4/Xe9kRedSzfDkDmclfEvKEIlaEbZ7rRNOsGBRnmrpOm6keM5E2I5bHXcozdxGPP3enFmA33OdgxnQtnktTcp3oLggLPnzogOiUvGDq/tz99rGJRmq+DusQNAU3NfVmv28qUgKCttq8VW3drZ6Qtk9SjPf5SmGrhkjIx7VaAS0qSY+vGEtXsbqQcFR5H0eWHifsyfDXlti+aTX3VNZx356IGhE+Hj0ypC/w6PclPT6sLmgKUlP2aCsvmOUJJeqZtGMVjc1Y1XCIVzNBpH1GU69ZGs8uZ0sRpnmfb49n160LNJe3pQztEKQGaT6UqK4llVSyvQbDiWEkThjTEQkpRUKO6y2y3ERc/NRfk2wdI8okT4p+Hh/tYUfdZ3ckGU4Eu+qaRBsSnZf0Y3zMuzbWZZgZk7fVJnLMjCZFUxW1thq4NvtUvZmBasproSWfcqfrRzTD5tq9Noe60B7OFl3+btz1sksRJ7qHGvOUcL3TUI5Ovze/dxTb1rGQE4O3Oli62Nq8DYs3M4ndfu6K9uyAk7zcW2ALKBgrtqJFdFu3IBD4UuILSeTZAKheX5KZgMzYoKMVw1VWmjGOPG0rR2ZbOfOnAzwUr2WHLPPImGYsyW1GIVhDXplHZgTK4IusOQRIa0EtjxpOG4kt8uFHNkOU/bv14dJosRTWmvalxhM0awZ7QudjfW1xBa0FiVHEmaCOQmjbtzucGMaSjKInOb23zGpqnOxv4cjf2YUsCWoPx+x6sofdlRJba0V21H32xCIvgKAZijJbCUjrPMFBOxqDMaYhkxh0s2JQImIbOEXULMmXDw5q9ut2ZuI10D6faSRkaQRZTQis2m9e8LnE9e/OGDdkaHY40V3CdLIypnt4TW3VdnrINpyd+0djsxZJIclM0pZiUgtNlpdUkIjmUBPZMuREo5vZsSQCP/PwhSIxNg/ynkjlkco+iRZUUp966rFiuEKxP+GYlws27HuU7MlRdv+mly311URhmYoq2nXm2aZ8kVHybQSwFIbUSILEppNMTB58lElqufu3nhdd0LklKSEfxgOBFCzzdZ5BywY8+SIjUBpPajxlE2HEmaKaQCrskKZQapaHhhPCGkFU5YjCDlacOII6ogcxUCZ7GGoPx2x+fBk7KmV2Rz67Io+9TcE1jCWa0SwhyftlGw/N1uPY+A5gRENO9aSi842SfDr/f+Z0vmZMpzcUZhbZDG440YJjxj0k3Sy7FHGi65iWiQ+xqcR2OoukU3YgLaRNkkFjGJG1aPON5g96a/0qfFsYAZunuZXWXL4SW7dX5W7pLAswBkZiawNnRpAZLx96IxmJQgaG6qz7v1tRIXjLJWsulKxOd5A+PsLobz22DK0iKHuYMMTzfHqLGUraAgMyVWQ69wmnkAryFwdsMo0EdkeGOGu4n0Wz/7fHg948eYUncsH1NL7M8KTBVxmBnxJqCVlGECcsiyPiSoqfVjnu7H14G/oQniR93BD9fJgsGqa6L2BopJ8nRnrZG/vsjSV784QeDcGtpBljpp4ntEjzSkDtx7HTMW5IbyIiMhK0ydDk65gwNrcxXGh/dAq6s6gpI+g7VcdyLA4HlgZyaaquE90lxpQBUrMYFjSV2Laj8gIH+0k72XAxk9nUinmtXmV8NBlSKFISPDO5/mVDiHXentaygRkB2mi0NpQThY3KFhgkSZ7cfyxVjMQ+8W8VRT+h+GRC4eERpDJkicILM45Zu5WRPSH79pWIMknkG1To4YcK43kkIkR4HsgAkQuuXT+MpLCjHlExdVKR4hmPsijQ7/loFCvyqGGBgSyFJCbJMpI0Jc4iRqKULMpIE/CUZqCnSt/qCOkbRh/1UJtG0ZmgXg2o1X1qic9Y7DOa+GypBYyksll6bzRpEVwdUxe1SeX3GscQ2j0Jrcdbk+XWrW4OE2pau9O6li0Cmffdt19HzeuhGXTX+E1N6vqY3bXqmE8OLCPV0sSJ7iHN/L/xT+dG7ubB1im3szGazKTNYuwyfzBLJDovFZg1qiE01oPOXdDtbZL41u3ZUjawkgb5MhJNXvovk3lVHUWkJUWlKYxlBDJrZqYSAjItqKa2ODxAXLHraKSSXFkYYWW5Sl+YUI98yonPgA44QvikRnG2EBiR1/IjQjKGyAyqqinVIgoqoejFFPLld1VKDMcBsfbQeEho5pLeUytQ2pfmiTHs/jaipOt5tq1antBidyQZzZNZjCWGSi64VZ1QI6ImKtZizXMkt9JaA3nCQR/3TORdAhPr4E68Ltqs1RleL+3R7lOL79wzRzV3HY5pcKJ7KDDPwVMzYybW7SzHCLdUMTImIwMri8JHN2rv5qUCx4uTN8ZjttdlBfL5U9u/2FI2sKoLzWqD2tiiB0keCVzNDIkOmmN0lbBRyA2ibHwMrB1eI5pbVAKqmaSS+qwuVRnsrbJyzRjBMoPql8heHzlQhECBlKA1xBkmyTBjMcmTEfGQYGwoZO9oiR3VErsjn+FEUc/HzEryWr+StrHEjTbqfLhPY6xuXQvqGeyNaWaPqqWtghvnReZt+T0bpJZNOo72XE4W39ZUj3b7SdOVPDERxkyYSownC+x4jMCCW7EuqGpauu1Hd+5lx2HMdFHFM192qmEgllaxnbyNTmKs0cjWiFUDWgCNUnBCQm7pQrtV2+g3tH9n+TYUCg+D39ymRBGZEsIISBtZoASZkcTaUJV23KsvbBIKKWgb4NQYy5poQWrs+NVGvV4lINY2L/G+2GOwWqR/X0xvGFMqxISFlELfEFLRXKnOIIskSaTYN9TPaBQwHAd5/6vHSCqopIJ6ZpoVkZQQeELgSyu+jTHKjXZqA6mGJE9wUc8MIwnUUk09M9TSjJqxY2sjERGJenOIj60ING6lNo6jpL1rQLSc04n1cdsKz5v2/uGJ10B7zI1isou5fZxuu/hmLcvNltkEeTlmjuvTnS1OdB0T6Pxw6pT9ZyITE9eLvHzfRDd4a5lALQCdYj3KCpE/shs1eye1o9Waann42ypGCp0nbGiNvK2KAqnJyExIkijizKOeGZtAQlmRs3Vu27fVSL2Y5kkiUm3HrjZkQQnBaCIpe4Kdvk+v59PjFejJy+cVVEbZs+5g+1phcyUn2qZb3Bv7jKUyz28Mo4mtNBRlmnpqk1E0tuNJ+1LgSYGfR0BPbKtNcmHbOZro8UQWJqNGRJwLbl2MEeuaLTKfZ5GadCwbLuZp+uVbc203lh8PqMo6WkCtQ8Kmdj23/t3eFWHpdI12I8SOA8X16c4eJ7pLjpm98U9v1U5keiu343rzYUEwLrxCjItxpyxE7dbt5OhYKX0kEiU1RmQYmZGRMiZ9AlMkMQm+8QkyLx9WJPGFsoIm2hVX5wJmS9dpMqPJyJojUa0sKYaSgJJShHmJv6InKShJQQkCaSjZ4b5N0TWmYZHCSGIt6VpemzbKNNU8p3FjOE/+6oJCoYTER+IJ2czC1UqaJ7PIjKGqExLSPDdyQiTqxKJGYuokpkaiq2iTkumIRvm9VoRQzXMgmy9P7edmYt/tRMGdnPaxE52s3bYz0bKN9l/avSfOkl0spvJs7A9n6TocDofDMQuMMM0iJrNGONF1HCbMNNBp/1bITG6myVZuJ5dko7BBW5KD3MUojGxuqRG8Y5cZt15aS8N1KogukGiTIoXNY6WEZ4eziBQhJTFV6jLEMz4eIR6eHdNrPFTabp0boUnzajmRqNtEEDJpDpWxTZco4VMyfYRpgTAJCPEJhCKUtgauJ8UEi9Q0LejM2ACnKC8eYPtb46ZFaisXRW3b8oyPwrfjkLMADzWpAHwjkUUi27NGpcZGKqcmsh9dIzMpWidokzaP68QAJtFi5bae16nOU5vLeUKlobbhas2hQxo7vKzx9+SUoeO0u51nE9DnhhDNH65Pd3Y40XU4HA5HV5g8U1m3yy5FXGoXh8PhcDgWCGfpHtJMjvLcH1O72Wb7ttq5fm/ncbrWbdhwYTaiVSe6RtvaOcGFbP9vd1k2WyI8QCKlN+4mFXZeKRPq5CkihY8Svi2ckI8Bbrg5W7fbmvwh1VHTrdyI0gUbaS2FR0WW8ESIJ0J8UcA3Icp4+Kl1/yrjtRVmaOQwNkJTEzWby1hGJKZuXcF5RHFmErKme3k8u5cSPkJIfFFq34dJR7yRuEKT6aQ5nlbnyTBSHdu/dWpbpNPm8W11oY+f0xYXc4vreXbnbzLjkcsTXcx2L6Zm+qC+7tzJzgXdDW6c7uxwoutwOByOrjCYZjrWbpZdijjRdTgcDkfXuD7d2eFE97BhIV1j+3MnjzOe1EA3x1l2yqE7VXKEiVG1k8djqtxlDVqnSOlZV6m0UbUyX1YI616eGH0rkW2ZrVrdyMZoUh1PSnHYaLtAkqqadVvLECU8FD5S+EghkfgoOblQg0GjTWaLDTRdyfmY2fzvRlTxxO0JoVDCI5IjbW7n1v2xR3B8HLPJ3cqtGaOmci3bbTaWazR4PCrdptZsfWx0vhYmu3dnlh6yPVHGdJHMU+FcxAuJC6SaPU50HQ6Hw9E13dcwdqLrcDgcDscssEUeu1vSia7jYKXVJTdfZc0muv2m3M5UruUJCSZaImDH3ckTNtkhsnVi1GvT1dn83l5gQQhbsg/DJBezEBKj86QcQgJxSwWdya7QTmkMm4kj8ujpxrYbUbwGbd3WuoYSnv17git4Iq0uXruNRtGBzm7fidtM80jtxjZsYYfp96vxvbFv00UtTz7WjenkNYMnJ9Bo/b0Tnc7xZGxKyBm7mDu5qufj/nCJNabE5A7mbpddijjRdTgcDkfXdB29vETTQLrkGA6Hw+E4ZLjppps45phjKBQKnHXWWfzgBz+Yct7vfe97CCEmfR566KEFbHE7ztJdYCa6VARiijmnWsECuLpm4FqejC0yPjEyudX1NF3kaqfo5Mluzpmgm65lgUQY2eJeBt1hHyYWX2/NFWxM2rlEnZEt67Tb08JDiLjp7hVCknY4lo1tZU3XddaW/7jh8m2NXs4b2syFrI03oXziZHdv6/61brfVbT6zYzvxHDYSnDSinMe7FqZLmDGRydfDVH2DU7iYhZx8PxwkruCl4jo1B9SnO/tz9YUvfIG3vOUt3HTTTfz+7/8+H/3oR7nooov41a9+xfr166dc7je/+Q19fX3N7ytXruyqzXOBs3QdDofD0SUmz+I2+0830cv/+I//yGtf+1pe97rXccopp3DjjTdy1FFH8ZGPfGTa5VatWsWaNWuaH6UWr/6yE12Hw+FwdI02WVcfYwxZljEyMtL2iaKo43biOObee+/lggsuaJt+wQUX8OMf/3jaNp555pmsXbuW5z73udx5551ztu/d4NzLi0yrG2rWruaDmJnnvu3kToamO3EGUdXGaJs/uRk925KIA1tOsOGanbRsh1J0rdG8dtoUCTmQoEEIrxmlPbEMXmsJvPH22vVNLFfYdGdPs22DyhNUNLY1OScyTO1ibt/XyS71jkw6B5NzJI8XtrfdDLNnfy7KbhJlLBxLxZ08kQONXn7ggQfo7+9vm37ttddy3XXXTZp/9+7dZFnG6tWr26avXr2a7du3d9zG2rVrueWWWzjrrLOIoojPfOYzPPe5z+V73/sez372s7tq94HiRNfhcDgcXWKaRUBmj+b000/nrrvuapsahuG0S4kJYw+NMZOmNTjppJM46aSTmt/POeccNm/ezA033OBE1+FwOByHFoYDy72slGoLcJqOFStWoJSaZNXu3LlzkvU7Hc94xjP47Gc/O6u2ziWuT9fhcDgcXdJ9INVsXfJBEHDWWWfx7W9/u236t7/9bX7v935vxuv52c9+xtq1a2e17bnEWbqOdmaR0ae1D9MyOzfTVEUO7I+zf3s26GZAZGtt1kY7px6+1N63Of571rGfs+HJMqbRV5pizIS+1ZbhPZPa2VITeH99yZ0KB9ghQy31bpH5fsJ0xSgm7nOn2sQzorGe1jrEU/TxdsOsauE2tnOQDBVaijRiFLpYctZLXHXVVfzpn/4pZ599Nueccw633HILmzZt4oorrgDgmmuuYcuWLXz6058G4MYbb2TDhg085SlPIY5jPvvZz/LlL3+ZL3/5y122+cBxoutwOByOQ4I//uM/Zs+ePfzt3/4t27Zt49RTT+WOO+7g6KOPBmDbtm1s2rSpOX8cx7ztbW9jy5YtFItFnvKUp/Cf//mfXHzxxYu1C050HQ6Hw9Edi1Ha741vfCNvfOMbO/72yU9+su371VdfzdVXX93VduYLJ7rzRuuFODNX21QX4cE8lGhijdmZzNdOy/T9uQj3s/6GC7m1yMJ49qTJ657oXu1cZGHicq1DgzJM43vuSrbu4pYMUU139+Q2dBq2Mz49a9uH9uUa7vM8C1hj+BItLucp9rl9P6fe9zY6ZX6CDoU4xosUTLXtmRRE6MzB4T4+8KFBB8d+zB3dRy93XxLw0MaJrsPhcDi6w8yyD75t2aU5ttmJrsPhcDi6YjHcy4c6TnQPAQ6erFWtEaqT6dpFOJM35Ta35MQ2jBdbmBilbNc/8WsnN29jPfsrtDAhIrolkrfhZm53acsJ6xxf7/7c29O1wbREadtlx/ettV3TZeFqfp/StdziMp7KxdxcSct8Hdvc6TjMlMV1Qy5VcZgZpuvo5aV6XJ3oOhwOh6Nruu+bdaLrcDgcDscsMF336RrXp+s4FJh3V7PR+0mQMUeuvjlPZtBez7eNpgu20zYnupRhyohqIVt+b7iYad9u45Q0T9PU+znZrTyxPdO1o7Hs+HY6FR1obKM1ani643DAdDxeMG8u4nlKirFUXZ+zxRxg7uWliEsD6XA4HA7HAuEsXYfD4XB0Tdfu5SXqTXCiewgzb67mtkjUOWQeXIHt+Z9b3VyqbZ5xJrvCpoxWntjeNtd7ayR3Y52qLSJ5f/mHp2rXpIfYftsBrQkpGok7xpnC7T5bt+D+IpgnMqWreQ6Yj2tpiYrAAWG679N143QdDofD4ZgFB1rabyniRNfhcDgcXXIA0ctOdB2HMvPiap54M83GRTivpdbak3S0u1UbTO067VQur32Gmba9NUnFTF26rbS3cdpShxOZ1AXQOe/x5HZNsbqObZ3Dc9gxqnyWLmfnUj4o6bq03xJ1Lx9y0ctRFPHUpz4VIQT333//YjfH4XA4lixmAYvYHy4ccqJ79dVXs27dusVuhsPhcDjIK2R18XEZqQ4BvvGNb/Ctb32LL3/5y3zjG99Y7OZMptVdIhYvR/J0b5AH5HqeV5fxbBl3pzaYXd/SfkrVTcWk5CHjiTIazNSlC3Pg6p7Szcykds2cA8iRPRsW8Ho6KK2qw8G9egDRyy4j1UHOjh07eP3rX8/tt99OqVSa0TJRFBFFUfP7yMjIfDXP4XA4HI79cki4l40xXHbZZVxxxRWcffbZM17u+uuvp7+/v/k56qij5rGVDofDsdTovk93qbqXF1V0r7vuOoQQ037uuece/uVf/oWRkRGuueaaWa3/mmuuYXh4uPnZvHnzPO3J/tDTfBYWcwj869xwPfkDTH9sp/iYdJr1TT5O07alQxuMSfPP/vq10g7t67T+GbSr0/50XP9MPtMd76nbczD/W3gOjvt9vjF036e7OOdl8VlU9/Kb3vQmXv7yl087z4YNG3jPe97D3XffTRiGbb+dffbZXHrppXzqU5/quGwYhpOWcTgcDsdcYVxGqlmyqKK7YsUKVqxYsd/5/vmf/5n3vOc9ze9bt27lwgsv5Atf+AJPf/rT57OJDofD4ZiWbi14J7oHLevXr2/73tPTA8Bxxx3HkUceuRhNcjgcDscBWLrOvezoitYLp204zoyHDx1+/Tzdk9eDnenN2G0mnP0ysX93mtCHadog9nNuu3vojK/TLr2fsIx5O0YTcdfxjJjCpXooC5Bxlu6sOCRFd8OGDUt2jJfD4XAcLBg3TnfWHBJDhhwOh8PhOBw4JC3dg5UZuZod07BQrtDZ0l27FuasH6zHzLE/DmWX8jiG7q/Bpdkl4UTX4XA4HF3T9ZChw+KlY/Y40XU4HA5Hl9gy9t0vu/RwojtPHB6uI4fD4dgPLjnGrHCi63A4HI6u6dbAWJqS60TX4XA4HF3j3MuzxYmuw+FwOLqnazexE12Hw+FwOGaFi1+ZHS45hsPhcDhmja3gZujeYjVLsgqcMEsoF9fIyAj9/f2AAqbLh+xwOByHAzZ5xfDwMH19fXO65mq1Srlcxtpus7XfbLseeOABTjvttDlt18GOs3QdDofDMWtKpRL/5//8H2wg1WxtNw2IJSe44ETX4XA4HF3yqle9Kv9rNqJrXdJPPrl5Hlp08ONE1+FwOBxdoZTim9/8JjO3dhu5mgVHHHHEvLbtYMWJrsPhcDi65sILL8TGyMxkvK4V5pGR4fls0kGNE12Hw+FwHBA/+9l97D+S2SbS+PCHP0xvb+/CNOwgxEUvOxwOx2HL/EUvT0SIhg2npphDA5o4jvF9f17bcjDjLF2Hw+FwHDCbNj3B1NautXJvu+22JS244Cxdh8PhOIxZOEsXWq1dSfszNgMMWmuEWNrPXmfpOhwOh2NOGBrax2Rr136/++67l7zggrN0HQ6H4zBmYS1dACEUtv+28ZzNbEu6rbt7mOEsXYfD4XDMGVFUy/8yzc8jjzy8iC06uHCi63A4HI45IwgCvvjFL9KIVgbBcccdt8itOnhYUqX9xj3pS8aj7nA4ljT2WbfQvYh/+Id/2Nz+7t27F3TbBztLSnRHR0fzv1zfgsPhWDqMjo7m8SwLgxCCJ598kpGREZYvX75g2z0UWFKBVFprtm7dSm9v74JH0Y2MjHDUUUexefPmBQtoOJhw++/2f6nu/2LuuzGG0dFR1q1bh5SuN/FgYElZulJKjjzyyEVtQ19f35J76LTi9t/t/1Ld/8Xa94W0cB37x736OBwOh8OxQDjRdTgcDodjgXCiu0CEYci1115LGIaL3ZRFwe2/2/+luv9Led8dk1lSgVQOh8PhcCwmztJ1OBwOh2OBcKLrcDgcDscC4UTX4XA4HI4Fwomuw+FwOBwLhBNdh8PhcDgWCCe6i0gURTz1qU9FCMH999+/2M1ZEB5//HFe+9rXcswxx1AsFjnuuOO49tprieN4sZs2b9x0000cc8wxFAoFzjrrLH7wgx8sdpMWhOuvv57f/d3fpbe3l1WrVvGSl7yE3/zmN4vdrEXj+uuvRwjBW97ylsVuimMRcaK7iFx99dWsW7dusZuxoDz00ENorfnoRz/Kgw8+yP/+3/+bm2++mb/6q79a7KbNC1/4whd4y1vewrve9S5+9rOf8axnPYuLLrqITZs2LXbT5p277rqLK6+8krvvvptvf/vbpGnKBRdcQKVSWeymLTgbN27klltu4fTTT1/spjgWG+NYFO644w5z8sknmwcffNAA5mc/+9liN2nReP/732+OOeaYxW7GvPC0pz3NXHHFFW3TTj75ZPPOd75zkVq0eOzcudMA5q677lrspiwoo6Oj5oQTTjDf/va3zbnnnmve/OY3L3aTHIuIs3QXgR07dvD617+ez3zmM5RKpcVuzqIzPDzM4ODgYjdjzonjmHvvvZcLLrigbfoFF1zAj3/840Vq1eIxPDwMcFie6+m48sorueSSS3je85632E1xHAQsqSpDBwPGGC677DKuuOIKzj77bB5//PHFbtKi8uijj/Iv//IvfPCDH1zspsw5u3fvJssyVq9e3TZ99erVbN++fZFatTgYY7jqqqt45jOfyamnnrrYzVkwPv/5z3PfffexcePGxW6K4yDBWbpzxHXXXYcQYtrPPffcw7/8y78wMjLCNddcs9hNnlNmuv+tbN26lRe84AX80R/9Ea973esWqeXzz8TazcaYBa/nvNi86U1v4oEHHuDWW29d7KYsGJs3b+bNb34zn/3sZykUCovdHMdBgsu9PEfs3r2b3bt3TzvPhg0bePnLX87Xv/71todulmUopbj00kv51Kc+Nd9NnRdmuv+Nh8/WrVs5//zzefrTn84nP/nJw7LAdhzHlEolvvjFL/LSl760Of3Nb34z999/P3fdddcitm7h+PM//3Nuv/12vv/973PMMccsdnMWjNtvv52XvvSlKKWa07IsQwiBlJIoitp+cywNnOguMJs2bWJkZKT5fevWrVx44YV86Utf4ulPfzpHHnnkIrZuYdiyZQvnn38+Z511Fp/97GcP6wfP05/+dM466yxuuumm5rTf+Z3f4cUvfjHXX3/9IrZs/jHG8Od//ufcdtttfO973+OEE05Y7CYtKKOjozzxxBNt0y6//HJOPvlk3vGOdywpN7tjHNenu8CsX7++7XtPTw8Axx133JIQ3K1bt3Leeeexfv16brjhBnbt2tX8bc2aNYvYsvnhqquu4k//9E85++yzOeecc7jlllvYtGkTV1xxxWI3bd658sor+dznPsdXv/pVent7m/3Y/f39FIvFRW7d/NPb2ztJWMvlMsuXL3eCu4RxoutYUL71rW/xyCOP8Mgjj0x6yTgcnS5//Md/zJ49e/jbv/1btm3bxqmnnsodd9zB0UcfvdhNm3c+8pGPAHDeeee1Tf/EJz7BZZddtvANcjgOApx72eFwOByOBeLwi15xOBwOh+MgxYmuw+FwOBwLhBNdh8PhcDgWCCe6DofD4XAsEE50HQ6Hw+FYIJzoOhwOh8OxQDjRdTgcDodjgXCi63A4HA7HAuFE1+FwOByOBcKJrsPhcDgcC4QTXYdjnti1axdr1qzhve99b3PaT3/6U4Ig4Fvf+tYitszhcCwWLveywzGP3HHHHbzkJS/hxz/+MSeffDJnnnkml1xyCTfeeONiN83hcCwCTnQdjnnmyiuv5Dvf+Q6/+7u/y89//nM2btxIoVBY7GY5HI5FwImuwzHP1Go1Tj31VDZv3sw999zD6aefvthNcjgci4Tr03U45pnf/va3bN26Fa01TzzxxGI3x+FwLCLO0nU45pE4jnna057GU5/6VE4++WT+8R//kV/84hesXr16sZvmcDgWASe6Dsc88va3v50vfelL/PznP6enp4fzzz+f3t5e/uM//mOxm+ZwOBYB5152OOaJ733ve9x444185jOfoa+vDykln/nMZ/jhD3/IRz7ykcVunsPhWAScpetwOBwOxwLhLF2Hw+FwOBYIJ7oOh8PhcCwQTnQdDofD4VggnOg6HA6Hw7FAONF1OBwOh2OBcKLrcDgcDscC4UTX4XA4HI4Fwomuw+FwOBwLhBNdh8PhcDgWCCe6DofD4XAsEE50HQ6Hw+FYIJzoOhwOh8OxQDjRdTgcDodjgXCi63A4HA7HAuFE1+FwOByOBcKJrsPhcDgcC4QTXYfD4XA4Fggnuocgn/zkJxFCND+e57F27Vpe/vKX8/DDDy9285YsP/zhD3nd617HWWedRRiGCCF4/PHHZ7z8eeed13ZeG58XvOAFHef/5S9/yR/90R+xcuVKwjBkw4YNvPGNb2yb57rrruu4zkKhcCC72hX/8R//wate9SpOO+00fN9HCDGj5b7zne8027179+79zt+4P+65556Ov7/whS9kw4YNs2m6wzFneIvdAEf3fOITn+Dkk0+mXq/zox/9iL//+7/nzjvv5KGHHmJgYGCxm7fk+K//+i++853vcOaZZ9LX18f3vve9Wa/j2GOP5d/+7d/api1btmzSfHfeeSeXXHIJz3rWs7j55ptZsWIFmzZt4mc/+1nH9X7zm9+kv7+/+V3KhX/fvu2227j77rs588wzCcOQe++9d7/LjI2N8frXv55169axdevWBWilwzG/ONE9hDn11FM5++yzAWslZVnGtddey+23387ll1++yK1bevx//9//x7XXXgvADTfc0JXoFotFnvGMZ0w7T7Va5dJLL+U5z3kOX//619ssxj/90z/tuMxZZ53FihUrZt2emfD4449zzDHHcOedd3LeeedNOd/HPvaxpti/6U1vmpHovvOd72RgYIBLLrmE97znPXPVZIdj0XDu5cOIhgDv2LGjbfo999zD//yf/5PBwUEKhQJnnnkm//7v/942T7Va5W1vexvHHHMMhUKBwcFBzj77bG699da2+b72ta9xzjnnUCqV6O3t5fnPfz4/+clP2uZpuDQffPBBXvGKV9Df38/q1at5zWtew/DwcNu8H/7wh3n2s5/NqlWrKJfLnHbaabz//e8nSZK2+c477zxOPfVUNm7cyLOe9SxKpRLHHnss73vf+9Bat807NDTEX/7lX3LssccShiGrVq3i4osv5qGHHmrOE8cx73nPezj55JMJw5CVK1dy+eWXs2vXrlkc8XYWynr84he/yLZt23j7298+YxftTJiPY9LKbI/PD37wA2655Rb+9V//FaXUnLShE1O54IUQXHbZZfO2XcfSxInuYcRjjz0GwIknnticduedd/L7v//7DA0NcfPNN/PVr36Vpz71qfzxH/8xn/zkJ5vzXXXVVXzkIx/hL/7iL/jmN7/JZz7zGf7oj/6IPXv2NOf53Oc+x4tf/GL6+vq49dZb+fjHP86+ffs477zz+OEPfzipPX/4h3/IiSeeyJe//GXe+c538rnPfY63vvWtbfM8+uij/Mmf/Amf+cxn+I//+A9e+9rX8oEPfIA3vOENk9a3fft2Lr30Ul75ylfyta99jYsuuohrrrmGz372s815RkdHeeYzn8lHP/pRLr/8cr7+9a9z8803c+KJJ7Jt2zYAtNa8+MUv5n3vex9/8id/wn/+53/yvve9j29/+9ucd9551Gq15voa/YOtx2o+efTRRxkcHMTzPI477jje9a53tbUH4Pvf/z4AWZbxzGc+kyAIGBgY4BWveMWULtjTTjsNpRSrV6/mVa96FZs2bWr7fTbHZCGo1Wq89rWv5S1veQv/43/8j67WkWUZaZpO+hhj2uZ73etex09+8pO2z9vf/nYAnvKUpxzwvjgcbRjHIccnPvEJA5i7777bJEliRkdHzTe/+U2zZs0a8+xnP9skSdKc9+STTzZnnnlm2zRjjHnhC19o1q5da7IsM8YYc+qpp5qXvOQlU24zyzKzbt06c9pppzWXMcaY0dFRs2rVKvN7v/d7zWnXXnutAcz73//+tnW88Y1vNIVCwWitp9xGkiTm05/+tFFKmb179zZ/O/fccw1gfvrTn7Yt8zu/8zvmwgsvbH7/27/9WwOYb3/721Puy6233moA8+Uvf7lt+saNGw1gbrrppua0T33qU0YpZT71qU9Nub5OfOADHzCAeeyxx2a8zLve9S5z0003me9+97vmP//zP82b3vQm43meefazn912zC+88EIDmGXLlpmrr77afPe73zU333yzWb58uTn++ONNpVJpzvvpT3/a/P3f/7254447zHe/+13zvve9zwwODprVq1ebJ598sqtj0jhPjc8jjzxiAPOd73ynbXqaplPu65VXXmmme/z85V/+pTn22GNNtVo1xoxfU7t27drvcWzcH9N9jj766CmX/8EPfmAKhYK59NJLp7xWHY5ucaJ7CDLVQ+WUU04x+/bta8738MMPG8DccMMNbQ/DJEnMTTfdZADzq1/9yhhjzGte8xoThqF5xzveYe68887mw67Br371q45Caowxf/Znf2aklM2HfeMB+dBDD7XNd/PNNxvAbN++vTntvvvuMy960YvM4ODgpP25++67m/Ode+65Zs2aNZO2/fKXv9ycfPLJze/nnHOOOfHEE6c9fpdeeqlZtmyZieN40nFZs2aNednLXjbt8jOhG9HtxA033GAA85WvfKU57fnPf74BzBve8Ia2eW+//XYDmI997GPTrvOnP/2pkVKav/iLv2hOm80xefWrX71fUQPMueeeO2UbphPdn/70p0Yp1fbi1I3ofvrTnzYbN26c9HnmM585pej+6le/MgMDA+Y5z3mOiaJov9s6mLjrrruaL9OAue222xZ9e1prc+2115q1a9eaQqFgzj33XPPLX/5yXtt1sOPcy4cwn/70p9m4cSPf/e53ecMb3sCvf/1rXvGKVzR/b/Ttvu1tb8P3/bZPY2hJYwjGP//zP/OOd7yD22+/nfPPP5/BwUFe8pKXNIcgNdzMa9eundSOdevWobVm3759bdOXL1/e9j0MQ4Cmq3LTpk0861nPYsuWLfzTP/0TP/jBD9i4cSMf/vCH2+aban2NdbbOt2vXLo488shpj9uOHTsYGhoiCIJJx2X79u0zGpayULzyla8E4O67725OaxyHCy+8sG3eCy+8ECEE991337TrfNrTnsaJJ57Yts7ZHJPrrruOjRs3Nj9f+9rXALj55pvbpn/0ox/tap9f85rX8Ad/8AecffbZDA0NMTQ0RL1eB2BkZITR0dEZreeUU07h7LPPnvRpjeJuZevWrbzgBS/gyCOP5Ctf+QpBEHTV/sWiUqlwxhln8KEPfeig2d773/9+/vEf/5EPfehDbNy4kTVr1vD85z9/xufwcMRFLx/CNB4qAOeffz5ZlvGv//qvfOlLX+J//a//1YxWveaaa/iDP/iDjus46aSTACiXy7z73e/m3e9+Nzt27OAb3/gG73znO3nRi17EQw891HzQN/pFW9m6dStSylkPU7r99tupVCp85Stf4eijj25Ov//++2e1nlZWrlzJk08+Oe08K1asYPny5Xzzm9/s+Htvb2/X258vWoOQTj/9dD7/+c/PaN6pMMa0zTebY7Jhw4a2ca6NscgnnXRS83o8EB588EEefPBBvvjFL0767bjjjuOMM844oGukEyMjI1x88cVorbnjjjumFOaDmYsuuoiLLrpoyt/jOOav//qv+bd/+zeGhoY49dRT+Yd/+IdpI84PZHvGGG688Ube9a53NZ8/n/rUp1i9ejWf+9znOsZtLAWc6B5GvP/97+fLX/4yf/M3f8Mf/MEfcNJJJ3HCCSfw85//nPe+970zXs/q1au57LLL+PnPf86NN95ItVrlpJNO4ogjjuBzn/scb3vb25pRs5VKhS9/+cvNiObZ0FhHwwIGe6N+7GMfm9V6Wrnooov4m7/5G7773e/ynOc8p+M8L3zhC/n85z9PlmU8/elP73pbC8GnPvUpgLZhRC996Ut517vexTe+8Q1e+tKXNqd/4xvfwBiz3yFHd999Nw8//DB/8Rd/0Zx2MB2TO++8c9K0T37yk3zqU5/i9ttv54gjjpjT7cVxzEtf+lIef/xxfvjDH+7XU3Kocvnll/P444/z+c9/nnXr1nHbbbfxghe8gF/84heccMIJc769xx57jO3bt3PBBRc0p4VhyLnnnsuPf/xjJ7qOQ5+BgQGuueYarr76aj73uc/xyle+ko9+9KNcdNFFXHjhhVx22WUcccQR7N27l1//+tfcd999TWvi6U9/Oi984Qs5/fTTGRgY4Ne//jWf+cxn2sT0/e9/P5deeikvfOELecMb3kAURXzgAx9gaGiI973vfbNu7/Of/3yCIOAVr3gFV199NfV6nY985COT3NSz4S1veQtf+MIXePGLX8w73/lOnva0p1Gr1bjrrrt44QtfyPnnn8/LX/5y/u3f/o2LL76YN7/5zTztaU/D932efPJJ7rzzTl784hc3xezTn/40r3nNa/g//+f/8KpXvWrabe/atYu77roLgF/84heAFcKVK1eycuVKzj333Oa8nudx7rnn8l//9V+AHR7z93//97z0pS/l2GOPpV6v841vfINbbrmF5zznObzoRS9qLnvyySdz5ZVXctNNN9Hb28tFF13Ef//3f/PXf/3XnHnmmbzsZS9rznvGGWfwyle+klNOOYVCocD/+3//jw984AOsWbOGq6++ujnfbI5JtzzxxBNs3LgRsFHaAF/60pcAaz23jjmfSGPM8+///u/P+Xjjt771rXz3u9/lve99L2NjY21u95UrV3LcccfN6fYWg0cffZRbb72VJ598knXr1gG22+mb3/wmn/jEJ2b1Uj5Ttm/fDtiX+FZWr17NE088MefbO2RY3C5lRzc0AkU2btw46bdarWbWr19vTjjhhGb06M9//nPzspe9zKxatcr4vm/WrFljnvOc55ibb765udw73/lOc/bZZ5uBgQEThqE59thjzVvf+laze/futvXffvvt5ulPf7opFAqmXC6b5z73ueZHP/pR2zxTBb002t0aXPT1r3/dnHHGGaZQKJgjjjjCvP3tbzff+MY3DGDuvPPO5nznnnuuecpTnjJpf1/96ldPCorZt2+fefOb32zWr19vfN83q1atMpdccklbYFeSJOaGG25obrunp8ecfPLJ5g1veIN5+OGHJ7X5E5/4xKRtT+TOO++ccVDRxGkPP/ywufjii80RRxxhwjA0hULBnHbaaebv//7vTb1en7StNE3N+973PnP88ccb3/fN2rVrzZ/92Z+1BdIZYwPNjj/+eFMul43v++boo482V1xxhdm6deukdc70mEzksccem3S+OjFdVPGrX/3qaZftJpCq0/1hjDGXXHJJ2zXTiIzvpl0HK0wIbPr3f/93A5hyudz28TyvGSTXOI/Tfa688soZbc8YY370ox8ZYNK19rrXva5txMFSQxgzYdCaw+FwOA5phBDcdtttvOQlLwHgC1/4ApdeeikPPvjgpEQjPT09rFmzhiRJmh6IqRgYGJhkuXbaHsBvf/tbjjvuOO677z7OPPPM5vQXv/jFLFu2rNl1stRw7mWHw+E4zDnzzDPJsoydO3fyrGc9q+M8vu9z8sknz9k2jznmGNasWcO3v/3tpujGccxdd93FP/zDP8zZdg41nOg6HA7HYcDY2BiPPPJI8/tjjz3G/fffz+DgICeeeCKXXnopr3rVq/jgBz/ImWeeye7du/nud7/LaaedxsUXXzyn21u/fj1CCN7ylrfw3ve+lxNOOIETTjiB9773vZRKJf7kT/5kTvb5kGSx/dsOh8PhOHCmiilo9EvHcWz+5m/+xmzYsKEZ2/HSl77UPPDAA/OyPWPGk2OsWbPGhGFonv3sZ5tf/OIXc7C3hy6uT9fhcDgcjgXCZaRyOBwOh2OBcKLrcDgcDscCsaQCqbTWbN26ld7e3jmtQ+pwOBwHI8YYRkdHWbdu3YLVe27wr/96Nb9+aBMfvGHqlKVLkSXVp/vkk09y1FFHLXYzHA6HY0HZvHnzgqa33LVrF8cffwxxnPCf//mNKVOyLkWWlOgODw+zbNkyrFfdWboOh+NwxwCaoaGhBS3i8Od//gc8/vgOfu/3T+VLX7yTjRsfWnBL+2BlSbmXx13KAie6DodjqbCQ3WkPP/ww//qv/8nGe25hw4Y1fOSm27n11lu59NJLF6wNBzPu1cPhcDgcc8Y73/k6/vRPL+CUU46mWAz5u797LX/1V3/ZrIm81HGi63A4HI454cc//jHf+tZGrr3u8ua0P7n0eQwO9vJP//yWxWvYQYQTXYfD4XAcMMYY/vJt/z+u+ss/Zs2aweZ0KSXv+4cruP69n2XPnj2L2MKDAye6DofD4ThgvvKVr/D4Y9u46qqXTfrtec87i2c84yn87d9dsQgtO7hwoutwOByOAyKOY975zjdz7bWX0dNT7DjP+/7hDdzy0a/tt3zg4Y4TXYfD4XAcEDd/9O34vsflr5m6WtFppx3LK17xXP7qr16/gC07+FhS43RHRkbysWoKN2TI4XAc/hggY3h4mL6+vnnZwvDwMMcffzT/+vF38MIXnjPtvFu27OKUk1/FnXfexdOe9rR5ac/BjrN0HQ6Hw9E117/vjfzOUzZwySXP2O+8Rxyxkje/5X/xl297PUvI3mvDia7D4XA4umLz5s388z99mfe//89mnIDj7W9/Ob95aBNf+9rX5rl1BydOdB0Oh8PRFX/916/nxS/+fc4++6QZL9PXV+Zvrn0173jHn5MkyTy27uDEia7D4XA4Zs0DDzzAv//7nfzde14362Vf97oXYgx87GPvmIeWHdw40XU4HA7HrLn33nt5xjlP4Zhj1s56Wd/3eNkfn8/Gjb+eh5Yd3CypggcOh8PhmDukEKB118sKMXvBPtRxoutwOByO7jCma9FliUYvO9FdAEQXY4INS/OCdDgOFdx9DeBEd7a4Pl2Hw+FwOBYIZ+k6HA6Ho3u6tViXqKXrRHcOaXM3zXCg+IzWdaAs0Yvb4ejIAd6bB7Tp1vu65b48ZN3OBudeniVOdB0Oh8PRJa5Pd7Y40XU4HA5HdzhLd9Y40T1A2l3KaorpXcSrmdldyNO6p2blTevyBpoTuovrm1NXfBfMpWtwsfcFut2fxbxuYC5iQmd97A/wvjZi/DgLk41PP6Rczc7SnS1OdB0Oh8PRHc7SnTVOdB0Oh8PRFQKDmKVXrnXZpYgT3QOlJRKy1T0lZHCA6x3/08zgohYzde/td12q7dtCuLr269ab1o03vYtPdOMCnIZO52K+HcJzvQ8w/TW132up47L2ujkorpeOC83kGO5/ngM+F61N13HzTyM6RzUf9DhLd9Ycsskxrr/+eoQQvOUtb1nspjgcDofDMSMOSUt348aN3HLLLZx++umL3RSHw+FYwhjQLjnGbDjkRHdsbIxLL72Uj33sY7znPe9ZlDZM6d5qcz21RDJ34ZJqdf8J0eryzSbPDLQ6LaZ1R7e1ZSZua2YdSd0Vs3QhT39M1TS/HRjt52KmtJ6z+WvbbBjfj07Xkz22U15HU3l3jZ7/6OsZ30szm29m92bnc3ag93XbvrREL7cew4M+ktm5l2fNIedevvLKK7nkkkt43vOet995oyhiZGSk7eNwOByOuSIfMtTNZ4mK7iFl6X7+85/nvvvuY+PGjTOa//rrr+fd7373PLfK4XA4liiG7j1hTnQPbjZv3syb3/xmvvWtb1EoFGa0zDXXXMNVV13V/D4yMsJRRx01xy2THf9udT2JGToUDK0u5c7LzOQ6nWlq2Zld83pmLr3Z3nj7XedsXMrTu2znI/p3diz29ttpdxtPPHYtbk4xVZdFY/qEcz7xOHfzMF7wKOP9u/tnsq6Z3uPtoxI6Pzum7kI6GHHJMWbLISO69957Lzt37uSss85qTsuyjO9///t86EMfIooilGq/gcIwJAzDhW6qw+FwLA0MBxBINactOWQ4ZET3uc99Lr/4xS/apl1++eWcfPLJvOMd75gkuA6Hw+GYb5ylO1sOGdHt7e3l1FNPbZtWLpdZvnz5pOmHKlO5qGbmdp7OZdhKZ/fh1Oubzm02RSRm10y9js5tnbuo0m6ZsVtxlph5zGU8tdsYxo9pu4uzsUxnNzN0jIQ/oPMw14kqFtiNvFRw0cuzxl1BDofD4XAsEIeMpduJ733ve4vdBIfD4VjCGISzdGfFIS26DofD4VhEDAcgnk50HfPETPuepsoAdCB9vZO3MZO5sv2uz7Z1fnsnZtqPu7+2zmc/3HwVI1iovuKJ7R+/BjtnQevctwvzcS0cSLao7tbVMv8s9+dA7/FDFxdINVuc6DocDoejO1wg1axxoutwOByO7nHjdGeFE92DiJkNB2qZfw4zXbVvaybDK2a06Q7rbl1H91mDOi27EMM5Jm93tsUY2ulYn1fsf55u2V9XRefhRJOzVs3sOmrZbldu+JmPvZ/N+g/kOln87GYHGca5l2eLE12Hw+FwdI8T3VnhRNfhcDgcXWK6F08nuo4DpZsiB7Nd71RM54KcSVs6uRen39bs025O7ZKefbagTvs0V66/mblGZdtvM2nfpO2gO7pzx59F07l8p2tbF3R6/nU4X/s/9zbSeXK7ukvTOt9Rxweyra62MUVRlCWqP0sSJ7oOh8Ph6A4XvTxrnOg6HA6HoztclaFZ40R3wZnowpqbyNT5SsAxxcxdcgCuvwnLziSKuPN8ls7HYSYu9sluZTGFq3l/x9SgW1zK1tXccDkboye5madv2+zc7Z3d1BOOyQxdzvtrx4EwV900Cx91vJ9iEIcNLnp5tjjRdTgcDkd3OPfyrHGi63A4HI4uMQfgXl6aoutGei86corP/CCE7PrTXAdyQT9SeBPa4rUdK9Hyu5Re20cIu3zrZ+J8U62306e1Hc11Sg8lA6TwUDJsfjwZ4qvipI+X/9aYzy4X2PYIb9I+779Nnfe/077vb/9bj4GYdNxls30L9ZmL63b+XMvTnZclhNHdfWbZqfv973+fF73oRaxbtw4hBLfffvu083/lK1/h+c9/PitXrqSvr49zzjmH//t//2/3+zlHLLGrw+FwOBxzhskt3W4+szR0K5UKZ5xxBh/60IdmNP/3v/99nv/853PHHXdw7733cv755/OiF72In/3sZ13s6Nzh3MsOh8PhOOi56KKLuOiii2Y8/4033tj2/b3vfS9f/epX+frXv86ZZ545x62bOU50D1pm4oRY2KjIxY0A7ZCAokOUcJsbfJYR3cZoEOOJQjrnRR7fZtN9K31kq+sZ1YxqFmJyUghjbAIJbVIMWR6prNFotE4wQu+3vN/EfZ/tfrfuW2tu7tboacvkUn4dI50PO5wTcMYcQCBVpjNGRkbaJodhSBiGc9CwdrTWjI6OMjg4OOfrng3uynI4HA5HdzTG6XblXjY88MAD9Pf3t32uv/76eWnqBz/4QSqVCi972cvmZf0zxVm6DofD4eiOA6wydPrpp3PXXXe1TZ4PK/fWW2/luuuu46tf/SqrVq2a8/XPBie6hzSHn6NiKtfoVHmtW6NTx12tqu13uZ/jpFvcyQ3XbyNxxVQuZuta9vFkgBR+87tk/H8hFKrDLabRGDSZSdAmsW5lk1gXs/DITGq3q8eTZnTafuv+ts4z3f7qCa5zY7JJLvXWbbbm5G4/FlPng3YsMQ4gI5XyFH19fXPbngl84Qtf4LWvfS1f/OIXed7znjev25oJTnQdDofD0SUmH/7TzaLzP0731ltv5TWveQ233norl1xyybxvbyY40XU4HA5HdxxQ7uXZLTc2NsYjjzzS/P7YY49x//33Mzg4yPr167nmmmvYsmULn/70pwEruK961av4p3/6J57xjGewfft2AIrFIv39/d21eQ5wouuYFbMutXaAEc/7i0xuRAg3vjeiiBvzNCKJJ69r3AU90aVs/7ZRxQ1Xb2OexnIqT4rhyRJKeHiigMJD4uOLAtJIFH4+bXy7eYwyBk0iIxJTR5OQkZKaOplJUbnbeWL7GvspscktRF4ub6KreeJyjX2z0+z/jfU3oqYbfxsyjGjJB90SvTzR5dzpvMyE2bqjnfv6IGeBCh7cc889nH/++c3vV111FQCvfvWr+eQnP8m2bdvYtGlT8/ePfvSjpGnKlVdeyZVXXtmc3ph/sXCi63A4HI7uOMBAqtlw3nnnYaZZZqKQfu973+uiUfPP4ReJ43A4HA7HQYqzdA8JZvsmOffvUvtzIU4ZdTzDtsx0/RPdqEJIlPCaf09MTDExmlgwHs3cdM8ix92v5Ikr8ojijCR3MY+7ahvb90RIKHoIRAnfhISmgI+Pr318PHyh8IVEttTD0xi0MWQYqjoiEQkJCZGok8iI2FRJichMghLVSdtUwrqVPRF23A+7D7ptP6zbPMv/brjNvaY7XebTEDRd6q3HopEwA9pdzhOZsRt4mvKA0yUkmR838+LfW4c8ruDBrHCi63A4HI7ucEXsZ40TXYfD4XB0iStiP1uc6DocDoejOwzdi6cTXcf8sdD9QNO9eXbXlk6ZkaBDEYL9FCmYalonOg3xaR0a1PjeyAglkKj8b4XfzAhlh/P4k4bxKNP4X7WtU6MxwvaAJiImFanNIEXS1jaFT4/upUhIQXiUlEdBSQqeIFQCX0JRCaSw3ZgNT1xmDLGGsaRAPTXUM001S6nrlBoRsYiIRUyqoub2FD4CiYeHMh6eUQgj29oMtLVbo8lIyUjQUuf90wlGZKQmIiPJ+3DHiywYkTUvHz2hL9WYbMphQ1Od1479sGbi1/ZiCgdH3+1c0npcDsPhT869PCuc6DocDoejOxr1dLtddgniRHfJMdWb9oFb49NZuVPlTm6ff3IZvInLd0p+IYXXZuFK4VuLNv+/YMp4xrORxcZHoWxkMRJPSAqeRAiBEkyKNM4MZNqQGftJW6wwX0r6Ch4lT9DjC8qeoNc39HqGosooKU2vl+FJg8BgEKRakBhBPZPsiT1GU8looqikHmOJoZqWqKWaxGiSvK/MExIlhP1Ie/SUmNxOYwxJ3taaSUlMRkZmI6RNQipSEiIykdrjRoImaVqXGQkGCdJaqAqZ54MePwcNK7QRMd1gYnR3y8meMN/E0oHt0eNTMXPr9zC0JA92XJ/urHCi63A4HI7ucNHLs8aJ7gEiphh0OLcF3xeiT2jieqfun2vdt5n09e4vDWOnZSbSycJt/K2E31bhR+HjiRDP+HiEFE2R0AT4eARCEUpFoCSBtH2vJc/2v/qS3KIEmZ/WVGOtXZNbvbk3TQpQAgYC6PVhmZ8xGKQMBjHLChG9xYhCMaE0kCD9/HBq0AmkdUlcU+za28NQPWRvHLA39hhKFKOJoJIqYm1I9Ph27Me2zcsPkzbjbUs0JNq2N9aG0UQRZ5pIZ8TGJyElIsbDIyZGi8w+9PLOZp2nftQ0qgyp5jjdhsULNK3emWBM1jZ2eOK57mS9Tpw2vYW7UFbt3N3Lbdd4i+i0PkeWqBYtGZzoOhwOh6NLXJ/ubHGiO6dM3SfZYKI1d/Amc+9cOxUmW7dTWbvQIbp5goXbablO9WCnsnKbtWynsHJDU6BgCoTCoyAVBaUoKEFBNaxcWOZDQUEgDYHUeAL8vB8WIDO2H9ZalaL5jFECVoYJg0HCqnKV5f1VyitjgjUKtbKIGBiANYMQBiCl7fuKYqjVYbjKsv/eQ7w9o7IrYM9wiZ2VEntjn9FUUc8kWdOiNigBvjAoYTduECRakBqItSDWgnoG9fx/JST1zPYd1zNJXUuEyTN1IUmJxkOqBWASjJBIY6OWbeYp1cxS1exTn/CcbERNT7weWs91w+JtZLaa6TXfeb6D9X5pp9PxmMz+nxcHPc69PGuc6C4yM7s5W1mM4Qea/Qkv5OkCpwqS2s9QoumEtvXviZV1JOPDg2Q+ZEjaUCkCE+Ch2gS3qCQlT1D0oOwJSsqwqqApKfspqIxAavz8o6Qh0ZJMi2YgVGbs30oYVpWqrFhWoX9DjL+hjDhyFaxbiVmzCj24HIrFzoe0VsP71a/xtu6i+OQ++h8fYvnjVXYPlRmqh8RaoY0V3EYglpIGX9pzXk8ViZbEWlLPFNVMUs0klVRQSa0gKyGaLw6N02grCWkUPhqNEj7GZBihUAYykSCMHBfbXHgnnvPGtTrxvGkmz9N6DXQKmOo4bdEFd2GraR3KGGfpzgonugvA/N2QCynAk4V3tkwcawvtD+39WcsTBbdR6q4xHleSRy0bD58AhUdoAsIWwS37grJn+2F7PUOPp1lXiOn1E/rCmHIQE4YpfpDhhxleQZPWJVkikUpjjMBoQZZKjIHedSmFU3oRa9ZCrDH7MszWrej6ZnQkyMZAawFGgDBICdIziFDjLfMQJYVYMUiwbgUrjh2m59cj1HYJ0kTi+RohDUIYdCZRvsYraISE6j6fJFZEkUclDhiJAkYTayUPJ4rESJQAIUTzvBkDGh8MRCJAmwwE6LzvNhMg8v7chgXcEF5D1iamU3lsJLLN+m32D08V3TxjFkJw5+c+nf2L9SHEgSTHWKI40T2IOPhvznbhnWj5zOTlYiaC2zEwa0Jd3IZlK1C5y1TZIULGwydEGa8ZPFVQsim4vT70+dDnGwZ8zWCQcEz/CH09dcrLYsLVIEsSEUjEYC/iiAHMln2kmyvEQwXwffxlAWp5iCgVIFAQKIwGE6dkQzGVHYrd+3rYVi3xsyGfvZEmzgyBEgyGklUFOKKQcNoROymvzlDLA4Tnwaoy4bKMMNWQJKRbqyTDCSQxwbIE78gy4ogBEJLCA5sxcYKuRkQ7KlSGAkbGCuyrF+iJAuo6RAmRB4RZ4TXGoDOFMcYeJxHmQVR+Lq469x1IGzDVcD1D0xXYKr6N8956zmwBhcnCOxPGk3BMnP9gvBeWtnU7juvTnS1OdOeNA7UKD1a389TCOxWdXM6tGaVa/29fbrzPa2Kh9tbqQa39uAof3wSEJmxGKxe9ccFd5sOywLA8SFkRJqwo1jjyhGH8QYla34c483gQAvaMYbaNsvU28IqrMFKhPE15WYxcJvJOYIUoeFhzMRcZJfBDTU8hZnmmOLasWFMQpEbiCUNJaZblUc5+qBGqJRxYSkRBQGownkQusw7Zyr6AsWGJGNKkGxP6e/dSvvB4WF5GGYP3s0cobBqlb29E//Ya5aEexlKFJ7yWcccCg0Qb0MYQmtCezTwTVWv/rkSDScaF1y4+7m5mvAJRp779icLbOGczsXYXXnAX2o18mAm169OdNU50F4CZ3qhTietUy08txtNtby4eYo11TLZyp+3XFXJKsW11HbctM0FomwkxWgKnCvTg5aX1QhMS4jfTMhY9ydqSZJkPy0PNyjBlTbHOUYPDDG6o4y1XpPvg5z9azaYfLee3n/OoeD51HSLFco7vU6wINMuDhOWFCG0EpSTBq6SoMEWoOD8GBpOBSUGF0L+iRt9gnfXZUIfjYBASpG/I6qB3xwgV565gi8kM0T5JdTRgqFJkTz1kT+yzO5bsfPIohu7PKChBb5ZxjFjPUezh1NO3sup/9rB80zCD91bZvLef7bUCuyKPPZFkKJGMxJLRREIEdeMTmZBIRETUSfFJRZKfYZmnw7Rl/xplATud49bAqcY8MB50pcXU12qzpOK8i+38iuuB3uOHNM7SnRVOdA8iZmvddueOnkuLeOb9vK1Ry1NFIkOngKvxvMiN+W2mqbwPV/gEppgLbmAFV3qUlLVwe3zJQADLA83aQsKaUo3lPVVWnByRVHwevf9I6oU+akcWkZHHEZkkysfmegLWFlL6/JRePyX0rKAkdYW2JWdtH6+xxrGUBukZVGhQZZAhyF4P4UsbhqwNJtGYJMPUNekwpBWBTgVaj69HCGtyZqnd99DL6A8SpDCE0qPHU4yECiUglBKh+qmFZR7ctRpze5WwHnLSGdtJfjlmA8JEEYHfdtyjzENmAqkF0tiQtEjYCOeMBC2kzdvcsH4NIHLrdeKzsnXsbmtf8MTMU0LN8DqdC2GavUU5X0J7WOMs3VnjRHeBmSgqU6W/m611u9gC3Klvb7qH0kTBnVicfryF+VCVlkL0DcH1RQFlvGbyi4IIKEjVIriCXl+wppCyKkw4tn+EYjFjWKxE7wzpW65ZebRgaAy8NMHDkBg7VEcICIRmoBBT9FJCP0WpDAGkqSCKQtJUMpYEYEAJTdFPKZViil6CDAVqRQFx5CAUxocMiXoMlRpmX41kb42o6lGtBtQSjyyPGvZlRqgywtAKbakQEfop5cSjP/VYmSqGEx9jyIcSaUpeStHThL0+xUIvW/YsoxJGrPR30xPEyOE+fOkjhUIJQS21/6tMoLTMhVcghSQTKUmbW1laNzRZPqRo4slv/NeSInKCdTtRgDv9PTdW4NwLZzfi2uYJOEj7pB2LgxPdOWS2uYan+20mYjxTd/Ts+oRn+4CYubXbtFY7CG6rRdug1fXc2ofbEFw/dymXTLHNnVz2Jb0+9HgwGGgG/Iy+XkV9YC39aw1HFFKy1OTrtpaklIbAs/uu0PieJvQyenrrqMCAMGAEaSSI6x71xGO4HrK1FpIZQUFplvkpq4wgLKWIgkQMFDFHrYNyESM9hE6hUkPsG0KwB53WGauE7KyWGEo86plECRtR3ecnHBEmBIUULzQgYjCCLBYksWKkUiBJJVl+vHyZWavW0wigtz9j2XJBHK1l3w5Fv6yT7LGWekFKYi0YTRReIvBTacU3r1yUyBgETeHVQto+XuxLkSBru6Z0a7BVh6FG0tDWv7v/66kbZi6McyW0093XU8031TPiUDX6DKbrIUPGuZcdBxMzeVOeqXU7O6u5W/GdPa2CO6mvl3YRnljEIDBFAhNQMEV6ZEDZU5R9SZ8vKHqClaEd3xr2Fek9qp/eXkNBZdRjO0ym4cLVWiKFHf8aqgzP03bIUCHD79F4Kzwb7GQMuq5RwxqtM7KqYCz1eLyiiDIoepJ1RUnBSxlIqwhfQU8Js2Y1qEbwEdDbB1IgKjV0OsRIHLCtHrC1JqmlECpYUbBt8oKMsF+j+iWyoEAITGYwtZRgR4WkbocMpalEG4EUBmMg0zaMKYs86pFPsVchSgXiAUVlR4zYVeWIIuySgpKSjCQCPxF4qURqQWwie/0JyFBkJrHHDI0xWVN8G/23rX23rcI7/0zvSZktcym0SwbnXp41TnQXmOlu7Ckt11kK8IzXO61oz200dNPCza3ciYLbav2OC3BuDecRykr4+CZsZpoqmgIlEdIfePQFkrIHa4qQYaj19NC3skxYkNRVSiVJ8/0E3ZLpVhv7lxIa388ICwmFvgxvmUQNFBCr+0BJyDSyUkcWqpg0JRzNSI1gSyVjTxLR7wUo4bEq9MgyYTuEi2FTcJsohentRRRDskxQSTx21CWPjaYMpzHL/ZBAKVaFgkJvhr/aQy4vQbnQbAe1iIIYxRtKECOaqO4TxR6JVugMZIoVYCBJJZFWVBKPmvAIVhToW9bH9h1VBkfGEJlhe00QKoUXC1QiiLJS85pLc/HF2IhlLWRTfMmDrRoCrJBWhltyOrdZu63R0F2zn0j5eXAXz0Rou7n/DhtcINWscKI7T+xv3On+lmllYhm0jvNMI4wzWu+MBHg6y7jzNltdx62/TRRchZ//ppr72BRf1KTUjg3B7VU+ywt27CsC9hTKiGUltBQkqSCJod+X1DKFMYJYKVTaSKVoRTeQGQUvIzAZnm/weoQdh7uyF45cPS52o2NI38OLhygPx5QqGaNpxuPi1/TrtayI19ntaFsqkDDseGwolSEMMdq2ayiGx/VOhsU2gvQpgKKkMryVErmmD1b2Q2/PeDvGKqixGNI6Xs1QrwniTFFPFbG2x7qRLjIzgjhPAxlrSSUT7E1gqFhAFQswUmOAMZZlBl9KfCmo1sK2oUIYe84yk1jBzcXX/twuwBI9weJtHya0/3SQkm6us5lOn44DFdeZLHPYWcoHVE93bptyqOBEd4GZr4jHTkM4ZrBQ58lTPBCnezHtOM52QiKMRp5kgWyrf9sIjmokupAtFq5EIY2kYMr4JqBoQkoioOz59AWKVUXBT/YMs3PgN6xc209/uJqBbDUDugdf2nGplVSSatG0/lIj8nzFtjJPrwcDQcoRqSIIUgoiRfQWYNUA+rhjx3dIG8TuXXiDW+gvbOf4X+7j+D1rSYd/h5qJSA0kWpClAmPMVIe3WcIoS8fzJ5d0ieX8Dsf3FzipN+b4Vfvwnnok5qgjMCtWjpc9AsTefYjt+2Bnnbiu2D1WZEutwL7Yo5LZZ2DZs7mkPWHboY0g0oJIkx+TjH1mjH2lHYz6O9m7q8Lg8HGcVO7liGKBkdinkoVUdZGaiEiISYjJSEhF0nzJ0ybD5EFWOpfdRl3ezCRI4WPQaJK8b3fq62t8+vTX0nTTmr/NOKp+/iOWD3tLt1uL1Vm6jgNluvGpB7TeA4hknm6Z6azmuewTm/im30lwJTaytlVoG3/bdI4hoQms4CqfZfmQmYdjjTx5iGOKx1IQPZR0L72UKHuKoicoSFB5p6M2ghSopYLRFMYSqKaakiepa49QhvRVYsrVBC9OJ7/BS4FZvhxRj5BDFXr27GHDJk2ii4wkIb2+LbtnAKvASecDlSSQJBjs/L0+rC/00edLNpQ1R5Sr9KxNYOUKzPLlbYILYDwPEadkVcNYJWR3FLKt7rGjBpVEIwSsKkp68xzTjZtcSUNoBImEsqdIkxLarMQPCpTWjRGvHOHurU/yjPgUloUKIiADDDTORio8hLHWqha5xYpGm9ztLHQzh7PCJzPJfgsdtP62v4j3SdMOInGd0brayvkdBlavga7fKZam5jrRnS9mmvh/JnTTj9u2/BRu5Knm7dTGiUI8KZl9mztZNi3a1nzL9tPoz1WThv9MFFqJRBqJwqNgCpSET0l59PiKPUnG2Lox+gaKrGQ9gQko6gIlGdDr2T7eXt8KWo/SSGHGrT1hKwZVEs2uuI6ONPWsTCB9+vwi/UM1/JEIWa9PPkBKoQcHkKtH8fZVObpUIzNF9saSkoIgL0hgkgxqUcdjLCpjzd8CqVkeQFFJBgPN0aUaK1eM4a0rogcHJvcJAyKJ0SMR9SHF7lqRrXWfJ8YMW+sVKrJCr+5leaGEzCsThdI0998XdljQslQhEXhpH8WsQE30Evsxg0evZXNljNKTZXr8/NxlApGfh4QEmY/XzUyKJmsKcEaCMVkzh7MNvlJNF3Tj/E9ML9l6bU13rU47CmAWInkggnqg9+9hIbQTce7lWeFEdwE40BttJst306c7K6ZLiNCcJCc/KPMsVA0RbuRLnpjgQhnPpnPEa4qvh0IZDw+ZRyh71NKMLaWI/iMKrJYrc9dzSCgURc+j7Cl6fUFvYPMr93qaAT9BCZvwopZZCznWklElMBgeMfcQRadTqAzS54UMDpco7h4lGBqDLJssfD09mOUDiDWjrFu2F42gxwswBooqz9pU1zBWgziBwB9fNk4Qw6P2N+z8y4OUFQJWhDHrlo1SOALEmn5MT8/kg5xliLEKye6YfcO9bK2FbK7AY9E+NpsHCEwvPZxMjwf9vqbXyyiqrLn/sVYUMkMtU3hC4kufMJUUMo9IZ6RkBKUC8YkRu3bGeDskvb6PTAV1LfGMPYMpGR4eWmhSUutKtjHTzesjM7an1+Tn3EaNy7Z+XiFk89qa+GK3v8pUM/1tpsyXIB6WQtvggKKXl6bqOtFdYCYGFR0IbQ+vubqxp+yInDjbZHdhe6apdivX/q+aItwquJ7xCSmijLVulVFWcFH4QuEjKSnFTlNFHV9nsLyCwATN0n09KqAgJUVP0hsI+nzo9wx9fka/n7K8WEcJjUYQp4qROMCXPqBITJFfjo6xSd1PT/X3WBYUWD5Won97HW/5KGJoyLp4J2DKPYiBPnrXbGetHsMbKxFnipJno6R1zWBGqoidO6C3FxMEiDiG0VHYsw8zUgVozh+ojJU9VXrXxHhremGgr/NxHxqC3XuobPfZNlZiS02yuVpnU3Y/cVZlbXgKa8Ii64oZK4KEviAm8DIkhsxIolRRTHxqqbQFEaRACoUnBL5WRDobt0RXC0aW7aP6eIEBE1ixzcfyZjZfFRkZCo9MeCTEKOG3iGiGaXg1mgFXMKmKkZCTPCzz1Yc7U+brPnU4nOjOE+3Ry/NTrHpe1jvFy2ej727StA7uwNayexPzJSv8PMnF+BCgRpEC3/h4uXPZFwpfSAIpCaXkiZ7dLDvSp6SW4RtbK9cWNJAUpKTgScqeLdvXkwvuQJDQH0YM9FfwfGOtr0TQX/PpqRYpqgKB9Plt9Ay2md+wXW5jsHI0A0FA/95eCpv2Uty+E+MH0NfbfkAKBegp46/26c3d0NUosIfQCNIqqD011JYd0DNqqwilKYxVYc8Iek8NY3xCLyP0MkphTO9gHX+1D4M90FOefBJGRhHbd2Ke3Mu2vb1srgVsqWi2y20oE3KsOp0TguUc0yvY0DPKQKlGoZigfAMG0kQQRx5+LWQ48fIxuHkKSiTkqS3TzMvdvoaesJf6iWPs2lmnuK1Ef271JkaTmIzMZKQ2TGrc0s2jl6XQTfdxw9ptVjBqXGti8rXUTd/tfN1jc0GnFKiHE9326S5RQ/fQEd3rr7+er3zlKzz00EMUi0V+7/d+j3/4h3/gpJNOWuymzYqD/aabNuClUWFmontw0jo6CK7w8uhl1Rxz26gKFJigWYavIba+kARKUvIVtRUevQMZnig0e3wVEiUknlB4ShAoQaigqKCsND1eSl8Q01+qU1qV2XJ9yhYSKNXqlPfF9O2L6PF62FpbQe9YmT1mD7viOk9WS/T5Rcrbejl68w6kpzA6xSwbaNtPE/jIgSLBWEo5sYUPklSitSSuKuSeDLl5D6I0Yl3UWYapJmTDEelejdYSX6X4nqbcGxMsF8iBIpQLmFaXNCCG9iF27ILNO0h+O8am6hE8WRXsimt40udE/gdHl4sc22M4plznyDXDhAMaUWzsN+hqRjBq+7d7aoU8glsRK4iNIDUC3wiUkGgj86MskUISrKowUt5D/PgRLPdC4kyTGEliFInJkEaQCEGM36xaZIwNrJKM74sWSXsqydbAoimupek42O8nOMyjl92QoVlzyIjuXXfdxZVXXsnv/u7vkqYp73rXu7jgggv41a9+RbncwSpYBA70ASDn2EXWNRP2Y2IKv5kEVLWlfBTjY3IVXlNwG2NufeNTEAGhUE3LVglBuexTWeWxM/wVBdFvhdvYPl+7LpCiMdDIBvl6wuBLQ0FpCn5CWEzxlvuI3hBR8O1McYoaqRPuqVLaGrO9vpqiKrJpbA2jROyqpTzheRRkD+se2YYPiCSFKMKUe6yA5sk2KPjIHg+/JyGMU4zx0VpQrwUYnSJEDVmoIaTAaIOuQ1oVxDU7n6eMzYDVo5E9PhR88PLbslazfbiVMcSuvfDkTpJHhtmzqcQTFcWuWorBcJRYw/p+j2N7Mo7rqbJmcJTSiR6yrwCBZwst1BPkaIQQtp0FpfHzIUVS2OOnEDYfM5DlQWz2ZclDEVAqpUQnPsmK3acyPFS37mqtibUkMrZbIG2xdI2wLuU2N3Pj+siFt9NL3nT30UFzj0xg5mkuxzkUXhhmxAJFL3//+9/nAx/4APfeey/btm3jtttu4yUvecm0y9x1111cddVVPPjgg6xbt46rr76aK664ossGzw2HjOh+85vfbPv+iU98glWrVnHvvffy7Gc/u+MyURQRReMRpCMjI/PaxlamSo4x8aGx0DdeN9ub7RIT8yorYV3KvijhidDmTKZIaEIKpkBReCwPQsq+oOwJtlUzflvaycBRAVJKelhBQIlQF5ul+3wh8aRECXvPZ8aO0om1tdiyRqapwCBXlGyCiWX9mFIRlEIkKf5YhWV7h3juD7dwxuYyjwz38chYmc0VzcMjCTtrHuqetRzz8DAr1j1MsD5AruqFvjKE/vhbvi+RBfACDXWoRD611CMZUbCrcUwMjZG7jWpCfX5EbzHGCzSyAPgyH0RbQ2QZ4sntMFJB7xwl2hSze2uJx4bX8mjF5+GRhLKnOLuvzPE9Ccf372HFURXCY0uIdasw64/A+J4V7WoNMTSM2DWMScdQI5ost2zjfJxwlo+hRYAvFUILpAmRWqKEwhMBqSpSkCmb1u1kVGas3bOMDT0+ldRQSQzVLIMUPBRRPrSoGalOhCCxpQLzGr4K2koBzifzbW2qCXdJx9zUHEZCm2MMXedenq1/uVKpcMYZZ3D55Zfzh3/4h/ud/7HHHuPiiy/m9a9/PZ/97Gf50Y9+xBvf+EZWrlw5o+Xni0NGdCcyPDwMwODg4JTzXH/99bz73e+e34ZMNTaVzkI7XzlhZ7wu9t/3dcDjihuZpFqKzSsx7lL2CfNC8wGh8Cgqj55A0ufDE2MZ+1bWOHLVasjTLQCEpl1wfanwBKh8DKs2hiQTRApqqaTmKaLUI41sST2EBN+HUglTLAFg+vsQPWXCE0dYKcfgCchMP5nx2Dxm2Bsn/GY0IDXLSDKPlfUxCiP7UCtqiJ4QPImpxhBnmMQmu0hTSZQpRlOfaiqpZLKZahJsekZPQCg1oUwpptIm00iw66nGVprHapihGtnuOvXtsGtXH4+P9vDomMfmiqYgJetKkmPKKcf3j7Dy6ArB8T2Io1diVq7ArFxpz0Gtaq1yYQXdRIY0EtQyRS21ZQyTzB4/ACXssCIhlVVhMx4YJfHQpEgkxTWSsWLM1i2C9eU8A1cMlczDmACNsZWJchezMdYC1sKfUJv3wK61A00EM1/ba3vRbtEWPdX+TjGW95BggSzdiy66iIsuumjG8998882sX7+eG2+8EYBTTjmFe+65hxtuuMGJ7mwxxnDVVVfxzGc+k1NPPXXK+a655hquuuqq5veRkRGOOuqohWjijDmwMYOzDx6ZMoHFlIk9ZreNiYULWhNg2CFB44IbCJ9SXvu2z4cnKxq91mfdsh6MMWQtVlBoQkLh5y5ogS8lStpWN2q/xwZqGVSkYCRRlOOAciWkdyxGxAlo6+ZsDuEJfEwYIjfsIQBW6DESrUhML5FWbBrTPDqSkmiPetZLLfFYXR2jPFLFW1ZHFpUtQFDJyGqQJoooU9Qyj7FUMpwodkWCRNMMGvKloKCg1xMsCzyKWUoxUWS1DDmaIXQdUY0hM8TbEiq7A3YM9fBEpcjjFcWmsZShNOaU/hJHlzOO7RtjxVG54G5YhVm7GjMwYF8wAFOXCJ1BnGDGYrJRTbVSZCRRVDJBLbPHDWyZQCVsNHOm7cuB0hJhBMIIPLzmOVEoSr0l4qNTtj4Zs64gAEkl9dDaoI3NQ6WFzl+dcpEVIRkJCK8pYLN1zU4XUzDl0LlZPuCnssC7GRt/WGM4oJeELMsmeSDDMCScKoXqLPjJT37CBRdc0Dbtwgsv5OMf/zhJkuD7/hRLzi+HpOi+6U1v4oEHHuCHP/zhtPPN1cmbOTPIyDTDm3a2gjrz9c5MXGfqBu/UztaCBROLFdigKWuxFkWjFJ9gS83gHVWmt2wjgLXRaDxMfkeHwqcgFQUp8ZUkVAJPNGvDNx+1cQajgBQKXwYUVMaK3UN4fWPQU0KUy5isND721vcxa1cjMk2YZKyORolSRS3toZr6PFjdRX2knygLqGdlapnH6lqF3uE6YU+C8EFHEFVsxZ9a6lHNFKOpYjgR7KhqaplGG9t3WlSSnsBav9VMUUw9ipGHqmRAhqyl1iiNYPfWMjuqZTZVQp6oCJ6oxOw2w5QpcVTRsKFcZfWaUcJjioijVljBXb58fN+yDBHVbcT00BjZ7ojqHp+haoF9iWI0sccLrMfAZ/x4pkYQZQKVaYQGNEgjyFAIRDNDVVgMSDeEbN9cYY1vGPEkWeJhjBVeG7lsA6sylC2QgBq3fDvYflMJXlPI8muxo1hPJQAzsHTbs7Xt//6bzjU+s/vx8HA1d1/aDx544AH6+/vbpl/7/2fvz4Mty+76TvSzhj2d+Q55c6zMKqlKY6HGRsYNspjcLSwwJgia4GFbhjYQyLIFAjcRVviFTdCE9SwwKGwsPYjG8OjANjYOQtDoWdKT2wzGYFsgIySQVKrKyso573iGPa7h/bH2Offcm3lLOVWphvxV3Lp5zt3n7Gnt9V2/6fv9h/+QH/mRH7nn47p69SrHjx8/8N7x48cxxrC5ucnJkyfveR93Yy860H3nO9/Jr/3ar/Fbv/VbnDlz5ot9OPdszwW4Pjtzz633d9hDvdWxHQyT34IpCXlgu3mJ06IX16fELeCmUpNpRUdLBpnCr3dJkjAcHYGy0QW1TgASoRatQakSpBoiEWgUnWfBo2xc8HapQzhUiYxTV/bophNUpBFRBHGMX3rQ/WgF6hpR1aTFdU4UY2YmYmZTPlE0nBdPU05OU7kOlUvJjeJYHTOYVmRZg3OCqtJMq5hZE7zc3AgmDdyoSyZyQk1F7BP6dR/jE7RQTI0klZpYhoWGNQYp/eL7nhoPuFREPD2D87Ocq+oSCV3WdcrZbsWJtTHpOYU4vYLfWAvnsUTkIaZTxPYuXNvGXp6QXxHc2O1ypcjYq8N1ch5iGdLJsQyga1zQ0tVCUIrQSjRPvwlv90G3LcCKY0nz8IAbFyd0tA/5YeNbj3cfyOYtRR6HF7a910ti9ot/t176of5WJ5a3tQfyqAuv+ShwPQIXDrBF3Snd6rM8u89XrvqLbp57Ci+/4Q1v4Dd/8zcPvH0/HSUhDg6IuYbv4fefT3vRgK73nne+85386q/+Kv/xP/5HHnnkkS/2IT2rHQVutwuy9wKuzxYS/kL55cPyesvfdxhUl7ef//1WYgXKB/apALhxKziv6GrJsKsRJ0dkMvD7OjzC+0UFLAiEEERSEKkAuD0NmQ7as7EI06ZxgtJBYaCyAVBsDcZrTm8OOCnGdOQuSiuEViHMPO+9jSP8YIhYL5HTkt54h1P5lEmjOOZXedJf4ynxKZrZq2lcn9JFzKxkrYlYqUOhnnGSaRMxNZrcSmYGZo1nR+6y56/Q+IJIZBh5ktiskjWS3EqmRodiMC/QdbT4rkkT8flZxMWZ53wx4aL4DMppzvAQp7uKU/0deqcc8sQKrK/gB8ODzFfjCWJzC65uYp/ZJT8PVzcHPDPrcKXUFDb4WVl7LVMJWnoUUHlBZeeTg8B6ifE+SBYKhW+9dtXeG4lAaol+aEhnc4rbrfFehRCz9wvAM6JdVAm3AF8IogmwD4ALwBL6ACgvE2zMVY2W/gjsFzQdBsrnE4zD4ew/Fwe/64XbT/zFMKUUg8GtiWDu1U6cOMHVq1cPvHf9+nW01qzdgvDm+bIXDej+7b/9t/mX//Jf8sEPfpB+v7+4mMPhkCzLvshH9+x2r/R1dwquz9ZWcZQnezsgu9+cwwFwDdsEgMXvA+6c9lF7jUKTkbSAq+loxbCriU6tUEvQbX2v9AInQHqPb1ejCtBSkKhA4N/R0NeejrYkMojVN06SW8FEKabNXMwghE+fnHYxTnLK7tGzm2hjkcbijcEPB8E7TGJ8r4tYG6BOlIz2ck6XEWc6Q6b5w5w3H+cp+QeY8g00bkRpFHka5PK0cBgvKa1k0nq5hYXKOmqR09gZpRmDdtQ6p3QDKhuRm9CTDJpq6XsKKxk3iqcmjqfrXZ7xf4Szhof1l3Gmk3Km4xgdy1EnOrA2wPe6kMT7N9la5JWrcPEa5vwO0ycFlzdHXMgzLhdBSlACvSj89LWlozxRyxs9M5JchDCyJYSaGyfQXuKdxYp5Lj0ArhAEUhMtiE6usMYubqcK7Zs2hKWllzQ0IaTsXas8tAS8Yp7fPQjGkoNgPJcU9DjUPEzdjsDw+XkI+tAzcQS4PhdgDHfGd/5itxeq4MFXfMVX8Ou//usH3vvIRz7CG9/4xi9aPhdeRKD7gQ98AICv+ZqvOfD+z//8z/Nd3/Vdz/8B3aXd79zr3J5LoJ2/v6wCBBwQKAAOiBTMAVf5UMEcoenIiI5SdLRipavonlmlkSGYGKJUIjyHHnzI/AUpOARairbqFzra048sfW3oakOiLJZAcTgxmh2liaRkp4Kp8TwxVRSmS2kV58wew2ob3RhE00BT4VfWwDmIY+h2EKtdouMl65Och7aHzJohU/Eol4o/5Jn4j3D141i3Qu0VgoiondEbJ5hZEcDeQe1DeFwIhZYJQew9iODV3pMbUELivaCw8sB3bNfwVL3FJffHFPUOp7M/w0N6yENdOJXVRMclYrUL3U44bucCz3PTIKZjeOoS5skxe09HPL015OlZyqVSsFeFgP1DXcFq7FiJDX1tSHTIuHoEO1UcuJpR1E5QiLDokU4g2vuyHGIWgsVoMXiy0yus+23YrZECpBUoL2m8RnmFFbatYF4qtDoExE44lIgOgLD1oYAreMLB0xVLIBzGZBjPN+HAErj6QyHvubkjPNKj6FZvl+/8JU0DeY/h5Tux6XTKE088sXj91FNP8YlPfILV1VXOnj3Lu9/9bi5dusQv/uIvAvD2t7+dn/7pn+aHfuiH+N7v/V7+83/+z/zcz/0c/+pf/au7POD7Yy8a0PUvMs6wZ8uNHtjuHsD1doubjsrFLu97ISK/5Mke9mKVjxZguqwAJAkqNPGcMVnIoI4rQoVxYJcSjGJFNwKlJWuPrGG1xjofcogulNzMjwwvQ8eK9wghSJUk0wQif21ZT2pW05JBv6Rz3CC1wFuPzaHYi9geZ1zJO1zIY37/Rskndw0rOuXc1gkevWx49NNTTpz6HMkrE+Tj56CbgVSgFQy76DOGPnu8YXtKR3UYTB7mCXeM8+LTnG/+K9viFCf2HqG0AzpakLSXsnJQGiiMo3GOhC5CHcdJgxSa2Id2pcY5ZiYo5xVWAEHrNjewW1muNzPOm/9KJ1rnseTP8Winy6N9x6P9KQ8d20OfGcKwC1ohZjliMoFZAVu7uCt7nP/thCf2TvLEVPP01LBjZqRCc6qT8lAX/vz6LquDgmzYoDoglMAZj51BeqVHUqZ4H2OcpnJgvMS5kOcNY4IDQDb3eFMlUFIwfMUayfkt6qJh1mhy46mdY2YSrPdY7zB4rHNYLA4fuJxFYHV2S//Nwdi2IAy0coL7YLYAZtG0I+ggEni/BK6HcsP7z8DNOeKwPbe2Z5mSDioLPaCBvOXn7nBK/2//7b/xtV/7tYvX886U7/zO7+QXfuEXuHLlChcuXFj8/ZFHHuFDH/oQP/iDP8g//+f/nFOnTvFP/+k//aK2C8GLCHRfDPZcFzk92z6O8mAPf++R/cOHwPZW3uzck10WJpDIBV9yIgLghl5PSSTFIiwcS8FGJtAK1h9Zxcea2kG1SN6G/KBgXz7WtelA7wntK7R9rhK0dCSxIe4a9EaM6ESAQDcWvVeR3RjTvd6QyD5PThI+XxZ8xl9hZ/ckM9NrQ7yKM/UevdVNGPWgk+5fNC2RHc0oLTlWx4ybmKnJKKtXclU7alcwlrvMmh4SiVfhuA9PJJGPkPRClW7L2rRsvi0Ccz7komeNY2IaxnKXjl7lBK/kRJqxkcKxxDBKS5K+DRVkAGUVfvIyVChf2qM47/njnWN8Ziz53HTKdXWFkVjnobTLuS68sldy+qEx+phEDTOIAk2FzBvkXkOyZdC1Q8twvRVtlEEFmkgpbn2PRNsSlSiIpaD/ylU2n9qkWzkmDRRGoYTAOE/jPI13LQCrAMDeUfkGhWqB2GGFaSueQ+oicDc7aNmt9kPRB8f0s3m6B/tml+7FEgAf3Wf7hb3hsLsv7BG/JAD4efR0v+ZrvuZZna9f+IVfuOm9r/7qr+YP/uAP7vDAnlt7ALrPgz17TvfOw8WLz36BUPH+drcG2mVO3FsVQB3OzUY+viXYKiGJkKRKEUlJJOZgGybfVENXC1Ziz8YrVvFpRNXOUX5+JpJFC5CW+3Oka9mS1Px9AYJAX6ikQyUEvuJht6U8BF2UqPUZ64Oc5BnD52cnadyQPbPFn5r/xF7+JVT2JMb1ME7wmid3USdqxEonFCPNKxwjRbfTMCxrVmPNXiKZNQNK/xBTtnDCBg7ilvtZEo7fynDeSoigmOQ1wgu8COFmh0MJERYP7YlagrdfW0ftDU5aRvIhjokBa0nQ2h3GNd1Og5qznlZ1CCnXDX4nx17NmT0jeObGiD/aEXyyuswV80nW1Cs5Gw95dCB4TT/n3PoeyWu7iJUuZGlwW2uD2JuBDddVC4/Ah3ytDEVrukXaSO7fO+PmLUbhvViFKuhUQRJLRq9a5drnt+jVnqkJ0Y/aeSobCsYa72mcwziPIQgkWGzwrHEBZFvwDft0CG8XbUjz+X6+CNifyJsDz8ABXLhDAF622wlHwxfmJ3+p2HzBddcffhnaA9B9juxuOGKP+szt5GRv93sPfP4WHrBehJBvztPO9W0lggi9CCNHQqGloKtVS/4giFWYeFMl6GrPKLJsPDQg6msq6wC5oG4MnmtoAUrUfusKtBP6ooUlvDenMAQQCuhlMOpDt4tXCmEMYm2GHuww7O/wus0Z+C525xE+Ec94cvox4Gth7zTQ5cyFPXp2hmosohcHz68Jk6aOLN3I0I8sw0gyjBV5sQKyVdCZq+QQwEhLiH0AKOM1kzImErrNkULjA6NTP9L0o7CYMA7M0iLE4dE+Ys2tMMwUwwj67XHoyCKkCCxTuYfGBtKL6yXTS5KLm0M+N+7yyeoST07/bzZ6b+B18hFeO5S8rj/jkZM7dB+TiEdPQ6+L1xphLcxmYB1iWgP2AJVmtFjshHsQq/17U7vgoTftfVIibJ8oyKQjiQSdVw64/uQOwyh4qKWF0kJtBaX1NE5Qu/DbW49BoryjwSC9DIDbkovsA51CeLsY26YNK8/HzeHK4uUnxR7hmh0E1CW7w3zws9kLlTv6rs0/f+Hll4o9AN3n2W63ZeBOV8dHhZBv2u4WIWVgAbKHvdvl3O1cUH5Zem8eRo6lpBvJFmhbtR8NHeXoasfqRofVtZjKObwPHo4SIWyJDNt3FGTKkSpHLINHa1t+4IkJhBKCORBLjFV4S8jDZil+OMBnnQCEVYUY9pG9jFc8eRF5yQM93M7j/HFPccM+wVPFgEwPeO3WgBOM6ZoCtWoQWdsnWlmEgkhaUmnpaE0vEvSbiMoMMMK04fBwHrGETHsiEViWT6cCvdel8X4//CoSHh/5wEwpHI0XFCawVsk2vK5RpL5DX0f0IkFHe1JpiWQ4HgA/a4AGXzTY7YbZNcXVrQHnpx2emglu2Cc40fszPK5ey+MriseHUx4+vUv3tTHikQ3cuYcgSQKYFXlgrdJTAIxVGCfDMRKK1zLhiQSkypGpUHBVOyitpJCS3EJFAD3VCk/E0pNKR9KTxA/32Xtmh8YJciuYmdDWFVtBaQWR9dRW4D1BNhCx8HrxOqT5W/Ui0AtSjYWn247f+evDz8CB0PHy3w4A6hcueHo2sY+D26nb2u4lYS/Q6uUXqj0A3S+y3a8w8lEh5Js+L5a/a+nffr9oahlwDwrLy4WHuyy/F7febT+i1bT19LVnoC39yJL1E+RGn1iFgpnGBcbdef5WE9qAhu32HWWJlUULH0j5rUJWEUXLY1x7QWEUZaMxuSCxDqTCp+l+r2oU4Xs96HTpPr7JI2KnPdMeevd1PMkNpky5WnS4lGdo6YApWdOgBhYRBa8reFhBuSiRnlQKUi3JbEztA+ewaMPisYRMeoaR5USW88qvKfmzvxPzsSsrzExYhPzFkzs89M++Dn753/Of/r+r7DUKK0OFsBChDUcJSeLjQAQiIZFh/4hwPK7xiEmFbzx27Ci2FZs7PS7lGVdKydXCcFK9llfoY7xuJHl8OOWRMzt0Xp8hHj2Bf+gM9HqLe+99GriWrcOXhrJJKYyi9mFUzYG2qx0dZelos7gvuVVMGsV8NWBboJbsKz7FypOsaJqiy0M7EyaNYmwUEyOYGcHMeEohUAIaL1mO7EovCOwcGic8wjtoQ82OfQ92n62qfS0OIsFBD3Xfnouwc/jMSxxoH9hd2wPQfR7sCwlwL7Z7jnI/R3q3/ub3l3trb9X2cxhw07ZIKtOCQQSDyDPUjtXYsJGVrA9rdlY3ENIgRZAyh5ZLn+C1KgE95Vrh+ZpeXJMmDUp5nIOm0TjfY7fRzIxs22oU4zKmN4no5hU0TWibOWR+dQX52Ek6/jIP+90gPiC6JOMNrpcV1nlu1BGdIkUrB74gbQyyJcUxjcK5eZGZb8PggkQqnN2n65ehAHlxbrmJmH1qwnBgGGyOaJwI12aQAzD7VLM/LS8VJklo1XdUmxsP+wVwTmIagS4AZ3EVlGPN7iTjRpFyo9bs1GCd57XJBq8cCF7Xn/Hw6V06r0sRj53EPXxunxRkbuEiQ17hxoZxGTOzisYJlPB0tWMUBX3iXlKTJAZrBWUVMa1jBHEI+btACrJcWyPxKOHQwnH8VIfV7nWub0quFynbtSZulaJUu+CoXQvZy9jmNWBwXoVr7DUShxHmJs920TIkDi88lwub7k8Lz217vS+1kPKy3UN4+YGn+8CeF7vdnM69eLfLBVJwtHd7q5Yh3YaRWwn6AyHlWIRCqURKYilJtSBTgm4UWnke6VqOJTUnOgXHVyeMpxk3eq9gNWkQAqZNhPGBiSk3gqkJoJspWIkNp7o5K8MZnXWLWlGIJByrL0o6T9Rs7na5WmRcLyOulpqdRrHXxHz5H10hsYFIwT187gAVIoB7w+OIExv0zlzg9X96lYc+M+apGyPOz1JuVIK9Gi6KmNIpVsuE4aQijQxSOooqZlJH5FZRW4mn9c6FQIvQmGKdp3KCyAI+kHQ8k0f8zmaHv/qaK3zr/2Mb/83/E+KD/z92f0/y63/141wsznAs8TgfmLQqF75n0ZfcArEHaivJrWJcx/ixoCyCp1c2mr0yYbuO2awVe3UI7b9qGPHnVgseObbL4NUO9ZqT+FecxW1s3DzQrEVevgKfu0D1qT2une/xmWmHygo6yrORNpzICtZHMzrHDGooEZnGVwa7U5FvKrK9LtChdhE7dZAKFIQK9lQFhgytPKmuudE9x1r1eR7Z2OHadp+recaNKma7luw1Au8lkQyeb+0ElQvEHKINN5s2x+uQiHm+d/l02gKq5XEOhzzfA5P9fsHV/fJ6w/73ny17n0D+hWp3m5t9mWLuA9B9ruy2STDuk3d7u73Ay96tvAWw74eZQ++tbGkQ5kQIqv3RUiwqkzMF/QjW4mYBuEo7/kQ+wtlMBv5k77FeUrs2PGxDAc6c+zeRjkQb0n4AXLXWgU4MUkJV05nsMWoKZk3ErtTsNIJpI2hcxKsup6z1JujeDUQnw9+CyNyvrCA2ZqhJQW+6zel6gvMCJWJ2Gol1gpmRRFJDCaXRaOEoraIwOsjg+ZDHtH5ff9Z5vyiEqtqJWguB89DXsPKWEe5rvzIcwzf/T6wMfpfV/49lr5ELLdvKhs+HSuB5hXPYR+0CLWNhJIkMj2tt5AEykJkJx5+0ufRh5Dg9nNA73aBOr8LGWlAeutXYuH4drtzAPD1h93LKM9MeW6UgUjCKPH1tGHULOscN+kSCHKYQachrICetLMnMkEiHIJxLWJRApgNwWi/BWzyQRJ7Pxq/kz+tPcHx1ArQ82z7Codhr2kI5GX4rIQIDlp+PQ4/zEilCAHcxXhckGe1C7SYayIOlVPvPxvJzc/ch4ZvUjo7ia36pVTJ7nqWR+TY++zK0B6D7ArI7rUy+10rIW3nK85ByANwWbNseWtV6d1qKQJCvIJGh0KerHMezghPrY4aPGf7Lf32E7kYHRz3vsqSxgqZVr6kcFG2fSapDXjSKDDID2U9gmAWxeCnBWPROQa+oGZUV23WMqCR7DYwNnN8ZED21w6iziUziIGhwmFs1ioJ+7toAfaJgMC7YqDXGCQoXYslNC7zeR6ROooSnar3MqQlVt41tiTx8YHYKFdjB01XtPGtlCJemCtg4BHYbK3T0LrGKmJkAtHXr6RrvF2DuCftprKC0MBWqFSMQVErjPJRWkdvgCdLur6cc63HDYK1En8gCTeRwsJD6O3D/t7YQF6/intpk/JTi/M6Ap2Yxew0cU4SwclrRW6vRGzFyYxBas6SAaIasLXIvJ4rMQl6xsuGeahnuc6MFjRUYKZBK4BCk3ZjP7r2SL3vDZxGfG2NdOy5cCNs3ytO4ALrWB9B1PoxD345Q50PYfT+MPe/Pvftn4qB3emcVzi8bgYND5nkQXr5TewC6z4PdK8n57VYmz00e2t9RIeUD2xzwgMXit1gCXsm+pxu1wJsoT6ZC8dCx4ZThY4bzHx+xOTzB6iIXGSZbg2jbQwIncmVDH6ixbfsPILVApBq6aaA4TBJwFrkxISp2GE5yVsqEa6XGOM9ObfjcNEXLFR777CY9fRWpWq/nMPBqDVmC6KdEqyWDaUluInp1ROkCz3BpJW4OogIqF7zM2aLiNvTSGm+xPkj22ZbsobIC60H70P4UyzbcvWTu4XNEYgvnQ/WucSwYuexch9YHdq7aOgoriIxomaAUjQ+VvgGUW0+SULSUtkVco7QmWhWIfgpZEs77kImtLcTTF3FPXGX6WcdTm+t8bpryxMQRCUFHCVbimuEgJ9qQyI0+rA1g0AvtStYiJmW4X+13GqB2oVI7saJVfgr33XqJaSdnLTw3Osd4+o+2OfeGTepqSm40pZUkSlK5QLLRuFbft42ySC/azl3fFlHt804txu+ihevgOF9+BpZDzfZIBaG7r3C+6bte4iIH3t+dp3u3n3ux20ss1vHyNbEEjbdrS01BB96be7kHt51X1y63hQRB9o7y9LVlcKxkdl7wseZRpJJt+DVMjIHSUSwYjOYeYuM8tZ+HVpeaXrWGJMFnKb4fJnx1rEtn3bKalqzEhq4WlM7y2T3HZyYp56+ukH/W4J+4ijh/AXHlClRBBYimAWOC5xxrRKaIO5ZeXJEpR9QuEJqWBzmI0EvGjWTcyvTNTPDOa+epfSvN7t3iPCobSB9KE7Yd15D/xMcOXMf8Jz7GM0XKuA7bVe3io3G+9XT3iQ9r5ymMZ2Zg0sDYiHA8TZAFLKykmffSCt9WGBt6cYXIVCALkTKcd7NEFlFViPMX8E9cJf+s4fzVFT4zSfnsnuNCOW6JTAyraRny68e6AXBHw3AvkhbIF73UAuMIHuviPPYL5bwXi+Kq+XhAwH90jzF7WjI4VrKSlfS1JVVhXKl2nC3GHAcn6IPRmIPj904iQHfz3DywJWsLqe7m54Gn+8BeFna4wGRu+zzLYmnb/dDy8mslQMl9DdaOcvSjhuSY4MP/6dWo1QzrHUHVTSyIDUL1b+j3jGSYXI0PPauNlxijcLXHNw5hHV4KiDReR4hBH9Yr9LhiZSfnRJmyVWs2y4gLzS7xZIVYdtCXPWfZpdNcRRY1YjzFr68Gz6woA2WiswgJUnsi7UiUo3RtGNSJBThAIHEoXeBEnjWO3FpKZ2hafuAUHXK8zlOzz8wEAVB/+3Mn+R/f/SFWvnmDnQ9e5/eeOcn5mWJce+rWyZp7ywGoAuA2GEqnEBYC74NsWatChEGJlo6RIMmnpSdRjlRZIu2CzruzUFaI6QysDQVmdbgm7k+vkj9huHB5xGenHZ6ceC40uxjZsJHBibRmZSVHb8Sw3odBH9/r4eMIiiLcn8bhao8xisbLxfloEY4x6B17ZNu3DGE8+DYn7iPNb157Pd/wxk8y3CzpFymxTMP5tSH6+ZiDwMEtfQgxz3m696vhj/ZsASwHC64e2P2zB+QYd2YPQPd5tuejkOKm0Jq/9T6P8gjmudyD37kExu1kH8lABNFRjkFS8+nfX+d8tspIHAwdSQFSelLl6DhJoT1dK2icpLDhiS2MJK8jzEyg8yAoL+omPNBCBtm9qkJulGR7O5yYTRk3EZMm4uIuXCsrOjollR3kVc9pu0dWXkePc0RRBI+vaWBa4qcVrnZ4B6IFBElLa9gWLwUgJZA+2OBx5tYysw0VNUYEZqmwYA+AiQOLD3zCwAz4k7Fm8tQJjv+/DdfKE1zMBduVpXah5Ee1Cxq7VEDl8DjhKHyFa3Ok3gdPslYB0FIVQCmWLSc1875njxAeVzvEtELoKRiDiKLQGlRUsDNl9hnDpRtDnpx2uDATXCtLAE6KNR7KGk4MpmQnPHKjB6M+vtcNgCskom6gqvF5jZkJ8jqiMJLGQ6wEmZKBGEV7OircdyUdWvp9+s+Ww/nJaMiffPwEjz5yhcGkJhKeSIbzkUtDUAgOeEayvWuHc6/zMX04CLz8DBxVVHU/7cBz/hImx/BevGzDxHdrD0D3RWzPVrF8f77/EHi3oT7YpwWMpSdVlixq+LXZK1CZQtCCmSD0aEpHpPYnnkBOr5BCMGsCcJVOMmsiiklEvNMgV2ZBgCBJEEoG0otuF1YL1OmKUT7jXD3B+AGXZiNya9mrHZcKiZYd8HC8mdIdj4kKg4gV3gXaRDetcWNHUwTveh76DPSSId9ct7+nxlEZR+kchWvIRUEtaiCIGcy5Z60A7/2ihaj2FuMdzcyxW2k+rzWF8UxMQ+mC19WREaoFGNd+j6cFcSylLDHe4G2G9RGNkyRakqrQuhS3IVjdhmzDokGEiMG4QqgS2TjYzRFS4Otw7nbbcOn6CudnHS4Vkr3akUjFihrxUE9yrr/N6GSJOt2F1V647i3piDANTKawN8PtNBSTiFkTUbYMVqNI0o1gJfasRJZBZOhGDZG0SAGlUQih2sVOiKL8Ng9z/MY2WdQQy/n7++NMHgLcMC7vP1jer0rmB/bAns0egO4X2Z5r4LxdW1QvL7UMLZvHt/m5dvt5W4jyrCYVl8pV3KBDp6WBTKQnEY5UW3pJTZo26MhijaKqNJMiZq9O2Kp1y04keSZPqZ3kZDllbXeP5GyOPD2BjRX8xjq+2wF1HNHrkqzt8NDZXY5fuMxKvM6VImGrDkU4lwvFuOkxmHUYXTWcenJGEjeoVqTduoiqziiNZtpE7DWKiVHMzDxvC4UNYLtjKkpRUYqcUk4xVHgftF5TMcC6Lk5IpA9assY5Km8pRUUhZ0zZAQPS7IdEtYxI6YFbJfEKLUPJmmuVdowwVKJg5rcQQjIWCSk9UtshNQmp0IySiExJ6jZUy6JVJqG2CvOkJIkNSlrAYp2kqjV502e3irlQxExNIN94bCBZiz0ns5KTgykbfx7EqRNwbCWweqUJNAYxnSH2JrhPPkN1oWHrWocr0x7XypiJkSQSzg4Na7FhGFf0s0CkobTFe4E1ksoqSqNIZKAMrRXkRPzc+VfzpnSLTPlFj3I4Hw6Mu/3xGq7XYry2OfkvVg3x4ef45VTN7O+yZejl6iE/AN2XmR3Vs7tshwF3bqHAx7d9lfvvV1ZxcXi8VaJpw8nz/K20RJEhTi3x0OGdI60a0llNNm2I84ykjrlcRkyNhDIGeuAFq35G6neQziF6XXwWaB59rxe8Ia2Ikz0e2d2hv9PlRp6x02imNvStToykshGGHql0RNIh8HgExktqKwKNoVHkLRdwaQPglsZRWMNUTgPg+inG5RiaQF5Bipb1TdfIt/8ZDLUoqewY5xu8D4LrUkR40UFKvdj25uvsMKKmdjneezQlRjbhx3ewrkNqWq5sIUMEAgCFb7mqPQJd7p9v4ySlk5RWMmt5rPuRp6ccK5HhWKdgfWVG95RDnD0FK0N8r/Vw5/nwvTHc2KV8umH7Wpcrsy7XyjjcN6CvPSfTitVOQa9XkXQtMgEhwdVgCk80sYs871xRKgHk8T5/cjFnqMPCyLVgOx9zR43Tw/7ofEy/5PphX8D2QGXozuwB6D6wZ7VbAfA8pAqghOeyGCGylNi0oDsX7BOgpEdrj85cYJlSAt84dG6JdwviXYuedNmsNTMjqGpJ7RJqJzFecsxOSd0e6tg4lNN0MkgTvJaIJEKkMf3xMySXxvQ3KzYnXbaqhL1GUThB4SRXywgtggel5m1MhJ7X2gumTQDcvPVw8xZwC18zk2NqN6X2OcYWLYQJhFI4b5aKzVhIDnk8Xrg2OtBgbIXDINFoBVaYA4A7D6fKRS+qx3mz2J+lxGLwwmClwUlPaiNc+/h6LxceoXGSwglKt7+8mofNzZI6U087hpFlLalY788YrFfEpzXyxAqcWA8LHB3ywPuAu4O9OOb61T6Xpl2ulRETE76vqz0rseHEcEpvVBONPLIjEZHEW4/MQ7ZaSb8IHUs8WobKZh0r1EofNd1tz+nWc/Lcw31gLwzz/h5ahu7zsbxY7AHovojtSOWUu7D93tyDLFTzv4lbgO88D+pXRmG7BfewWFSpAgjpkHEgvRCpBucDsUKnREYVQnh6ecbMBEaivUYwNXFoiTGSk25C78xuKIbSGroZPuqG1pUoRj5SkGR7rHQK4quWZK9DXKTsNBETI5mallxh4RHut7NYH9pxKusprQ+gaw25L8llTuF2Ma7AuArr6/Z6aBwGh1moLEkRwsvh/Pe9M4FECjWH5gPtKW5pcaKFQEqwfh5qNjhvcW3VrbceL20LvpbUp3ibAroF3NADXbrQIzuT6qZznacEEuU5ltSsZyVrw5zuCYM+lSFODGFtiB8N8VIjnAnV3pMp3NjFPrNHcd7zxF6fy4Vmt+1CGkYBxNeTisGxiuiYRA4zRKxACnxpcKJGVu25tFXtbj6+2oKwaL2LyydHZlMlAotvgTeUsc3TInOajHsJ6r6cQsL30+42vMyD8PIDez7sJnq45QrNF0B+dxloQ3uQbCtJA0GDbOFXtBXMTafDakczbecr2/bcBtYpibFy8XCJrCW90AphLCrViCinT83KVsO4kdwoBbu1ZbsSTIymcj08gkevjJGRQkRRqKLtJPgkhihBHM8RWqGjXXo6R6opatcjc/A+Ytwoahsqk+cAxILGEWbG09i2WMoaclFSyBkFExo3W3iq4broFkQFEs0wjohkaH3CQn1ooaJlhhQxHotAIYVCCb1YxASeZUGsBFoEcoiiShmLsJ9wnAbra7wNcI5w5LKH9x5vUpzXWCepnSRxgrIFV+a9ruzr4M5Zq453C1ZHMzonPep0F3F8BGujALhZp+W1LEO70fYe7sqY4mnP5WsDPjPR3CiD8PwoVmSpZyVqWOuWxKc0crUDvXCfMRYhSkQZrp+xkspJKtv29s4XZhB6u0d95GS6KNST7fXxouVAFnJRDWyXxusXGy4PA/ZLXs5vbrfIt9/2R1+mru4D0H0e7ACLzfOQa/JH+gpHmzikOLQMuHNlIS1bzmUVpPxGsSNa6yOERwmPabmEnQctJLmRlEZR14rUmNAnmkSQxmFHSYRUgshOWXu6YqeJSLWiyB3bfspOldG4FEmXsxd3SdIJIokRaRKoHqMIYokfDcNCwHuU82QuZ+RyrBNYJ9iqFcaFh7y2LW9yS+BgPRTGUjlH6UwogBIBcCs3prEFviWy1DJByhiJJpYZKQNeO5TMLOxUgol3oad5Hnr3mlhkOLE/u8gWrJUPj55o2b16WrKSQFcJmp2MPTsgV73g8boa4wLwN9bhpaOQk31yCptgvSbxvu3jlcSSlis7gK0UQRe3ry0rkWE0yMmOO9TJDmJjuA+4vV5oCzIlIi9gd4y/PqG+2HDt+oDPT7p8dq9kTMGq6HGioxhEjrW0YrBSII8NYNTbv8dlDWUD3uNMqF7OW2KPwob2LC0CPivhEcMuq1szJgZKBY0LkZOgRtUCbvvbLVUxi0OMVPf7+bgXuxsWqxePPWgZulN7ALrPkT3fK92DE8khlZ0jFVZuNokIqkIiKOvqOdgKQaokmRZ0dcjhpYOUQVdSt4VLVUvvWBB6XJVUdJqYXtXQyZtA0AAhRBzpBT2hahwr/YJjdcJmpciUZOJ2ue7OY8avQcuM/+Fqh2OdnCgbhwld6wDicYJPUug0iH6NyCtUbkiLmmFd0jhFv4oAiW/AydCu6lovq3HuSMCt3QznLVIoIpURiQwtUzShmviEX+PbvuEyn/jtVf54L6W0+zndcBc0sejedI2FFyj0YrtICo6l8Piw5EvfvI35jVPkm2uUcoyhwlAihKSxBc5bGldQufF+cy60HS6aeQOSFhIlQ449FkHLt9/mcUdpTTqyqJUYMcig38V3OuE6Sgl1BdMZ7O7B5hhzuWD7aocL0x6fnyme4I/I5IjTcsAogmNJw0q/IFknAG6vE+5vY4AarMXXFpNL9pqYXaPYrWHa8lXEbQGedYJ+7DCrXbr5lKalrpJmTv04X9jNgff2AdSJW2/3/APwS8sD9gSa17v67MsUrB+A7l3YcsWpeBE/RMt5YN0CdSwiIuRCwk/LALapEmxkQRP2WGyJpKdeXSe3Qd+2sLBVOnbrmtw3aBRrccJWJ2ZiFA8bzaOX9tCeEJsedCGJw+QcKYavusijT22RyCGp6pLtPcznyh0uyaexuw/xcGeVV1Uxp3bGdLZz5KldxPoIet1A5j/X040UohehR4ZOXbMGnK4j9hrNRAdZwcJCYQWlCaQcU28wWApRUDChcHvUdoL1NYnuEckuieiR0Sf2KZlPGaiUVw404ju/kS/lN/iT3zjFrLHkrl708WoiIpccyIfPi6wAalGTO0naSJTQfOmbtxHf+Y38L1c/yPT3zlLsnqEQJbUsw0JATmncjMYWlHYccsISEEH/2PvQ+5xIyTARZK3qUEe5FnBDK8+oV6BHEtGLIFKhWKosEdbipUBs7cDmLu7ymPxJx+WrIz477vHZieSzkxnHxDkei1d49RBe05/y0MYe3Uc8+swIVgb71JOzArYmmMtTZk8LrmwN+ORuzMXcslVXGCwdETGKY1wsIQYlJXLY45V7e9QGbtSKcSOZNJ6dSlBah3GSyrl9yT9C5AKgebHSOS7NI7eqaH/B2oPw8h3bA9B9GdsyI5VqQVcjjtTMXU8cG0nQzP3DcsR6HAVZOr+vvpP7hi11jdoXzJqTkK8QKUUiM85e20XEOUqrMDF30ra6R6NGKdlazrEiZ2Y0tUuRYoVrRRcE7DaSG2VKZ6tB6hmJ3UOVBoZ5+B7roCgD41TeQNPSBEpIlaFxYs5GeeC8g3ycXEQAbFsgNfdIIpGRiB4JXVLfIfUJmYwYxopHesFVE9/61fQ//JnAKY07uChrg/VzczjwclHdbNtyqr52iG/9agCS7/kLPPLHT/KZcYxwraqOcOHghcOJ/SKrZXpDJeQiP5wp6CpaPmZHR1lSZYi1Q0qg8fi8QUSBiYqqASXDIvLqLvbGjOqSZXery40yZbeRFMaTCs25rMO5nuChrORYPydbs6hRB7KW9cpYyEvYnWE3c+prnu3dHlfyjIu55UKzw7a8QiwysMfpumgxhqo2Cb2dDHg8vkGiYq5LhRaC2gqkkJRLXJvezaMK6qYx/cAe2AvRHoDufbQXW+joMM8yhIl7DriZFm04WTCMPGeyhoe6eciNxl1mbYvQ3LQQxG3YdNpcpZBb+Ob1qOkaWmgeu95hTc5I5ATpXfCGsgScR3Qj1KpmUJScbkK/qRYxvShhZkL/7E6tyfIOXPeMTEkyHaOGOWIQpPmoLL4yuJnFzDy2kjgX+H9jFQBuQcRPYFAyEpQUKDc/EYf3Bo8LLT4yJSYj9R0SHxMJhRYS4z3nZxr5J3/Kf/2JHZ6apTTu7nJ3jfM8NZN8/Ac+yZ/731b4+D/Z4fwsRQtDJBTexzg6eOGwssbQYM0E7w1z5iSFRMmQH05k8HBT5RY/sQp909Di4syjZQPGIaY1JLP5wWCuFlRbkt3tDtfzDju1prSQKMGJTsIrep6zWcXp3ozBWola1YhuFKIWVR2oJvdmuBsz6kuG7etdLs06XMg1Tzc3uOw+hXUNK/HDxOhWQam9ha3qUt3v0i8uMYhrYtkhEhEzIxcFVrS9wbZ1l6TfL2B7sdiLbb44yl6uYeK7tQeg+8CAtkgFiMSSh9sC7ij2rMaOh7o5D23s8h/On8OvpdRuX3EoVjBKJJBAfQYRC8bmMjc4T1IlRLLPM5MeAKt+RmKnqMbBwAQ1nEgjBzFR7VgxOQhPpHr0dcROo2gcFE6wXUd4ejRW05uWpJkhHsxAtOolDdhGYipF0wQWpiBW79AIYhnUjSLviaWgUiEDfquWKCkUmoSEjMQnxEITtzJtlXFczuGD//uMp2Yp1wtL1RbMCMTC151TOi7bPLw832flLdcLyX/aTLn8v894apqy06oHzPfnfIITloYSTclhWg7R1r5rGYqSIumJpCeWoPEo4Vo1IEFVa6Idh84dKjKIyIT6Ph9ILKY7MdMiZbtM2ak1RSuysJqE6udX9iqOd6esrBWhPWjQpgmch70ZjAvsVk51ybJ9rcszkx7nZzHPzDw3OI9Asho/wkl7mrU4YZQEruZIhjx77aAWiqf8Ol99/Am4DpIOu03MPIntAYykmXu6D8gwvijm76GQ6uUK1g9A9zkyx3KOxt3yfQgeyvNpB0LKfv/2z72NSM7Dk4KOhmHkGUWeY4nhzPoecWa5EA0prSfT++T7sfB0lGAQSQZ1xrB6hBviOHtih6kYc7WMeSpPcQRt1TUzIy2nqMogemHSFolGDWMSW7EqCyLt6OqMQZVwrYxwwNRIjI/IjaJTpiRjQ2+nQRJYjtxchcaHymXjJcaFfUJgylJCoAmLhaMee4FECElESuRjUhGRSo0SwbesnSe3Nb93Q9N4S+UspgVdiQztPMLRiOam7573Qs/vhfGWiYF65riWCwrb4PEkShMJgfQaHBgfE4mUSsyO7MsWIkD5/PwW9IheYpwHo2mcorG6Vf/Zv24OgbGSvTohN4qZlZQ2fF9fB+nAQWQ5MxzTX6mI10ENY0TSjqOyxu/k2M2S8ppga7PPxWmXp/OYizlcLSsG4jhDscIx2WE1U4xi6OlWjYggXxiYwTwXoyFxZjmzvof3cKWM9vmpW1a0ui3i0e3v+ZiWX2QQvt3n/6Vg7gE5xh3ZA9D9ItuBENOBsXv/Jo3boXucewqxDEVTqQ6T4SDyrMaG42nJ2p/zfP5jfXajhEyEEGZPe4bakmmHwlO6oPW6Uys2qj6bZYdd09B4w4UZOB/TOEFjJev1lE5VoNcMcr0DSiG6MQqIVc0wKYm3LdnUYHwvtCBZycQEikdRabSISZVHC78AGSU8in2qQWiJMJYIOxb9usxfL+VhhUZJh5IJipiOT+lHEYmSeDyVCfzKM18ztgXKqwOLJ9H+Z/EhP7w00QawlITs+X61c+0Nha2xwmKxxD6mgybRoeM3sgLXeApRoESMkhFC7D++h4tvFp62BysEwnmcUFTtoey4GIvA+naBMmesatms5p/XQFc5OtoxihpGacXwRIkeyQC43ThUkTcGX1maSwX5dcXmTo+Lsw4Xi4iLOdwowhh4lT7NelexmsBK7OhpRyotAjAIXBnROMFEwJbQXN9c4RVfNcb9/pinpl2s15j2eK0X1FYeGL/yCABYfgbsfXKwlntzXyqh4js2/4Ac407tAei+QG15RazuI2nGQcHv/UEfzUFXBWH6rhYBUCPHetJwvDdDZBHnzXFUFKpjR7FnPTasxA29uKYTG6wVFI1m3CRsV5prqWazVGyWlhtFg3GaykVUrktpFSfqKb26JsmawFalRABeJRFxjYwboh1L0Wi2qgQHVI1iaoLOrWlnUNXqt6Y6sBulrb5sLEI+VzJvERKLfmLT9ukG0ox5plehRQIyQsuUzGd0dcRGqsg0TBqBcR5roRIVjWhISRE+Cr3NtK0sIjAnGVGHimVvg7oOAu1jNOIAWDs8RhhKUbZA7VGyS09L+hEURgUP32YY2cPIHIQk6MaGoizjCcc2p310gmZe3SvUQifYOJgYRekEtYPShLoz64IXHytIZVh0dSLLoKWLHGYV/WFJtKGRvXhxvzA2sE7tlYwvxlwd97iUp1wsNFdyz05lsN5xLMp4zUhxPDGsJoZBVJFFBqU81kFlNMZ18WgqJ7hReC74E7wyKxiczFm/2lA7Se1UAF7nKVUboTEHhTqeq4Kql6Knei+2TAl7x599mbq6D0D3ZWbLK/5lMI9alzBWgkQJMuXpaccoMqxnBasbOXYLptmANSnZSDwbSfCAV7oFnW5NstKS1VdQTRWTScJG3uFKknApVvzxjuVGWVHaiNJqStvBOMkJO2N9tUQNE0QnglgjlEBqidA1UjesTIoAGD4htyFkvFd59hrL2FRoocikphtJBpGkqwVdregoTxe7kM8zrSBA7USQ8LNgvGt1WSVapIF1SmpinzKkw0aq+ZKRYRAZPj1OmRmJ9Q4r7RJp5qEqZS9DnhmP9RUOj/QGJZKl6y+XPuMWlc4OsMISScmxFF43KBk3GuM19ayDdx6nbOB+Fhp80JU13lHbIORQO4EWIdzsHAfOv7KSG5VgZmDcOGaNo3AG4y1aKE6mCToRKBnGwEpcs9It6A0rkjWQoxSRqH0Pt2iwexXNNcfF3QFPz1IuFpIruWXSNEghWU9jTnYEXzLMWevk9PsVSS8IIkDIJTczSWMVQqR4r3FeMo0G2K2S9PU91v+0IDeKomU7q5QgVgfHr7LqpnEO3BZpxgO7O3sQXr4zewC699WW8jj+iH8fJqy7T7kncSC8efA7FdHSv/dveSL2QTdRrVJMBKuJZy12nExrzvannDmzS/dLU2b/vWJ1RfOKOGclLRkMCjrrFn0sQq734eRaUKVxnrSqGU5yTl8b89pLm+xcTMnUBp8be54u9/iM2WV9d4NHeh1eMc14s7jB8ERBtNEgRwmikyB6CpFGiF7NqJyRbBmSvQ5adICI2gtmRrArdwDo2B6ebiD1kILIgZYCZeeVrgGMZjZI+E1qz7Sx7PoZjazRKFK3umgLypTiz6xJvu2v7uC+6esA+HMf+x3+xQe6FCZG21FLkRkqh8M+PMY7hBc4H9p8XOtFu9YvlUi0j4iFDiQWCyH7GOczLAEjHuoKvvPtM9xf/AsA/MVf/w/823854vOThGtFj8I1lKLCiIZSFlhvaZqMxmlipam0oOsUsfT7Qg8+iDxUDmZNOP9tOyOXUxDQd0P6ccpa6jmVNpzo5KwNc7I1g17X4d70YnDg8wq3W9FcN+xdTbm4N+Bj11KemuZsyuv03Yhz6ZDHBoLHeiVnR+MgG3h8AP2N0KctBdQN5CXp3oxX/MkOJzYV43HGTpmy20QUVyL6f+EkZx96AnnRI0UPKWKkkMy7h2ZNuMdJq76kDk1ty8+AYT/Pvvys3E/u5WUWqqPmgpeEZu+9iNg/CC8/sBebHcXVLA+9f0DO7xZ5XFjydKUglS4QKkSGQackPQHytacQn7vOGZsz7JR0hg3xCsjVGLneg9Ue/sQxSDO8kAhjIJ8hRjvEgy3WsjGv3ClpXEppeuz6Tc6LP8FMX4Wkz6vGXbR29HWNUIE4WCQqUBJKicoEUWrpFIZ+3TDSkirWOKdwxQkAkkjSjUIlbE9DR3viNtc7DyNXLrQf5QZmxjGxhkKEdpnIJyQ+pitjMi3pRYrVyMCxweI6+ccf5VX9p8ltzE6pKOzyhOqRIlRaOe/RXqN91HbjtipDPkIThb/JQEKiCB5pe1daykbJq/o1/vFH92/ksQGrkWUr0kwbhTQC70J1dNOCr/cebIehCUVfc21atfjxSO8ZRgHsEx3RbQZUNlSWp7FkNYaRtvR1Qyc2RKlFZQIRh3tBY/GVxU9q7LZhthlzbdzlmTzmc9MJF8VnycSQ47rHwz3BK7slj6zuMnplg3j1I/i1Feh08VqHvuCyQExziDV6p6AXN8TZjM5eTS9PEVkXru+SnoDBdkm/TNlrNDMpiKU8MH6Pyu0efAb2nw97AIAfiNjfqYXaiAee7p3YA9D9ItvB3O3de71yyWs9HFo7qmJ57p1BaNcAiKUnVZ6utvSimk6vRm0kcPYU8akJpxmjeiB7KqgGDdJA/Tfo40crQfmH9oFaXYF+H9HJ0NFVHnlij9opchMx3j3NZ/xlnhL/nXj6ZVwuU9KxRWlLVzUo76EThx6YNj6qYk8cGzqRYWBDXk8LRao0QoRz6Cz6Uz3RnBPaC0o7rxSGykLeOCamYY8JBRMikZL6TmgLalm4Ygk3Ks3v/2zJl1/8COLMKhd+aY+pGdJRYGKBaGTb++txTiC8x4tAZmG9IiIN10N4hBeLamhN6PfVcyEJ2bb9iAAgiYKpUTzzY5/i7F+7iL+4ze9/qM+NKnxfqiTWeWKvqVAUoqHxJZUssM6y2sRtUVx7r0W4Lrr1eBPlGdpwXQKrWJAH1BLWYssgCtc5jg0qbiWKHHgTYvI+r7E7hnxTsTXucLlMeSaXPMV/B+d4hX8dZ0eaV3QbHlndY/TKBv3YKv7hs/jhcDHuPECaglQI55DrU0RcknQrolFNb1ojow7UM9RGQudCTW9S09VBQSqWcyrN+Xm24OsOTm3L1czLz8fyc2PvoRjqQa73gd2uPQDd58gOhJcOhK2e/0t+VPGUWiIl0C0AJ20RUkdZunFD0rfIYT9s8/AIEekg2Rbr8JPFgeAiSRaAu2x+OMTHMVJKVs5+knPVhKkZMm4ydopXcb74zzydPcHl4kvIVEa055BySuoNsnbIJEyK3ni8Ayk9sbJ0tcF5QSQ9/SiAVSI9sXQk0qGlI9QaC6ZGYz1Ip/Ctx1s6x8yXTNUulZuiRIT0cuF9ahl8o80atuqUp38loa8dU7tCZUO7ipYhB+5aZSUrwbmg2zsvXEp8gkIF0QQv0WhiH7UkG60XKsPxaxnkB2MRvnuzUvz+5gqf+mnHxKxzoxKLwhUtA3OYdhLpJA5L5adhgaKgdCuYVmdXCoikI2uJMrQIAe9ApxjUiSoXKoIlMIoMXW2IlUXKcN298fjKBOGCyuKmjnJTsrPX5UqRcblQXJoZ8uoGD2dfwdks4+Gu5Vx/wsrZCv3YKjx86gDgLiwJAhYkCfQzhFaoXoKqDbq2AehXU6TbJOmXdLcaOqUllZpEHhy/8zF9mCTji8lUdbDK+aUnfvB89+m+//3v58d//Me5cuUKr3/963nf+97Hm9/85iO3/6Vf+iXe+9738rnPfY7hcMhf+kt/iZ/4iZ9gbW3trvZ/r/YAdO/Rlls1bqdt4DDB+nJIa/nzQhwVOr517vbZcrpHFU8tMwHNJ6+49RQ72pClNdGKgONDqB3y5KgVG5D70bc2F4yz+6Kthy3LcCdOoM89xbHplHN1zJ7psVcfY5o9xqS5yrXicXpak8oUKTxDl5MWFpk5hABbgK0lzgmk8MTK0fWGWIVe01haYuWIlCOSASycB+sUvqTt7W0P1YN1nlpWlG4croWPidBEMujj6vY0ShN6RrdLiJUiacknBAH8ZLjgKBFeq5YySUmInSJ1CY5oEUuTSLSQxEKhhEAJ0So5hUs3/z7vYbcBUwoqp6itRwhPqsKx6dYjjqQkchrtg6pP4wuEG2OFX7REKWijF4aONiTaEimLc6Lt2Q2iFbVTOC8W11KK4L3bWiJmDm8dQjhsDuVEsTfucD1PuVZqrhWey3aX9ewxHlbHONeDc92CYyen6HM9OHMcd+LEzWNj/4aEMRRHoUArXCyEcYiyhr4C0xCt7JFdrenkhlRFxO22C/Cde7qHUizLz4AQX/i5OUAVeoQX+2zP++0IKfgXK9/ykoVqhbv/7J3aL//yL/Oud72L97///bzpTW/iZ37mZ3jrW9/Kpz/9ac6ePXvT9r/zO7/D3/gbf4Of+qmf4pu+6Zu4dOkSb3/72/me7/kefvVXf/Uuj/ze7AHovkRsOU91+zndZU83/A7hZUeqLGlmUCsa1lcg7cK5DKQKk2NRBsq/xkJVhf1Mxrf2ZAC6HcSpVZJxyfG9KWfqmN1uzGTvUZ6KPJuloRdFJDIOBBRe0KtLotiGlhIjMY2kbjTGz9ubHDGONGqBRBt0uz0E9RPTKAqjKY0ikm3OlYNC87HISHxG2oaWtWwBUII1gcGqMo7CChIlSVuGpuWljRBhMSAJ2q+all6aKDT0eB+2QSwk96QQ7c9yTndf7zfknz2VdXjvSbTEerHwkLVsc/BCk/iMWGTYVmxhfm7By/UkwpFqSyeuyVJDnIQViLUCUysao6mMojFyQSRivKSqNN6Brh1yGhZAZaGZFilbRcrVMuZaKdgsGyZyh3PuUc52FWeymuOjKclDGnFqFb++Bt3OLYeGmIwRkwlM8wC+kQpFVlm6GG9+2EXYArVymTQzYXwqtwgvfyFP96ic7lH53Qd2+3YvzFLWWsbj8YH3kiQhuUXUDOAnf/In+e7v/m6+53u+B4D3ve99fPjDH+YDH/gA73nPe27a/vd+7/d4+OGH+f7v/34AHnnkEb7v+76P9773vXd9zPdqD0D3OTJ/RCXz4daF50Jr9yZPdzmnu7QPfSCnOw8vhzBkFhnijkX0u/jVEYyO4VfWoKkR0ynC+cCxm5dQG5AzRBKDdyG3eytbGyE3JvSO7XBiUrBVaXablGJ2jjEl25WmoyVaRhgX+n0TbdAy+AHGSowP3m5o8IFIWjpJTZIaotQhE7+4jN6AKj3JzBK13MNzj1IJQexiUjkg8V26vkOiNcnc05WtvoDYp2t0Pojdg8QjFk79cr+hBLyEqCVw0AuQXwLp9nPyEHB7D04AHgwBcBvrcN7TlpYhwj9CCNsHRaFaabqmQyNWkVIjhEK1xxfC1p5IeRJlSWND0jFEvTAmvQNXOZrSokpNScS0DvlyU0tKqdF1hFb74fpZHTGuI7YazWYt2a48Y1eiZcTpTsrJzHEiK+gdq5EbK0GrdzDgViZ2dxA3tmB7D6ZFCCP0O5Ak+H4/6PtGbZXz6gjRT4g7M7LIkClHssjpygNj+jAt5FERovtlzxY2PujRvrRyv74lV7nbz/7RH/0Rw0ML9X/4D/8hP/IjP3LT9nVd8/GPf5y/9/f+3oH33/KWt/C7v/u7t9zHV37lV/L3//7f50Mf+hBvfetbuX79Or/yK7/CN37jN97VMd8PewC6z7MdDkmJewDao4qnDuevlL91SHnZ010upIqlJYkMuuMR/SBI4NbWwwZJgm9ayoWiwm9PceMabGCkEnUTCm5WbwZe3+sihh30+piVGwUbRcpWmjCtu1xtZsyMZafSaKEwTjCzapGDhPCQzvFNikB+oaVDa4eOHSrzqFTQ8kXgGo+yDiXaH/yiojeVkq7NEG6d1Cd0VUSmJLEKgKvmwNj+KCEw3mO9RzpPQ/A05x6qb5FXCFBetMDYgiRtOHr5WrQvxAK4PYjAmOXa19b5BaH/PAwdWpTmYBpyypmXOB8j7IhSZOAh1RI9r1huuZeVcOjIoSKHytpYtgUrPd45rHHIxoUcr5WLyTQsPgK7l/MwNZqpkew2kp0KZsbi8QzdKhspbLT6unpdwbCDn8svHjKxvYO4chWubuI2Z/hZg1xJEVrBCPyhOgGBgn6C7kxJIhPC4EcUUulDq9vlZ+B2iqqcvzev9+XEUHXXOV3gDW94A7/5m7954P2jvNzNzU2stRw/fvzA+8ePH+fq1au3/MxXfuVX8ku/9Et8+7d/O2VZYozhr/yVv8I/+2f/7K6O+X7YA9C9j3aUd/tsnu6d2nIO+Kh8lPYHb6te+kx0oDd3f5u0nbw6yjGIa3r9kuikhrMbuMdec/AgnIfdMe6pTSZ/6ri21Wdcx5z6oylrZz5L/Nhl5KOn8KdPHPR64wh6HeRKRnd9yqk8J7cK0Ni9DkIIZsZDKciNJFFyAX5NKzrfYhOZgmHkWEsMw05JZCzetWFcJwIrlAFnAu/yPGQat4VXoOhGKdanbW40TNxa7N+ifYAHPSddbs0S3FIpDmbjBCGfq9q8cNIKKux/rm1fclDZkHf17Xu0Hu0yy8+8wnxeZDU31e4nkdDRkqGTNC7CuAwPdLSgH7EApfk1sFbijFgk47wPhVLOCJpGMa0Snp6l7DVBd3h+vfcjBOFYq7bXeWY8WgiO6Q69SHGuYzjVy+mu18iVVtA+Pgi4YncHcekq/onLVJ+bsnWxw41Zn8ZJHju5Rf81m8gsgfX1g8Pula9CXrlMdGGP3o2SQZHQKZMD43c+pqNDNRF6eeG59Hw0R+Z3lz9vuBc7umf/pQHMy3Sqd2Leg1KKwRFRkKNsORUTvsff9N7cPv3pT/P93//9/IN/8A/4+q//eq5cucIP//AP8/a3v52f+7mfu7sDv0d7ALrPsx1uwPfLLEZLD+Gd+r/yCDCGg0Ul6ghPd14PFUlPpILnKJKo9TQO5YibGqY5Zqthc2fA5yddrlWKqVE86uF4OiXqbSLiCC819Hr7JAi2VeKREClLR1k6WjOIFdbPBRcCAPZ0IOKvXKB8LE0AKuMh04LGB/H3vIrR2iGUCYLsyuMt2EpQF22u0rYhaRFoIvsRZCq8NwewZbC1LgDkol6M4BmKOXuy2K8ZmwPn4l6IALihKG0fyD209Izhs40TC/H1cN+W6tBE+J9DBErIeYibUKCM2j/miLAf64LqiyOcYywXnT40VlAZRVFqpPSoaYNQ4C2YUlJX4TpOm4jNWrJVQWF8u3AIXNxJGwGY35dY7esRKwG9SNBRoUhrgWXWhvteNwF8x5MQTr66iXlmyo1nOjyxO+RiETR1V9Iu2daYeJojmvpQsY2CJEEkCh03bdGcPzB+Fy1DhyZhdcTzcbj+4U7sKFGD8PqlV6V8K/P+XnK6d/a59fV1lFI3ebXXr1+/yfud23ve8x7e9KY38cM//MNA8Ky73S5vfvOb+bEf+zFOnjx5d4d+D/YAdJ8HuxcwfTY7CmgPh5eXi0qW5yK19O9IzH+HlhydukDJGOmbjlrMcpiU1DuSG3nG+Zni6akBIvpRj8G1ErU2RQ4myCTBe4fXESLPQx64scEL9eGxS4SnH4fQaiQg07CeWL5kZY8bRYftSnOl1KQStirB9bxE1wqISKRkUkUo4dqCH4sQgYS9aSRVFTFtIkoXwqUKyJQnOVRlHXiJ90HRt6/nLTdShJDlvAgKwnvGg2iroefvzUO/UeuRa+HDMfmWhlIANmznxL6noFpvdg7qc6m7A8IMbb7XE66dlvsEGPPK50WltPAh0u4FpZNMm6j9u0AIj5A+fF+tyMuYSRWx12i2KriWNxhvOdVJGcUBwHva09eWV4/GfHJnyGaliAU0XiyiD2J+3QyhyK6own3XET5JkLu7sDvBXZ9SXJNcm/U4n0c8MbYY53lNL+P4zpR4UiJmOf5AW4cKalSdCJ1WxMoStX3H8/E7vzeHHZ+D2tFHVSzfP47zZXup9/C6uwzf3amDHMcxX/ZlX8ZHP/pRvuVbvmXx/kc/+lG++Zu/+ZafyfMcrQ+xk7UV797f6RHcH3sAuvfRjqZ7u4vvOrBSvjkfdid2K7F6OAzA89yYI4osKiEoyHQ7UNSQZWFDa6EocNOKcqbZM4q9BjZNztQMyI2iLjW+MKHIqiiCepCWMJ7CrMBNa0wpaazGEgCgp8P019FBRvBLz1yn/2N/mYf+3Ue5/ruO/vaQXtxwtUi5USr2bEm3VswiycxodO2xXhJV4boZLynbquW9RlM7Ecg0pCcChHCttF/w2moX6BGxAkPwcufgOwdaLcNP0N8NVrqwHVIsGKnmwBu1Pc+R3A8bNy7cA7cA8/AX0XrHug1zq3b7cBxBpMAuhaJtOyqCJxqYt2LpF1J+pqXn8+2/CxsqnxsnKI3CeLnIlTdOUTSaWZurndaOsSsZqpQvWzWcyEqmdUSsHKeHE479k69n+P/8v/jExQ1uVJrcBO9ai6Dk1FiNKSXRtEbNChhPEVJBU4XxkJf4wlCXmtwE8YrdpqH0NXumQznTdKYVsijCeJu3EBUF9PpBECOBKLJE0h0Yv/Mw4819uveY12ntXj3Y+zlHvBzth37oh3jb297GG9/4Rr7iK76Cn/3Zn+XChQu8/e1vB+Dd7343ly5d4hd/8RcB+KZv+ia+93u/lw984AOL8PK73vUuvvzLv5xTp059Uc7hAejes93Zg3PTg3Z/5oID9mwTzLKDp5f+LRaegkcri+oJODbAPfZqmC2FQKcBOH1hsC5CEkKbG1GX1Ri62hAlNsT7nIfGIKoKKmA8w+8U2B1LMY2Z1ZrCSowXpDL0B48iy2vXt+n/2F8GwH/r/8zatV8jzTbp/4Ov53XAznd+kj/YzBYV16VTyMZTO4kMNBRUVlI6RWEleatAo4QnUX5BohHLsEavnFwwM9lW1s64AJDhc0G9KG1DtrqtOjYehGHhudq2uliKcG1jyULpaF6EFEA2nHNoFQr3S7X531iG6znPoRoXRN3n4XXjQxW1cQIv50Vhnk5LfLF8TnPSi8oKChdytFMjSYymspKkrUhevl7Wh/z2us74s+uKr/s/vgSAyY9+mGtbfdZeGdrD+j/2l3nt//bv8TdW2RWK0gahhsJKZrWmN9XEOzWyV4SqdqUQJoWmDXEoSZQEkpPVOOJEmpCbCInHOokvGpgViOl0vw3Nedyjr0J+/ilUbyeM0wXYHhzTt2oXv53n437ZnQPqixeAn0+VoW//9m9na2uLH/3RH+XKlSs8/vjjfOhDH+LcuXMAXLlyhQsXLiy2/67v+i4mkwk//dM/zd/9u3+X0WjE133d1/GP//E/vruDvg/2AHSfB3v2lqH7U2T1bIw7y0UGRxUczD+thA/50UTAaBDmgnnladPAdBZCxC5stxIbznUUG6niVb2SM6MxnQ2LHPUCW5WSwVsxBsY5dqei3JbszTJ26oRJoyitIFVBJL0fWbqD+sCx/eknVnjNl+4sCnL+yhufIf+9s9QOujp4frVTNK1gfeWCZ5dbSdk6JqmCbgu4fW1ItSGRIRRdGoUi5BRnQi4YpozzREvawp0FYIdwsXEBQKUNHmht59dw3yueSwzOPV1pg8B97dteXYCl/G+mwn7mIgV1ez66lTDMTQBh49qws4BYOrrK0ouaBalFaRWl0WA0lQ0auaUNoWYpoLRi0XKjpce3LU6R9JzoSGKp+StvvADxnwWge8rxB08MqD8heV17X7qDmv6upWqjCKUVTBpFIhPSmSXZNshehe7k++IGSkIWI0cpnY0pZ8oxzgu6KmZmFStxidbtyRVVGG+dThiDURR6xEcDRCLQ2i1A9/DoPzzOjx739yfh86xEGS9hj9ZzDy1DdznhveMd7+Ad73jHLf/2C7/wCze99853vpN3vvOdd7Wv58IegO5zZHdTmXiwZ/fub424TVmz5XlILjyEACjBzbLIP/4T/Mmz+CRFVGXwdGsDUpB0DCd6U3pRaK84vbFHdhr0mQFsjGDQgzQJzaBVjdsrMduO8bjDVpmwWWl2GkHj9guOtHDkk4jur/8H3Dd9HfKjv81qp0SdzBY5oPh//Sq+6qlP8PSki/WCWPq2WEgyM5KJkUwamBioracXtaHbyNNRhl7c0Isr4sgihEcVKdZLCqdQYh+AnA+UjB0FgzafmWlHJFyoC3MS40PO2zpwEvD7ed1YBKKRRLbsTl4scp61E4uCK0TYT6agp4Owe9a2SjVeUhiJFoEtylho2K/kVsITS8i0pRsbsrhBKUtaa6Z1gvWQ2wjTwLgJykIeqKykH0n62tHVoSApkR4tLP2e5Vx/Rvy/ftXimquTGY8Ppqx2yjBOfv0/kE8itHAL79J42GkEoIllQjpuiLdzZK9E9spAF9rvBZ5lpYi0ZDWZkl3a5MRuxrSO6SUVSce0hXcmjLc4wmcZoigQ1y6DsSDnUYX9XPrhMX1bz8c9LHTvhtLxpVKxPLdQBP/85HRfKvYAdO+rHSXndev3Abx47nmZjwqnLYd35sU6zgucE/jSwfYe7rN7iP4WcqUDnSSEB2sT2n76ji4gUgu9FP/KP4MfjXC93oH9iN0dRFVjt2p2rnY4Px7w5DTmSgG5cWRacjxtAUpZmkaz+3s56ac+SJNLlIr5zIczhr/1Ubq9EmsUg67g8azEA3mZMKkjdqqEHS/YrOCZacMFLlEw4c/7x1lPBKPIcrxbsDLMSYYWlQEOomsWMfYURqFQbR41XJD1FI4lhuNpzSit6CQ1Wju8F9S1Ru/12KwjQOGbADzz0HKmHMO4JlUWJT3WCUo796qDWINrQ8S9CFZiy3rcsJpU9NKGJGkwRpJXMbtlwrUyJpYaytBaZdvGlkxahmnFaJCTDsJ52aqmv1eR7nUwXrJTKya156lyj+vyGV5dvYaHehGJEqxKz0pS0Y+b0J/dVh/v/vh/RmnLbJqyVySk2qKUo/5/fZByomiaJBBuKIc2ksYJLs4cN7RkYtJQXS5hvZsjVxuINO7cQao+OZ3S292lv70LOxP8ZgWkIUxQG7i2hdjeQziPv7KLKyvksMaXDuf0wsuaj9+jQpbPdUj5pq6E23r+XxoVznddj/QyRd0HoPs82+FKxgOMRLfJYnX/jmXfrJ//Flgr8NbDrKK5qmGrQE9r1FonVPkIGTRVkziEkAd9/GiIP3bslvvxnR5CbuEqKBvN1CgmJgCudSHfmSlHpixpZIgig5QeUwXCfiUdibZYB6ZRxKlFxQ7RRr3jPUs0TTBOstcETuPaWyb+GtPmBjJ5nKTlHu6mFUnfokcSmUq8g3hsiWcWvVTwBGHe72nHamxYSSuG/YK4a5AxYCHODf08Jbea2ZxiclE53NIvSkuqw/k4Fyq0K6WJ7P6ME9qYPB3l6UeGflbT7VVEfYerIZ5ZBNA4SWElEyWZmeUK5lBxHmcO3ReIrkLUgcu4W1V0y4RERcF5lBW71dPU8WMoEZFJTz9qWM1Kur0qsJBF4JvAdV2XCusINJvSoqTDVBIpPVFkSK0iMzoQi8igfJQbx8RIpkZRNhpXQatWcfPg6PXwvR7+5EnE9jbiwsVQuFfVYQWTV9AU+NpSny9AeBJd4a3HWoFtQXd+OZ9rP/J2+2xf6hXLC/P3Iu333OfWX4j2AHTvox2Vu3m2h/N2wPVg2PnOj8stLSmXy+SXW1Hmk1fjJM7JQJywkzPdOoFF06sqUlUgOjGil0AnhUEPvzrCr67eUmFoYS2JvTchBBz6U0NRUawFfQ1DbelHNZ2kJk4sKmrpHL1AR46ur9DaBQrDoUf2JDKWIAQqaZCypLaKvSYwSyVSIZxGCEGiBJkMIg5pZtBDgRrGkOggJ5fkaG0XoUqYg6ZgGFlGcQDcbM2gBhIRCXzjkYmju9PQaTRxq0zULMLLHi08sXZBHk/NQUKSWIMWalFIFTiUQ+i7Gzd0uhXJikOtKHzjUWMDFNRGMjWacSPZXUp7S+HD8Sce0dXIQdyyiVSkM0NnasikJ1ES7aNwTaQiU9CPLKO0oj8oSdcdcqAQSuBqh5o6xF5bDW1CKF5HDqlCCiL2Fu9rGhMEE3KtyLRsi71CH3JjZWgfcn6/CvlWplRYtBmD2N4Nle7jAj9r8HmNG1v2riYo5Yl724FxzAVJwuXxu+/xHnSj3D24VbcTRr4b8YOXQq7Xc/fg+TJ1dB+A7nNlL9QH6iDQ7v+78fPfAttqz9qtkmuTIQ6wVqF7ORoQmQatodfFj0bPDrhz8x5nWOQ1UwUriSBTsBZ7VtOKYbck6zShR7jtmfEOpHLEiSdKHNHQo0YaOUoQaQxaIOKcVJYM6pJRmTCINL1IMayPIyNJqqGrHZ2oIeo7ZD9uPfUIjEPG+QJwPfPe3KBpO4hMOK5VQ7ShEYMEoRW+Noi4pnO5oltH9IxeFG7Nde2VgFhb4tgipEcpgbUW3QSBeevCGmqey+1Ghk5aEQ8calWj1jt4Y5FpBd4wrEvGTUJPK2RLGTm/hVJ4ZAwy04hOAtYiG0fUr+nsNnS1I9WSrs8YRKfoRYpB5BlFDYNuSbrh0BspYpCESEZZI3RF6Ao2yEqCF0jlkDo0WEsd1JzCdRNYBJt1TGHD/Q35a4Ez7Cehv9AwGY0ClWhegg26vWbbUG1Jrk+6SGC4OxdrkDTzxeIiUnPzOH8h2Qt1XrgXuxdGqpejPQDde7XlkXMbC75naxm6XyFlLw7ljZe926X1pVl6Wqq2OrZ2ktoovIPJE4qnTUYsQxtHf6dERhYxaKtxtd7v3302sxbqGmcChVIiHaNYMPTQ1471pGF9OCPtGVTmQw2ZI0zWrSnlUZlHdiRyECMGHehlECkEAmUdnWnNcFYxKBMGkWKlXEXLiEyFvGeSNOiOQPQi6KZBD7g2SC0WDEqOAGRB9B0GUUWn36DXFfJYN+xTSURtkHJG1isY1SV4yFTMXh3TeLAuXM+gfBSAyhlB1BhUGxdv2vzvuU7NMKoZpSVZz6AHEjlKYLWHsA6RaLSd0pk1DGYVXa1RQh+QVRMS5Jx3Mo2ACNFYdCfkhjNpyZSmqyNW3CkGkWQQhVxwZ9Sg1mLEWhcG3fB90wLpPL52qNrhjJ+TiYEC2XKmyMSh4pDnjpRj3CgmRiLa+4wAZyS+Moj6YFX6LS3L8DowJ/vG4SaWekeyt5dyrUipneDUk5psALVR1K2n27ZnL8b0Yc92+Rk4/Hzcrd3XiuWXKwK9DO0B6D4PdjdgelRO6G6a85cnILv0cDdLu6hbkJgaSV5HNGP4/LXjXOwoujqsZk9MYnRWIvMaUTcIG/iOn7UpkiDdxrTANgKJp6dtm+90rCQ1o05J72SD7EiECh4cpccZj3cCZyVShYMVkUAkOhR19bLgZTuPbAx6r6G7VdHXlkGkGOkYaQZkClJtiWKLyETwkJMoSMjNabEIXpnx+8QViYR+VpOsuMAjvNIPXMJSQFUjjCUezVjVOetxTvr6AZ/+uZjNPPA7OwgCA23+WUgfJPLaauvdynOiI3jTt+WUnxrjatA9wqKil8KoH44v0sjKkoyn9PdqumW26Ps1yyovAoSUQalHSUQaI7KCKLak2oZ2JC0ZlgMGEfS1pZtW6JFArmTh/Prd0N7lHKKoEC3Vk/fgrGzBwSFjAWmoIFYD0P2GeNdSGcVOFVM5Gaq28dhG4IsGMS1uY7B6REsd6fMaM/HMJgnbeca1SjMz8OT0GK9iQl5HTNse7Pn4bVrQtfcYXj7qObubXO1L0bud2722DL0cs7oPQPc5s9t70G4HkI960N3SxLC8zeEJ5mBOd//9ZsnTLdq43MRItquEjc2U80WPqwSKRtDs5BnJXgA3OclhNoN8FriVj7KmCVy7W3uYRiEIhTsr0tOLa/qDkmzNEp3pIGKFdw6fNzgTSBRMHTRdtXboumYfESPIUnyWhkm6qJD9gjQz9LSho2O6UahEjqUPakSRR8SqTaJGrTJBaLJ1bp/5yflQ4BYrSLMaOdSIlQ6M+vhuJ4RfpzPoVMhUkq5KeNs34oA3/9pv8b7PSFbT4DEq7ZAJyCS0FKnSoduQ7KUy59vOOdw3fC3xNwD/52/gcodIw6LCDwbgHUIrRFUjd0vSrKYztkhY6icWgY/Zs98LG0egJSJW6MiipWu1kiVdHdHR0Gtz3LIfBTm9fjcoQVVVKGRqkd3V0NSautZI6UidAS2QnUDJKKTE1xY1qjnZjOmNU6Z1jHECgcc0CrtXI7f2Qq/3LRSHFpbPwria5Li9hnIvjLutOuF6CZPa87TvcXIzZbtKmLSgOx+/8zF92HFcfgYO/nv5ubl7oL19YH3pAfDLtSDqbu0B6N5Xu52H89CDfQ/9uLdry4UcZmlyqJdAN29DueNGsFXHXN/tca3RbKsG4zVKSLbKhGxiiDenyF6O7O0hOx1cFN06r1tVyIuX4MJVzKUJVZUipaenG7ppRXdUE5+QqPUe4sQIAFHVCFngcoMzUNeKaRkHLVxtiUu3n7iTCqIEnxlEN0V0NDqtSbQlk55UBcIGLQIBhNS+5WecqwWIVk7PY21LruFD0WwsAyd03LHIQQcG3aDt2uuGZKwxICXNlmPvMwm9z/86nR/5JmorebTXpa8hlYHDWmUCEoGSHl05Ym1JpeXRXpfazsL1/5FfZzpOGK4XqJW20jcLoWwvJKIokYMpcSenow20bFXGQ+Ml1iq8bxclogXeKFBbSR3OX4ugCBRLEQqr9JxjW0M3LGBIWtYoAOvxpafOFdM8oTIKJR19U4IG2UtgmEESB3WlqqZrNomuzkh2G2ZlgnWCqtJUmwaRTdAXnsGdOX1kHYDc2oatPdxmTr0Je5Ms9HTXip3KMW4M19Fc3+2xVceMm33SkOUxbQ635j3PYHd7PbwvDQC+l5zuyxGuH4Du82C3G172B/p876xi2R9YsR98mJdX9vXS987M/hf7ImxTWcWkibhWjnhaSXaTGXkVMTMJmYrZbRSny4QT2zNGF68Sn95EHnsyhCYHLSDNCtiZYK9OKS5b9jYztmcjaicZJjWroxmdh0E/vAqnjuHX13DDEaLIETs7cOk6crfAlLA56XIpT3HA6TriIbFHv58jR10Y2eCSZhlkKaKXons5mTaBElEpIikReCQ+KBMsh8K9B2OxBRRtqHLcBHWdNBFk2hGvCcSxAX59Fb++FsCiaaAqEc5x6eKQ370xZLuGv/VPPsgw7fO1xxVaONY6OdFxiRomAQAbC0nF0BWcdvC1EoZpTfNPPsj/8YdnWY3hK8s9Hl4dox9y+H4veIVpGjzeaUG8VtC7XiFFn8J4xo1gaiRFHWGLIgg+mKWxIwWIcP6CkEOOpCRVjkwbdI8Qys7SkE+NI4SzMCtx2zmzy5KLm0Mu5Sm5UfS05djqlDSWsNqD0xv4lRV81gFr0MeeRl++QXx+l+S8YWunx/VZhyvTHtkVwyPXPkl86tOoE224vpu1rGVh3LjPXqW+ZNi9nnF1MuRSkXClUNwoPVernFo0PFMmmOmIy4XkRhnG+rilA8vbxHN9CPSO8m7vFIwP9NzeZqrnpR1evpfq5Rc25P7Wb/3WXX3u4Ycf5uzZs0f+/UUHuu9///v58R//ca5cucLrX/963ve+9/HmN7/5i31Yd23PlQLRwX3cOrTWLE0GU9MWoPj9XGHR8QgvqEXDxMKNUgMK7wODkzGSYV6QbO+hhtNQ1Vxb3NhSbcF4J+P6tMONKmZqJGuxZZjURJlDjTqwNsRvHFsoyfh4CHWNSCMQAmsUM6PZqjW1g1QlrOcx3UmJLOvgkc1LhVvpvSC/5/fF4fHcciE+jz96j29CK1PlBLWdKwYJFB4Ri6C0FMcQxeEzSgcws47SKmoXwp7//uNnGESOVFq6iSVLzSIES6KhMsjGors12cRQjwVPjvt84uNDJnUQfSitwtc+nJdqH88obvevEbFAqzZv6Ty1DTSRjZX4hlbf79aVwvPCK99eH4FfXLOlxHa4rmWNm1iKPGWrSrhWhnzqSqyxpi1NTiN8t7vPjUyE3ziGqGrUbkmU5bADkyZiu1Z4YpqnJBs3cgYXxiRrY+RAhTi+8/jKkj/p2dvtci3vcqWIuVpKbpSercpQiwbhBYXzXMgFW6VbAtu2oplbF1LdS8vQ7djLpi/3sPl78HTv75Hcd/vO7/zOO/6MEIJ3vetdfP/3f/+R27yoQPeXf/mXede73sX73/9+3vSmN/EzP/MzvPWtb+XTn/70s64svhj2XK1ubyu/dJOne+t8b7O0am/a37WxlE5TWk2v44mIKCjJhWGzTHBe45EYH1NbQd5E9Cc1WVYjVUNTa2Z5ynaZcqVIuFYpNssQEf4fVsK+ZULo9R30Q8vR8rFnGSIKoOsczIxiqw6C6X2tmZYxK0WBbsyi4AcpD3iwy/22c71PhwAv9sVv5zOFdTgjMC60nzTOY7xfRGlFJAPo6miZK7O9mG4xczTO89RUspFJTqaAAKUtIk0C/WGkAv1hZZBJg9KW0imulJrrBTTOhQ958Lb97uX96SCzKCKJlK5dGHka52l8OH5nBN46hHUHz7M9f98Wic3xePk6HYgAGAONwRaeaRmzXWmuljBrHA6Jc6IV8g30jAfu32iE2BsjervIJAdgZiVXCsleA7tNh+NFwslph9UbJd1OTRQ3CAHWSK7v9NkqE65VETcqyfXCs10Z9lyBFZaMlMZ5rs0s48ZQtiXuXwhk79S7fa5A9KXm9d5TIdULHHWfeuqp5+R77xh0v+u7vou/+Tf/Jl/1VV/1XBzPs9pP/uRP8t3f/d18z/d8DwDve9/7+PCHP8wHPvAB3vOe99y0fVVVVFW1eD0ej5+3Y30+7K74nQ8A8L5v3dB6CsJQOE1VJ6S+Q9RuU4mCba+h6iGFRiDxPqb2ktxo0jJB4imMZqeOuFpFXJzBxVnFVbFFx3V49WAQipQigpeUpTcTJsRJeE8G3KmcYNrAbmWYpEGqz1XgK9uCiz3AdLRMbD8HGB9OHO9gIZw7n/xcqJA2TmCdwLSgC63vJ2VbcHXrOIRrtWSN9+zUgdJyLQaJRymPiHUA3Cg8aiLWIb+rfPCQG9ipHcYH79N5wS3n5fkxSLkk3+eD5F97/N6JfQFe3wKva091jsEc6nI7LAzgHViHr2xgEDOKiRHslIaxaejoLBRtScJ9ig/lZpUKxW1phIzCIZRWsFV5Pl/scSXPONNN2DMdTtQRK2VDpg1SeIyXXCtStivNVi3YLAPgbvspMzkh9R0kEovlRl2R+worwrhVPlzfqJ3S7vXZeGC3by9w7HzB2R1HNCeTCW95y1t47LHH+Ef/6B9x6dKl5+K4brK6rvn4xz/OW97ylgPvv+Utb+F3f/d3b/mZ97znPQyHw8XPQw899Hwc6ovGPG7xM//PYKlERenrxRTk8ThhKURB6Qyl9RSWhZpPYRSlUUybiInR7DWKvRq2K8slcYVnyv/Cpry4vyKWBADRt1jzCRZel2/bYRrnKZ1ri5xkAJd5yTGE34diXHNgmXs8t1yNO/a/Y/7yVhdKCLy4xaOytEvfep2BjWlpX4IFWIbirX1S/tCiFLzkmwS1D78U8pZs/rc8ZnfzWSwfk8Pf7GW4Q9eTdjHSFpeVzlFQtce65IHfysnRuj3n/X0X1rEpL3JJXGG7suzVsNcoJkYzbSLyJiyoijbMX1gorad0hkIUNKJaJAocUPqaSlQYLAa7GL/z8fzAnh8LwRRxVz8v9JwuwL/5N/+Geqm//Pz581i7HyHM85z3vve9d/Sddwy6/+7f/TsuXbrE3/k7f4d/+2//LQ8//DBvfetb+ZVf+RWapvnCX3CXtrm5ibWW48ePH3j/+PHjXL169Zafefe7383e3t7i55lnnnnOju/FaAK5+Jn/p1EkPiEV8WJwCATSKzKfkUpNqgKTVCKDHF+mQx9oL2roa8MwsgxjWE0Up/1JHkq/nHV3Zj+c6divAD5sS6FfIYIoeyQFqZQLFSIhQ8514eEeCi+Hz7Z/ah/sA6HUuUkOeMmL9OZNx+SDB3jzBVzanyCSQTXowL58e67OtfnWg+Fd3dJN3iQ9d/ild7eMx93ymG/BcXyA4rLV/T20wcHriQh9xa2KUColGUl7rPP76G/t5pg21+72950pybo7w2l/ktVEMYxhGFn62tCLGjqRaXuJXTuuIFWCVGoynxH5ZNHVKYFUxCQ+QaPQqMX4nY/nB/bA7od9x3d8B7u7u4vXb3jDG3j66acXryeTCe9+97vv6DvvKqe7trbGD/zAD/ADP/AD/OEf/iH/4l/8C972trfR6/X463/9r/OOd7yDxx577G6++gva4cnJe3+kVmaSJCS3Q1H4IrW7mVyWP7OsvJIQeielj0mlZhBpFGKR20p8xqrosZpo1lPBeuI4njSspRX9dJ7TdTS1ZiWPGZUpQ52wniZslqewHlJlQ+tnA5QNoijx1h4MMddVYLBqU7WJ9PQiEELT155U25ATTtq2H3kwPL3sMc65jUU48cA6Jed/kIuNRKspq6QPOrjtePKwD5b21t6TFMFr1EKwEkv6UWg3crTCEbVBNO3KuLH42kDlsVYSS+hHsBJLtivX0k96buVUL47BOZwP56yFQEva4/ZhMaLE/vnJUFwmZHv+7ekvPy6HPWwvJEJJRKKQSSAV6WvPSqqJG0kvajHZ0TKNVQud43CcFlGUUDa4JhxCqjxriUTLEcczOJ5YTmYVq+k8p2sWOV2JJxYJQkR4JK5NaSinqEWNwxEhOBYnjBv1LDnde3s2Htjt293GFV4MYembno/7kIi+p0KqK1eu8JGPfISPfOQjKKX4hm/4Bj71qU/xute9jve+97384A/+4D0f4NzW19dRSt3k1V6/fv0m7/eFYOKWM+fNdqci2rez/eHJQ6OW/r3/t1Tu3/5OC3yDWHEslZzKHBcixXXRkPmUvkp4zTDiZGY5nVWc6M8YbRTEp3WgR1xZXbQMrc0Kzu5M+JKrO9SLlqFsn7JvV6Iu7qG1QFYVfn0Nv9wyNMnBOaLYsZFWQSABON0pObY6JdrQgcwhS0OudO5JtrFW6+WSNykCL/Fyy9A85AugFSrzZJGhpxzdKFALStGyPc0sMi8DaUO3s98y1DJFpboilrCaSv7WV13g6vk+m0VGZRTTaUJvu0RZv2gZsnsV9TZMpwmDyPCKwYQTD0/4wG+dJZYB5GTWVkzPiSSqKuw/L3EzS93EgR9ESbqRoKcsWdRSaMZ6wUi1CNW35y/bPl057032cj8+7RZuabiu/Q7RxoxjO1Mes4qOnrcMGaLYBKaPSY7c3MRbu2gZkuefhss3MBf3qHbDNT6RVhxLJJkyPHJum/iUaluGRje1DA0+e5Wzl3bblqFu2zIUcaPUnM9n1KJhI0559THJ5SI9smWodAejKHbpGWhu4xm61+fyKCC63XnhxWT+JVpI9VzZHYNu0zT82q/9Gj//8z/PRz7yEd7whjfwgz/4g/y1v/bX6Pf7APzrf/2v+Vt/62/dV9CN45gv+7Iv46Mf/Sjf8i3fsnj/ox/9KN/8zd983/bzQjEhnkWR5VbbP8sksezRqqWHPl4KQ3Z02N9KIjiRec51GrasQ3tNR8YMI82xxHEibTjeyxmdLIjPJsgzq3BiPfRqrq6ELysKxO4u6uQm2cYm0YUJnUsV1zbD+CiLiPhGhYzHwfOqG6gqhDFBXaYM0m1SQyduWLUaJRyrWUnSt4hOJ3hXcy/X2iBs3hhcE3JMdl6pe6v19Py8WxIJqSGSllh6Ehk8VWiZngoPRd16b2XIrc5BV0oGnZLTWZf/cT0n+rvfzNl/91Gu/gZMbESiEtw0R+gGEVt87XBTR51rplWCcXD2ayz+W7+Zb3jiN3lm1mHQKRGZCsdYN+BBlGXYf1HjCk9jdXv/aI/XE0kb+JD1UtHXraT0CNfEznNrDaFFyNg2wuDDdY0jRCcm6eesTkuMC7n7WIX74q2HsoLxNIyuySTcx8s3cJfHmBuOsghRpq5uyOKGwaAk+9IBnF7Hb6yHyvV59XPTICZTpLHE8TYjVeB9UGUKTGGS62WMc56udJzrNDhiTDvhGxfGwrwIrvEHz10eAQx36t0eeC5fpqCxbPPivLv97MvR7hh0T548iXOO7/iO7+C//Jf/wpd+6ZfetM3Xf/3XMzrUCnI/7Id+6Id429vexhvf+Ea+4iu+gp/92Z/lwoULvP3tb7/v+7qfdrurW8GdAe1R9myrdLUEwNHSpNxtOXZXYjiZGh7qzni6HLAjg2rPKBFBmCArGK4VxCcj5OkVOHMCd+L4QYahLMNnGX51FdnropPLdKIdupOGotHkVYzY8nRtTVzvoqY1omyLFaoa8qYFXUcnqbFOoKWn062CXmzaVgRDeOLrGpoGXxlcFQg+mpbS0Tgf2hqWW4aWC42EQESgdaBJDFFrsZCmMzlE0xIxy2E6C1fPurBAAPqrFa93O/QGoUr+k/8+47dvpGykkCmLnYGMLN64EFaeQVHE7NURv30jJfv3lse/FU4dHzMYV/RXK2SWhkOrKjANTGcwy/HTEpNDZVRQypNBCSmWHq3n/M7LlVrz1qG2ZYjAYGWcp3GSys4rwQ2iaUKPtG5DxZFCpBrdF3TGFStW0WkZqaR2eCshb2B3AkUVrktVY87vUl91zHZj8irGeegmDYNRSfoQ8Opzt2akiiL86grizAmk98TNFsOqoDaK0kpqHzEoNDSwImseimaUTjIzYQrLW6KXolXIUvZo7+tOvdij7ODzeov6hPl2L0HvdmEv4T7duX34wx9m2PaiO+f42Mc+xh//8R8DHMj33q7dMej+1E/9FN/2bd9GmqZHbrOysvKc9Dh9+7d/O1tbW/zoj/4oV65c4fHHH+dDH/oQ586du+/7uju7jdDvHXqw98OWV/P6gKe7PzF12pEwiDxrcc3GaMrGpmE7jujHgrUE1uZC7usg1wO5hVtbPVraL0lwZx9COoduDMlnC2ZVRNFoykZTVRH9oiQbT4mMO8C9jAlKNnFs6fmgYhN3LCKVIW8JoV2oqYIXOCvxucGUksooCicorad2oRXFOIEzbUtN0+rvKRmKpIRAKUvUFg3ptji68oI6VyTjGjWeIbI09FkKGbw854jWJBsPNfC2bwrXVDmemM7IdJfSKUwpkYVDOo+rwJRBxal0iiemM/5yK+TQ+ZFvovN//gYulxC1/VJFEZioZjmMZ7hxTZ0rcqPBszjWSDiUsqG2QYoQt7OuPU/f9iEHMQfjA1Vi4QSVCcfnc4OYlYhuiVcqXFcAJRCpIO5YeqYibrmXpQYMuGmFcA4hg8i8m9bMnhJMxt0F93KiLEliSNYd+vQQd/ahZ+VedmuryDxHTgvi6ZhhXlAYTe0kK4lGi4gNl7PRm7JdJVxvF187WhwY0/oQ0An//ALfQY/4KEB+8YOx516YpV741ctwM0nG933f9x14fVRN0VF2x6D7tre97U4/cl/tHe94B+94xzu+qMdwe3ab3u1trIKPWpnLpZX28jby0GBefr08PqIl0M1aIOtry2pS0V8veWQ2YbdzjK6GY7FhpVOQDg1yGIecarcLne6zH3wU4Y+tIXYn6GiKRzBpoqBCU8Ws1DGjvGRV5q3KUJvrMR4k6NgBJui4xixI+KkaKEqE8zBpCfInDWURMTWa3MCsscxMQ+00xklMI/C1DaTFdRO85VbUVkoCP7Hc30VtoSxiunsFcidHJHGgWGxVhsgrXOmoNx3yxz9I+voBv31jxOnU022fLGskrnJ4B74Jr02riHM67fDbNwSv+dD/fVBlqDSIvEKMx+FApjl+J8ftGcoiI7cK114K3R53W3Actrft+RmHry2mCeHZ2glK65iZhtxopkZTFpps0gpYZEkYKcaE69uKS8iYttjJB/1cGe6Pyw2iMHgLLnfUu5Irm8MDKkOxcujIooYa1obPLnYAYTx1u9DvIIcF6bDm/8/en8daluX1veBnDXs4wz13iBtjRkRGZmXWQBXVPCrdNl2Ph4FnGp7aRqhtsGhjYcAyKoGEaFsC8fpRDGokg1FJlguB2obG2GqEW7Z5z7ShbJ7LDA83VZguihozszJjvHGnM589rKn/WPuce+6NuJERkRGRlZn3V8qKe8/de5999llrfddv+n7Xq4LaSs7kmo4WPO3GrGyWbAwqVpoQdqth75qP6aPr4PIcOPzz8ry5+4b4vuoojs7jY924Nz/QHrW3sp6uv0v73eu1NxUj1ZvVHia8dNxEf5gQ9OGc7nJ4+eCYtFG+6WpPOzUkPXjHuW127NOkMrCZ1XRW6hjebaeQJtEreg1ZP4Cw0kN0W6gk4BFMrGJgFSHAwGg2TUJ6y96hpwtRDk8qf0DraEIMh86qiJRVDf0xvl9gB4FpmTG2ipGBga0ZyzGFa1FahakVoTCEsqGabLiX5wtkLDQKSBFD05WHcZHS7VfIXoHKVMx/Kgm1JUxK6oFksJ8zKHKGn0mxHtYyQd60qVoj0bWMnq4VWBMZnSTxOOvhD36jzWqiWWuVrNkSmVtEu0QMxhFAJwW+X1D1JeMiZWolPjSA27RVxYcDwfu4MbCOUNaEImDqeQ8szKxnKEeMTIuxVUzLjJVBjewXyHlRGsCsIlSWYObtW8SNTzNOfB3ABoIFVwjKScJw0uJLk/ZCT3dNO9YRqCQgWmmUYnzNwSoISiGanLJeMXSKmg0rOVtl1Ing2fYOSS/m+7vaHxq/8zGtxPEbz/ux4+bZ8ry8X5HNt3R4mYfvt30TYO5jsRPQfb32gKGFe03ARzU5j4bSlsMfy4uPXgLMrFljUhlVcISEleccT18r8MCpdkm67pErkYoQQFhLKIrXFrJXCtIUqWOfauUlgzoSIAxVJERYHXZYswWt2kTlG8WhWemcQBYCmXrEqEZKgaijxFzYm+H2amaDhGGZMTKSkfH05T7jsEPhzlJ4RVUl2FmNnBhEUoJNwPpGt3f+fKLD6AKUDkYmY3VckuxWCDVFVBahFaG2+FFNMdEMypytMme70nggEbGNB8BYja49otEGNlbHquHmOAe8Oks5k8Vq42xi0aMakVcoPSFYRxhV2F3HbJwxMhlTq3DhoAUIGgIqG1CVg9KAc4SJwc4CVZVQ+Ai6U2voi5uMzGlGRjIsM3qDEtWt4+czFoQklDV+VONnHlfE9idCE3d3DQOmi+HyYpYwmLbYKXOuF/F9WgpaUkIAqX3UQE7T1xq6sQivyZeLRCJXFKmxrPqSs2WJBLrPOHwfUu1IpT80fudj+ijILs+BQ/PjdUQ4D83XcP9/O+ZiS8e/eeBoqa3+oc79crZnnnnmgUPHwFuLe/nNZF+uu9tlx1Qt/dzUUZGIgGryjOpUztn+ACcSuusVekNHL1epGIKcTBFpQpDy+Lzu3IRA6qavlQho/SowFrFK+EKZNaU+kHmLTj1CshCxr2uFdzHUDJZgPTKtojDCvqHclYymOQOTROUdYxmG20zMFqX9b5haycwkmLFEj03cOJim77U+YGwS8VbxIVA5wchohtOcdN+BsKjSIxJBMAE/8czKFaZGR6WfxmmeFw+7ALVVqFqhVMA5QW1VpJwM8TjroXAwsZKp0czKjGxkkdpCmBJMwI08xX68j5HRTKzAN7no+Vfog4ifo7DIpALj8WODGcfPPbWS0sJUFIzMTSbyfYxMwsAkrE5zkm1H7kvkzCCUwDeV1mYoqGYaayVCBBJYbFJsLanKeF/7ZcZ2mbBdRFYukYlG3jdWO6PEfW1QxWAQC8esBaWitwtI7Tgzm6JUQK1pfB+U8iSNlz8fv/MxfR8BmDfEvlzXhRO7037lV37loc67cuXKPf9+ArqP0I6bUIcJKY56ofKuxx16/XUWXx3O6S55uksL0zw8lytHkjhEIhAX11nvOEQ7Q6yfgnYWw6uFIWyP4OYAuI7MNXRzwjsuxTaQI6L2YtAHY1AdWMlr1ktLv06ZWRHDnUawVSU4YotIz1a0OxX5isPVUY+1P22x2qrQiaPe0ngfOYoDMCtXGNcJ/Spju9JMbHQWuuIUKk0pbGBgJDtlTtp3rPsZ2bhEtQAP5UAxq1JqJ2m4rvAhSvzdKDS17zC1CWvjinYWi7pCENS1ZmvaYreRBaxdfN955XPhJOM6wTiJkgHno4rQxCQUTi64oesGdHfrmO+sraQ7MWS3DdZKZlXKoMy4XabsVJr9Kr5H43dSu3hMOrDgLWpocRVUQ0V/2GanzBkYSWEDMkhW08uEABML25VG0mVSJ6z0DVli0cohpEQ2GsZVlTAsMrT0rLQq8p6lHCtm04xRmbFXZexUmt1aUHtPW0tWE1hPLSt5jeoQN2p3Y6ybTBCDAWJ/AP0xYXcSt15aIvIEcbqLSDTSB06fHUSykZVVxPUJSeLIlTs0fufEJkc9lAcNLx8av0vz79AcDXefrwBy6W/HEXUsn/Mmcm4P2Xy8P+y5X872dV/3dY/luieg+5jsSbcJPYwtr0sHgjYBIRpJu04LmaZw+nQkhiBEL6SyhFmN3zfYSaQClNmIdFQgzqzC5nrUgs2yGPcsSrAO0ZK02hVr05qNVFN5uWhbskFgvKB2MeeZtjz5e1cQnx8zm0I3rTn/P+Tw7Duo/vWfsXe9zaRKqb3EeklpFVVToJRJ6KWap6rzlOE0Wkavs3CSSZWQTjJCqEiK6NFXZRI9UCIJh2yehw0wMZApha5SXJCURqObkGbtFBOrG77gePxcb2Auj1g1PbXah8XvVZCReKM5HmL+uHCSidUoAcYr0irBesnUJgxqzcgqJiYe25BNEX3/6EFXZRKBsgqYSjKbZkyqCPCuyQGvyjapf5Zersnk/L0Fkzq+l64SUuXpZjWnLs7Ivu0r6b18A/c/V5RNe07+3hX8/2/CZBy/L9NURgOsNqxcG6lnLalptStES8YdnnVxAyZk7MseT2C3D9tD3M4UN/RNMZlAbsScLp0cuh1IEkQri+AsQaRiQRO6PH4fIhr4SOzOeXz3iuW3oqf7VtXTfVx2ArqP1O4OoId2ym/ApHtQLVExZzLKUji1RrhwgZDliKqM02RUECpHuSsY7LeYVDG0/FR/SOupKfriCHFmDXpdyBvgDQHZ1uS9mrVJyWmrMT5DCYFp8qmuIUHPMkP7f9fF/9VvIMt/D3e95KmvD/i/EnWT0+9Zp/qf/pSbsxYuCFJ5QHGfisBKIgBBS2fULqWlYxi28oKp1egqwwdIK4cQgVmVUliN8QeerhQCSaB0MDYCReyNLZwkER4poPaSsZWUTsy7c2LfIjRCBoLSSULQSBHwQVB5Se3EgmWrSZFiHJRSMBaSQNyQaOExQVJYydgqxkZQuthnq6VYeLrGSwqrSaqUEGL7U1VrJnXG1GoqH49tacFmlhBIOJWJSFnZgFYVJMbIxSbgaeVJv+e/w2+swzue5anJx/jz/4+i7ST+r34DbX6X6X+uCEX8DiAWMa2lsJ4ETmc1a62SvOeQ7agFTAiI4XhBqsH2AHt9QnEDhoMWkzqlm1WsbZS0Oi4ya3U7hI31KPm40kWkwDDySz4IwD5uPd2jdn+Rqjduw/0o7a2a031cdgK6j8keihf5EfXwBnF/Ze7L4Z35xPFBxNd9AK3wX/kesE21ssmhNoh0AD5QzTRbky7XZhmFF0xMwuXZkPVqhLYe4RysdheqM3I1R29YepOS0iTUXgGaaUNkMFcRaq8Y/F/9lng/f+Vr2f+N3+PMrf7iida//J/5z7cvU3voaDiTWTIZyJVHi/hvV0tWXQREiF6e9YKZ06g6/pzVDiGifF1hoxi9a6T65hTGdYCZiyBsg2LmJKmMMnzWi0Uutw4xPwugGg+2Dg3ochAKrpyMwNt4urYB6lrE3C5IfHOeEoHaR5H6mRPMmvcJHKRIXRDUHgqrUEJjXJT+K52itJqZ01gfOZp7CXS1QIroic7FBbSMykFz1aitUvLqbI0Lv/yfSf6v3wqAu1Xw6dEm7wPOQQTe//qb2H5UIYLozHZ0YDOznMorer0SvRG/d1p5TGLPZjCcEG4Psa9O6F/NuNpf5UaRMnWSd3YTWrml5S2kmtDtxpRFkhDSjHBqBfnH+1GSMRzk4ufj935Clvc7P17L7q8X98g5b7GWocAJI9WD2gnoPgF7EhXL9xLdXibpPo6we362CwJrJaEKMBjFGKYxkXYxSWKor5WBjMf1a82rM8F24YAcKQJZvk93tUT1WtD1sbRUKei1UTNDPilYLYtFSNgRi4sKJxkbxXSUslwP/e6v6jO9KVmpY07wNz9xic8NLG2tONMSnM8hlY5MeSSxLalyktLHyuiZPXjGlRdgoyeZSt94wDKyHvmm2rbpf51TSZbNemq9IJURwJpWVaYWah/zsi7MgZCGDQtKL/BBHvT+BkHdsGW5cKBvW7ulNtsgUCKCo/Xx+qWP9+FDBNx5PzEhetxTBw5B6g4+U+3lIuSey0DkFQlkKrCemDuelw0a4wVbs8DMOn7zE5f4PzfPfHpT8tXrI579yuHiWU5HKWMTn7H18X5XEsd6WrHaKcg3PGq9Bb02tPOYbpgVkc5yUDLbVlwf9PjCJOflcXzP06nmkm0+XCtbhJZhPg4lDEaEKmCtXHjZR0f/PYnqlzzkRyVWf68+3bdiSHnZHpZ7+e2Kuieg+7rtQblbH/8EvFcobTkUZJd+nq9JLgisU7hJINkZIb/4BfzFdx0c1+0iOi1ES6NkXLJKB9tmyn7dY2o1plLgbFw4E03IslgY0+sgqho1qWmNLJ3C0jKeiZVMvIj52SD47O4GX/U//i+s/PT/CfH//hh7L2V8aX+V7g/+EVtFzn/ZCQxdyXnZAQS5dKwkllZiSaRrPpuktLE/da9KI9A1eWPrBTMhUEIhiGHf2gvqhrFJEEHNBxrvNwKelQ21MQfrdtmAqw1xYZcceLC1j56tl2EpFNy815yhMcRK6UDsH3LNufOOKccBgM9Dv7JRFxLNdzgH9toLpDjIkYcwryBuWsFkoK0cLe1Yyyt04/EZryiMxgeBEhLjYdcW/JednPXv+1POtUom9Sap8uy9lHEaGP+P/wuf3T3Dbq2Z2Rgq1wJaytNJLa2uRa0rxHorCmGsdAlZEukmpQDnMZVmajX7NWyVcw3nNkp6REtDp0VYLsqTAvnFz8POCDcJcZw2C/58/M7H9L1Cnk8i1PzALUOH1pE3jx7wiaf74HYCuo/QDudxXh+4PsoCq+VFZvnn5c3/fPEyXmKMwlUQpnWkIGwttQMpBa0WspuRdyasasdqotnUbboa2tqR5jYumu089vB2OwSdRLrGWYnsFui8IFEWRQxtziuOZ1YwtQmTV87xlT/4H9kpuuxXmlulpvYZexUYX9KTOd1U0tHQ0ZZuWtPOa3QaQ8bBC4yRsTfXSyaNQHrpJCaAP9LL7OEg3EsEPT3vKgqhqUiOgLfclmLDnARq/jBDI7gQjy99A+Si4eJowsHGzwuu4rUbXT98A7Bzz9g1x8xt/v7z0WED4ARGxL7nBboTi+ISAbmKoeSudnRTQzep6XYrhIwhWlsrlIi0jV2n6Kaans0x3vHJ/ZxTWZdUQlcH9qqEd/3gf+TP+ufYrRSFBdN8vpYCRSBRFp17ZLcVVYR63RgmzjJEZaCdI1qaNLe0taOrE9aSBOs1q9qRdyyy241jZ1n2sZXDdEKY1rgKjFGYRrnqKPjeKfX3aJb4++VbPvb8R7hGfLnYk87pfvSjH+Vnf/ZnuXXrFu9973v5yEc+wtd+7dcee3xVVfzkT/4kv/Zrv8bW1hYXL17kx37sx/ie7/meh7yD12cnoPsE7FERrB81v8SJE5b2m0dDZscD7cHPDfEQJghqN+fkNZEsAcdy0UfotBErOen6iNM7BVeMpqU1V9qGs50JrbMeeaYLayv4eQuRFIRpG9HKIpm+bmiCiRzH4zrgQqTxq0P0vqZ2vSk+grFtvE0f2MgyWjryQa8lnpXM0GnXZG27INYIDpJKoHWg2/AAx1A2FC4Cn23UABUHSnjxWS6p4okD3QDX1FvOq5vnFbPLWu5zoJwDZ+FiG8scC23zN7MA1INznQ8EccB0NL+/QEARw7eqKQReXM/HpT8QyaTmnkcqIw+x1LHCN5eebmLophWdtiFftYvnZMuo4euCpPaKU5kGEgqrsT4wqAW5jqH5sdX0d9YZmZhjLiwYH1ACQnLgWQtNpNlsZYR2O3qsaYJ3DllVyDMTWnv7nB1NGBuFFgk2wOn2hHTdw0pO6LTvGPEYS5iZyGHtFGa+WVxEau4c50fnwPL8ODxv7pdj6sHscc3/Lxd7WPB8mPN+/dd/nR/6oR/iox/9KB/84Af5xV/8Rb7lW76Fz3zmM1y+fPmu53z7t387t2/f5p/+03/Kc889x/b2NtY++IbpUdkJ6D4mO25He9SDvVcP72vZcQuGE4cHlFkq8jDh4Jx6aYs6LziaWcm0TpiNU9p7FbI/gmoWK5nn75u3EGdPkT5f8nQy5uzOBFtJuk859OUuPP0OwsWnDqT+5jYXOzcOOxWMyozbVcLWDG4UFblUrCaathYLOr9MBloqsJoc5I6kCGSN57aiLavdgrxr0SsBmTVVUB5U5VGpoT0xVE4xcTF3PLYwqAIT4zA+kEpBrhW5iqo9SZOzVcR/Y1g4NLJxocn5ClQQB60qzMnf48Zg3qtb2sNEDX4pjxsVkA7On/99/m/l/eJ3LSBVcbQo2fTnNh5z5aB0gdI6TIje63oWlaEyGT3jlna0E0O3U5P3LHqt+ZAuIHOPVGbRgvMuL5m0FJUTTaFS00bW3GPl4/cjHNQuMDSW0jvateZSO2G9zFidFqTGHXzv8+++t4LvrSBOnSI5fYOLT29z7uoW5Y7A1pLuRYe+0oOzpwj5Eaazagb9UWQfG2dxnDb5+tIdHtPL4xzALHmly/PjuI3r/djyfA1H++9Z7ljwSz+/tQH4cdvP//zP873f+7183/d9HwAf+chH+O3f/m1+4Rd+gZ/5mZ+54/h//+//PR//+Md5+eWX2djYAF6bvOJx2wnoPkJ7EpWJ4dBuPFl6/XxyFOIAAQAASURBVF6e7sHvbmkxskuHLcLLIRI41LXGjUuS3SHy6iv4579q6SZ8LG5Z7aDOW1qdGpxHPb0etXXPn7sTcCGS8BcVflJTThP6Vcp+LdktHWWoaYs2LS3oJdGD7WrfVCTHG53nKOEAeFvaLm4pWJoRHZEtBBb0jvMIrm2KlkrrGVvDTJTkNqMTEnyYw+xhXup53tWHxtMVEkWTVxXzsGZYeK3zPt0IVvEaS1HfxTUhetIHXvUBOssQMF7ggl94r/NNx/z3OeDOrGdqHVNnKEWUGGzZHrVWTa75yHt7okvYJI2DPXhOSrooVC88vmFPEdAAcqO/YCMDF0gqJxhbQRlqSluzX/foVymnpwn5pEYVVfzej9h8fAil0O1d2ptTwtQg11uw2hRPHQFOee0V2B3ixoG61pRLnu58/NoGdF04fg4c5+keur/H5PUu21uhknm5gvzBzxU45xiNRodez7KM7C4Md3Vd88lPfpIf+ZEfOfT6N33TN/GHf/iHd32P3/zN3+SFF17gH/7Df8g//+f/nE6nw1/7a3+Nn/qpn6L1WvS1j8lOQPcJ26Pc6fpwsDD4pd20P7LgOHFwnF1aft1SDG7eKxuLfBSV0diZIIyr2BO5t0NY3wRTR51XiKo0G11Ut3HnLp8jnD5FWLsL4AJiMoXhDLvr6I+7bFcJ2yVsmSkCQUcr1jPYzBynEksvNWTaxpYWwDqJDZE8Y05iIYhVrKqWCOkJPoZKIYKJMxIXmv8Qi0Kl0numomAo98hCh+BWkSJDi4PKYUGT6116VkoIlBQk6sDLDYFF0jY0YegQmnMWOcalUpnmvLm3LBrAFc1lJOCFQMm4oNkQcCEs7mXu/VofPc3CeSauZiCHlIwQQnHKd7EhcjTPmb5ckFGAwUS5QYi45qvoZVor8U1Vt5aRR0nKgBYe3VQ6BwTTOmFUJ2ipsUExtYq+FQzkHttlj1Npwulxi+7uEDWcISZTwrq5Q2EobKw3RBcJsjuESRF7c5saAlFVhCSBJI3pCeFhXGFngspoaq+o/bwW4fCYtkeCl8tz4BAAH5o3jw5oH7yQ6s1rr+fjfepTn1po1c7tx3/8x/nwhz98x7G7u7s45zh79uyh18+ePcvW1tZdr//yyy/z+7//++R5zr/+1/+a3d1dPvShD7G/v88/+2f/7HXc+cPbCeg+JjuO0vGO4x6Dvu7R3fvxnu4y6Maf572ahdHUM0V7XCH3BxASxHgKstFbrSIY086hC2QZ4cxpwpEJdMj2BvjtMZOdlK2ixa1CcmNWsiVf5V28m41MsJl6zmaGU62SbqskSV3kLbYRMGqjqZ2itqopWIoUiM4pksqim+MBvBdYo6KovRMLzmPfAGItako/womKRCRkTsWWIC8XFcIRN+P1pBAkSpIrsQhB2wBeLBfwxBywbTxj4wOeQGi4kiViUQwlEQh5AMZzwJUiTsygYgbZO08IgdAUnRHm5BuBynsqZ5mKGTP2KfwQLXKcCEv5ZYFxgsopklojZhBcjBA4J7C1wlhNZRXGyoXaUqodqXKkiUUnfqH21C40rSJHF3msBLeSUZ2zKww3ZiVrSc6prMX6TkGyPUZuDBCrPcKpU3eO1bV1EBKRpjCeQNGMq6pCjMexkM87wmobsT/AjyvqWay2jkxgc9ANh8b0HZ6ueG3v9vXY0Xkclt7/OKrXt4LNIzsPe+773/9+Pv7xjx96/W5e7rIdpficz627mfceIQT/4l/8iwW4//zP/zx//a//df7JP/knb4i3ewK6bxFbzk0dLQg5HHq+u6drlzzd0slIrlBoXL9C7vah1YG9IeRp00/TnKhkzNd124SV3vE3OJ0Rbu5TXbPcHmxwvUi5OnW8Kl5kam6zufI+zuaBc3nN6XbBam9GvuKQrab3tfDYQiIK8IWgRkUKwhBF3VPpSJUnUZ5EOqRsQMer2A8cIl3hfIGQiAUfbx0KKlFQ+haZ12T+QEdeiVgIpbQiVYJMRmds3lNrm0c9Dy/Pw9A2BJwPzLw52PSEmAfUQpIKhRYBEcAjkCEsOAxlk5buKMikoFKK2oUFaQfz9/Yxh1kGSyUL6lDggwGRLz7bPLdchUiVKUlxXpFUkb/aeIVxktrFIiofBKl05NqhhY8C9C2LbnlkHm8xmdUkY4cUsfit8hkTo9kp1nlVvMjK9D2sZSkbgy7ta/vkvX1ErxNztHcURxHHjfOI4GMo2jgwRezptR7KGtEVsNvH9S1lkcXx6eTC07VHPN2j1crH1T88ruKpt5O9npYhpRS93j3WjSXb3NxEKXWHV7u9vX2H9zu38+fP89RTTx3ypt/znvcQQuD69es8//zzD3n3D28noPs67UDn5f5Cx/fa6d7P+cteqzgmN3WHpyuWPd2lUPMS6FZz0HVQOsnMaooyxfRLkttDeMdl/M1+1DlNFaQ6/teKbFXIe2jrFgVyawvz6oSdW11enbZ4dQKvuB12iy+y0XqOsy3B2dxwpl2yvjYl3/TIrkTONdsGhuA8smr6ap1kajVTFwk2lIhFV6n0ZIvwaBMOtZrSicXyGquABanNyFWPwg+wosZgMd5jvCQJAi0g15E+8XQWWNGOiYt5zNLFHt15uHdOdOGaULDzgTo4SlFhsQThEUGi0aQhhlnTxmuVInrgYl42HSI98VoCWR7oKs/YSnYqschNl03VsPEeg8WKGgIkokUue4sQOcRq6NIJtIiygoX1TcGXPESi4UL0tNcSESuetYhczqlHdUC2JSJViI6j3XJIOY3sWV4xsQnDeo0Xp7/HK61NVifnWNUture6nO9OSLq3kVrj3/HsneNjXpYtVZP3r6G2UbO4dgTrkOsWbg8x/UBRpsysjqDrDo/f+Zh2R8D0OE/3uJ/vhzTjcAj58PH349Ee9oAP5s6bKRo9H48Pde4DnpemKR/4wAf42Mc+xrd927ctXv/Yxz7Gt37rt971nA9+8IP8xm/8BpPJhG7T8/2FL3wBKSUXL158uBt/nXYCuo/JDiuTvLEcq/6+PN2D8HLpBTOnmNYJ1ViRD6OOqf1SHy+7qC7IrkKuZIiei72UWRpDzkdCQ2I4RGzvwNUt+lczXh2v8MpUcXVasB2+QDs7zdP+OS60HOdbBeurU1qnPWq9kRHU0eUUE4uQAe9jS9PUagZGMzSKQd14YBLaKval5ipEmUIRGlKMqOojRKwEzqWkI3KMX8MLi0ThhccGj/Ee6wVeCjZTeKZT8r//H8aIixtc/Rd9PjNY5WahFjlV14Sg561Fkc7SYYKjkhWGkiACAkFCHp9LENigEaFpFZLgXPRkQ5NQ3swcX7E25PL/ZZVwfZf/72+t8KVpzqCO35fx8X698EgUmegipabr18gTGVuLxNzbjXSVxgtAUfpIkVk6yczFnGgI8XEDDeg6vI8hcKEFItOItka1EmRa0xKWdT/FOEnRbILa9jTb7gtcna7SS1p09Qr5VcNG2kcjEJun7kxBVBXUdfx3XBBGJX5c4ScONwGpa9KqwA9LqnEclzOnKL04ANtFWPnunu6jYp56GDtcyfzW4Fs+MIF/giL2P/zDP8x3fdd38cILL/A1X/M1/NIv/RJXr17l+7//+wH40R/9UW7cuMGv/uqvAvCd3/md/NRP/RR/5+/8HX7iJ36C3d1d/sE/+Ad8z/d8z0kh1dvVXk8P33KF5TLZgxWHq0VVOChgMUt/q/3B+bNGQWZiBQMjUSJBizbJtkd/akBHfoLqpuBPJs+zlhjW85Jer6C9OUOfHiM3h8hZEb1eH6CqYTwj3B5R3yjpX8/5j9fP8sVR4NVywFgOeN6/wDPdNs92A//NmR1Wz5UkZzRyrYNoZ4ukaShr3DRQjjSDSc7tosXNMuFWIdiaOV52twBo+y4bqsNqolnNZEPWAa1GFUg3IVtS0FKSqYyu0Ww5jaHGCsM4zDA2o/QJM6u41JH8xW8r8H/1mwjA5env8x9+QfGFoWXqbJODlSgxr6INEbgbL7cQY0woG09IYoXBYwkEEq+woTnXxXN9iAFPAfSSnG/+7gz/l14A4C9mv8vVf5kxMIK9ylD4WK1shSEPbVbCGp3QYkVpNlsNcYiKn9sFmNrI61wFwXYJwyowNIZ9N2UmJwCs+FW+cnWF861YtCYafeVWYhEtj5AC0csQvRzRq1hZrci3B6xulZzOehTuv+VLkxnb8jZ/PFhju1zlWnGW5/sll7844szeHyHP9mClHTdqUkTvdlbCcEr92SGzXcVo1KJfRn3kD2x8lvSrTzP9+Itsba9xa9Zmp0oYGMnEzsdvODSmzZE54JZahpbnx3Lx1OupWD46j4962m9le5ISfd/xHd/B3t4eP/mTP8mtW7d43/vex2/91m/x9NNPA3Dr1i2uXr26OL7b7fKxj32MH/zBH+SFF17g1KlTfPu3fzs//dM//eRu+oidgO4Ttjdip3s4h7VUSMVdPF0HMwu5jEQIgzJjtZ+R75SEmWB7JtlXLc5YzRmrOOVmtGuDrsZoE5OgwfiF9F+5I9jdW+H6pMOrk8BuVSGRXOYpnlpJuNwJXGlX9E415Pi9FJHpA9262hImBjORzGYp4zplZKLizrgOTK1hJgZINInIMN7hULHCOQBhLg4QkItipyjq4LXAB0VuMwKBUpRY4bDCUIWU0mR8adLmP/2rLn/5zCfh/Bk+8S8V+xWMrWEspugQw8VaKFRzyzZ4LA6HIwQHeELwTYGzw+NxOGwTkozEG9E7rjEYYRAI9qucT/xLxQvPX4Nb2/ynf9XlSxPBbmkYhClG1tjmu81DTh4y2lrT1oq2igxRqQwkMvbfhnDwTLyPVdbGO4wwlEzwWJCScd2lqwUjpejUKa2ZRWcelTuCNosNkcg0shfQ1tMzJRe85NlphhZt2tOnGFKwW1Wkkwwfciov6Xxmm3xnZyHdJxIJLhAKgxvXTG4n7A3bbJcttssEB/hpAVnKuJ8xKDPGVjO1gpmN43V5/M7H9J1tc08WBB9GDOHNaPP2tYc992HsQx/6EB/60Ifu+re7Cc+/+93v5mMf+9hDvtujtxPQfaR2DCHGE2iIv1dO97i/LVd4zsNytY/5v5mDkZF0VEpv0qZ7vaZ9BeR/KbiWdDEhwTbVw+umoD2tyUZjAHwF1UQxHrfYm7W5VWbcKBTbZY0EzqUdzrcVF1uepzsl51amJGclajWLgKsUGEeoHGFS4weG6ShjUOQMTcJkKZeXKc0F+wxaKFpS00kkvUTS0pAvQMc3bTgBKZqKYCUazmRBLjXGaxBQixllsEipKUJONlV8ggz3Tyy95DqfGeVMbaxItsJihY2VxSHBNd+/b/4XhEcIhQwKL2SsVhYKAgTh8cEfcAXjqYWhEhWWGk3K1Ab+fJQTfuI6I6P5r/2Em9OKAVNGch8fLFJo0tBGB00uNbmUtLQgV1HkIGuUl+afXwhBIB4Tn0pKatZZ9SvY4NANWNQOJk4yNAlpkaOUR4iKDIPo1ohGxEJkAbWaARVrzHhu0iYROZlKuDWTjI1huzS4kFD5lJUbG5zqz1hZqci6E2STjfA1mKlke9Dldplzu9RslYKnVUX7KUP49Kv0J20GdcrISGZOUDqxIMOYj9/5mD6qJHQ/edzHZcevBW+tSuYTuz87Ad23mR1XVDVvuahdoHKRKnFiJQOjaRctOts1Kx/wrBQj9lwbKSRCaELIqZyiW9a0xxbnBIXRjEzGfqW5XWl2S9gtHRLBqTzjfFtwsWV5ql1yrjehe6ZGrbURecMNWVtCafGTGjew1H1Jf9qiX6dMrMQ1UnWrmaCjNRfQKEnkGdaRAnEOOKkIpCrMyZeQHoIM2BAZntIAWkhU41rbUFKHArynljlDOqSl4s8GkepybMB4jxISFRRGmJjPXdrzO/ziOQsESmTI4BBCHSqYcUdy7fE68TUVFMZ7dkrFn7icwsJ2aRkyYyKHzNweCElKi5QcNa+KVoK02WykMpCK6Ok2JF1RR1hEWs+VRLCRSUorMUHjmsKwVDUqS410oRYpchrwXrLiS1rdEtlNEXkMI4hWghICIUou9kdo6clVTq40t2aSfmXZLWtKq8lkm7NlysbU0ksqWomNLWEeKqvZKnJ2as12JdgrPe+VI9SpnPLPJ+wWTzEwupFTFFQuUDe8j/PxOw/r+kck33dir2HhdbQMvZkqxh6hnYDul6k9Pr7muxdVzWnzahconUDZEKkHpSSVCfmkw+Vin2eyHf5TeZqhjBSDgigHN7YaNQtNJaukX0v2qwi2A2swwfJMp8vFNlxsGS52ZmyuT2ifcehTCaKTxJJd6yKh/bDGDjzFfsJoknO7zJnZ2NqiZGA1hTVo9HNjX2nUwI3FU4oYUl3mR7ZN3tsR0D5WJysx5zJuPGAcNlR4X+OwFLJganO2S0GmYj208wEFZCFDo1FBLVp0HB4n3NzXRYe08aaSWJWMRCLxhEjYEEARvWAdNC1aOBxpSHE+MLGeqRVUzjO1hkIWlGFC7adImaJFStPxi57TUzafSTeh5aQhuFguLu9q15BmiIVAgw2xl7n0B8xftZOMANtsrmqrONsZo2uPWk0RnRS0QnQEUkt6Fyfo7SF535HJNplM0DJhpzDsmAIGLXZzzUamWU/TyDomXVRMQrBbawa1YFjFwrTLaotQGEa3MnarhGGTx53aQNnQUC6PX39MePlR2fK8fDvlbY+zJlvx0Oe+He0EdN9guxcv86OyQ7v+pZF+uJK5AV3vI+gKcdCjKjSJzNn7Y8HZ82PWPldS5F0KB4mNVbipjYLrEwuDGvYrx46ZMZR9pJBsssnlDjzdrrnYnXJqc0p+NqA2W4huComGykTA3a+od2Hcz+lPW+xVGXuVxhNBdkUFOsrT1o5MWbqpQTYg64Mg0ACJF9ggqW3s5w0uYMUBteEyCB1q2QgW52OxjZM1M1EircB4vfAYtVB0SGkrjQmBysdq5fiI4/9iL/CdU0w2IDsn3RAIEqHIpCIRgsI5gohlPaX1UVrQW2aixFHjQo3z5tiWk/nng1i9rAhoCYlwaBmQMpCp2Gcrlp6bR2CdZFhnzKxi6mKF87SpTp5ZycRq8i3DSlWRuirKHHZTyBJEokmecnSzEp2OSXY9iewgRQokVDPHF9wNbo/XOV222cgUa6mkq3W8L2IhX+FiBfiGqzl7ccjeH2tu7PXYrzUjE8dYaSPfdO39ofF7nJrQ4/B8D83XowW84e3jaT9plaE3u52A7mOy5R3x6xE1eNR2iJ1qifh9XoBifAzZzbmABZGmUArN9d1VLskBT7sRr8guggOJuhmCQQ2DyrNXV9xSNxiFm+jQ4mJ4F+daGc+0Ky6tTNg4OyV7SqFOdaDXiv2+s4pQWdywptqG/l6L29Mu22VC3yiMh7YOdLVnPbVs5JGxKm9Z0p4H0fAvm0j9aCsZpf1qzcjneO8xqAOvjgP64btZaIqfDCVGtCi9Bg+pUEgRxey7KuWrN+BLU8l2IRnZWAw1z+cCJCG589piDhDzqmrFik4401I80/F8aaLp156Z9ZjQ9PsGg5F1bD8K9njO4Eabd/75fIjtR0p4tAxk2pJpS7dTx+KoxCOaIAMh5lZX+ymTIme/zOnXmr5RjK1gYBR9o8hVj7N2wrovyFSNSiQiSyBPEacVOtO08hmn9Rh12yPp4kOG9RkvlrfZD6+w5y9wfvIUp9KMtUzSaUQuXIj4lSvBJTOkLhTXd1e5OWszMIKhEcxsoGhCy+ZIAdV8TL+RLUJwvBjCGz3/H4c9dJj4bYq6J6B7YsCBp2CCjyw/Vi5t3gUhSK5N27ANz3dGfGmyTnqqvZDnM+4AcG+q6/TrV1Ay4TRXeCrrcqkjuLQy4dS5KdkljTzdicT2rSyi9nCKH9WYHU9/t8P1cZerRcrtUjC1sJlBSwY2UsOZzpS1jZLslEetakSv6berHKGy+KnDji1qHBc4WYXIO8xcy1Y0YvKRUcpxQPW4bD44LBUVBVIoZEPsngtNpiXnW5Jv/b+1+OOf6/MHuznVxFOGw9cSTUB5cU08BEkQfnFcJhRnWooPbpb8hb+/zif/UZ9P7Oe8OPLUwVEHSyXifVgqLHcREGgaXmzzmYyPGru1CCQyFrzJxtPNUku+btErAtnRsXhtTkJiPHqroLVnSfYtgg6lkwx93FTZAFpkGCcgCE7pKSKtUa0E2ln8TlONSiS5mnJKTOP4QuBCyunyCjf5c/brLxHSAPVFIMOH2OKVqJiTr63hWb3Pte01rk3b3C4TBrVgagOFDZQ2ernzsPKiKPDhWkZP7CHtjahefrPbCeg+QnuzyXbZpZzUXPqsChJvA4mMTEVTK5goybAWlD7j5WnK6dTxfGuISdooGRrChTnxhGDTneOcil7MxbbiStdxpTvm3FcW6As92OxBrwNax96VyRR7Y8z0S4Jr2xt8btzh80P4YtlnILY55y/xvtUW7+xNuHBuRPtZibywBptr0G0UaYyB6QwxGCP6U1AFvvZQwMQkDI1mbCUzF0kiChdDlIUN1M4tipoUKUrkOGFwoaZwfaysqUVBLVZIQ07tciAn5BL/nnfz1f/dv+Pz/+4Ct2cC5WN+db6gLBdHzX8Py0VWSFIp2Mzgq/+7ffx7vob3Pv9v+eM/uszIlRSipJYlBWOqMMH4KcYVSKFRIkcRJRcdnto5iqY6WytBoSQtJSmcZ0V7QogebxvQaxJ1poVY78DaSqRnTBKCFCR7fZLdAe2bI9ZeLulu9YAuIyN5ZTLlc7OK5/N13lVu8O4y49JsSMeO0ULCxmq81toKcn1Ka2PEudMTVl4t2dzrUdjTXJ99LXt1hXUuag03OehEQS8JOC84a4d8drjCTq0YGcHYBPqVp3Qe23BORzYuf2j82jdRnvXNtl7czQIn4eUHtRPQPTHgIBfmgo9tNX7eQyoJweOCYL+KFIjGK87hqMYV5zc0FZF0oa0lIaR0QkJLSTZzwfmW51xecao7Ra1nsJJH71Y3Q6+qYVpidz2D4Qq3ipzrM8ErxZhr4VO01CnWdMb5Vs3ptSn5RZAXelFvdX0NOo2XOy0QdR3bjXwAE/BNeHliFWMrm6rXCLh1o0FrfFh4nBqFEkn8TyZ4ZzGuiNePkkY4YfHCIV2s+AVQX3GBc//Rci1VzJymRsWCLBwId6en21iLlFxoeqniXG5RX3Eh5otXBCbAVE6pKKgpDgGuD45EtRb3qkP0UgOR89n4QGnFQmJwTpyihCKVmlat4ybFh/i8Ek3Ic+i0CFJHAQIV67nzesDpcsrYpOzXOdtFxh+bPyYpPkAnWWFV56wMDdnuGLVSIKoaWnn8flvx+1brhtak4FQ15XyrQ0CRyRaF82gRx02mIJPQVp6dEky/ZKtUh7zbwvpIfdmwhjnCa+ZyT+zx20l0+cHsBHQfwg4VrbyJd6t345p1uBhGFZF+MYhIJuFCLK5yDc+wC4pzgzFsrCOInkpLg2qeR1fDqTywmVnW8opW1yLaecPT3KgJGNswERVM91N2i1ZsMSocfbVL7ld52j/HxZ7mfHdA97xBn+vB5hphfY2w2oM0g7KM34iL5PhhZrHTQDlNmNQZQxMrqicm8iXXHkxD3+gJSCHRQZGElJTo5QZhCdJTu9kB8AqPa/KqVhpeGinC//Pf8cnf2+BGkeNCvJbyCiPiUz3KDgaRAlLNq56lxAW4UWg++YslX/WZf8f/6z9d4qVRxUT0YzjZl5hQLABXCEEiWqSiTRpykpCiUUghm8anQOUCHtGIPgBNfbWWCWntsdMZcmYRZT0/IAJulhJkJKAXzqFLS3c64nwxYWQ0I6v5s+EqfbnLbtHmdqbZKFp09yv0SoWelfH7TXT8N00Q7QS1WtEaWTYzSx0SBIKJjZuFVDVtSnPJw+GE60Wk95wDbu2id2t9ZPyaA+6iRagZv0+i7/ax2HJR3JI+7d3SHl9WdtIy9MB2ArqPyZ506OheBOsy3P+9eAIWH7ehQkYGJS8JQlI633hNgkQK6lnNYGRZ62kskqxpV0klrGhY047VpKad1ei2j14VgLXxv7KGwQS3N6M/7jbUfsRwaFjjKc7zTC/nHR3HxrkZ+kIrhqbXVmNYOc1AgKhKxGwG4ylhVOD6NeVAMZzlDMqUsZVMLdQh5jxDaDj2AaQkkwHQB8mpGKGNt+orAh7jCoL0WAySAisrtoTkN37rAlMH/eqgV3S+KXNY6jA95IUdVDTni+OMD+yUgj8NOV/8rQt8ZuDYEnvM/ACPxft6cR9SKLTMyGSPFiu0Qoc8ZORSk0mJloJEyphrbz5vLWBq47trqdCklAOFatWIdoFoTxFZFK4IiY7PtdtZfEe6MGzMZlw2mtKt8NzwPYx8QRE8A6PYqRJWxy3yXYMeRDpJ8vRgUCmFSBW6bVhNamZW4tLYW137pr1JgJKBcQWz/pSplUxtYGpi7rZuKpVd8I2whMc2bVn3Y8tzwB2qWl8ueHoCwvVv4k36iT0aOwHdJ2BPmvrxYTQ7Fww+QTVZyKYcWMhF+0PiBZLQhGZhUAvS3TFhZQMXImGFJoYJW8rT1p5cO9LUITWR0b8y0bOyDiYlfn+Gue3YKzNGRlJaaGnJ03KV07nkSsfxjpUp6cUEcWYF1nqEdougk3hfxiEGQ9gbELaHuFsFxW3JYNSO1bdGUzUV1oLoUUUqRLEgiwCFbtqk5HxFboDXqALrKjwW4wukN0ihCDi0zPjs8ByJFIuwbljavjthqX30TgMuZnCFimQTIk690Jw3sbFVy/jAniko5QjjJvjgIj0jINFolZGI1gJw2yGnpSITVaIkmRILEEPEzcVchrDyMLYxbDwYtZFySlsWKCmaSvVmCPR68fm2W4i1HqKqSUvL2WqC85J3rvbYKVOsD5Q2MpftlRmdfovWzhTpAnTzqIFoXfzehUBqyLWjrT0z57FBLtq2BOCCwO5NGFQitgO5ED1b3yg3LQGub7Lld4zf+7DD8+NJAO1bTeTgwGKf7sNWr709q95OQPcJ29Gd7hutQHTUfNNfuvAgGuAVjUasJrakhBAdw6wuGY/qGDqmIZuQkKkQJfaUbzTrIBQWEUrwgVA7/LDE7HjGuyl9k1C4yKZ0pqVYS+BCy/J0Z8r5s2Pk+XXYWCV0OzF06RzCVDAt4PYeYWuIvVkw3dLsDdvsFjn9hjJSiVic2xIH03xeAOJClNarpES5KDAvnEB4AVJSyQkCifUVLtQRAMO8QMoyrA25im1ENhzkh+cMU9YXOF83T02gZIqQkjB/Jk0eFgdl8JTOUYgyerhLgKtEipYZWrbIxQpt36Utctpa01KSXAmyho0qk1Fx6ehnlSJ6vhMnuT1t4bzglJvRsVO08QjrENbGHK/U8d9uB2EM0jhadsCFMOJd0zYrWjNoIueFE/RNQmeas35zRmImyNJGCUgpCKUlNIK3WkXpxUwFCh+roeetW9441HiCRxLmrzXPx4VwCHD90nP+crA75vEynrzFe3ZPCqkezE5A901sjxKw54uXaLxcicc3JA7+UKfhgUlAiYDoD3Dtc7EuR4CMsDzXZCd4ia8dflwhZjXBePzMYwaCySBjd9xhYuM7rCawogNnc8NT3SmnT0/In1Zweg1WujEn7DyimiKKEgYj/Jd2qW9YRrvxWntVzOMWPuaiuzoyVkUGqvliDdYL6hB7kQvZAK4A0AiXI72kUmvU6Ejh6MQCPCUaicYEj/ISJQ9yVDGEHD98wC/AM57jFx7a4pgQ+0xdUyQURIjHCtVcSaBVk8OVXVphhY6IHm5bxwrlto4CB7mKG5628ovvzAXRyA2Khi9bsFOl1F5RWc1mPaU3K0gLgyxqRCtviqGS+LxXuuA9ikBLjHhub0xLdbhdJoxt/AwTK9mtMs7sZHRNTTKbRf3dRBJcIMw8vo73IwSRlCPmMPAh5tqr7TFrzai71xide7l+qTL8UYDv4fn01gbKR2Wvq3r5bYq6J6B7Yvc0T0Ddhe1oDqguCK6oES+PVqjzTgxlqgMwcV5grcAWEtl3BN8IIkwVk0nG/qzFfp1Se0Emoas9Z/Oa850pG2en5Jc18sIqrPYIrehNU1aIyRT6Q8LtIePPB3b7PXZmLfpGM3GRn1nJQEt6TmWWXHoS6ZnDpg2S2kXdYBd0QwZyEImQaKSDMvRQUiOCRqGxmIZPOUEKvfC6ZDjMMCWCRAiBFAlaQQgJQkikSFBRWXaR0w2EJtwdryUQSKHRqkUgoEnQsk0uuuShTcu36WhNriVtHQG3raKMYVd5Wsqzllq0OPi8xstGQ1cynVdyN9zKozrhdFGwOZnSGffRKy3EehNVSBNCK1+MAIXgzPU99G1PKjvcLiMfdu0F/VqzNeyyYQq6RUXWccjMx5q8GmwRv5f5YuuJohO1h2pmaI9nuOSg/exuwccvF8/2xA7spHr5wewEdN9mdqhieSkPpu5CD7m87xeNzyURSHFAoWgab/KvrH2G/8fwBbqpiOQGSlJ5SWE0ssgxxsIgktqPq4ShSdmvFUMT23jW08D53HKxO+XMmTH50wp1+TScWSesrcbWoNrE/O1un3Btn+pLJdvXu/z+9lNsl1HmLVORSONsZjmbV2x2CjbOz5B5XMiDi6BfTyXFLGVcZMhph6GUpFaSNHzTlZJ0nCI1pyj8KmWoKWURCSqEQaHRIeMwhYhAC4UnSu0JL2jLFZKQooLCCYcRdeRk9ppEKPQREYQ5B3Ma2nTVGXRIyGiR+xa5SGlJTZYIVlIVQ+YKOjpuVlYTTy+xrKYVZ06NSTsemYFQcQPkS6II/CTjz/fWuF1pbswUlVNkKuPM7hqXb9S8ML5B9swe4tIGbK4TVnuE1RVYWYFTG7SlJLvaZ/3VGZvbUbbxVqnZqwXjQYfVaYuNYSyiW8kMmbZIGfA+imFUPvaA1w5mjZTku6t9/g/vusq/f/FSfA7NGDuIGhxeopdDzIdeF2/yKuY3oZ2Elx/MTkD3Dbblisk3Mr87D9NJIeCYaue5NwhzAYH4X+kUk5EmG07wp1YWeboYzpQYJwFN5RRTkzBoqAX7tWBqYiDvQivQSwy9Tkm2CepsBzZWIuB2OxA8oqxgNCZsD6mvRsB9adTjcwPPzDk6OnL5bmaOS52Cs+sTOmcMyeU2IlUEH8A4/KRG9h1Q45wkKTyJFE0ueqm6WQgcEm01iZdoHwuhamKcNAlJ9GbnVJlE6szUx+9RB0UuNCuJpqUFhQ2MraX0MU+bSoWSYiEdLEMsaJJBNvSRHdKQ0g4tWjIhl5JMS3IVpQvTJletJY2wgSdTlnZqyDc8al0huykkCiEFoXYkk5rW/oxLZYajzdQq+pVnp3Tsl4qpTbl8vctZNSHNhohUI7KMkCaENEEoCRsrqKomm47oTUt6VcrAKIZGsF9B5SUmCGovMEHRSQyJdDGnHGQT4o5jx3tolyVfc/oVJtNsMabmC7kQS+PuLqv0UUrNN8qeROXzl6PFQqoTX/dB7AR038R2GLAffStC9BYONgI+HORh5oUutReUTlGYhP8+v8bvlM/HBTrEMKILEuslHsHUJIxMBNy9KtIKFs6TK0kuPZ3E0FoxyPUk0gmudKEVK5XFdALTKexPcDdmDG7lvDpe4QtjzVWzzwptLqQJT7U8V7oznjo9pPU06PM9uHAKpEQYA5MSmUwJriApPLpwiw4hJQJaxGIkFSKoSSGppCCxsdBKuOiJWmGbjPdcVCCCNICToJqpda6ludgOnM0tt0vN9VnKfqWoG6WixTkh4EWsOYtMVYrEJ2SkdFRCWylaOhZLJTLmbudqQqrRy4390gGtHbInkes5Yq0TK4mTBOE9qqhQ/QlP9YewA9Z3mFrJfl2z68cUwx7vXlkhu2U51Z6h2xm0W5BnoJP4Xax0YVYi1wta+4bO2JDLFCkkA+OpfCRLAbWIiGRKoGWk4wyBOD4A7z1fL19h5XTF7osd6kbhaHmcHfWkHpcX+3YFztdlJ326D2wnoPuELRypZHwcfXtHF6Xjw8hLr3P0dXkodLq8m/VN5bLxkTlp5iSjKuWFr73NF/7TBoOVcwhx5HgvKF0UH5/ZyKc8NR4bArmClva0U4PuBEQ7jSQNaRLRMPiYwx2M8dsTii3B1qjLtSLh2iQulGfzjMudwLPdGRfPDWk/p5FPb8DpDcLmRqx2LkrQQ4S1yFGFkP5g8WcOWiDnbUWNF1kqEdtqmmpd6USky8Q3LTmNKlNTjDWXOEglvKfn+EuXtln/1jP0/+0Wf3TtDC9PFaM6UPv584kP1Ib4cSXR222R0VKajlZ0kpi7zZvKZLUIvzYtQcyLWgQhCGQqEd0M1rqwthrz4UpBXSM2JnT6L3JRDeP34jvMbMa4nHEr7HGtOEtv1KW9VdNZnSC7OSJrQHfu8WYpop2iOzXt1NDSnkREqT3vPYmUtJSgpQSpjFq/y8VJolE2ulL2+Yq/tMPuZ3NGVYoJkRfbEw4t5kcX6OUiqsOv3x2Ql+fAkwg9H53nJ3ZiczsB3beZ+aXdvFr6+ucLkUcuANg3VcgyBBAHhT4uCJyPCkO1j6A7NgnVTuCvPPsi/+JaF3WhvahSZRGSjnqtJsRzbbOSSgGJ8NFDSwUikaAkwgeCsQjnYTSG3TF2u6bf77JVpmwXMLCGy8kaz64I3tmdcvnCgM57UsQ7zhAunCNsbECWRdpDNUKUJUgVC7qswFhJ5SS24Y+eS8zJZtOQSkHi5oH/uZcG3s+7mSMhiJJReWiuZytFLG762udv0f7xv4oHVv8SfO1P/M/4L57nGoqJbcLwHmpAhXlltCRBk0tNW0XAXdE0FcqBRByA1nxpt15QOUnpFMbK2KUiFeQZodsh9HqRoxoIGxVyMqGTbHOZQazi9h1qt8b1esR2AafSlPV+m2x7QtobQytDaA2dNsKH+P0kEpkKtHYkwpPOCUVCwHgwId6XDwdc1POqdiUgFBXfcOGzVDuB4TRnbJJGkCK2cs8Zw+a52xDCHbncxd+ObjRPvNYnYoGTQqoHtRPQfYvY4UXn/nLDx3kKUsQ2DrkcWoYDwFnkbKOQ+MwJxlYx2sk5/b6Kb9p9mT+v341MRBSSb64hGlF5wTw0GnOhadPbOwc6ApENqaoiXnsHeyPczpTZrlpIzk1tIJeKd65K3rVScuVcn/Y7NeK5c4SnLxJOnTr4YElyILBQW0LhqGeKSZ1RuJiDBEhEIG2E35WAygsSIVEiApxrFIpskNQh0l5qERm6Ygi1ybEKWEmg/fe/8dDzbf/9b+TSD/0JQ9PBEgFXiQhKzguUkMiImKRS0NKCjo7X6qjQeJQx7hCVkkT0DoOgcJLUaiZ1RigKqG38vFovABeALCNcuYwQkra7yRXbxwSFDzly3GNqA/1as1/m9HYL1OoU1U5jiN67SN9p7WLVlCLq9SoZFY1C0zommOdjwyKEPx8PwQe+Xn2RzpXAzqdz+kXO2CpKR9OXe5DOCOHOquW5fOLRMfygud2TgqvXbyeFVA9mJ6D7BCyEpV33Q4STD5+//Jdj+hnD4V3+cgj72B7IJvymgmzahOZEGXN/bu7lxv9MI5FXuSg6PjSKnWGX9IuOKy8Muf2HtzCtC/E9ZezJ1EQwS2Vkhsqa1iLdYHsAvA2E0iKmZQyHFiVYh98eY7Y9w9EK/Tpl5kBLwZlWwvPdkmc2+3TfKZF3A9y5WQtFRRiXmP3AaBxpIicuPpNMBHLlaatArhxKBConSYQCFDYIjBOUSlJ7hSMWnik5B90YUtbL4d9XXsW/9z0Hz/+VVzEh5jpbCqyINI0uCIwUSN/0CyNIVQzRdnQE3F7iaCtHqmLotXSKmRN4q6iCYOLmG4cUsx9QmyWiqOLnPmLz5yOdp2tv8ozpY/06kHNjFquK+3XK+qhNvj1GtMZIKSPDlBQwLQmljd9Xc01NjAxAw6fcFHhpQqPn66l9LKTaHG5x5YU+wy9qdoZd9uuUoVGNoEZk6ZqPtRhqDof6c+EwEB8Vqb+X53t0ftzNDrFd3cfx97zW6zz/y91O9HQfzE5A9zHZ/eZ0Dh23BKjLZx9PFuCXjlm+zOHjj2sTcuFOMv7YnaGjKDw+/hwvgvHLC5FsvLOYi6yc5DPDHjtlzrndgnedusXUWnaTp1AYhIgUgJ0gqbTAh8Z7DDFPWTrJpMhJth1tP0ONK0Q2iO9VWMYvSnYHq2wVLfq1IpXw7ErgXGb5qvduk713FZ6/jL/y9AHH8/LH2t5GvHwV97ktRp+XfGnnNK9Mc3aq+NA3ssBa6thIa1bzijyxSOkpqpRxnZCpFMoE4wWFi5sN6yCRglwJOkkUecgbj732gr0K+r/2Jdb+0g3Ct/73iH/7H+j/Uc312Vn2KjidxRBx6WMxlm/ymcbH7tr5dVd14HRuWEtrVlJDlkQQLY1mWGbs1ym7tWK/Emx7yY0iI335NM+MB/Qm11C1AecIZ84cHhenThHW1pAbq2ycvspX/fk251/p8l9216mcoF8rrk06mKuSzdGU9tYOanUP0dKEyuH6jtmuYlLklC6Oh14aW8pWNKxoT0dFKlCtAlIErJc8K2/RXrnB5/+3DbZmLXaqlP1aMjSCYR0F6ud6ucsSfg6HxUelpwZ+56L1tmHuco3W8GuB8MHrS2B8H17vYZnGg3Mfar6/BWxeD/Gw574d7QR034J25wKzHCY+WCiWwfwgp+sb7zYegbAL4HUoZMMVLERAuDlRRvTM9msJpDHXGODi2duUpotL2sxTu1p4Uimjp+tjeBUi6E5rTTbNkLIkrRwicRDAlYL+qM2gyhbKNB0VWE8t51ozkotZ7OddX7874A6HiJtb+C/tMH0pcHV3lZemOdemUaf1qbagrTyriWEtr+i2K9LMIlQMjVovKKwmkaFhrTrIpcaQqUATi7CyJjTd0Z5zeSAE+MRvduA3/zegwztO13zr//0U/+F/2qF0ssltx/OlOLxdiuQa0VvMpKelLe28Is0cUgaSyi04i2dOMBSKmYW+C7w0zVFilWf0Pt1sB5mnMay8unpkaCjC+jrizJhkWLIxmXF6tEK/1gRgYhWDKkONAt4X5FOLatUEE3udZ9OMaa0pncSGGFbXcu7phoagAwixXWhFTFkx17m+12Nr1mavThaAO7WC0nkqFzBhydslLAQOlgE3/v/hvtyDcXy8d3kSUn6E9nqqlx/tnbxp7AR0n7Ad3U0f58Ue3oEvHb88Uo/1jI+851LfrTomvD1fpAQSKyw66AXwCiIDsFvepbvm7gU0TgYDI/CoJtcoKZ1ms3uLfZ5DpmqRs42UjDH/55rPUzjJ0KTIAqyT5IVBqRAVAI1mr8gZGE3lYp64qz0bac16t0BudGF15YCx6oiJV68RXtxi9gXLK1vrfHbc5qVRYLss0ULxrtWEjcSy0SpZXSnIexaZxXNt7UhKH+kuRWhYtmK4c14IJgQoedAvu5I41hLDs+f3cU7w6ixjrxKcygLPK4+/coW/eOXP+JOrZxkbhQ4CJQ96oOd8zM4HQhAIEVAi9uEmqSPrOmQGSVWjVAyyVk4ytor9Gka15QtDjQttBIFndZ9OshU5n69I6K0cej6hlSNWV5AbI/LTfTau19gQ2aoqJxiYqIpknKRb1mSZxTlBWSVM6pShSSlcZKUSIlZXz7/j+Hkayk0rWe/f4sXBBttFzn6tGVrJyEQVpJkN1L75z/momxv8QsLPL0FtwGOFxd8HyMLhkPJx3u1xIeXjvNt7vt/bBNiX27se+Ny3KeqegO4TsOXJfC8CjOXQ06NsJQrHLCzLIbg5mM8bMeZ9qPNQMwEMB14vsADe+U53ZCI7Ve0lpU+YWMlOmZFN+qiLZ+lljXoRB60uUsSirImTKKMIpJROkdYpWgRsENROsVdrChf7PzPl6ShHL69prRhoZ7FQSN75zMR+n/DFW8w+U/LKjXU+M+rwmYHnZbuDFY7L8gynU8vpVslab0Zrw6F6EpEIggvoYUDKZmEPkbbQhEDlo0j9/An6pTJOCbS1ofPehGu/nzIygtrH5zMctekBnfcmyKuLL2XxDH3zWC0OE8Ki+hdASo9OArIFalUhTaCVWBAzrJPMnGJsNLul4LPVNlX/NIQO8kbgGdGnLW4hQyBcukjYWD94SFLG59fOkD1NL6+ZWk3VVERPrMQFTeklE5PQLu3ie4nvqZg4Se0PVI3m30TUYo7f262rI25Nu4yNYmQVYxu926mNakWlC4260GHANdjGy3WLkLJfguDlcX0cI9Xj8G7vO6T8Fgfgk/Dyg9kJ6L7Bdjgv++i93njdpb8teb2HgL05XwS3YEiKL1hCiJI1NkjA4sPSxsE1RAdBomQsgikdzKxgojVto+jUntWbA/LLq03lbwzPxr7SmBOeWSAoai+YKkkqE0TTnlR7wdjGhVvLQCoCLe3IE4tux/YVvEOUJUE08jpVhRgMELd2mHw6Au6nh10+1Xd82n2WqdvlGfHVnOtonmqP2Vyf0DnrUBsJotW01pS2Ca/HPGvlY/61tJ4i1FhhCSFfVHTXHgovsLViv17h0/+mx2eGRBGDAHsCfu2lNd73nZ/EhzMIERrmpuVK3RhKrURNaXNKL6maPC8hIppMBHIluuKyZZCJASZYLylch7HRfHL0WUbsYPvvAboAXAkDOu4moraxBzrLYti/LGOFuJKIXJMnlpZ2pFZRAHXjxc6sIleKltIE4n2XTlI4ycxFGk4pDvJ8tnluEsF4d0Y5qtipUmYu9mkXbg60sb+3PgK4JrhDeVyHxQt/CHDnHq5fMFM1vx8pXnrc3u3bxbO9m71dPdaHtRPQfcJ2tJLxOK3NB/V6j69wBu6Suz3680GOUuKbM6IfN/d0bUMRGUn+ado4XPC4oLAhIAzUTlArQanioporSccJ6n2DT2bkp3vUXhyiAjSepgUGSi9J3YHOqm/6WE2YC53HhV1Lj1YOoYgVtUWJkCOYTKM83WQK23389T4vX48e7qf7jk+5T7M9+RTPdr+eZ7IVnukEzp0a0X3Ko860EA1tIsZBCARnMV5RehU3EiYwtoaJHDXPsNeEmhvwtNHbLxzslYGb5ZREaBTRgzXBcr2QnMtbXOxE2UHr59SHsRLY4ijFjLFt0TXxfUuvMF4x/5pFJ4n0jp0Ekdd0dck5Rg3QdTg9fY6XJ/8rvuuQ/fcBXXwQPOP6dKqbyHYO3Q5Ba4RziypxAK0cWvoFgFZN3lkA2irSJm8+32hUbt6TG0PLcwrQGG6WjAcVezcKXFBsV3IJaCPomiakbLyn9DYqLjUerifghI1RhQZwXZPP8Lg7crhHPd+7zpXXUZl8/wVTb+2K5RN7eDsB3cdkD7PzPc7rfT0Vznded+n1Ja93DnJWGCSKEPyiCtojkUIigsSLgAoKT0AHiUNhCSRN200io3qPXmqhmWqYWsXsZskpkSJXO3Gh9kvkED6CauFiblQs7jEeo5oWG5jTNTb5QgdMiojGswLhgaIk9Ke4GzPG1zSfGXf47NDzGf8lxvUWz3a/ka/MzvMVq/B8b0r3ckCd6yDW21HKLgSYVUCNNYqp0YyNYmhgWDv2ZJ8JfXLRPaRZaxpih8rD1ATGxlKJmhqDCIIgQpTtC5FMZGwSMnlw/vzrlQisMOzJPu36DMM0vv/UaNaMIngTNYXbGQiBaBtUouiqGZfEEICvHD4FfCO36j/jM1kHNXwWRAeP4GkzZK13A7HeiTJ+ktjTOymid49AN3lkms9VOBb592Tpnq0/iFbMx5FpgBgk5axi+5UxxkkmVrBXRoCtHFg/L5jyUaw+eKol79YfCSlHOPYLsI0gfBhs5x7uUe/0cVQmv945/lawk+rlB7cT0H0Cdi+vdXlHvOz1PrKwM9wj9LzUMrS0aPrFOX4BvgEVQ5tIPDr+G1T8rQHf4AK1j61AiYhFOFoKMheFDUAwemXE+iWF6ubUPno7xocIvEuECtCEXIkY2NKCRDQhWBpP2UtcBb5fIKoIFhiHG1bYHc9gu8W14QovjgJX6yFBBt6tP8jz7S7v6nme7025eHaIfnYt0iW2m0KsqoZZRTCO6SxhWMeWlr3Ks+NHDMI1PIG2XCXVkkSKBRWjX2wi5pW3LgKHiDqxKig0GhdCQ4xxkAdNZOzNTZ1GBsXAXyMXOZ1qjdVEsl6nrM0SWlMTqSazSJcJIFo5up3SzYZc0QPeP2mTjS7wRd9jm1tcrYckozUIbYyXfOVnt9GnC9RqFj17AmFm8BOL8xk2CAKR6MI2IFq52B+8rDK1/B1F0YcDzaSqtOx+qY+1sUq8sIGxiQBrGu1gF+aVyU1YHXMH2M7DyQ6zANs4Ot0dYOvnLUP3yOk+jjDyvTzbt1qb0GELhIeML79dw9InoPsI7X4m1z2LKo4ZhH45XByOAeOlY9yRxUMcc064C8jLIBfFXgKJFAc/6xBznUJIJKr5t/lfkCg0yqvmlUjar5EoIUmEZFBH0fX9l/qsXtpAtNK4bPrIQhSa8GoEr7BgIlJCIIQmVYLSCaZWktcJetrCGEV3WgEVxkhmZcawbLNdZWyVmq0CJsbyrvY6F9vrPNOpeXZtl1OXZyTPdhAXLhKuXIyeo7GI8QQmM8KowNyo+eJgky+MNV8YGj7P59grvkA3P8dT4j2clz0udiQtFUHINl6u8/P2H0EpphQMsaFGi5SWWCVrJAG1aETnm8pnH2A1lawkOd3yAp/w1/h88b+yK97JeP/dFC6l9msQBE+9s0B0W7DWI6x0F/evnp/S3enzf/z9q7xwtc3Lgx5fmj7P9RkMKsun+4Lrs5yhucCZrGI1r2nnFUkSv39rEvrTFuM6YWolpRPUIYaBZ9ZTe38AsE2L07xtTBLDyoUVSOfov7LHqPDMrKd08dwYPp5XI4dDABvEQUXyskcb54A/6MENB6/PgfKO1qFwvKd7HLguz98HBdeHKZZ6K4Dx3QQp7vvcR3srbxo7Ad3HZMsT6n7VgA5XOS+Hl+/DG77XCD4uJH2XQqy5DyGRBNzicwgkQfiGGVjhsA1Ax98RkctZCrn0evTsolSdBgPWK6xX+Kv7tC5uEDLVfPYDqknfeD+heSIhCGwITb4YSi+YOoWsk9hDazQOSWUVY6sjhWEt6VcRLC52NU/lgac7JU+fGrL6tEE/uwoXzxBObxBW18BZhJtFisNZhdsvme0l3Co1N6aeq9xgv3iRdnaK8+JdXNSrnGkrNtPYlwuRoUu6WOGc+chUZYOhchOMm5GoNolqA5GreaGHqw6u0ZmLBCjN+dG7uJEZ9osXudpaoTO9zEqi6SUdzu3voteqeL9SErIc2prQjiHj9D1DTmcj0lctrb1VOirnRqIZVrFC+EYRq8HXbcJKmZFpR0waCIZ1wtQpSi8W0QjbtEhZH78XESJlZWioPGWI35WzgcTD9Po+/aljZh0z56iCwwRHRX0AsosQsb8DaO/mzc7JXI4CbXztMNje6ek+fLj49QLtw5BovJns7QqeD2snoPuE7X5Vhl4XAB9lpLqfnPCiZcghhMIxz+keBmCBxGGQQuHEwb1J1GJRXHjCTS5YB41BI72IdH4BQMGNPsn5NXyuGqLJA+82LC1VgdDk/KInObPRi3YBCqfQMmC8XHBATwxMDNQB2lrwXNdxuV1wYXNI99mAvrIBF88STm8SVnuRUKPyUNcwnRH2p5jbnt3BCtemcM0M2bUv0krXuSTfz9PpGudbkjN54Exu0MJjg6R0EiEkLkgKB6kQMZcbHNZXaJk1sn2SVAjajfj8ivbkyi+uUzhJWyn2yg1k/X6upZ9i17zItbBKZ7rOik75itsetTZFrHag14VuN+aj04SQZ4hnxuhEs5r1efblffLdVVq6xU2lGNTQr8B4ydSlrGhFW8U+YICplcxsLOCqmiIv2/Qmz78XRSM8EOYdZfH7Sz1Mb/TpTywT45g5SxksFQYjDJUoj/Vk45i8M2S87NXer0d71Jt94kD7FgTXu9m8A+Ghzn3I8z760Y/ysz/7s9y6dYv3vve9fOQjH+Frv/ZrX/O8P/iDP+Drvu7reN/73sef/umfPtybPwI7Ad0nYIdzuurYvy3bMhgfO9HvJxx9xI5rM5qHpAUKwgHQwkEYes7DFPO55uD4xeUOh6Ml0ct1Iomh56CijF3TWiIrWL3VR5xbw+aqoeEIjZoMi1yREwLrA5WLercxAymogiYV8VjbtPMUNuYfPVGVZy2BZ7tTzp8e0X5WoJ7ZhItn8adPHyaJqOooH7g3wm0VDHba3Ji1uT4r2eYVMr3KxfAuruQrXOwIzuWOU6lhPasAsE0PK2hMiPKFmZKkrk0iO5BIEtEiDW1yocmUpK0DK9qzmli6iUE3oGd9LLQa2Zxkuo4uvprr+vNs8wrdWYtekjPYaXN6tUD3RoiVDqHTjS1AAErhz59DaoXWihW1xyU1QO94EtEmlZrtMm5MjI8czrmMCksKqIKgcvFZxufZbHp8LFsKIeCFQDQawDIIHJ66soidMcOFh2uZBUNFTS0qrLDUFIsCqEPgGg6D62IsH/Fm7zcfe3RePQ5wfbtSPx61Jxle/vVf/3V+6Id+iI9+9KN88IMf5Bd/8Rf5lm/5Fj7zmc9w+fLlY88bDof87b/9t/nGb/xGbt++/XA3/IjsTQG6r7zyCj/1Uz/F7/7u77K1tcWFCxf4W3/rb/FjP/ZjpGn6Rt/eXe34yXwk33oMWcbjAGO4j/xw83eHO7i34A8d41nePByQ6QskhIPjROPtKpGgQ4IWOv49xDBspDmUrN0esL/aYmU1X1z/gOA+elPGK7TzlCJmES1QNqIH89YV42NedS4msJ7C2dxybnNE+wqoS2twbpOweeow4NYGMRrCbh+/NWJyU3Jz3OV6kbAjdkhFl3PuKa502jzdgadahtN5SS+vaLUM3guqSiNFVMcpvaCjFUUiWC/X0FJRi4qUjBW/QidJ6CSCtnJ0taWX1nSzyPQkZcB7Qa/SDRgmJLJHMn0vW+oGO2GfG9Oz3Bx3ad2s6PVGUe+2lRPyPHq7AL2VGJmwDmUdbd/nXIhtTlK0GRtN4SITVOVjRXIqxSI3bQILwgrjfCx2I2CDi6VSIY6VeVi5LC3ltREGmFrPzLnGw42AW4kSh6FiRgj+niHixe8PkJedz5c3ElwPX/e4vPFbr5UoPBR8xvOcc4xGo0OvZ1lGNt9AHrGf//mf53u/93v5vu/7PgA+8pGP8Nu//dv8wi/8Aj/zMz9z7Hv9vb/39/jO7/xOlFL8m3/zbx7qfh+VvSlA93Of+xzee37xF3+R5557jk9/+tP83b/7d5lOp/zcz/3cG317r8uOm5yPBYzjH+9qCzBeAthDIW4hDxdo3cXTndsCdEUE3RBikUzVyLvLIKOajm20aIWkujGhtIbVjU68nyYIOZ/QVXCxHciCC1GpRjdVtD4chMp1A7irKWxmlvOtgvb5gLrQg7MbhI01Qrd7+NkN+ojtPcKNPuWrjq29Na5OM67PIAkJ53map1dSnu4ELncqzranrPRKsq5DJOArUNP4bCIbl6JwkhUvOJ3mdF2KD5G3uZVKuqlkJYmh5U5i6WY17U5F1on0jkJCp6rxXtDWHTKZkck2+fRpdsOQXVNyddqms9cjfXVAq9VHZCmkaVQPavpoQ7cLGzXCGJSxtMsRp+00skOVK1DHVqDaN8QeHDzPKGIRAbf0vsnJ2ibtEIvEZNNyVkwq7I0ZF9uS61NHYR2ljyHlOeAaUeEw2FAd8ljvBpL3U+h07LlPEFzvlxLyrWyvN7z8qU99itUjfOA//uM/zoc//OE7jq/rmk9+8pP8yI/8yKHXv+mbvok//MM/PPZ9fvmXf5mXXnqJX/u1X+Onf/qnH+5mH6G9KUD3m7/5m/nmb/7mxe/PPvssn//85/mFX/iFe4JuVVVUVbX4/eiO6tHbcbvs4yfz8Tnd157Qy4B33wvGcaHnIxNnEW4Wh73dO+2wbNycXEMICcGgSAgiLrJGJPPlGhlivlPZ+MqlruLa7YpbdcXGuS5BhEMgL0LsZQqB2GbiIwOWhIUoupKCVEXt2fXEsZnVrLVL1GYWW4K67VhwtCyKYAzi1m3CtV2qLxXc3urxyrTNtUKwWxouqnUudzVXOo6nOwVn1yZ0Nmv0mkS2EoILhKmLT8xaWsbStpoVLfBBUbclxsuFZ5jIWLG8ogNt5WhpS5ZZso4jWROIjkKkkWFiU01p7RpaqkuuWmQqJZ+sM7A11wpBS7fJthznsxFZsotQcSyF9fVI66gUIcsR3TasdVGbFe1ZyVpVsj5p40OUJ7Q28knXzRhwIf5uvI89tcFRBYMVdvGdKBQiCCaDkuSW5VJXMTJQWE/R5HArUVGLGiMqTCjxGHwwiyrk1/JOj7N7tuc8xBy8+3VeH6AeKqQ89r3f2mHn+7H3v//9fPzjHz/02nFe7u7uLs45zp49e+j1s2fPsrW1dddzvvjFL/IjP/Ij/N7v/R5af3nA3ZfHXTyEDYdDNjY27nnMz/zMz/ATP/ETj/dGjplQh9me7rPK+EHf+iEm7b2qp495k4d4jyavKySWCiUSnEgQKLxwOAxOWEzIMC6n9BrI6KWS85VgdNMyuFBQyUlzPUEq2mShReYzMp+QCImWUUC+pRWJjLqzqwlsZo4zWc1me0Zvo0T0erEX1XnEdAJlEduDJlPYH1D+/k12r3V4cXieFycJ16aeqTWsJpq/fNbyzOoumxdmpJdT5JkV6HUga0g0tgf4/SnaV2S1pWNiuDmTjs1M8Y7u/JkEQrPjmbfc9JKKTmbIWhbdA3kqRW50oNeGPCV/lyUfTVnfHvPs1X12b7b50nCVl6ZtPt037JWK67M1nht3eO7aiM1LL5M9u4W8sEa4/FRsI3Iu9jAlCtHL0JuGXllydlQjRAooBDAx4oAVynmsj1SMc/CsZIEVNT5YAoEWK5za7bIxCUxTyc1pDCn3XUkpSipZUVFgRIUNFZYKFwzGzxpP9+4FT4/LnnRe9bj2o+NTQm9SAA4PXxAFoJSi1+s90DlCHPYcQgh3vAbgnOM7v/M7+Ymf+Ane+c53PvxNPmJ7U4LuSy+9xD/+x/+Yf/SP/tE9j/vRH/1RfviHf3jx+2g04tKlS4/79h7I3oxFFq91z0L4xtMFxEGrhxMGEWKxlQl1080bj5tajQuSykkyW9N7NWV6YZ1+ei0eI4isWEQPWZAgmpCtJHq6upGViwo3HiUBEQiVQxQ1iDGiKMF7KCoYTPHbY2692uOlUZeXJpprU8fUOlZTzaWu4Ln1IaeuzEiudBEXNmCtUTMSElFVsD+OE97HdVOIQKo9UhqUrMkTi1JurhmBcwprJTbIpr81xPXWN4uJVpCnsNIlpAlibQXZ65C19zmTT1CvgBA9XplohrXllYnChQQbVnmHV5ytxuSzOgrOt7IoZlAbKGpC5QguQPN8tAjN82pIOog36ULM39bYhadaM8OGChcsp9xlVm5L/GzGvoPKRaCOIeUag8FQR77kxrN1IXq5c8CdV8O/9lh6NMIfb8Z59maw2Or3sDndB7PNzU2UUnd4tdvb23d4vwDj8ZhPfOIT/Nf/+l/5gR/4AQC894QQ0FrzO7/zO3zDN3zDQ93767E3FHQ//OEPv6Yn+sd//Me88MILi99v3rzJN3/zN/M3/sbfWCTTj7N7JeQftx0XXrpnZfGDeqEPYQ+z+Nwr/HfXFqjgY6/uvK9XJDFHGwxeRPYqiaQWB6A78QoTFJWXZE6iTKB7VRJOP81u7wsokVKLEolGB40LKlYxh8PPTDZTOSBwHlwlCeOYYhDTKiYta4sflbi9mulNzWcGK7w8UVydWMauYl1nnG9JrrQNm++YkTy31NPb6cbwtLEgBcJ7Qu3wNTgrCUGQKEeWBLLM0j5lkDkIKQg+4EuwM0FdaIoiIQSBsxJfx+sI72NYuJUT1tYIziF6XUQrI8222VRDeAn+fLhJZSW7dUnlMmqvqfwKlVWcm43p6W1kL4dUgw+E0hDGFWHq4zNZqD01O6Pl73tJTs8KSy1KbDBYXzIpJjy9fZFpUeNCoPKR9GLeh2uEoRZ1BFrMIqQ8b/fxwSzAdtHec682uiN/exJz5GHsfufIWxH8n5S0X5qmfOADH+BjH/sY3/Zt37Z4/WMf+xjf+q3fesfxvV6PP/uzPzv02kc/+lF+93d/l3/1r/4VzzzzzEPd9+u1NxR0f+AHfoC/+Tf/5j2PuXLlyuLnmzdv8vVf//V8zdd8Db/0S7/0mO/uwe31TqgvF17W1/oc96a8i32+sZWkeY3o2URWIYsI5pAnHPCUQeGCxgRF7SODlQmB9lZgdfIs0wu30DLBz5VmgschI5EGAY9oCoCisk3pJKVJyAtLtlcjiyiOEByEwlP1JaN+m1uTLn8+VLw6KdiTe6yzwemW5umO45neJALuMxcIZ08T1pbk8JSB6QTKSJ1oJpKq0lgn0CqQt2ryNUd6pYVox/wqzhFmBjWsUPuG6lY8vqo0euJRE4ssTUyyArRa8fl1YzuQSDQJcMoMeXrXMbWawbjmWthiNjxF4VoUrsvUJrzrC7tk6yNESy4+t5957FhQFVF0fqH41BSiRbH4GPD1C+IKiw8WF2r290esXL/CMDF3qAEZ7KIP11JhhWm83IZhKsS8/jLgzl+71/g62mLnuAdAv8nsrQLAD/spHgarf/iHf5jv+q7v4oUXXljgwNWrV/n+7/9+IEY3b9y4wa/+6q8ipeR973vfofPPnDlDnud3vP4k7Q0F3c3NTTY3N+/r2Bs3bvD1X//1fOADH+CXf/mXY/jsTWhf7hPtQYtU7sor3cymOfAG4eLCHgwSuQgzI0AESd2wWUUmKocJikQoTIhFSPlQcm3m2Xi6Is3akc8YjwweSxS9r0WgElHdJ5WS1GqSOgrP622HTiKLgzOCssjpz1rcLnKuzRI+Pd3lFp9nVVzgdJpzsR243C44c34Ml96JP3/+DuF3AFEbfL+g3gtMxxmzKravpUlF2nYkpyTi0inotkFrsBYxmaHbI4SYIG97TJ1hmkcukxLZLZBrJaI2hxalsLZOkBppHUnluPy5gpHpMKhydpzhC/wJ4+m7qOwpSpfT2VplfVSQtwwqiW1X1ijqSjMuMiZWM3WRxKNqpPWsiwIE0cs9EI431jK6JjkzfI7VJGFs7R3Se0ZEgHWYJcA1hOBi8VQwMR98BHAPcyL7w+No+bXj+MfDkYK/E3uiFnm3Hzap++Dnfcd3fAd7e3v85E/+JLdu3eJ973sfv/Vbv8XTTz8NwK1bt7h69eprXOWNtTdFTvfmzZv85b/8l7l8+TI/93M/x87OzuJv586dewPv7Hg7HFI6fuf++t7j0RehPEj157EbiHkCkwi8IngQMCetJ4Bf9nSDxwgdF/iGOtIEhQqKJChKJ3k2nGPrs1NmF29zYfOpRa9oCIrEK7ANIYcUKBEZqwB8EMghKOHxCGqrGNUpu3XCzUJxdep5uf4jUtXmnDjPUz3JpVbF+Y0x2eWEcO7MXQGXsoTJFHPbMN7P2Zm0qZ2irS1dEdBtkKdahKfOwsoKIU0RdQ3jMSLRSOMQwlBZxcxqpiZORZWXZKsTWJve+Z69FcK5M4iy5PzGLYZ1Qr/O2B+cZ99/iZfdH+HFX8CNT7OZtZnUCb1ZTapdpDoJkSpzYhJGRjGxUdc2isg3rUE+eq0xl2vYG+4RXm1zSa5SCs/QGGbBNGDrDgkTGGL+14WDsLJrBAwW0Y4jgLsoqDoSgr1DGIQ7XztywCO1xzVPv9w33Q9jT5qR6kMf+hAf+tCH7vq3X/mVX7nnuR/+8Ifv2o70JO1NAbq/8zu/w4svvsiLL77IxYsXD/3t4XdZb4w9rub4h6lkvut1jqvGPvL6Xd8vRC8lNCC7/Hv81xGQizDz/BwEVKGIJBpEHmWDRKMwQUdNIyc4n3QpbrTY2h+yfrnNSgYWCS6SZ9ig8UHhfdS0tShMo9urBAvayLFV7FSSW7PAVlmQ6S6X5Pu51M55quU5353ROWeQ5zfwa2t3fR5iOoH+iPFWyq1Rl90qXSwipwDZEoheG3/m7IKwIrRa0GojnEcMp8CQmdXsVQlCJFgvUdKjelP0+t3b28LaGmJzSufcVc5PZuzVCYM6ZzL7Kq6JT7EXrtMtu9wsOhgvmFhFS7nF56+9Yuok+0YwrmFsAlPrKJylChFIa1EzswWDawUr4w1aWjG1ltJbDFGu0C5xJNvGww34BeDeLax8MJbuDrhHvd4HqrS/R63E/V/i7nSrJ3a8hTkd6EOd+/a0NwXofvd3fzff/d3f/UbfxkPbcTzKD3P+Q73/A+yujwXdO9iC7sytBfwCaJePm3u7oSG3F7iozbokRitF1PCd8zqrBnwlBoVGeIk3gbbSPOtX2f+84dXT1zl9bpVSZqQhpbQ5lU8xXmODxHoRhd8DSBHwQVB5wcRKJg29oUDwnHiBC1mHSx240KpYX52hN9PY26vu4vFMJoi9PmFryM3BCq9Mc/ZrSVtBWzfh0FxCt3XAEDW3NCGsrkSFIIYUTrFXa2YOJjZSkuQ3+nTWhzCZRE7lZVOK0O2gN1PWd2ZcKHJGtkXp1snKF5iKaeyftTHMHjca8tDnn7koBjGqPWNrmfmaQpTUsgY8u7sDerd6XE66TKRj3Hi387ytETVzMfllgQK38G5j1fLCs+X4auVYyXxModFRIH1Eq/T98J0fe+4bMH+/rO11tAydgO6JvW47tHjc70JyP9d90Mb+++WEfYCq5Pu+7lJoefnnuWfjmzyfEklciEkQwuKDWdBGHuJvFpG/2YiaWUhp2YypS+mohOfHZziH4qUMttdfwmLocIp1c5Z122UtTSicQKLIZEA2ouy5Cmxmgl4iueTbrGhYTy1PtUoubIzpXPDIzR60W4c/mw+I3R3EtRv4z20x/HTg4zsdPjcsKKh4Z2eNU2nTCtTSUYjgbs92bR3R20UAMyt5ZQpfmA5okfHu1Q4jm/Deao/1Z75IuPQUYfP0gYAtgJDIzQ6dCwOu2AGpdJxKc/p1l6nr4gN0NKRNJVvtBT5IKi+YOhgbuDGr6YcJfXGbKXvokHB6/A7Wh57ubIMRjttlySzUFKLCyDq2ATU522Xe5DnD1Lw6OeZyfQO8fgG2R8PKc8A9rrr3aL3A0fF6t9zvwTC8h5rX3eoQ7tde5/w9bo04sbePnYDuG2yPC1APnfM6KPAehNT9XguYxyNxC0/Y45Fh3rsbw9ECvxBTmANwEB4vJFUoDpRoGtEEapAT+Iog2L35LKNewrQ3ohY1tXf4oCEIlAykypPJgBIHwus2RJH2lvL0EstKZkhS18SiXRRBGA4JaQrOIaYTxM4+bA0wt2p2B6vcmjleEZ8jES2sj3R2QjY9t/IeK7QUzB+X9YF9uYUJBauz93OulXB20GZ9a4DIMgh+0aok6hpm03h/SpCkjpXMcNrHjUXpJSFAImNTkGzCypUXWCTKx1x47R21rMnocKa6yMrIsG4rigBbtWPqDJNQUYk60jhSNYLy7gBMl/iT58A7B9zldqC78SwfN4bu52/zcXa34xd/u8d7HQ4j34d3ew9wv59z3sr2+vp0356+7gnoPmF7KNC8j3MepYj2g9HW3dujuGPBEhCa3txFW5GAEBr5wIavmSMAPC+4muuvEsA7oIJuojmfW85PLf2ig9zooFoJiRRICbkMdJQnl55UeZSY9/LGQqtUOnLtyBIbgdAGwswghlPE7l6kV3QexhPYGWK3Jsz2EgZ1xtTGQqGcHrkSJDIg571Sx1WYxFJupIw6urkS5PSomDK1hpHJGdQZdmsXnWqEtYiVGczvYzIlzAzYgJCCLLH0XE0qHbWPUYL5Z3RBUDuJFjKGl0V8Jutpylq9QehP6dWR+Wu7hlEdGDvDLFQUoryjBWi5ICo+w8M8ygfVye7YsPJrj+d7j7N7eap3q4A+asfNleMrpB/cM34rFkwdZ0+wePktYSeg+5jsuJDSPReDJwyu93/Ma/3tzs+0KJ46Js87Dz3PgdcJc0hWEDgsKRggCL8ovIoHAA72ytha1NFwvlXj9muKJKN3ustGNyWVnpZydBJLJh2J9otL+BB/UsIjRMAagZ140BXKNxQSc7Cblvi9GXbHM522mDnFipZcMe9hVaWspdBSDiE9ITSMVXez2RSqCtHc11qacKU8w9CusZLEHPDMKeyOR6YjpLHQmR7cR1Hh9irsJGCNjCxYyqFkoBVslE0U0Y8wVlIphTCaygs6SmCDZbo/JS0KlICtOqoNjWofNXCPAO68IvlQjvaIYMEhr/dIodShcbHkAR8/nu71+j20orm3F3z0mOPu7Y7j78Mzvt95/VYE45NCqgezE9B9wvakw8MPf86jXRwOFczMc71HgHfeFrKQFQxLur5L5yx7WT4EslphvaJKYvFUSwtOiwp9u2TS11y4lNLZ1OTKkSpHnhlE4wl6LzFG4YPAGEUIguAtSelIJiW6sAglIAR86XFDTzlWVE6hReCpjmLTtWlpOJtH1SClGpmeomrCwEvFWM4hxmMoKpQKdBLL2dzjgqawmkxBLwloESjHCnHbosoJMp+BEFFgoXCUtwWmTCIhh40LfiIdUgaU8kjpCUFQkiCaQtzZuGZ3q2Y6rOkEwU4tKGxgZAJT45lax8wbZmIWQ/SiWFA4zquT57nb+Pzd4ruNI+ZIzpY7yTBevy1f4+6bPXi4ze39gPH9eMNvJ4vRopPw8oPYCeh+mdobJ6L95BaPox4vHGaxOgzApgkxR9qGOZMVwMQnWKMxXlM5SSeR1B66WrARLLObBYO+pbuRc/4ipBk4qxAiIPBUQWO8xHgFBlThSbQnGzi6wxKVRr5igsBWElsrlAx0teVKR+GCIFeetSRq40odCMbBZIbYug2dFkFqhLcwLRD9AUxmSB3opTXnc01LRZYoJQJd7elqi60V1TCgywDCQhC4WmBqzWiaY6zEcQC4iYyhcyU9QoLSFpynfxsmewXTqcIbBUhuFE27kPEU1jNzljJYCg6k+BbKQE2B1DLYHqI2XXivx3u4j8eOB+CH8nTvI4z8ejsR3noWHho8356QewK6j9SOrcIUx0/UBw0Xv/5Q8XH2sAvl/S888+IpoCmcUoeAF45wUy88XQ8igWAWIWez8HodCQkupDgXMCF6vbWTVImg9pJeokik5+xsF/OqYdus0TmVsXZOElBUVlFYzcxqTIhtNkJAKjzrZRbl944IF+SJRQtPpmNxmBKeVmJptxvQLT2hXyCu3YQ8RUgZhRbKGqYFoV8gdaDbqZAisGqi4EOU/3NkyhGAutRUZRRKqEz0hkurGJqE0PQfJ8LT1paWjr3PWsF42zPdq1iT+7SrhK2iR98otivFoBbslXOwdZTeUYa6KZqqDgGuwy682znYHi2Imoeaj6oHLXu5DzaeXs/4fe3xeF/g+oAAfNQOhaSP6WR4K3jHsZDq4c99O9oJ6D5hu1+QfRJVzY/SqxVCHlqcXqvgZA62h4AX7piJCxAOhiDkotIZIvB6kVBQxExjCDiXRP7goHBB4oJkq1QYL/BhlXPtglPdIecvzTDDwMvXnqLINEWe0bcJhZNUPlb8agHnrYqVzYmlkxpaWU2SeLI85mtXQslcqk/KgNQBocBXAXZLZLWDSORCHT4YTzCOUHqEgqxtYwWyF4vrzEPfziqMkRRVyrROGBvNyGiGVjEyAiUgk7H6esNDPS4JkxlZPeY9f2GPW/ttdsYdtmYtbpUJe7Wk3xBiTIxrAHeufXtQpbwMuPNc7tEQ8qHv8igIH/GEF9/3kfGyHAo+IFB5vWPy/sH36H3dDwAv28MUa70V7aR6+cHsBHSfgN1PteXDXOv+7XEsAPcPsBC9oeVWocXrHLBVCdSdvZiLkKZsdHpjT68TCZIKSUIQnpqMQmRkISfxCTOfkTf0iiFo+qlkt8q4XqScnrQ5Pyw5251yafMWq98G+AF02rgvDLj2qQ127BrXi4zPjTXrqeZcbjkXoJ1XtNYMelUgWgqRN/laGwiVxc8CbgLFjqIsEvqzFtaJSEcpQhRD0JZWalg9XZJuBGRbIDIVUX5+LesxWwa7mzKuErbKnK1S06/jvuRrTpWc0UMuvr+PeucaTKYgwf35FpMvBP7kD85wq8jZqRL6tWBgYFTDuAkn79uSguqQSMG8YMqE2Z0h5SWe5LsXSB3O7y6D9PIYuD+bj6fXM27vde6jAdf7DWG/FTzaYy3AQ7MCvj0x9wR0n7Q9rpahw/a4J/nxIPtapAQL4OWwdxMrnQ8vygsvOP5yOAQdzCLk7DisWgQgg1xUN0/tshcuCCS4ICidZlqnpP/xBsmGRF1eQX3wOa78t4Ir23u8cHPEzY8n6FYCaYZKoLNeo1cOAFfkOr6pb7y2wuBqKGYp+9MWL0/azFxU89Ei0FaBtdSykdZ0Vyu0AJFpRFtH7VuaIizr0CuOrqsRTDjdnfKVdYX9/7P35nGSVfXd//ucc5faep/uWYEZEBwQifOAGlfARFzQR00et5Aobo9GNCKJC5o8Lj8VNMbHmETQxKBiXB4V0CRiRAXUuI2KqCgKyjL72mstdzvn98epqq7qbbqrZ7qnp897XvWa7tt3OffWrfup7/d8l0pCT88wpadvgMFeMCXMHfeSPThOclgzvjfgwEiJnZU8h2KPkbrgjidQTifnbyOSWboCtc/hzuQ6tr/P1B1oZsGdU5zq0wczW7mdupqPxNzBWFNxKUOOo4kT3WPGwj7YUzn+hLZB+7nMy8pleh3dVuGdymSBg5YH+5RUoVbhbTRRaHQtSurbSyOQRlBNtW2QUN+BRpAaj1hLapkkuCeju1SjuGuM8Hc/QRYkIpCI/gIbX1DE7BomvX+M+JAkSwJkHOAN5iALMFmIyAeTw8wMSaSYqAUcikJ+V5YcjjRxpgmUoD+UDGUBxgg2RJIgazlHrTG12DadTxKyA2WykYR8khD0p3ibuxEb+0CsQ9/5ACa+D13RRPugPBIwNpFjuJZjOArYF3mMJYKxhuAmhmqqqemM2GT1udvJClOpiZplHFsFd6p1O1VsZ3MjzzbveySmi++xEt4Gx16AZz/eymdxtZdXp6nrRPc44vj/djy74C7EAmis2xDeqctnnP+rV7OyC2gKr2CyCENmbN1mDEghiYiRRlDLfFshCgn1vruZEaRaUc0Egm66Knm6R2OKe2LC0M6z+uE4Xm6UtCbJEoVUGmNi4gMJ2a+qGANd62JyDy0g1vUgpEaUMrpVRqnvACdHcN64sEawkSA0UoLwDDJn8Po8REEhlAdGYvaMEP26QvWQR5pIPF8jpG1PGA0r1IN2PEJCZdgniW3KUDkOGIsCxhOf8VQxmiiGY1G3buuCm2lqWb3ZPGm9K5CtMtWct7U27oy5tq1iO6N7eYZo5tnWnY3Z53aPtfB2xuIFeOWzuIpUqxMnukvAsftwLuWDaPHjbjS4nyq8du/Trd5WEW4I79SIZ1PP483qVnBWr16VmBiJJBKCyATNXFWQmHrnoUazeykCColHIQptLq/U+PWXkoZESzItMAjSegcjg0AJw9BohTX7yvRs3oO/uYjY1IfYMIhYN4TsH8DLT6nf3KBaRf7yV7D7AGbnMMn9ZUbvDzg40sdILSTWCm1sZSlPGgQGJQ2+tNeolioSLevWuqKSSSqZpJwKyqlgJIZqCpW0IbgZkcmIjQ2aSoit4DLZFcgKbTar4M4n8nYmwT06HXuWQngX552ajeP/y/Ti6DRozFm6jmXh+HUjtzL9ATTTl4c553OnuJinFjFofVi3Wr8zHKRNeBs9elW9R29mknp+b0IsJMJIIpO2XTaDFc5EQ+zZI+aUJJCGQHp4olG7eLKUYqNFYGZEs7qjEjAcexyo5BkarTBwf4Xi4E6CdXtQg3lkXwHW9UMY2PlarSGKoVqD0Qrpbw4R780oHwg4NNrL/nKBw7G1VmuZTV2SwgqvTQ0yLSUsBYkWpMY2NIi1oJZBTQtqmWEiMdSyxsumBUUmJa434rNim9Vb8bXXTZ4p9Wfq+9ZgpnSgWcuLznLvNuZ125Yt6RzvTHTudobVZPk69/JCcaJ7VDnyN/qV8613jmApMbubeSqtVq39Patvo5p/n7qfmR7k0rQ8iFuE17a9tz16GwU0WqtdIcBDYUxAlnkkWhNnipqSBFJQSe3Ll+BLgRIS1dKrIK2nD9k0JPuzboohHIgCuvyA3kqO/tFu+vfG9N4T0ZWPyOWHKfTtR/o09UInkNYkcVVx4HA3I7WQw3HA4dhjJFF1l7Ag1oZEN45j04Ma/3v1y6nN5NgSDYm2zRNibRhP7DxyVJ/DbfTBTUiIRTx9HpfplaNaBXe2udrW93n6shaX9DyCqqYyu/A2OH4/S/M7z5Xfs9e5lxeOE91F0vptra2uw1F1KS/Fw+XIY5zRup0jnWK6e7hu3SIX7HK0gVMtc8D1iFcMNpAKMK0RzPVazY1544QEHx/f+FQyha8VPrYRQE5JRF3QZMu7qKkLrTZ10TWkLe+rLyXdvkfBE5R8RdHz6PJDurwSeaUpKE2XlzXdww33dGKsW/tQ7DGeCsYTQTm11mkltQFPidEk9YhoT8i64AqUtP4CJaaP0xhDUh9r1aQkJrM2rUhISEhb5nFbBXdaK74pYjufOdrZ3s/ZrNu50nNm+uzMvP5M997yRzvPxexegJUrQQsrfjLJSj7nxeBE1+FwOBwdYYRpq7i3IIQTXceq4NjNNc00bzujpTJLm9lp82IzjLXV4rX7b7hCNcLY/ruCBI1PikLhkYkEJXykkSjho/CQSJTx7LLEurobVrRG161kQyLsLKipzx03xi6QKONTqnWRJyQnPArKI6ckOU8QKoUvFXkVIMWkt1vX3cGxxs67pjaquLX2cSyiugt4skuRMj7CSDztoYyHh0IY2TZmoG3cWmhbVYqk/nO9PZ/JmpZum4Vr6m37dNq+zxkCohZTWW1amtE89jX/alWz3d/HryvasbpwoutwOByOjnGBVAvDia7D4XA4OsLUs7s73XY14kR3STg2+X+zc/SPcaT6s5NVpKZ8AGf4XM1Vhap905aAmkYQlpna4F42jyOERJsUISQpEUIoJBIpqkgkQigEky7ZRgR1a5BXazN2beqlEU06LVBICIUnQiZkiUAU8E1ImOXwMx8/8vHx8IXCF3JacJY2thRFxUTNIKdI1EhkRGwqpNRrIOvKtGMq4SGwx5b1a2ZrUk9ei0YwVOM8DBqj2zsFTXUptwZOZSat/zxZAnKu924+f2tbb46H9LGL7l9Ot/OJ7dp2eboLw4muw+FwODrCYGy6Xofbrkac6DocDoejY5x7eWE40V0RLH91m6lu5Nn+Po1ZIpXnu33TZTot13fS3WzEZM6udSM33Me2HaCoRwG3RkM3XMt237M3Ybeu5cluO43tlPBIpUcqI2piFE/kUMJD4uPLnI2KZjJSuoFGo4V1+SayvXdtqmtkJm02HUiyWtv4hFAIYd3jUnqTbmUhm+c203k1zq31OmuTNH9vjVKerYVfe4ehxblLl6ad5XxZ/s/WSsbN6S4cJ7oOh8Ph6JjOv4Q50XU4HA6HYwHYDPbOtnSi63AckWPtGpzqvm66k1uKI4iWjkTWtapt9DISTbuLteGOnYup7tXGce3vM0daa5EgjW9d0MInEVWk8OvR0n4zWlrN8BFrRBRnerLusTa2UIVuRktrMh3Nenyh213KrddtrvOdreCFabsGM7uSZy8BeWJH5zocRxMnug6Hw+HoCFOf1e1029WIiyJwOBwOR8dooTt6mQ5rL3/4wx9my5Yt5HI5zj33XL797W/Puu4NN9zAk5/8ZAYHB+nu7uYxj3kM//Vf/9XpqR4VnOg6HA6HoyNMfU63k1cnFvLnPvc5Lr/8ct761rdyxx138IQnPIGnPe1pPPjggzOu/61vfYsnP/nJfOUrX+HHP/4xF154Ic985jO54447FnvqHePcyyuaE28urX1+cJbmCVPmeRtVqhrLqFdUmmz9N79jTqYLzd77tfWYRtg5YCnT+hxu1JKmZOdcW+eXJ49XrxZl0mZqUiN1R+vJSlG6WRlqepWvZloUk+lRbddgnuc87edZzn36tTjx7r12nD0yPzp3L4MhyzLGxsbaloZhSBiGM27xgQ98gJe97GW8/OUvB+CDH/wg//Vf/8U111zDVVddNW39D37wg22/v+c97+FLX/oS//7v/862bds6HPficHeWw+FwODpGm6yjlzGGn/3sZ/T09LS9ZhJPgDiO+fGPf8xFF13Utvyiiy7iu9/97vzGqjXj4+P09/cv+rw7xVm6DofD4eiIxQZSnXPOOdx+++1ty2ezcg8ePEiWZaxdu7Zt+dq1a9m7d++8jvl3f/d3lMtlnve853U05qOBE93jluPPfbf0qSFTmik0j9/+e5trtdV5Y2ZYxvRk/tlcrXNSb5CrSTFao2dI32mtjjXT8XQzLWnmNKWp/8825oYbferPdphzN5KYaf/tvx+5H+5SMB+X+dFlMb17VxOm2Vxj4WiUUnR3dy9oKyHay9wZY6Ytm4nPfOYzvP3tb+dLX/oSQ0NDCzrm0cSJrsPhcDg6wrB0tZfXrFmDUmqaVbt///5p1u9UPve5z/Gyl72Mz3/+8/zhH/7hgsd6NHFf1RwOh8Nx3BMEAeeeey633HJL2/JbbrmFxz72sbNu95nPfIZLL72UT3/601x88cXHephHxFm6y87SuuqOhmtwsQXvF3w8o6e4SXWbu9Ge01QXtKW1ScLUfU7nyOdlWr6cG+y4GtHTjcjpxtj0Eb7TtjVYmCFyenKMc49rtvOf7dynrjfJkSKWl/69F7O8rwvezzFxT881ptVizyxtcYwrrriCP/uzP+O8887jMY95DB/96Ed58MEHedWrXgXAlVdeya5du/jkJz8JWMF90YtexN///d/z+7//+00rOZ/P09PT09G4F4sTXYfD4XB0TGs3qwVuueAtnv/853Po0CHe+c53smfPHs4++2y+8pWvcMoppwCwZ8+etpzdj3zkI6RpymWXXcZll13WXP7iF7+Yj3/84x2Oe3E40XU4HA5HRyxHa79Xv/rVvPrVr57xb1OF9LbbbuvoGMcSJ7pLzrFxzy3W/bYQF1Hnx5rtG/H0AhLTmBqcOO3zqueMFF4IM7moW49j12kdim5ryNBovnDE48zizp3LrTz72BYXZTxfV/KR97mI93gm5tmPeXL1BfZ7bt32qLqgj7/sg2ND59HLSz1VcbzgRNfhcDgcnWEW8SXcrM6GB050HQ6Hw9ERy+FeXuk40T2KtBVZEC1RpIuMZDw+XccLdynN7ho90r7U9HHN5HY8Rp/haYUogKlu5vlGDc+170mOHEU8n78thIW5ko/83k9/rzsZ1Qzv+yxMrcs957rL6IKeT3/ilYXpOJDKia7D4XA4HAtkMQ0PViOrJZnM4XA4HI5lx1m6xxELdTd18g1zfsdYuPuwE460j5ndz2ratkdyLS7Wvd/KfNymi54OOIZuxyPdMzMfe/r9sOB7tYNzmp9Levr9MPO+WoqpHAMX9NLXhj5eMB3fr8YFUjkcDofDMX/MIhserEac6DocDoejYzq2dFfpnK4T3SVgKaKPj3bU8fz2d7S/qU5pwTdj1PDcrub2dev7OZbfqI9VxPQSWQELjVCeff2jfy/Mz2U83/v5yOvMxwW9mMjnExLTuXvZ5ek6HA6Hw7EAlrK134mCE12Hw+FwdMgiAqmc6DqWm6PnRl4GF/JCP3gzRnu27mO6q3l6hGjjPNW0ddsOdQwjS1di/di53/eFuJWPcO6dPIznqCU9yZHb/c1+r0xl8t6ZT2TyUkTIrzQ67jLk3MsOh8PhcMwfs8T9dE8EVtzXsyiKeMQjHoEQgp/+9KfLPRyHw+FwOObNihPdN77xjWzYsGG5h+FwOBwOrFu+k9dqLQO5otzLN998M1/72tf44he/yM0333zE9aMoIoqi5u9jY2PHYFR6xp/b5oc6KPZ+NIvNz84xmq/tZJ/T5uCmz+/OnEIE06/J3HO8S8/0NKfjh9nvpwWnBx2N63ykfQg5+/FbdzPP5/l8ql7Ntq+FVrmy+5r5ebFiC0UsImVotVakWjGW7r59+3jFK17B9ddfT6FQmNc2V111FT09Pc3XSSeddIxH6XA4HKsJO6fbyWu1WrorQnSNMVx66aW86lWv4rzzzpv3dldeeSWjo6PN144dO47hKB0Oh2N1YejcvbxaA6mW1b389re/nXe84x1zrrN9+3a++93vMjY2xpVXXrmg/YdhSBiGixnijLTeLKLVd9zmUp5023UcUt/cfvlSe5bigyEQc49rzqYCc6ceHe10ocW7qjsp/H/0vxvPfR6dpwId8/vFZO2fuVk50vRFfXdm+jTGXPtqcykv8nM923VcWWLkKlItlGUV3de85jW84AUvmHOdzZs38653vYvvf//70wT0vPPO45JLLuETn/jEsRymw+FwOGbF9dNdCMsqumvWrGHNmjVHXO9DH/oQ73rXu5q/7969m6c85Sl87nOf49GPfvSxHKLD4XA4ZsVVpFooKyJ6+eSTT277vVQqAXDaaaexadOm5RjSJC0uEiNabiIdT/7ciXtw2dzASx9FOTnyWa7TnG68ud2NS+HBOpoPj5nOZam9cJ2dz9LdNzOP7gifsXm4gsVCo6IX+bluu86r1NW6GlkRoutwOByO45POS6Guzi8aK1J0N2/evGpzvBwOh+N4wbg83QWzIkX3eKItkrnFhWVas+4XG+W4WFbMzd3ZdVopZzcfTqRzWVoWcO/MUhFjwdd+0dHLLVNTK/adN3T6uV2xBUEWiRNdh8PhcHRM52l0K/WLxuJwoutwOByODrFt7DvfdvXhRPcoMls04vyS+efYl8PhOHocpekW97mu44pjLAgnug6Hw+HomE6/SKxOyXWi63A4HI6Oce7lheJEdwk4IV1KDscqx32uHZ3gRNfhcDgcndPx3Ozq/NLiRNfhcDgcHWIWYfGvTtFdEf10HQ6Hw3F8cdFFF9V/6kQ8DWB4znOecxRHtDIQZhXV4hobG6OnpwdQzNik1eFwOE4obMWo0dFRuru7j/rebX9hw8KfqRlg0FojZqkQdqLiLF2Hw+FwdMTo6Ej9p4XYbtbK/eEPf7jqBBec6DocDoejQ7q7u/nHf/xHbNrQfIVXA4JHPvKRx25gxzFOdB0Oh8PRMf/7f//v+k/zEV1r5f7ud789hiM6vnGi63A4HI6O8X2fG264gflZu9bK3bJly7Ef2HGKE12Hw+FwLIpnP/vZ9Z/mqk5lRfnQoYPHfkDHMU50HQ6Hw7EohBB873vfo+E+nk6jXKSkv79/Scd2vOFE1+FwOByL5vd///exaUMzWbtWiGu1ylIO6bjEia7D4XA4jgr33nsP061da+V++tOfJgzD5RnYcYQrjuFwOBwnLMe2OMZM2IIZYJ+zYC1fTZZlSOnsPHcFHA6Hw3HUOHBgP5NzuPb/W2+91QluHWfpOhwOxwnL0lu6AEIoGulBAMZ02nP3xGNVdRma/H6xar5nOByOVY191i21bVWpTFAoFADDXXfdtaTHPt5ZVaI7Pj5e/8l963I4HKuH8fHxupdvacjn89x2221ccMGTOOuss5bsuCuBVeVe1lqze/duurq6lrzQ9tjYGCeddBI7duxYUjfP8YI7f3f+q/X8l/PcjTGMj4+zYcMGN6d6nLCqLF0pJZs2bVrWMXR3d6+6h04r7vzd+a/W81+uc19KC9dxZNxXH4fD4XA4lggnug6Hw+FwLBFOdJeIMAx529vetmorsrjzd+e/Ws9/NZ+7YzqrKpDK4XA4HI7lxFm6DofD4XAsEU50HQ6Hw+FYIpzoOhwOh8OxRDjRdTgcDodjiXCi63A4HA7HEuFEdxmJoohHPOIRCCH46U9/utzDWRLuv/9+Xvayl7Flyxby+TynnXYab3vb24jjeLmHdsz48Ic/zJYtW8jlcpx77rl8+9vfXu4hLQlXXXUVj3zkI+nq6mJoaIhnP/vZ/PrXv17uYS0bV111FUIILr/88uUeimMZcaK7jLzxjW9kw4YNyz2MJeXuu+9Ga81HPvIR7rrrLv7v//2/XHvttbzlLW9Z7qEdEz73uc9x+eWX89a3vpU77riDJzzhCTztaU/jwQcfXO6hHXNuv/12LrvsMr7//e9zyy23kKYpF110EeVyebmHtuRs376dj370o5xzzjnLPRTHcmMcy8JXvvIVs3XrVnPXXXcZwNxxxx3LPaRl433ve5/ZsmXLcg/jmPCoRz3KvOpVr2pbtnXrVvPmN795mUa0fOzfv98A5vbbb1/uoSwp4+Pj5vTTTze33HKLOf/8883rXve65R6SYxlxlu4ysG/fPl7xildw/fXX13tOrm5GR0fp7+9f7mEcdeI45sc//jEXXXRR2/KLLrqI7373u8s0quVjdHQU4IR8r+fisssu4+KLL+YP//APl3sojuOAVdVl6HjAGMOll17Kq171Ks477zzuv//+5R7SsvLb3/6Wf/iHf+Dv/u7vlnsoR52DBw+SZRlr165tW7527Vr27t27TKNaHowxXHHFFTz+8Y/n7LPPXu7hLBmf/exn+clPfsL27duXeyiO4wRn6R4l3v72tyOEmPP1ox/9iH/4h39gbGyMK6+8crmHfFSZ7/m3snv3bp761Kfy3Oc+l5e//OXLNPJjz9TezcaYJe/nvNy85jWv4Wc/+xmf+cxnlnsoS8aOHTt43etex6c+9SlyudxyD8dxnOBqLx8lDh48yMGDB+dcZ/PmzbzgBS/g3//939seulmWoZTikksu4ROf+MSxHuoxYb7n33j47N69mwsvvJBHP/rRfPzjHz8hG2zHcUyhUODzn/88z3nOc5rLX/e61/HTn/6U22+/fRlHt3S89rWv5aabbuJb3/oWW7ZsWe7hLBk33XQTz3nOc1BKNZdlWYYQAiklURS1/c2xOnCiu8Q8+OCDjI2NNX/fvXs3T3nKU/jCF77Aox/9aDZt2rSMo1sadu3axYUXXsi5557Lpz71qRP6wfPoRz+ac889lw9/+MPNZWeddRbPetazuOqqq5ZxZMceYwyvfe1rufHGG7nttts4/fTTl3tIS8r4+DgPPPBA27KXvOQlbN26lTe96U2rys3umMTN6S4xJ598ctvvpVIJgNNOO21VCO7u3bu54IILOPnkk3n/+9/PgQMHmn9bt27dMo7s2HDFFVfwZ3/2Z5x33nk85jGP4aMf/SgPPvggr3rVq5Z7aMecyy67jE9/+tN86UtfoqurqzmP3dPTQz6fX+bRHXu6urqmCWuxWGRgYMAJ7irGia5jSfna177Gvffey7333jvtS8aJ6HR5/vOfz6FDh3jnO9/Jnj17OPvss/nKV77CKaecstxDO+Zcc801AFxwwQVty6+77jouvfTSpR+Qw3Ec4NzLDofD4XAsESde9IrD4XA4HMcpTnQdDofD4VginOg6HA6Hw7FEONF1OBwOh2OJcKLrcDgcDscS4UTX4XA4HI4lwomuw+FwOBxLhBNdh8PhcDiWCCe6DofD4XAsEU50HQ6Hw+FYIpzoOhzHiAMHDrBu3Tre8573NJf94Ac/IAgCvva1ry3jyBwOx3Lhai87HMeQr3zlKzz72c/mu9/9Llu3bmXbtm1cfPHFfPCDH1zuoTkcjmXAia7DcYy57LLL+PrXv84jH/lI7rzzTrZv304ul1vuYTkcjmXAia7DcYypVqucffbZ7Nixgx/96Eecc845yz0kh8OxTLg5XYfjGPO73/2O3bt3o7XmgQceWO7hOByOZcRZug7HMSSOYx71qEfxiEc8gq1bt/KBD3yAn//856xdu3a5h+ZwOJYBJ7oOxzHkDW94A1/4whe48847KZVKXHjhhXR1dfEf//Efyz00h8OxDDj3ssNxjLjtttv44Ac/yPXXX093dzdSSq6//nq+853vcM011yz38BwOxzLgLF2Hw+FwOJYIZ+k6HA6Hw7FEONF1OBwOh2OJcKLrcDgcDscS4UTX4XA4HI4lwomuw+FwOBxLhBNdh8PhcDiWCCe6DofD4XAsEU50HQ6Hw+FYIpzoOhwOh8OxRDjRdTgcDodjiXCi63A4HA7HEuFE1+FwOByOJcKJrsPhcDgcS4QTXYfD4XA4lggnug6Hw+FwLBFOdB0Oh8PhWCKc6DocDofDsUQ40V2BfPzjH0cI0Xx5nsf69et5wQtewD333LPcw1u1fOc73+HlL3855557LmEYIoTg/vvvn/f2F1xwQdv72ng99alPnXH9X/ziFzz3uc9lcHCQMAzZvHkzr371q6et92//9m9s27aNXC7HmjVr+JM/+RN27NjR6Wl2zH/8x3/wohe9iIc//OH4vo8QYl7bff3rX29ei4MHDx5x/cbn40c/+tGMf3/GM57B5s2bFzJ0h+Oo4S33ABydc91117F161ZqtRr//d//zbvf/W5uvfVW7r77bvr6+pZ7eKuOb3zjG3z9619n27ZtdHd3c9ttty14H6eeeir/9m//1rast7d32nq33norF198MU94whO49tprWbNmDQ8++CB33HFH23r/8A//wF/8xV/w8pe/nKuvvpqdO3fyN3/zNzzhCU/gjjvuWNL75MYbb+T73/8+27ZtIwxDfvzjHx9xm4mJCV7xilewYcMGdu/evQSjdDiOMcax4rjuuusMYLZv3962/B3veIcBzL/+678u08hWN1mWNX/+27/9WwOY++67b97bn3/++eZhD3vYEdcrl8tm/fr15uKLLzZa61nXq9Vqpqenxzzzmc9sW/7d737XAOYtb3nLvMc2F/fdd58BzK233jrneq3X57LLLjPzefxcdtllZtu2beav//qvDWAOHDhwxG1m+3w0uPjii80pp5xyxP04HMcC514+gTjvvPMA2LdvX9vyH/3oR/zP//k/6e/vJ5fLsW3bNv7f//t/betUKhX+6q/+ii1btpDL5ejv7+e8887jM5/5TNt6X/7yl3nMYx5DoVCgq6uLJz/5yXzve99rW+ftb387QgjuuusuXvjCF9LT08PatWt56UtfyujoaNu6//RP/8QTn/hEhoaGKBaLPPzhD+d973sfSZK0rXfBBRdw9tlns337dp7whCdQKBQ49dRTufrqq9Fat607MjLCX/7lX3LqqacShiFDQ0M8/elP5+67726uE8cx73rXu9i6dSthGDI4OMhLXvISDhw4sIAr3o6US/Nx+vznP8+ePXt4wxveMKeL9he/+AWjo6M8/elPb1v+mMc8hv7+fr74xS+2LT8W16SVhV6fb3/723z0ox/lX/7lX1BKHZUxzETjfp3pdemllx6z4zpWJ050TyDuu+8+AM4444zmsltvvZXHPe5xjIyMcO211/KlL32JRzziETz/+c/n4x//eHO9K664gmuuuYa/+Iu/4Ktf/SrXX389z33uczl06FBznU9/+tM861nPoru7m8985jN87GMfY3h4mAsuuIDvfOc708bzx3/8x5xxxhl88Ytf5M1vfjOf/vSnef3rX9+2zm9/+1v+5E/+hOuvv57/+I//4GUvexl/+7d/yytf+cpp+9u7dy+XXHIJf/qnf8qXv/xlnva0p3HllVfyqU99qrnO+Pg4j3/84/nIRz7CS17yEv793/+da6+9ljPOOIM9e/YAoLXmWc96FldffTV/8id/wn/+539y9dVXc8stt3DBBRdQrVab+2vMD7Zeq2PJb3/7W/r7+/E8j9NOO423vvWtbeMB+Na3vgVAlmU8/vGPJwgC+vr6eOELX9jmgo3jGIAwDKcdJwxD7rnnHmq1GrCwa7IUVKtVXvayl3H55ZfzP/7H/+hoH1mWkabptJcxpm29l7/85Xzve99re73hDW8A4GEPe9iiz8XhaGO5TW3Hwmm4z77//e+bJEnM+Pi4+epXv2rWrVtnnvjEJ5okSZrrbt261Wzbtq1tmTHGPOMZzzDr169vuvzOPvts8+xnP3vWY2ZZZjZs2GAe/vCHt7kJx8fHzdDQkHnsYx/bXPa2t73NAOZ973tf2z5e/epXm1wuN6tLNMsykySJ+eQnP2mUUubw4cPNv51//vkGMD/4wQ/atjnrrLPMU57ylObv73znOw1gbrnlllnP5TOf+YwBzBe/+MW25du3bzeA+fCHP9xc9olPfMIopcwnPvGJWfc3E524l9/61reaD3/4w+ab3/ym+c///E/zmte8xnieZ574xCe2XfOnPOUpBjC9vb3mjW98o/nmN79prr32WjMwMGAe8pCHmHK5bIwx5tChQ0ZKaV72spe1Hefee+81gAHM7t27F3xNGu9T49XY39e//vW25WmaznquR3Iv/+Vf/qU59dRTTaVSMcZM3lMLcS/P9ZrLvfztb3/b5HI5c8kll8zpvnc4OsGJ7gpktofKmWeeaYaHh5vr3XPPPQYw73//+9sehkmSmA9/+MMGML/85S+NMca89KUvNWEYmje96U3m1ltvbT7sGvzyl7+cUUiNMebP//zPjZSy+bBvPCDvvvvutvWuvfZaA5i9e/c2l/3kJz8xz3zmM01/f/+08/n+97/fXO/8888369atm3bsF7zgBWbr1q3N3x/zmMeYM844Y87rd8kll5je3l4Tx/G067Ju3TrzvOc9b87t50MnojsT73//+w1gbrjhhuayJz/5yQYwr3zlK9vWvemmmwxg/vmf/7m57M/+7M+M7/vm2muvNYcOHTJ33nmnefSjH22UUm3vxUKuyYtf/OIjihpgzj///FnPay7R/cEPfmCUUm1fnDoR3U9+8pNm+/bt016Pf/zjZxXdX/7yl6avr8886UlPMlEUHfFYDsdCce7lFcwnP/lJtm/fzje/+U1e+cpX8qtf/YoXvvCFzb835nb/6q/+Ct/3216N1JJGCsaHPvQh3vSmN3HTTTdx4YUX0t/fz7Of/exmClLDzbx+/fpp49iwYQNaa4aHh9uWDwwMtP3ecHM2XJUPPvggT3jCE9i1axd///d/z7e//W22b9/OP/3TP7WtN9v+GvtsXe/AgQNs2rRpzuu2b98+RkZGCIJg2nXZu3fvvNJSloo//dM/BeD73/9+c1njOjzlKU9pW/cpT3kKQgh+8pOfNJddc801PP/5z+fVr341AwMDbNu2ja1bt3LxxRcThmFzXwu5Jm9/+9vZvn178/XlL38ZgGuvvbZt+Uc+8pGOzvmlL30pf/RHf8R5553HyMgIIyMjTTf42NgY4+Pj89rPmWeeyXnnnTft1dPTM+P6u3fv5qlPfSqbNm3ihhtuIAiCjsa/XHzrW9/imc98Jhs2bEAIwU033bTsxzPG8Pa3v50NGzaQz+e54IILuOuuu47puI53XMrQCqbxUAG48MILybKMf/mXf+ELX/gC/+t//S/WrFkDwJVXXskf/dEfzbiPhz70oQAUi0Xe8Y538I53vIN9+/Zx88038+Y3v5lnPvOZ3H333c2Hc2NetJXdu3cjpVxw+slNN91EuVzmhhtu4JRTTmku/+lPf7qg/bQyODjIzp0751xnzZo1DAwM8NWvfnXGv3d1dXV8/GNFaxDSOeecw2c/+9l5rVssFrn++uv50Ic+xI4dO9iwYQNr1qxh69atPPaxj8Xz7CNgIddk8+bNbXmujVzkhz70oc37cTHcdddd3HXXXXz+85+f9rfTTjuN3/u931vUPTITY2NjPP3pT0drzVe+8pVZhfl4plwu83u/93u85CUv4Y//+I+Pi+O9733v4wMf+AAf//jHOeOMM3jXu97Fk5/8ZH79618fl5+zJWG5TW3HwpktJeLw4cOmr6/PnHnmmc05wNNPP908/elP7+g4l19+uQFMuVw2WZaZjRs3mkc84hFt81wTExNmaGjIPO5xj2sum80V2Bh3w+X6oQ99yABmz549zXW01uZRj3rUtBSU2dJpXvziF7e5Chtzut/4xjdmPa9PfepT09zXR5uj5V5+73vfawBz0003NZf96le/MkII84pXvKJt3RtuuMEA5vrrr59zn1/60pem7XMx12S+KUOtzOVevvXWW6e9Gi7tm266adZUoAYLTRmKosg86UlPMj09PebnP//5vM/heAYwN954Y9uyKIrMG97wBrNhwwZTKBTMox71qAW9Zws9ntbarFu3zlx99dXNZY00tmuvvfaoHHcl4izdE4i+vj6uvPJK3vjGN/LpT3+aP/3TP+UjH/kIT3va03jKU57CpZdeysaNGzl8+DC/+tWv+MlPftK0Jh796EfzjGc8g3POOYe+vj5+9atfcf311zfTg8B+a73kkkt4xjOewStf+UqiKOJv//ZvGRkZ4eqrr17weJ/85CcTBAEvfOELeeMb30itVuOaa66Z5qZeCJdffjmf+9zneNaznsWb3/xmHvWoR1GtVrn99tt5xjOewYUXXsgLXvAC/u3f/o2nP/3pvO51r+NRj3oUvu+zc+dObr31Vp71rGfxnOc8B7Au/Je+9KX867/+Ky960YvmPPaBAwe4/fbbAfj5z38OwM0338zg4CCDg4Ocf/75zXU9z+P888/nG9/4BmDTY9797nfznOc8h1NPPZVarcbNN9/MRz/6UZ70pCfxzGc+s7nt1q1bueyyy/jwhz9MV1cXT3va0/jNb37DX//1X7Nt2zae97znNdf94he/yO7duznzzDOp1Wrcdttt/P3f/z2vetWreNazntVcbyHXpFMeeOABtm/fDtgobYAvfOELgLWeG1byBRdcMG3bRqGRxz3ucU0PztHi9a9/Pd/85jd5z3vew8TERJsrf3BwkNNOO+2oHm+5eMlLXsL999/PZz/7WTZs2MCNN97IU5/6VH7+859z+umnH/Xj3Xfffezdu5eLLrqouSwMQ84//3y++93vzpihsCpYbtV3LJy5vslXq1Vz8sknm9NPP70ZPXrnnXea5z3veWZoaMj4vm/WrVtnnvSkJ7V923zzm99szjvvPNPX12fCMDSnnnqqef3rX28OHjzYtv+bbrrJPPrRjza5XM4Ui0XzB3/wB+a///u/29aZr6VrjDH//u//bn7v937P5HI5s3HjRvOGN7zB3HzzzR1busYYMzw8bF73uteZk08+2fi+b4aGhszFF1/cFtiVJIl5//vf3zx2qVQyW7duNa985SvNPffcM23M11133bRjT+XWW2+dd1DR1GX33HOPefrTn242btxowjA0uVzOPPzhDzfvfve7Ta1Wm3asNE3N1VdfbR7ykIcY3/fN+vXrzZ//+Z+3BdIZY8yNN95oHvGIR5hisWjy+bw577zzzMc+9rEZo3Lne02mMl9Ld66o4he/+MVzbttJINV8Ld1GZHwn4zpeYYrlee+99xohhNm1a1fben/wB39grrzyyqN+PGOM+e///m8DTDvmK17xCnPRRRct+pgrFWHMlKQ1h8PhcKxohBDceOONPPvZzwZsQZXnPe95FIvFtvWiKOKP/uiP+NznPsf999/Pli1b5tzvZZddxj/+4z8e8XgA3/3ud3nc4x7H7t272wIwX/GKV7Bjx45Z4wdOdJx72eFwOE5wtNYopfjxj388rbpXqVQCYOPGjfzqV7+acz8LCZZct24dYIvatIru/v37Wbt27bz3c6LhRNfhcDhOcLZt20aWZezfv58nPOEJM67j+z5bt249asfcsmUL69at45ZbbmHbtm2ArZJ2++238973vveoHWel4UTX4XA4TgAmJia49957m7/fd999/PSnP6W/v58zzjiDSy65hBe96EX83d/9Hdu2bePgwYN885vf5OEPf/i0+tyLPd7JJ5+MEILLL7+c97znPZx++umcfvrpvOc976FQKPAnf/InR+WcVyTLPanscDgcjsUzWyBfIxgsjmPzf/7P/zGbN29uBlQ+5znPMT/72c+OyfGMsWlDb3vb28y6detMGIbmiU984gmTltUpLpDK4XA4HI4lwpWBdDgcDodjiVhVc7paa3bv3k1XV9ecfUgdDofjRMAYw/j4OBs2bFiyfs8NfvCDH7Bz59f44z/+myU97vHOqnIv79y5k5NOOmm5h+FwOBxLyo4dO47YCORoEscxZ565hQcf3MevfnU3D3nIQ5bs2Mc7q0p0R0dH6e3txXrVnaXrcDhOdAygGRkZWdImDv/3g6/hXz/2FR75yK2MjVX4whduW7JjH++sKtEdGxur33gKJ7oOh+PExwAZo6OjdHd3L8kRR0ZGOO20U/jEJ9/CIx7xELY+9E+55ZZv8pjHPGZJjn+84wKpHA6Hw3HUePd7/pxHbHsIT33qo1i/foDXX/E8/vKvXsEqsu/mxImuw+FwOI4KDzzwAP/0jzfy3ve+qhms+ld/9QJ+99vd3Hjjjcs8uuMDJ7oOh8PhOCq89a2v4I//+Ils2zbZKrBUyvO2t13Km9/8OpIkWcbRHR840XU4HA7Hornjjju44YZv8Y53vnTa3176sovxPMW1H/mrZRjZ8YUTXYfD4XAsCmMMf/WGl3PZa57DKaesm/Z3z1O856r/zf/3zk8yNja2DCM8fnCi63A4HI5F8dWvfpU7f3ovb37zJbOu84xnPIatZ57MVVe/eglHdvzhRNfhcDgcHZNlGW9842W89a//jN7e0qzrCSF43/v+nA/9/RfZuXPnEo7w+MKJrsPhcDg65l//9c1UKhGvetWzjrjuIx+5lWc+87H89V+/YglGdnziRNfhcDgcHVEul3nb267j3e9+OUHgz2ubd7375Xzuc9/kzjvvPMajOz5xoutwOByOjnj/372WTScN8r+ee8G8t9myZT2v+vNn8YY3vPzYDew4xomuw+FwOBbMvn37eP/ffpb3ve/PF9y17S1v+VO2b7+br33ta8dodMcvTnQdDofDsWBuvvlmzjzrFJ7whHMWvG1/fzcveenT+exnP3j0B3acs6r66TocDofj6GCMoatUAK072r6rlGdkuHiUR3X84yxdh8PhcDiWCGfpOhwOh6MzjOnY0mWVdh1youtwOByODnGiu1Cc6DocDoejczoVTye6DofD4XAsAIOzdBeIE12Hw+FwdIhzLy8UJ7oOh8Ph6Axn6S4YJ7oOh8Ph6BBn6S4UJ7oOh8Ph6Axn6S4YVxzD4XA4HI4lwlm6xwjBwgqAzxfD6vx2OBfH6lqvRtz9NR33WZ4dgUGYzixdcQKcfyesWEv3qquuQgjB5ZdfvtxDcTgcjtVJw73cyWuVupdXpKW7fft2PvrRj3LOOQvvbuFwOByOo4UB7YpjLIQVZ+lOTExwySWX8M///M/09fUt93DaEC3/luIYs/07EVlt57tcrLZ7azk/TyfEdXWW7oJZcaJ72WWXcfHFF/OHf/iHR1w3iiLGxsbaXg6Hw+E4WhgnugtkRbmXP/vZz/KTn/yE7du3z2v9q666ine84x3HeFQOh8OxSjFAh4FUq1V0V4ylu2PHDl73utfxqU99ilwuN69trrzySkZHR5uvHTt2HONROhwOx2pi6SzdNE3567/+a7Zs2UI+n+fUU0/lne98J7rTPOFlYsVYuj/+8Y/Zv38/5557bnNZlmV861vf4h//8R+JogilVNs2YRgShuFSD3XZmWuOaKWlKazo+a4TEIFYcfcQuPvomGFYRCDVwlZ/73vfy7XXXssnPvEJHvawh/GjH/2Il7zkJfT09PC6172uszEsAytGdP/gD/6An//8523LXvKSl7B161be9KY3TRNch8PhcBzfZFk2LdZmNmPpe9/7Hs961rO4+OKLAdi8eTOf+cxn+NGPfrQkYz1arBj3cldXF2effXbbq1gsMjAwwNlnn73cw3M4HI5VyOLcyz/72c/o6elpe1111VUzHunxj3883/jGN/jNb34DwJ133sl3vvMdnv70py/lCS+aFWPpOo4Os7nZVqLL8LhFLMCVuUqDSY4Vzo28xCyy9vI555zD7bff3rZ4tinBN73pTYyOjrJ161aUUmRZxrvf/W5e+MIXdnb8ZWJFi+5tt9223ENwOByOVYxBLEJ0lVJ0d3fPa/XPfe5zfOpTn+LTn/40D3vYw/jpT3/K5ZdfzoYNG3jxi1/c2RiWgRUtug6Hw+FYRgyL8NYsbLs3vOENvPnNb+YFL3gBAA9/+MN54IEHuOqqq5zoOlYeJ1LE87KxELfy1G2cm3leOPfx8cbS9dOtVCpI2R6GpJRyKUMOh8PhWCUsYT/dZz7zmbz73e/m5JNP5mEPexh33HEHH/jAB3jpS1/a2fGXCSe6DofD4eicJcrT/Yd/+Af+5m/+hle/+tXs37+fDRs28MpXvpL/83/+T2fHXyac6DqOyIp3Pc/H7bsY924nbuXZ9nGsx7EC3NjOhbyCMEvnXu7q6uKDH/wgH/zgBzs73nHCisnTdTgcDodjpeMsXYfD4XB0zhJZuicKTnQdi+JIrsDFuJ8X7WZciNu3dd2j8jCYjxPpKERdLtS1fRTc2Iutv+zcxycSpvN7yYmuw+FwOBwLYAmjl08UnOg6HA6HozOWsMvQiYITXccxZVlciYuNJl6Iq3nasaa7lVuvQbtbtrFui6UgxPwsgKN1jh1aG85F7LAsXfTyiYITXYfD4XB0hnMvLxgnug6Hw+HoELMI97ITXcdSMJdbcJXehEeNOV2unaSk6wW4YSf3P6PrVUgwetrfrLt5ipt5Nhdz2/l1eD6z7dPde4tjNX+uTadR+Cf4dZkFVxzD4XA4HI4lwlm6DofD4egMsxj3MqzGeDwnuscTR71AwyphgW7l+UfeqsloYwEzF7OQ0/cp5LS/T19u9yVaXHOm1c18hKjo+Z7DzNHSk8ef3KFzMy+Yo1Fz+0RgMYFUq/ASOtF1OBwOR2csKk93dX7Bc6LrcDgcjs5Ywi5DJwpOdJeCTtxQs22zSm/UNo54PY/gihVTXc6zxxOKNjesmjlSs7m/uqu5+bs6wjgzTHP/2o7S6OnbLWC8U93GYsp4J93NMxTmgOnX1t1vS1tsZSXiKlItCCe6DofD4egQ03nK0In4BWQeONF1OBwOR2e4Od0F4/J0HQ6Hw+FYIpylu9I4UeeHFjxvNvP3xVmrQc2w3Uxzr2La/KnFNFxozd1nLX9VzW1F27zu1Dnelv0AxqQgwKBb9j99v/MeW8u4JvcnaZ23nTrH25YWNY2ZUpeOwIlyT7p0oPnj5nQXhBNdh8PhcHSGi15eME50HQ6Hw9E5bk53QTjRdVgW406b74dn3seYK4Vn/u7jycO2LlNtywSy6QpuLmv5WyuGVtdwi8t2yr4abmYhVPNvEomub9/YVpsEY6xr2Uz529RxzzaWxvr2/8mfjWhxWbe6wsVUd/TUtChaolFV/Vhzvb9HSDlq2+8S9AlepQ/yZcM1sV8wLpDK4XA4HB1Sdy938lrgF6TNmzcjhJj2uuyyy47RuR0bnKXrcDgcjs4wdO5dWOB227dvJ8smvTa/+MUvePKTn8xzn/vczo6/TDjRXcksNpL5aEVodryfBTQjmFL1yR62Pfp4NnesmMH93OoGltKr/+8j6y5iKXy7tpj+EZnNFSyQKOEjhEThI4WPwm+Op7kdGRpNYioYo8lM0h7BPGWfMx3fGN10T2s0Wk/uw/4tbdnflKpUDZf0jO7ybJoLus39PO/o5zl69x5LFtO4wUUsd8YSuZcHBwfbfr/66qs57bTTOP/88zs7/jLhRNfhcDgcnbGo1n6GLMsYGxtrWxyGIWEYzrlpHMd86lOf4oorrkCssC9Lbk7X4XA4HMvCz372M3p6etpeV1111RG3u+mmmxgZGeHSSy899oM8yjhL17GEzMOdPEtx/9lcybNFH4spbuTJ4zWW28hiJTyUDK0rWHh4IofCQ+KjhI9vQuSUIhW6UYACjRYaaequZXw8PHwToIwiMB4+HkIIJAKNwRiDxpCRURURiYxJSclImvsDmvuc6diZSElMDU1CRkpqamQmRZuk6XJOdYwxk+Ns0Brt3OrSbo1+1iZFCKZFPxujpxXbgNmaKkx9HzvM5XQc/ywiT/ecc87h9ttvb1t8JCsX4GMf+xhPe9rT2LBhQ2fHXkac6DocDoejMxaZMqSUoru7e0GbPfDAA3z961/nhhtu6Oy4y4wTXccSMUe7vXmWaZypzKINevJmzI+V9XWl9OrHbN+PEAolPEJRwhM5fBPiERKYgMCEBHjkRICsj1fW5450PUjHYNDGjlgJiRKCUEo8KQikxJeQ9wSy5VS1gVRDog3lVJNqQ6Q1mTFkRjefXzMd09Rt1kRnVImIRUQsYlIRkciI1NRITURGQqqjdku2xVptBF/Zn7O2ACyDBm2t2cnAL4kxGiEaVnfWHvTV6qwwuvnetgdYzdJK0LHCWdycbidcd911DA0NcfHFF3d23GXGie5qpvWmP6bBCPMR3Nl70U6K5OS6rSKrZNAU0MZyKfw2YbXHVfXoZNV0ByvhkzfdBNoKbZ6QUChyyiNQkqInUQKUFKgpweJZ/foJIfAFBAoCKcgpQ05BKKHo2T65UthnkwESLYi1YDRR1DJBrA1xBonBup+NXd9rUevMQKYNmbGCPZGE1HRKNEWAY1klIyEWlbqY2kjpVtHV6DZXtI2gTpsC3FjPCqRuRl5P/o26AGfN31ve3GaEs0AcobDGMcAVx1halrg4htaa6667jhe/+MV43sqUr5U5ascKYn6Ce6T0n1bLtlWEhZB4MmwKrbV66wKMQgkfhf1ZIJF1wfWMFWXfhJR0FyE+OeFRUB45Jcl7grwn6PYFngRPGDwBnrTPikxDagQGmoKbk4ac0hTqr5zK6PITlJh8umRGEGWKWEsOxz6VTFLLBDUt6sIr0AaUgFBZDUs1pAZSI0k1xNowHAmqqaKWaSqZR82ERCYhEjkSEeMTkooEIzS6Yc2SoYUVTzsP7FtRNinCyEnxra/TqGplrdx62pPRTcu2oW+TWTotTRZmFd7pc8KOlY1ZQkv361//Og8++CAvfelLOzvmcYATXccx4ghBUzPk3c7uRgbRsGKnCK+Ufj0QykOJem5sXWinBkNZsfWQRqLwbLATHl0yR04qir61bPMeFD1Bl28YDDKUMChhKHianLSCEWtJTUsSLej2U0qBxkhJJjyq+ET4HNaSw4ldR2PdzL7Q5KQhrzQDXTEDIsMzCUJrxiPBWOKhDYTK0O2lANS0pJJKMiOsaGvBLiUpp4ZqKimnknLiUdM+NR2QmJSqyNngKqFJSW2QVj0IS5OR4JGJlKxu8WbGaxHfbFJwZxDfpoY2g62s1SuErD9H9TyEt76eY2WzmOIYHXDRRRdhVrg3w4muY5F0kHU2o0t5sk7xXK7kyTlca81KaaOPG5HHHmFTaBU+vgkITYgyHtLavnjI5hysLyW9gUfRk5R86A2g6EGXl7EmSNncNUEtVYwnPofTgDFRoJBX9BQFAzlJPmfIhQKlIENSSxUjsU8ce1QjwQOjMcNmgpqokTM5+kSJNaHPmpyg1JXQGyTkvAyFZkgLosgQR5o41uwbk1RrGXlTY20uosu36yZa4g93M55KyimMxJIJz4pvLfOoZRk5HZAZTWo0GZm1c0VKaqzw1vBJRH3+V0QIUyMzqt3iJUOT2geroC6qGrBfBhrLofW5q2las3MK71z3jhPjlcPSz+mudJzoOixTfYVHpMMU7zkEdzaxBZrBUrJR8Ul4TXdyIPJ4ImwGQwUmj28CfOMT4FEQAb5UKCHsqz4/60tBIAUDOUHJgzWhYShMyCtNIDVhQfHN6kmYMEAVA4wnySnwfEj8DO1l5MIIT2qUNJBpPCHISU3B0/RoxfpCQE/aS6oNnhQUPEm3Bz0+5KTGExqFxlPGXvqcJPMCyCliP6CSwOEM9mhDVo0RccxJssopxQniTFDNJPsjn4ORYCKVVFLq1q9qmQe2r8RkJEaTmBQlPBJiYqokdc9ASkSKxEiNMJLMpAij2uZ+rch6M7qc7bKGME8X3vnTgSW8Sh/gy45reLBgnOg6OmDhgtuejzuX4E63bAFUY962XrZR1l3JnggJRAlf5AhMntDkCE1InoBAKEKpKPkKXwp8aYOTfIn9Wdigp7U5Q5en2dKXYPJ5HqSXMRVyOBH8Ij0AOqK7XGIgCBkqSHqFqc/xTs5v6haXq1d3HxsfNuQVqZFk9XlaT0BOGYpK40kz8/bCircShkgLDlQ1h+KIMTEBCu6lm7MHB+nRMSeLEdZVa9x3UDGeSiqZYDwRTKSKREOiIdWm/rNXD9rS+JlH1cREIiCiRix8JD5CKDRWdIWRaJ02hbQpvrO5nEUjyIp24W25BxYWWOXmfx0nHk50jxUrrDTZ/FmE4LYGR011KU8RXNk2hzvpShao5vyttW5DcpTI62Iz+rggfXJSkfckOSXoC61FG9ajipWAojIooSkWfR6y3jAW9DMuPTQQZhIRWWv4FL8fJQR5T9LlQ18ABaUJpUEJ0FqQ1s9BGwEGpDAUVEYgrMVrDJi65AiBnSPGIIUNZ060QtYtNW3stVLCHqc/sHPRBT9PNQ3JjLWYhRAEBZ9RNYAswfrBjIfGY1THYu4/AJVUUM4EmYFaJojqUdK1zFrCKhLktEdF+1SNTywCqsJDCoURGSmSDImQCkk2o/jqupu5IbQzCy8dWrsNTjDhXWy99OMR515eEE50TxSO1oe5+QSdicVauHYf0y1cr269TnchN373RNgMkvKwYuubkJA8A7qPgvQp+oqSL+kOBN31+dl+P+PUUoWin7C/mmck8fFziv7+gMFBDz8AJQ29ukaUetQyRTVTdHmSpCBQGHypCWVCoAy+yKyFCqRaMBb7pNgAJ0k9UMrLKPkJhSCmu7uG8k1Td7JEENc8arHHwUqBicQnMRKNFWMPQ6A0gczYUkxJtSAxijgTRPXArQzwRUpOafIqI6cyQi9FSY9sjc+6zYY9+w3Dh2OickKvnzCUr1JOfA5EIeOJ4ndlj7HEYywOmEjylNOMiu6hTI1Rma/n/UakRDbYSibNxgyZjuopRi0C3Phdx1OEF1rdzJ2lEc0hvIt9cJ+wX46XCOdeXjBOdB1Hndkbzc8kuJOW7dQAKdmMRvbwRaGZV9uYt7Wu5IBuL6DLV3T7kp5A0B/aqOP+IOXkrgl2TRS5Y7QLv7tAcTBPvqTQniYiQekEKcAYgaxHKefqc7oCKAUJOS8lUBlKaYQwaC2JE0Ul9TkcS8qZJNXWMi56gsBoAi+jWEgobDSIvEIogckMppoRjMaoEcP+sqCqFeXUup89ad3OvjIEnqY3X0NKjTGCLJPEmaKWekSpTTmSdatZCoMxAlPP702RZF0FZF6SVg33H65yz+Eyp+WqnN4zVremezkQK/LKegOCROAlApVJMpNZl3N9vjcjIRMJqYma+b4N1zNMFt7QWGt4usVr/9oqvA2WPI/XcVQxmI5ThlZ6FHKnONF1TGdOa3dmZm3JBzPUU56eeyuFZ9N/WgKkVIuFG4oSvgnrr6A5b5uTHv2hR08g6AtgMNSszSVsLk0QeBn3Vfr4z1oPqjdkqBCwVgm6jUYJ+7jPjMRkhlRb4TTYOVVVz7Md6KkQ5FNU3lqrGMgiiCZ8zIRN3xlPFbXMztcCdPuCQGXkuhK8jV1Qyll/cWZgoobIVTBZgjkgKKeSkUSSGmyQljB0AXkvpXugigqxAqYhqwriqket5nOokiPTEgPEmUQbgWcatZPtfLAxggkU+/IlDoqQX03E9O/p5pHFcR7eN8r9EyWKyreiq6Sd904kWVykanwiEZAQkxCRiAiFFWAjdNP13Ai4ahiiVnjtdTJt1unM1urU+2Z2EZ5h+1X60D6ucJbugnGi61gUc4otzDmPSzMoalJwG80HGvO1CvtzwXQTmhy+8ZuFLHJKUfQUgznJQGhYn8vYmK8xVKywI+rnh8kAD6oMeqA38OgObJSyLzUeky7izCgSba1NKbCRyzKjKx9RWp8gezxk3gMlIdPoiRh5ICFJJImWjCcwntjgrEDa4hael+GVgKEe6O0Cz4M0hZFxpDZ4YxNoA5VMMBzbgKcuH0pK4glNPowJ10tkKZg8bjUlGE3whzMmaj4VbY+vDShtz0vVGyZ4dbd4yZNUA0E1Uxwowm+6En433sWLRcAZvQfpLRcoeTlyShFISSAFiQ4IMkXN+EQmIRE5ImpN8UViXc8mQhjZliUkpVe3gBuRzAub312WKlaOxeHmdBeEE90TkalW6jG6uY/ccL6V9g5AUyOUG4LbEFtPhPiiYOdtTZ6SLlmxlR45qcgpSdEXlHzBSQXN2lzKqaUJxkWR2zmDclcOUsNgqin6kt5A0BdCr59R8jSB0kgMmZFMpB5xXXR9aWwJRmUIcwlqbYhcU4RiHpSCOEGNloEJ8uUEA5QTOFzL8JWkyxdkWqCUQZYkDPZjensxgY+IE4TvI6IYeahCpgWVTHA4MiSZRqIwOQhVRr6QoNaVoKcIgQ9ZhipXEbkyIRHeAUOaSCqZIqm7tu2XBY0v7fmVENb1KxSeUBS9IuU0D71wZ07xOz3IWcV9nBWMkVMlCsqj4Aky41FOlM351b4tN2kCIhGTYOds63HkpMhJI1SC0HHTgzHpZp6hcEaDGQT4mAuvm8c9eiyqn+7RHcpKwYmuY57MUc4RZhHaye0aVu7kz3W3cn3utiG4vizYpgOiQGDy5E2B0AT0yUK9PKOdgyx6VnB7A8M5vWX8nGRP4STC7jwnZ4LR1EbwJlrR40PJ0/T4GUUvpeClSGHQ9ZKMNr9VkQGhtOlA2oDnGyu4g33QXcJ4HiJOIB+iMkMwPI4AahoOJjXCVDGQy5Eh7Pxv3rOC298HtBRyGhtH5EfIEEykcDiKiExGKSgigJyfEvRoWNcPvd1WsNMUxiaQgKmmaAO1TDKWKCJtWzkUPKBuyZf8hIKXklceReVRUoq+QFLOFKmGngB6PEms1rGv0s9J4T7WliPuHS+QaMWEZyinglom6+UmfaomoKZjUpnWy2kqW4O5xdLNpIfRGmNki4U7Q8Wq2e6b5azb7OiMTr/UO0vX4ZgfcwvuDPO30/rcTrqVBbJeTcoKrm+TfsiZIjmdp0iOgvTpD30KnqDo22Clbt/Q72cM5DWFtV30DgX0m4yJOKaSKnxpSDyBBgb8lJKfUAoTQi/D81K0lkSxhza2wMRoKogyyCvbISjTEiENlAqY/l5Mby8EISaOEIG1Vr0DZXypybRgRA7j4XNSmiM1AiENIudhSqW2a2FKJUSxgMh5pEZQS+GQGCUVCZku4EtNPkjw+iRmaKD9uJ6HqEaIfJlMSyZSyXAsqWb1Os1CUvSspdtTsEFYPfXAq77IZyLxmcisSIfSUFQZBS+jVIpRspfRwxmn7R0DQg4nkrHElposJ5JKaqhmimrqkeqMmvSQSKIWS9cIXa9v7YHEphkhm0FVjQYJ8+2164R3BWAWkQ22St9aJ7qrgYWmE01zvzXKM87djk+0LZu5S5AQjTlca+H6KocSIXnZR44SBdNFyRQpipCuwKe7ngK0pWRYE6Ssy0UUvJRK6lEaCBnaFJIv2lSVJPFQ0pBPFX31aOScl7Jm3QRBr0B2K0ToARJdTckO1xjfG3D3WJH9NdhXSQikIOr26PFC1sYSerswQ2utixcg8K2QKoWqRPQHKaHyqDDCeLKXU+NBEi0QwiBCD9PYrkHgY0pFROiRaMFYrNmV/Jwufx2h2kR/kNI9UEOdMoDetKl9uyBElCsI7zCHayEPVjx+N5YSa8Pagk+3J+j2Etb2TtB7lrbz0GhMFKPHJohHDNWxgHIloJL4SGEIvIxAZfh+StcmMBsKFO4zjO+vUFAJldRjby3kYKwYjhUjsSJf7mU8KVI2XUyIMhUxTq0+F2/ISLKaLa6BRBuJMWk9qMpr5vZaJkV4cs635c/T2gROCaaaDI0+Ms6l7DhOcKK72jga+byzCm670AJtjQuEaM/F9WRQ/z9sE9wumaPb9+gNFH2hYCA0nFaM2FissL+a55Apsf7UAsWSBJmhtUZridYCY6x95ElDoDJKxcgGJA0UEL0FCK0IqnINkZugGEcUdtv51FFdJTUpPVE/46kiiernM0MLMdPVhSjlyasKeQ9CSoyYhNQYWwzDzPGQr7fsMwZSY8hMQkiJvAd5leJ1A6X89O3q4zBpxniqOBTBnmwMz3isx7elJ3Mxxf4YtWkAijl77aMEMVIhzFeQKkYIQzymmuPUWqAbPXSNoHttDq+7wN4HK6ikylm9Y+wqFzjo+RzwFNVUoQTIRExqoAAjMmIxgSc1ad3ylXj1VWybQInX1iJw8n6hZdlRKKrhRHbpcHO6C8KJ7rLTYQ1jYNGVemYS4Fms3MltZrdwZxLaxnqTaUFeM/e2EaXsiwI5ihRMoSm4faFiMCdYl9NsyCU8pHeUOw4OMF7qoWdtiVGREWQ1PGlIEo+0nseaaklqBIHUeErjB5kV3LU90NeDKVoxE+UqMvQJ4oP03J2S8xSpSNnLbxmodjHS5VGLfEiz+oNf0UY+D8U8eX+Mogcl08OwKmKMIUNgtJj9oVJvrJshMMYQqCIl00PRg7yfIgvSBm5NxWhIM0wtYyRVHKgm7OW3rBOnkfOgx0vp6aoSbPBg09q2cxXhKBLw4jJ+JUMbUQ8eM2RS2JQjZe+nJFOM6Bzjg91MDFc4PDLMtv6DDNZCeioFxpKQZkP7JIfWxnYzEgmeCDGiHkUtQZuk6XpuNEto1GsWQk4R4Fb3c7vwTrqaZ7B2J3dwFMV2MZ9LOKGqaM3FolKGVqfqOtFdchb7YZ7Pvjr4wM/4sGpJ95m1shQ0A6TaxLbVwm204ZsUXCVDfJnHlwUCUaCQFSmJkC7PCu5QDjbkM04pRDykb4Qv7txEeaCPoW6/Xk7R2GpN9cIUSaaoZTb1B0DLjJwnEQpEd94K7uAa6xoWYKo1pKeQUcxALqLXD8mbHKO1B9mf38xoPMhEEkAU21QfNUV0lYIwIO+nFJShmzwF1Q/YdFytBSbNmAmRpJg0I6s/cwqqn26Tp6AMeT9F5D0Ig+kbpilEMaacMRoL9psRRqsPsiX3MHp9GMhFFAZT5IZ+9Pp1kM/Zh+LEBAIQ1RgxXEUoQy1VRNqeky81OS3xdYaS9roKYRBAJV/kQZNj54E8jy0d5Ow1h9gXra2/19ZazpIQrQ2pTKnJwuR4G7ehpFmzWTPZGMGqcfMGa0sPnxZwNeXem/a3jsX2aH4eZ9vviS3AnTojVqnmrhzRveqqq7jhhhu4++67yefzPPaxj+W9730vD33oQ5d7aMch8wtUWdg+mNYhyDK9fnLj56npQY0WfK2Ryj55cqZESeTo9oM2C/eUQsSZQ4f48cSp3NGr2axsRKys1y4G+8GNM49K6lHOFNXMHr/kSXJpRpYICDxMMY/p6Z4UT99HS4Gs1ugvPcDAeJEBPyRISwyL3YzEg4zHPlRqiFoNE4bTr4fv4fspeWXo8nwKWT9CWKsxTSVEM4suUQSRtTaFgAL9dHk+eWXw/RQReOBP/2iKWg0qNdJxw0gMw2I3gVdiwA8ZCDL6SxW8DSGsHYDuruZ2pqcbKmW7X2wpyrHUZyK11yKvNKmWFIzAl1n9XbWVroQQ1Az8psvw60Nr+YPyOKcUIrTJYZAYo9AE6AQyk1IW+ebtIYRE6MgWIKmXjGy1eq3ItojvjAFXs3UqWkxN5mMltKsQlzK0YFbM3Xf77bdz2WWX8f3vf59bbrmFNE256KKLKJfLyz20FYCc5TXXupMcqUOQXWdqGpB9KRlYsa1btp7MNy1cnzwFeiiYEl3KpzeQ9IeCoVCzKR9zcneZb8UP44ZMsFb10hsqW0DC04SqnmsrDYmWVDMb5HMwUuyvKQ7UfIajgKjm2QeD7023VkslzNAaSmtihnIJa/KKgfA0anqcsVgzmngwWoGJWe4xqfB9TV5p2xBBdyHrhafSVGGiFKrV9m2qVWutRmmzGEeX7iLvSfJK4/saPAlSTT/eRBlGK0TjirFYU9PjDISnsSavGMollNbEyKFuzNCa9u2UsudvDCYyRDWPAzWf/TV7vUZiW2+64SUIlL2+JU/T5UNvqBgUPYyvifi89Dm5r8qmfMxQqOkPBb2BpEv5lEyBAj341N/flvfba94HQfPekNJrb3QxpUxo6/2GkDN6W2a/l2e751fMI2/loDt8rVLRXTGW7le/+tW236+77jqGhob48Y9/zBOf+MRlGtV8OV4/6HOPa3q08uyC2xDb9nrK7b1vfZlvK3wRmgIFU6JkCvSGiv5Qsi6vOakQ0100fC88k7vLsEb6bCj4DOVgMEjpCxJ6wsi6YgVUE5t+U80kwzFUMxj3BL4MGKjkGIpiSGe2ikxfH/5axZqdVdblcmwY30RVjFJOM8YSDz1SQ46NYYYGwZ8SiWwMst5xqOgJiiJACUFqBHGm0BWNmpjA5CfnZ8XEBExU0BVNaur1mkVA0bNpPFJphJwhKjdJEGNj6JEalXJIOc3wRZ4NehPrcrAmX8Vfq2CwF9PXN/1EUw1RTDahGavk2F0TlFPIK/CEJDV2HjbwNL7KULJRUhK0se9fvraGWknzg3CIh3TvRBOjCcjqrQs1AWOZdd9HwifBQ0mf1ERkxkOalATae/TW2wTaLkatPXlnbhHYHs3cyvH6GYMT2dVsDB3XXl6t/uUVI7pTGR0dBaC/v3/WdaIoIoqi5u9jY2PHfFwnCrOlB02LUm5JBWrM29r//WldggJZwiMkpFH4Ik/JFOhSAWtygg15zWnFCFnIcW/PWipasr5oj7MuZxgMMwbDGr35GqVijBdojIZK7BEkdr6wnMKBqk398YTHQJDjtLFx6yKe6UR9HzVQoKe7wprRLtblQg5G64lMxnjqkw3HyJFxxNgYZmBgcrskgdQKhS80oYK8Ukhhy0DGqRVdb3wCE+Ygl4NaDTE+AeUquqLRBqQQ5JUiVHY/QtiHmEjTtmGKsTEYGScbjhmtFYlMRo9Yz7owZE2Y0tNdQQ0UML3d078cYF3TZqxGbVhxoJpj54RNNRrM+wyEtppV3k8pFSLCfEohloTllEDm8GSOQNqSm5FWTGi4p/skNqqDnCYmMCbEINDGY6xSRCJQeMT4RKKCFFZ4tUkwZBijyYxE66QpuFJ6VnDrQmxR7cIrcMUzjkdcnu6CWJGia4zhiiuu4PGPfzxnn332rOtdddVVvOMd71jCkS0fR6yBvOAdzp4WNLXpfENoPZVv6xDUWtLREzm6TD85nSdPSEkGFH1FdyDpCwWP6o/p8VNKA3n8oR660oTI1Av5C8OGYpn+7iqFNQn+kIfoDm3ObWYI7x2ja0eEpJdyGvJAOeGn2Q95YHQr1Wwdv3fXfgqlXYhSAbN23fRzPXmQ0v77OX1snJGkl2R4HaNxwoEaDN8fMlDahwLExoqdHwXr6h0ZRWuBJw0FD4q+/TJSzQSjcUB5v09w3y7k+ITN840TODhK9sAI5f0+1cw2Jij6ioJnuwxpLTC1BDEyiqh/sRSjY7BrL9mv9zF8f8jOch6PjIf669jaA6f3jFM61cDJgzaneOpbuW8v/G4X1buq3L17kB8cDvlhchtniEcxEPpsKUScNjBC70kR3roQ2dOFiVK6xyIG91fYeNDn8FiekShHJVW257DQ5HqLpEUI9oyxMe/xYCXAlwXG4hzlNGNCx1SJqMkqkagSyyo1ETbrNmuZoHVKJlK0sT/bAht1Cxg9Pbiq9btgx1UZZsaJeAcYVq14dsqKFN3XvOY1/OxnP+M73/nOnOtdeeWVXHHFFc3fx8bGOOmkk4718JaMoy60MEM5x7kFtzUyuSG4SoR40gpta0nHbt1FQQQUlU/Rl/QEtibyUE6zJoxZe1IOr69AmiV4QhNohUHgi4y+rrrgbgiQQyXoLVnr0Rj8NKNXl9kYlTkU+6zL5Xkw6mFXfCe7ymsYOZgnt3cMuf4wpm9gstBFg1yILPmUChF9fkZf4Nn0IwOj5RzdB0aRfWOIMLAWqFJQqcBEDZ3JRgxQs5FQaqCSKapVn97hin2XQh+iBDNcIRvVVKs50vrDSom6EQd2f9XUdiMaGYUsg5ExzP4xkgMZo+US44kir6AvkPTVrVNZ8iEX2uYIrcQJ4sBh9N4xRg7m2V0N2VVOycke1oV51uc0G0tlejdG+JuLiLW90FVE1GqIkQl8b4ICcbNtoB/5pEYSyIxQZXhrfXpLBfzf2Xnvw3FIqARBLAgSW3ayoj2qIqCKTyYShLDdiVItWz3H9RSjdFJo5wqumnqvHgUBdi0HHUvBihPd1772tXz5y1/mW9/6FptaK/bMQBiGhDNFna5gjqrQzlovGdrShaaUcZzakq9deCcFd2pJx16Vp+gpuhp9bwNYE2ZsysesP7VA2BNCozg+omnVhDIjV0rx+iRyTQkG+zD9vVAoWq9jluGzn8HqBJvjgMNxiQPRmdwlDrHHHGLPRA99O/aTX3cI0deL2bih/VQ9D5HzCfMVuv2U7sBjNFFk2jAah6w57OMdrODlRiFJbVBSFMNYlTS1DQ6ksK7izBiSDKqZpBz5ZIfGUdrYOo1RRjYcEw3bvyV1HZHCbp9pQZoKTFnDWBUODdvjjZTJDlaoHvYZjUPKmSDnKboD6PZTwnyKyBVmLOIhDhyAPYeIdqTsmehnV02wxxxiC2eypSTYXCozuH4C/9QSYvMQZs2AzUGulBG+j9TgVUfIVVPiOCHNBJFWBFLjexpPaPxunw1ndKHvKXNynFFQkpySjNb79Aapws88lFGkMrKlIwVtjRK01ghj7yfNzMLbPscL86nh3ClOgOdP5/10j/JAVggrRnSNMbz2ta/lxhtv5LbbbmPLli3LPaQlY+mEFmYS22mFIWhJCWrphWtzcP02wS2YLnImT0nk6A28pnU7EBrWhimbihFm7SBel6ZhzRgj0IjmA1cIkL5BFAPbm7an286vNgKUNAghyEUpm8qjjMYBh+McY+OPYEKMsKc6yIYDBYJdo6j+fZDPN5sQNM/Hl3g5TdFL6fJtYFQtM4wkHqMTOXL7xpHBODJOIedDnKJHa0SxT4poZk0YA4mBaioZTwKSQ9o24PUFJIZkxFAp5+zfzOSDRxtbNiKKPdKJGDlaQ+bGoJagR6ok+zSjE0VGEo9yautP23GmeDmN8OvvVUtOsTg8jNi7j2zXKCMHCuypBhyoaipinPNKazmtFLNpzSi5h+QQW9ZiNm2cvC75HCLTUK4iij7Sj1Aqawqhxlb/atyaKhcweKqPf/8wO8YD8p5HTklCJfBjgUoEKpPEpmvSRSzq6UO0FtNIm/nepkU4W4OrJv82R4DSURRhJ8BzYHBzugtkxYjuZZddxqc//Wm+9KUv0dXVxd69ewHo6ekhn5+hes8KZ2mFFmYWW2jtDDSTW9kKr2qrMNUIlmpUmbJFL3zW5CQDIQyGGRtyCRtLFfb1nEyhEJDqCtSzb5NMEqeSxKjmyEzTuygxuWBScMEKhQSRJHRN7GRLeYzhuJ/xeID7ah77Ism+iQI9O6vk+w4jcrY8YrMZQRzbc/QgUBl5aQiVINEwnihGaiHF4Qjhx3hxGRkqTGbQ4ylRmrc9bZl8/iQaqlpQTj0qowG5NEF6Gp0KauWA8WpIOfVINFO2k0SpRzwhUSMJMI6OMtLDmonhgJFayHiiiLQ1nPP1Upei8SmOY0S5ghESMTGB2LMXs/Mw0U7NvokC+yLJWBLTq9fwkJJmS88YXacZxGlDmJM3Ynpbvojk85hcgJB1AcwgTa3bPdIe2mTIepESYep9iT2fyroNnBk8QNdojoLyySmJLyW+FHixoJIU0PWevzZyOUPXI5gBMiFtj15Bs1MRhrbgqkbHImgV5hms31aOkivaCfB0lrLhwa5du3jTm97EzTffTLVa5YwzzuBjH/sY5557boeDWHpWjOhec801AFxwwQVty6+77jouvfTSpR/Q8cy8RBbm6gg0W8OCaYKLbEYpN4KmGnO4BV2kUBfcnkCxLg/rwoxNhYiTesb5hX8GsZ/H1ymJVmitybCCW0k9atq6mZNMEFcUQTW1ZRlncGeZ3j7YFKHGqgwcPsCp1RwjSYlIdzEcwZ5qyJr9BdbumMDPHbCPzt6epqvYJPbJ4StNTmlySlJJBeMpDMcBxYk8ShnySYLK26jptCyoJh6RFrbWsDFoY4i1oJrBWCoZK+dIU4mSmkxLKlHAaBwylkpiDbpeqznVgkjb/VUrAepwhJ8kZFWojvmMTOQZjgPGU0Gc2dZ8OaXx66UbTaIRUYwYH4c0QRw4BDsPkO6Y4PD+InuqIcP1QP4NQRenlioMbKqgtgxiNq1vF9wG2tiyk9WUuKKYqPmMxT41LcnV60drBAr7vqVGMmxyVLtP5azgVxSGS+RkiC8VSggEitHUVq/SUqOFxtAQ3QxbQLN+n5kp1m3TzdxakrMD8YWjPhe8qllCS3d4eJjHPe5xXHjhhdx8880MDQ3x29/+lt7e3g4HsDysGNE1q2AC4JgERs332LNYtzBZ3rEpuFPcyq1pQZ7INdOBCiKkS/l01xsXnJRPOaVY4eSBUb6TPJxdWZ4hDYkWpJlAC0WqBdVMMZEpyqkkMYJQSjaN5cgdKqPWVRDVmdN/zOBaxIZxgkMTbDg8xuE4YCIJOBgZDsWKveUixV0xXflRPCkQUWzLLU5UIUoxGbZZgjD40gY4lVMYiRUFFSLHDVkm8MvW7E5iRTn1qGXWKs4MZNqQZIZqJiinktEoIMlaRDf1GEs8e26ZIdO29nGioZZZ6zhfC5BS40cZSawYq+Q4HIWMxIpyagO1fAmeMDZxJgOi1J6HEIiJMuw+SLpzlIldPnvLRQ7Filpm6PI8NhQkGwbGCDbnYcMgZnB6xDOAqNZgvEJ6KGN8rMjBWo6DsW+12LOlIgE8ad3riZbEWrCzFhAFZ/LYdT8jd6ALXxYQeIBgOPLRmSEzKRpNJhIrujLDaI2UPmjQtLqZ24XXLpvs09t6r5olFFFn9VoWUwYyy7JpqZyzxeK8973v5aSTTuK6665rLtu8eXNnB19GjueMcsdCEHLyNSdHqswzXXBbhbYteEooJFZwpfBR+AQmT2hy5EyOgvQo+YqeQDCYg82lCqeuHeab1bP5blkRz1BBTiNIjKSWScZTyYGaYHdVsqdcZGJ/QLZ3Ag6NNNNp2k9NYNauQWzso7QxY1OpzMaCfSKMJLAv8tk3UqK2A7IdI7DrEOw9BMNldCVBJwKDLc3o1Z+n1mIVHI59hms5hicKjI4VGBvLM1rOM5F61DJJUu8YlBpDpDW1FCZSwXAcMBwFdtsoYDgOGE0kE6kg0rq5TWJsU/qJ1GM8Dhgt5xkdKzA8UWC4luNw7DOWWgs60wavPtdtEOhEoCsJDJfh4CjsPUS2Y4TaDtg3UmJf5DOS2PPpz0k2FjSljRliYx9m7Zpm16O222l0FA6NkO2dYGJ/wJ5ykZ21gN1V+77Yc5Z27r31/TMQG/jOMNyenMOp60fYXKqwKZ8ymIOSryhIj5zJERr7BU1h7x0pfCT2vmq/z9o9LK33p71fZ6jeNd8qVPP+3DhmpGHpdliR6mc/+xk9PT1tr6uuumrGQ335y1/mvPPO47nPfS5DQ0Ns27aNf/7nfz7WZ3jUWTGW7spjfh/i49G6PVKXoNbiF611lIv0UTAluk2RXi9kIKdYm5ecVMh4SKnGr8eKXHWwyJo1GZtyeQZCGAgyBsKEgWINIQxxovDigERLDseSgzXD7lqV/dU8Z1bW8ntjY5x86EHCsTJsPXVaJLLp7YOTN+LVEjZmB+Ae2F3tYzyB+8uKalZipBaw/lCF3p4KYc84QkJWFZRHfVvdStv3RAoYSzSJltQyxWiq6Ip8ctKghCEzgn2Rx3AM47GhlmpqWYbS1j2aGjvXHSqvuX6UwXgKEwlUU01WNxPGhUAJgcajmknyyjY8qGnBeKoYjWEkhmrWMCuE9QokHuVRH0hQh8YRHugY9j3YxZ6JAjtrAftqgloKgznB5mLKQ3vH8c5aM30et7HnXbsRd/+O6KeHePDeHu4c6eZXI7CzVkYiecyaAkVP0xvEdAcxgZ9hjKASewxEPpFWVFOfb4xOcNOuzVysE/5w825+s3+A8aRIWPXxaxIvlfUvbYpK/UucVkmzXrPWCULIZv5uo2rV7F2KpgZaLR1TP8ezW76tn7lZanOvIAyLiEI2cM4553D77be3LZ4t4+R3v/sd11xzDVdccQVvectb+OEPf8hf/MVfEIYhL3rRizocxNLjRHcls4i52yPueobmBVMFt2HhSuHjEeITkDchBWnzcEu+oD+wUcondY/xxdEtPGRtiZKvWJsTrAk0a8KEgXyN7j7b/SaLbCUkgFqWZyRR7K0J7op3IUY3kpNd5B9MWFcaxivsss3dBwfbBx/4UAiRPR7dxRo9vrVYqykMxwJf+CiZJ9WC7qiGH2SksaJSC6nV83N1/RVn9qu8Suy1SLUipwwK+8App3a/UWYt3MRoMgxSC1SqGUskOQ1KCDIDtayxjSY2GdoYhBYEmaSaCgJp369YCzQNlzOMJ1Zw48zg1925qYFaZsctAK866fbeX8mzL/IZjgXV1JZz7vGhP0jpLtag0DM9X7nx3j+4i/TeYQ48WODXY13cPQp3xbsYFwfYbLbaymC5GoOlCoVijAo1JhPkqh5rajnievcnKDGh8vxsPKJnV8bZA4fpHylQTgW1TBJrn0SHJCLGFzmM0UjhN4OqbCpRgpReXXBlm7guTFjnUYrRzfUuOUopuru757Wu1przzjuP97znPQBs27aNu+66i2uuucaJrmN2ltOynYup7uTW5c3AqWmCawtiNAKoQh0SCBuxWvQkvYG1ZDcUKuxIhzh1cy9SQtGDNYFmXS5mqFClr7dMuFEgA4WONeFYjWC/FZBIFygnOX5y+AfAo8mNbaLo9ZK79yB9uf0oKTEDM7hIQx+Z9wgLESVPk5OSCW3FSwmJFIENXko9ikFircbUo5x6xFpa4QUSbYOjLLIudAJPWlEuJ1DLDHFdcGNSlJEoLUi0FcxMg5SgNdQ0VBJddylnZGiEEcRa2/0mgkxDTVlhjbQV9YlUU0u1bZKAFdxYS8qphxdrUi3wagZtrPW7txZwKJaM193KOUm9gUFCWEhtsY6paIM4eIDsN/sZudfjnpFe7h6T/CLayQOVH3BS4ZFsyuc4qVhmY/84xaEE2S2RgYeONf5EwtBEtT5lEOArOz5d8NgxklEazRgIMsZTRTWV9mV8QhOSkqJFhhIeRrRYgC3Ca3TDqtWT92zjrWlauMeH9bhq5nvN0rX2W79+PWeddVbbsjPPPJMvfvGLnQ1gmXCiu6qZaS6sgWwXXGEFd3IO12urOuWb0M7jKo+Cpyj50Osb1uZiqjJHtGaIDZlBCigqTX+QMFSo0ddbprDO4J3cB4GH1AYmasjuMqc8MFIXmCJDtbPYFd9Jl+6h5HWRl31s/c1ButU+5Pqd6N5eG4mcpLZ1nrbRRio0FD3bBWiibpGOxbYyQ2Z8Ii3pzmzlqzgTVFJJtR4YZYODMmIMmfHQ9aCvUImmxk+khkrdrRyZhEQkZEbioZBAktnoZKFtw/pUw4aCZGc5Iyax6TMGvEwghR1XagRe/fhRZqimxlq5OkUg8ISyaUn18Up8osxDYF3Y5VRxIJKMxXZ7XwryHvY6+CkqrJvxUQRj483rJkdGYPc+xn9juPdgH78e8/j1xDi70jsZKpzFWcEmTu+GU9aOkD8FvKEumzctBTJOMaNV+g6W0cZenED6lDNpa0wXuxjdW2OtmWAkyTHuCyqpTT9KshwpGRkJnsiBnOxPYYwG6VtXc6OoBnP1223c085SXTKWKHr5cY97HL/+9a/blv3mN7/hlFNO6XAAy4MTXccMzCC4wrOCW2/b1yiC0cjJDcmTFx4FpSj6wraE8zX9+Rg2biABBr0MKQxFldEbRvR2VckPatS6AmxYY5uuSwHVGl7/GMXSYTYHw8idhkcMP5Rfkmc/O/ndxOmU/JDc/j5OlYfpPmkncs0EFPPWRVir2YpRmUEoyMmMUHp4AqoaxrVBI9DGunETbYOnUjMpurG2gmndxZpMgzaK1EgiLVD1gKtKqqlmGTWTEomIWMQgQBuNSfKskSFJCo0njBAwHMNwElORFQA0GmUkIrOKkhqBJwSpMcSZIco0kclITYZC4htFXBddTygyBF5d3GNjo6ZHYign9ph5BaG018FXGUIBkc3pFZm2pkq5CgdH0A8e5v79fdxbDvndRMp+uZN1wcM4yz+Zs3sFZ/dMUHyYj9zUD/3d9j3TBqo1RH6M/O699KZVMm07KBUyZfsGYzCbeujdP0JvTTPiK8qpIMoUsfbITI5MpFQJm0UzAIzMQKeYenBVewSzvXqOZWQRlu5CRff1r389j33sY3nPe97D8573PH74wx/y0Y9+lI9+9KMdDmB5cKLraENMmSeejFpWzUYGqqUIRiMnN6fzFD07l9vtC3p9zdpcTLiuj1J3RhBFxFqhhCHvpXTlI8JSguzxEL15zOAApqvLljJMU0T/KLKUJ5/bx2ZvmIePlvBGTuG+2ijDusoDEyUKKo+3v5et9x7EK9egpwiesn7csSqmZtOAPGnwpEFJO0+aZLatXmokibbBS41ApzhrzNFa13JKRiwSYiNIjU9qFLG23YQkUKsLbk1ExKJGLGoYDKmIiE1MLhmoB//YrjjGwGisGZajRKJcd0NqJNL2cjeGRCuUsNHQic6IjLWKjTAE9TFEGVTr+42NagvUqqT2GJk2+Eqi5OQ1EKJeaGSs3udXjtvc59Ey6Z4JKvfD7ybyPDBhGE6rDLCeLbkezuyFs3sn2HzKMHLrqZh1g5junsn3a3wcIQWy5yDheEJXHKGNwE89MmMbOyihURvXsLY8ykgiqaSSKJMk2ifNDKnOE6iCfZDXXcwG3SwXqYX1lU+tVDV1mWNp6TSQaqGbPfKRj+TGG2/kyiuv5J3vfCdbtmzhgx/8IJdccklnA1gmnOiuNJYotaEtirlp7frTugc1cnKL5JrpQb2BodvX9K0J6B9UCJEiMFRSH4kh9DJ8P0OFIHIKCiGmpwcaUYu+j8nnMcUSMheSkzs554FxFF0E473srcaMJhk7qx6BLLDpt2MUy2OogRqi4NnUoVqKnkjRiZU1Txi8emhrbAwmNfWcWgkIvLq/ONZWcBvztLFISESMFobEJMTGJ8h8FBIhBIlJiURMrS64qamh62UeMpEykZXIC5+C51FJM6omYVxOUBXjJKaGbNaYboiHIck0QgjSutgmIiETmV0X8I1HLTO21jMQaPsupfWxl+subyHAx6Y/2ZxeO7+sE4EeqSBqMWiDqaRkh2LKez12H+pmZ1UwmqSUZMi6fMAZXYaH9Y5z8uYRcmd1oU/bAo1qXo33S0pELULkFCpM8f2M0LPCqRG2gYXK8Iua2sYi3dWYSiaItSDVisz4mMwwYfLoeqEMu23d4hXaRi2jm27mYyq0LqhqfhhAdxin0oFYP+MZz+AZz3hGZ8c7TnCiuypofWjMlrIwc4ODRgEMTwb1JvS2rnKOEgXdRckUKcmA3sBnS5fgpILmrJ4J/FAyeEovnpfaDjpGQGqDf3QqUJUAfyxDjSXISjTzl4lSCf3QM+Dkkzg9/Q4bf76Th+7q4zfjBXZWJRMJ3D0m8XasZd2BiP5cjWIhxg9s9HOWelSrtoKSdXHas8y0YUJH6MzgJYrxJMCTNmXH1PNto0xT0ylVWSYSVTITgcBeD+HhmQCJJBMpqUhITI1Mx2T1nrEChRRVRmWRTcF6XnX2Pq79xVruig8xwSFSXSMzMQKFEhGxqBLJHJ7xbcAakljW0CZFY89HiZCQPBgYjhSVVOIJ6+bOjCHV9RxhbQtPlGSI/UoB2ghqWjIRhciDUIpqQEISe5QrAYdr3eytheyrKSopnFzy2JTXnNE1wSkbhyk8PI844wz0qZvbSnBO3jQSkgQ9lhCPSSqVgGpq0688afBUvUGClzK4zuOcaspDx8v8crTEDl9ysOYzHCnSaIAJkaMixqmJCYRQpKZm30+TNgtnTDa7nyqIswVSOeE8FhiWtgzkiYATXceMTObq2gIYAoXCb5/DNTkKwqfL8+gOJGtzhk35CGOg76RupBRoLTFGkKSSSuIRZ3a/cSpBGLxcBdk9gRif0iS+lXweccoQ+cpuNsaj9TzaPHuRVDLYX1NkJqSWKrrjgLyfIoWNGa3Vi1fExlqFNi/fFh+MRIRAIFOBLySqLvyZsZHIVazLODFWIBtWlsIjpYZA2T2ZjNTEaJOhm+tl6LpF1p8TDD57gP57BcSQmZjURBiTImhxo6LJUIh6MFBmYjKTNo+rMQghkHjUdI7MTB9zREIsYgIT0GgHn2HnemuZZCLxQUBSn2utJh5jsc+hxONQpBhLoNeHdXnNqcUqGwdHyZ/mI04ZwmxcN7PgAmJ8DEZGSQ5oRkcLHK7mqKT28RIojcTYl5RIAb2butj364RN+Yi4fi6ZkRRivzm/2+ypS0YmUiQSIxTUmyIYJ6THBcZ0Zul2ut1Kx4nuqmM2q3c6bS39Wks9mpCctmUeS3XB7QsFG3IxBS/jYGGIAV8is8zmu2pJlNqSiROpDV4KU49qpsAI1qgyuT37MGHY7rZswQwNIMcrFCcOsj4aJ9YKbUIORIKxFAyKOLP9Wwtxhl+fv0zq5RjjzJZptPOqhkxkJCJpWpGe8fCNV79ChlSkJCImrQtuamrN1I/MeHW3cP36GU1GijFZvR+svcZSelQZ5ccjBf6/d/VwX22Eqhy11rBJm7mnYMeP0VB36xu0FfH6+BopKCmCBI+KCPGMh6w/uBJSUpESixhNikJhjMEwOVddTm2d7FQLJqRPogWVTDGWKMbqdaYzAxvzxrZb7B2neJJBburFDA3MXJ8ZYGICsWcfZuchDu0tsmuiyHDiE2WCQBpKRiPrJSul1GgtSVAc7llPd7qHDbmE1PhkRnKw5pGlIanOSGWKJxIyEqSJptRkPpLgOkFeEpYwkOpEwYnuKqb9wTXZ+UXM8AXUWng+nvEJTY6QoL3MY2g4o3eUH40NMTTQxUQSUzACJTXG2B6sY6lkuF4/2Bg4HCiqmY0IPuW3e5BKok/aNLPwdnXBQA9qXZmusTJDtQo1LUmNz+6qYCyx6TyRrreUawQNGShnkkhDnEGqDRl1MSImFQlaZHjGR+I1501TMlIRkemEzCRok2CMxhiNbgSXmXr5QGMtMq3TuqjXr6U2RGKMw1JQi2tU5AiRHiMzNTJt9yfq60vp1ecxJ4W8IeCNLz02dlkSiypVEeAJVX/nDBrr5s7qIm1MiQzrco4ziJS9Dgao1eevI123flNbPCQzNp93KJcwVKjQNRSj1hVhoMde/5mYmEDu2In57R6i35S5d3Q9u2s+Y7GN1C569s7yhMKTGpmaZg1qrxSwY7ifbb27SE0PqQ7Y4ysSbYiygMTkSIlI6yUi57qHp/7vcByvONFdDcz2IJrFu2PMZKu11uhlJXw8ExKakILwyXuNqlMwFKbcM9rNeH8/3VpSTRUSQ+DZvriZtpHC1QwO1gzlVONXBcOxTzXrZu1du8jpHcgkbe/r2hiT5yPyOUR3Aa+/SvdIlTWJTzWV7I88a8lqW0wilJJATtbLqNarQEWZFSFdt3QzkZKZiIQaCjtX27AorYUYkZgIbWK0TtEmsy5N01KTumV9Yxru0Pq1M5LURNT0KImoNt3KmU6soGIbtwskRptpBRW0SZv7kUIhZEy91gWR9Ihbjq1Nauc80UgUGbbaVaoNUWYop3WLWEuUqFfbql+vJLPCGCgo+bAmjOjuruL1S0R3AfI5jDdd9MThYcTOXZjf7qH2qwo7d/Rw15jP/qom0YaiJ5F5QUnbSHF7Dyji1N4ftUwy3tPHvQfLbClNUMskJd9OB0TaJzEhkQhRIkLhT9Zhrrf6m1lgGwm+8+wy5Fg0S1Uc40TBie6JSEefgsbcopymxaJuYdmGBgEhPjmlKHo2PWggzFibi/nKxACnBAFVbahpRWg0Qd21qKTGl7Y4RmrgUFJlWB5md9THWFzipAf62RyPUKjtQFZqiA1r0f19TatXJPW+dIGHLHjkumJKExHdsU9OeqSZFZBI21Qar94lSAhr4UaZLTDRSAPKRFYX1sTOnQoPaSarcZm6y1ibuBkgpU02eW3rgtvshNOsATzpbzPCkGRVtEwRomr3qZN6IJBdzwiDEJNC3rYvnTWPZWwEEUis8Or2dBmNxpgUhJ1zzoTN6020RzXTSGGDybz6l5FU21dWf/DZPF5btaoURuS6MmQhgMBrXn+ThaCUtW4PD8Pufej7DlD5dcr9e/r5zViRn46MMyqH6dP9hKqIFOBLgy80Sup6TWpJTSuqWlATgv/OBni+GGdtLqbbt1+kapmiltr7LRZ+vSLa9GIuk/O6C6hE1fr5cAK8KIwRq3ZutlOc6K4EjuKDobUknWh5+DSts1k+P0JIlPHw8QmFIqckXb6gP7S1lbf0j1NRG6il1s2rDShh8KRNFQkQDMR+3dqVjCche02Zu9Ofcyh6KKeMPIQo8zg1GqZrbA/eaAW5bgR6e2wz9SiBWgRZhlAS4UMYpBS9lJyy1qzRVlyN7RVkRRdIjCHNDJE2Nue1Pper6+3lUhIwiRVRo+rXoy7KLYJrTDrZYtJkCDEpulOvozEGgbbBW3oy8McYY8WxuYEGI5vHnLoPANFMnMHm8sp6UtKUsQJIYzvzaFJikRAZD5kJMJpI26IbAvvFp3GdQiVQEnLKVgsLgxThg1ASsgxqEWJswlawAsTeA7B3mPT+UcbvV/zuwBp+PZ7jlyMZd6ffoj84lS61noGcYCDQDPgpvWFMzk9JM4kSpl7tyzZiGMsrvjO2lqcPPcidowUqqZ2HDzOFj48ytjDLnPe1abdwp5ZeXFT5VZc+NCemw5Sh1SrWTnRXMW0C3HzQaxDTHyyN6GXf+ARKUfAkBU/Q72dsLFZ4UJ2MUJPdeUKlyXsppVxMGKYIqfGEJu/lCWWIL3y88dP5dehxIPo1Pz+8mVjnqGUDbKmO0T82THCwjBwaQXTlwVdQS6ASYWIrTkoZAqUJlcGvi4k2hjjTbXaPdbNORvcm0s7lmrq72LQEP7UG6Rijpwluq0vTauJkI/W2a2t0vQ9soxKVaIpoW+1gJsW29W/tSCBtCq/OMms1ThmvEBItQKJsGhMxNa0wmSHREk/LeqlJiwICZS12X0CoDIEyKFUfZ5whKhGocajV7HjjBP3bA8S7Yw7vKnDfaDf3TAT8eiTlV/pe1oRn8FCxhS1dHicXMjbkIwbyVfL5BOVl1KoB2thAuob73wDfE4KHHO6j39cc9uz9VU4VfmaLsUhmmtNtdTHPLLaOY89iugytRpzonohMFYHZvp23FYevPwFF1gwYan2YS6TtkysCip5tSr8hr3lo9wS/i3rZPtHNxrxiXR425hI2Fius6Z8gv9Yg1wTIUp5eYMPEOA87eIjKXsH+Q13sKG/hgcrp3HGoxo8Ppdw75rN+ZA2b9ms23h0zWKjS0zVGYTAFCSYFHUFUVtRqPqmW+MIQKIGqG5CxNlR0QkSMFroeLGXQ9Zza1ESkJmlGJrfO1zas0cngqMY1mnxCTLo0G+IsZ7F49eQDaaYHjGn/+DW2maQ+32uypsBn9fcj08q6uOvWtqi3yJMSMgQ1M0FKRE1VJoPEjEBoiULZdC/pEyjrhg8U+MK2LKzVfORhjY4S5L5RhDcKGrIqRBMe9+7rZ1c1YGdVsqeSMZrUkMC54UN5/FDGScUyQwPjFNY13vsQlAeZIb1/nOK+CP+wDbBL652GBPDZnYZXbjhEJesi0rY2c0UHhCZHTfpt7vTJ+7P+/jQt3YZLfo664s6lfNQwZhEpQ0d5LCsFJ7oOYNJCaP34NMRW1BuLe0bhIwmkJJSCnNJEmWKsp48wkwzmBH1BRo8f05WvEQ5o1No8YrALekuQyyGjCDleoevgGIWdYwzsrDB4uItEl9hftfOuB2uGzEjKWY6RxKO/mmN9tdwstKGNIE4U1dinVs83bf0Aa+y8bSISEhERiWrdqjXNYKNGXq1p/tPNOdtJN7Bus0JnR2NLAss2QbaW7Uzb1wWhEazW3G76l6MZc1GNXSqsrxkj7Fy5qfeZNcLYghJCk5oEhQ0Qs8FwHp6xHgvd8vE39euaaEk58m2gVZQ1853T1KMSe4xGIb+ZyHEwguHIXvV1uZChvGBTPuMRGw7QtSlFbSog1nRDV6FeacxALUJVE8K0Sle1Rk/k0xfY+VspcoxuUkTJCDll6sFwEvt1QSFRzaIhM3oWVu0jfPnp1L2Mcy87Vh0trsa55ryEsA88ZTx8JQkVFDzDmiDloOjCL+YYTGBNqOn3U7pzMfmuBNXrIfoKsKYX09+L6e8HrRHVGmJkBG/tIXrXHqZw/2GqqceOwFZEGk1ssf5UCyqpx0iiiDJJ3svw6m5VrQWxVpQzRWxEvZ1c45u3ldFEJESiSqwnbCpN3RrS9YQhG3Gctrl0J61bUxffrH4NGten9YE/83zupODORoYVXhsZNbldY396yr7b53ipB14ZI5CyJQDLaAwCY1IyBNrY0pEp2AAr4yGEhy9ylOiuf7GoH6HeLKGSCUbjkGrqIaX9Y1qPRp9IFaOpYm/Vzp2HSjCUU6zNGU4q1NjUPUHvuR5i0xAMDWB6ezH5nO1rmCS2PvPBUVQ5IT+a0F2L6U89Ei3wpKTo+wxP9LEmmWCvZ+8zX0pU5tXHPrv12owiny0owXFsMJ27l130suPEpbU/bpurWc2wjkKIRvpMvatQI0cXiS8kgbTN1jVQGOpCKENBQV+Q0eUnFMIYr2CQeQ+KOSgVMb29zdrKJp/H9PchBvoRffsJ+/Zxxsghug51013Os7fmcbjefP1wDJVMkOqQfH3+1qvPk6bGdgiq1SOXbfP5eg6usIUlMhMRmXJ78FKdqWLLlN+t4NaDm4xqEd5JoZPSa5nrNVMs07ms5IzGx0/UizWKuru4VfQnxzppNRujQOjJaF6jMXU3cyN1SZMAyeQIDKR1K1dK0Yze1saQ1vv2+hlIJAeFjye85jWOMhv8Vq6nXiUaivVUsXW5lE3FKusHxihuMYiHb8WsG7K1tFsJQ4xSiGIOmS/jFVIKYUxX5BMbiSeg2xMU8l1UJ8oEEgJpK4V59fuv0eVKaFue1Aht5xugef+K2R7kzqV8jHDRywvFie4xY/6Vn44+U4935BQJUX/ISuFNVqCSfrPJgRI+gfAJlCDnQZdnIBfS1y3x0wwlDCUvI+dlKGVb6qEkKIXxPAiCacc0PT2YUglRzNO1/+f4vxsmvzclr4qEyudgzVZJGo8NWgtCJetzj5M5uNpYIajV83BjY0jrebhaZLa4RVYjM8nkuU5xUU4XN8NMrt7JazlZIrMrWE81HSHVVbS2ruvZ3cpTzt/U04WQSKnwZJ6810s5PUiWxXUhn2kcGdQrSdt9tJyHqW9hsmbecAMlfFCgTEJGZlsHGpvH24hqzoz1IDSubWIaKVdQ07ZudX8oWJMzbMglbCqVGVw3Tu7UALllEP2QU21a0UwEgf2bkghlA+FyXkZJ2/sn1YK80sTdBbqqMTlPEChBkNnUoca9KKWPNmmzNrh9VxqR39O/XE1nuhdh6XDRz6sdJ7onDHMJ+2xC29rkwK//X++XK0M8GTRLPwYm30wVyitBl5fSN1QkrzJCpcmMJJQpQhiMBh2DqaWIKEYkMSZNZ34YK4XZtAn5kAPk1X7WeuOo3RmeKOERIiPBKILhWOMJm2fqS4EnrNfSNnqn2Xc20ZqUuuBiU4Iyk6B10pIW5TVzbKcGQLWT1UVtpm/yAil9Lig+mu9U72Qs3t0SdDVVcFvPO5vyswcIlAzpCtbx+PzvcVtlOxNmHzpLmEozjWi2wiZN4W1EWzfKSEqQNqVIC41u5vEqoszOljZaA3rSdkdMTb29obZNIKQQ5D3BupxhQz5iY9cEazZUCLfkEFuGMCevn11wAdIUoth2gIqtY0EIY+8bFEYJfJHRO1Rg/FCVvPJtdTGhCHSIJ0NSEeHJYDKYqjkv3i5m869MtZwCvPIx2KmejrZdpRayE90Vzfws6JkCT+zyyTSMhsWgZICSAZ4MUCIkEHkCUSA0eQpKkfcERc9QKkjWDgh0/eGWGvuwz7SkFnsEEyneSIIoTSAKOUQ+h1m7btYxmvWDiCwjyA4wkFWgnnRvCDBGMBZbUbVjFUgBqt5hJ9W28lKiDbG2ebgp9apPxkYmZzqhES8phEEKNVmYgsY88Hweuo1raSOc91RqpDSCsrIZ5nKnipCCthQhA2KyacKeSq29CEejmewcmHpAVSMwy6AxOqunOjWOZWtFW7GyUdyxSPC0QiLQxhBp22kJbNciXXfXA3hSkPck3R6sz8VsLJUZWFshODlAnDyAWT+IWTM45zjFyDDm0AR6JCGesPdJpu31DGQG9RaEgyXDWH9IsZqR9wQFpZjQAYEooEWCEZnNVW6NvteN+foG07+wTF7z2a6nE+AF4+Z0F4wT3SXmqCbtz8JsImuZFIFWK6/pXpYengxRMsSXBXxRIGdKtsFBqOgNBANBRnGgSOBlGCPItAAtqWQeqZGkWta7C1UpmAk8DMJo+1CezRLq6oK+KrJcI6gO0xtXSbTC9uHxORhJJnRGLcvI6tfw/2fvv2Mu29KzXvT3jjFmWOGLlXft1Lnd3d42bnNNk68wNg3H8uFICFmmZQxIgEE4CAHmD9wgg5G5AnPEcctGBKN7Lw3Gh3PQFddug+T2QVzjdrbbdne7w+5dtSt+cYWZRrh/jDnnWusLtSvsXTvU95ZK9X2rZhxzrPHMNz2PRvr+V0eg6fVnYx+uCzbWFff5VkvsO5KYAw2x4hdYkCocCcl2Xu7xfK4gSvP7L2W8dGeLmdxu/9cteaP3frbRi45FVSLCUG3x+y9kvHh7k0LtIF4teefS9v0u9fviIcSq5Fh1rfr/72gSu6powcRtgm8FHWIfbxEE5z1J0Gi3Op7dGOe6I0OBc3ng0qhgc7sgvaxQF9dgq+VmPu3ZOofcvo28fJPmpSnzm5qDgwHTOo1Sj6HV21WezDhEAqNzI87d2eew0cwazdil5GGMkwav/JH7A9+2X3U1C+HYy84CoFdSC68R2cWTVE39pHqsD2tnoPsWsVWg1af+X+fRAii1yLMalQOQmhGpGpOqMQPZYOw3WAtrbJuct60Jz48sl4aOSxc0TSuU7oNQO8VunfQqQp4xgx3P9jXHhd8oubh5g60v3UWe2oTzW4TNmM/FtNdT12A0jAfoCzV5M+MCU5QEMjXgsMm5WxoOamFiG2ahjOLuOLxEYFmETav415f4ULd57E5NFyDgfVzcl8OSy/ncGJrtQsvdeC6HowPWFvyv1/4zztWtIMJJedzus1UPd9lCcDR2xk336/yv1z7T5nPbqmlUu3z7lWMs54Ojt9wWggW1UoHdXXfv6RLwoaYMh1gqjM5QQbeMT/HekpYEZSQ5Q2PYSDXnczifep4a1Fw4PyW/AvrCCMaD+NzqGooiPk9rkekU2T+Au3uEl/dprs2Z3kj49M0r7NaawqvIza1CpJ7UDrCYViDj/Hqg3gokypIqTaZTptMLZJIzVQcUklHLFOWXi9HAdgVVvl4ZY79USLcMtMvvRWdiCQ9u4REKqZ5UsD4D3SfOlrzbpZ+NipXFWqKHm8qQPIzIw4CxSllLYmvIO8YFXzIXOOcTvFiMBHyIhPaVF6ZWcdBAYSP1/kArzmUJl+YDvuYX7jC6/DLJlV3kwhqyNY76rImBxsZFu6wJtgUcFUiNI1OOgYahIZLhO00dDA0NlppGqr4PNwSHJ4ZqHbb3hJTSbQRy1QNZDgevernL4HZ8vDoPsrEzjrYI9d7mSj54FXCP5orjdXu8behCm7JU3bxKDdmRQpje2+2fqxy5lhZwldIr92hDDRLBSGLMIPbxYkhCQoIhFU2mFUMDAw0j48mUQ1TsSg7WIWUNkyliHTKZLp7j3pRwZ0Jzo2R2M+HW3hbX5wN+89BQuHi1AyNsJEKiArmWPkoSK6YNu4Mt3uFepnAjCieM5ymNH2CDxUlDUL4vkDMqgqrrwfasWvlxmT8jx3ggOwPdJ8BWw8hLXq8yx342KiNhQB7GDMKAseSsGcNGqrg6qJg0hvzCkGmrWuPluPfWONitHHtNRYNlLBkX8hQfLnB1t+TitSnj83dILuygNnJklESax8YRigZ/WONLT/BdW070iFIl5FoolWC8Rvdi7xUexzLxf6dvG6XxBIKKRV4rNI5HPZt7LQOdt9xt14FbfeLWy8D7ytYB/PJnugX75f7g0yqil+QEV47RhcY7gpO2lzV4XIiVTCKmJ5xQQRNwaDYw6H68Y/tObNVSKhC84EuPHNYopkhRxecHhP0Sf1DS3PFM76bcPtzm+jznemm4Pgt8sTgkwbCVZFwUzVF2x9opmhB7grP1lMlBwtVBzcRmrBlD0+S49vl6HFaVcQRD5IXu5rE/0iIm4eRq9TN7RAtn5BgPameg+xa0oznd1Srl5VBzcuxnIzmJ5GQ+Jw85Q20YJ1FNaKgdn5pv8LxJKJzHSEB0wIhHS2CkPbVWlEn0ePcauK2+zO80N8jLTezdr+WZ0Zin5gOu7Fece3nO2lpFtjbHbLRfQAeuCNi5UBWG2mqcj8HPTjkoUbFfWAUV1XNaz7YvZmJB4xg1a1vWJqKPuAq2J9E7QgS9RfWyoFGqFYYPiyrl06ubH84W+WAHvZydRC9dOlpJxXIKIeBPqMJeAK6SljKyBddYTOWwEpDW01VojKQtXWQc30RFGUCjFn6j84qqMIhqCI1FTx3oIl6HDcxvaiaTnJ35kBtlxsuF5qVZ4KXykGvyGVI14Kp/O0OjGCcw0nHe5CrOIRsUpVMUTlEF4Qt+i6/Wd9lMPONEUTpD5XIaGhpV0RDTIo3Ea1B9Ff7qy9DKd2A5YnFiSuDM7tcCZ4VUD2pnoPs626rowKMs3vdo1TjFTgJgQ2wPSkPGQAwjo3s1oVw7JtmAvVowEoXic+0xKubetPIMtGNoDLk2DM2Q0fw9fDlZ53bzGX5RPs3t8h3cGORcGQ65VGScnzRsZA3nxrPY3yvgrGCdpmwM8zqhdApH/JKqVq5PRNBBQ0t9SIh6QSyFiHvuaBQibaFRxwLVFlfBUbBdLlyK3qZgMCZHYXC+wgV3ihfbPQN37HirdlL+/Xj4GQElGq0yvLJYG1YEFBbHVyv30IFKB9jLHM398XsykPaFJEj8TEC3hV3S9kOHEK+uaUXvJ/OMptGYiUObyGrlnFBVCdenI+7WCbdKzY154OWi4CX1eXbq3yHRIz6QfjVPrSVczOFCZtlMLKPEkiqPEDhsMmqvmFvFXi1M8wG5c1zOG9aSLOrwekMV4jytma/M33sXEZ5ky9+bh/eAn6TCqaN2Fl5+MDsD3SfCTn7LX5ZL022BlZGM1KdkpOTKMDASheoTx28djphvJswsbCSRetGIZ5g25IllSzus01ysEy5XKbuDlKeGCc+Wz3J7fpXfcTfYUTvUxQbTZsBuZdjONFtJxpUyJTcOI3Hh915ogl54PU6wPvblLmNddw/+iHd71GJe1PX/wjLYHt2+Ay0QNIkZsp4+hSbloLnWth+1x10ptOpHk6g+JKe+zR/fT7efL7cdCUYP2EiexlFzyMs0ds4qW9VxAo2YcdX9fS//22/T6wJHFicvsd53mWoxhDje1kPlhLkoRAymGJCULtJEhlYf10ZKzhfnht0KdkrLXVswUQcM2eRK+vVcSAZ8YFtzKbNspzXrWc0gbTA6Pg/rNHPb8j57YWZhohWfma7zNes7jJOcSSPk1pC5lDqkS7UIbfX9Kfd7luM9szeKnYHuW9DuRfhwWqhZt8k1E5JWM9eQa0WuY1/uyDh+vhhR4mh8XOaNCmTGMcxqhmsN2bm2faMquFQI5dRwOMvZKQbcqRLOHzzNfuOZW48NMe9bOsVhIhQ+Y6ACiQoYFRC6Ai2h8kLRMiJVLjJO+eBb6GnzuLgecI+CroiCQPR2j4DgcngxAuFyhbJgTM56+hRfP/oqRgn8n/s1jZu1eSyztN/yMQP3qlZevbaj+3a53Fj8NU4u8j9tfgWzBv4LcMA1vG9a9qvOWzjK9exWwLNXIhK14CheEXKHgGvz4R09pMd2bFVKiLioaFrqTSWGgGB9/L3wwtzCzSL0z3fLDLhqRmwmiu0MLuaO927usT4qyccWPQi0mIkvoZkp9osc08RXisbDzDZ8niEfcPuMTCy4yrUi84aSBBPivO3mbzen7+XxHi+IO7OHtkcRsX/A/T760Y/yd//u31357NKlS9y8efPhzv862RnoPmH2ijldsj6XO0oUW5lwKXO8d/OQf1slPKfWGZgodr6ZNJwfz1h/qia5miPvvhKrkbN4rGHVsF0UPH8wI+zu8Qc/XXC4m7M7G7BTZezUisMmejQvz2kzk7J0TdHT8kBlA5X3VC5QeksRakpVUMsc52O7jve2D/N14BIB18cQa6vIIz1IxSrgECJILQNeB1ohBCb1TX4y1BhJKdweukWK5bac1d5evwS8HRgu00dGL7cD+X4/1FILS2SpKtwe/+f+r2JDTdHsLuV8df/C0NFOLsQZ4nn70PIRwO3zum21twSPKIWjwUpFqQrw4C003lA4YaIUiRaUCEZ0LzCxfGdG4NmRsJ604vVZxfaoYH27JL0g6Is58rZLK3OEqumrndM7E85PZ1RWs19rBkaRK8MX1Yxf2F3nUuaZWU3hFrndmWQr8/fhw8xn9jDWqVM97L4Pau9///v5L//lv/S/63sxoL1B7Qx030D26uV3V+1+FqAuLNeJ+WkRjIrtHFoCsybh8sYmW5lhbGL7yMBY0tyixgrZGBDObxPWN2CQQ5K05L01MpsjhwcMh18muzlh82bBxbspu9MhO2XGTp1wvVAULcev9ZGEPxDwPoaOax9ovKf2joqGSioqCmwo8djIPnWfX+OFmHxY+fmkeijvG1yosL5AqYROa7cb1y43vCrrt6heXpBZLAPuCc9oybvuju19QxUctZu13q079Vmutj7FfPBJ93SaLJ4PFkRhQ00lRR8d8C5gg6ZWAeMiE5hRkUTTtD9nOrYUrSXwtmHFubxiezxnfL4muWzQlzfhwgZsb+CvXIEkjW9UTQNFiRweRG+8tqT5AQNjGRnP2Ci2MoMLaxTVPmvStJGQOD9bFWFgNVVy4viuEGLcc9P7tic5j7tsj7NP1xjD5cunM9u9GewMdB+LPaL4wUoo8LV9g1cotKiWZjGKC+Tas8+Yy+OcrUxYS0JU/DEOkwVUriFPYDyC9bWlg0lUl8kywvYWSmn0hV30hV2Sm1OGN/bZ2M3ZmA6xYchBo5hYmDWCdYG6DSU7H71bS6R4bKSmoqCmwIWGjuoxLIHhg1osHOoWgeX+2Ri6dt61IV05nVazB95YJ70oxloOM3e524WXe1o6wAdHaOkre0APy/e3zJbV5o9bwL1f68bMA9JKAtZSRNAWjwsO6xOM15H7uu3dzXR8KRslsGZgI/GcSx1v3z5gbbsku6LQl9fh8jac38Zvb8F4vHryJGlfzizMCsgTTBZTFgPtWUsCW5kAKckoJ68rEtHotsBLt3rPr7k9MmnGWzeEfS9pkPvZ1znH4eHhyudZlpG1imRH7XOf+xxPPfUUWZbxdV/3dfyDf/APePvb3/6QV/D62BnontmKqbDwyLp2kbFxzLM1Lg2EkYE148m1RyvHspZaUPeeTv7ZZ5DREBkN0KMd8tEB5uWS9LZj0hgylaBFI0TfsfHgfaAOjoIKK5ZaaqxUNKHEhpImVG142Z/SOtNeW7dw9jSBJ78InZ4PXxKqP6Xl6CTrgHf593tbSzzRn6MD3EV4euX4HNHjXeJfFnQbWtdtv3L375GiKjre7AYU2FC2oBuwOBwOEwxpSPDAQCLojhPYSOBc6thOG84PSraeLjFPZajLG3D5HOH8OcK5c/e+Y2WQTjZKAlo5cu1ZM54mjf3ChozxvsOoBC2Lcezm62vApnpm92mPwiz1a7/2a2wckYH8vu/7Pj760Y8e2/brvu7r+Df/5t/w7ne/m1u3bvH93//9/N7f+3v59Kc/zblXmGNvJDsD3SfAHpTerislUq1HIcBgLeNC4slU9HKNRCYk3yh86VGzEilmkdpRnf4l7BZgaY9vOGCkKi5OyqXddFs1q7A+UMGpgOtDfYRJ6vi9d2HAo201oa0wBlru6ZZT+Wif8xIVYwe8J57rNCCXe0c6jr8sHO0djoB79LyL8LZqr98SwsntQZ3WrqwA+pFrD+C9pZFq+eZ700GTEHmYR2YBuOezFnDX5xFwr2zApfsDXHxAihnMC5iV+CZyYxvxDLRnK4GhFkgSZH8xJ1U7IvdrZxSPr42FIA+f0w3CCy+8wCc/+cmVz0/zcj/84Q/3P3/lV34lH/rQh3jHO97Bj/3Yj/E93/M9D3UNr4edge5bxpaUa44uzo945LnXXBprMu/akHNcwBqvqQqD2a9R+Rx1ZxdEEba2YtjwFAv5ABkMYH2EKhp06VgblDROUfvI3Vz72CZUO0XlVYtDHoft/y5yua+8oJ60zSL8e7RqeeFJnZT/e/CK11cOgT7oMZeFD7qXggi8J3ve94oCLG8TC9csDo1gUVhMWxmsiP3ZsaI9RjzWE8dGWrM2KMk3LGpzDdZHMBgQ8sG9b6JpkL095M4u3N3H78ypCkPT6vlm4lEGBiHq/M6TkxfjB7XVsT4jx3hUe+icLrEQan19/aH2H41GfOVXfiWf+9znHmr/18vOQPex28k9oUfttSqqul+T1ptIJJCPUlIdMGqxQLkgzBqDzDPCbRg1NYPNm8isQCbTKGiwvn4cfJ1DbNPmHgWMIKkiyRx5aRkZy9wqCq2YGyidYJxahBE7awkxTvNgOq8OFl7OcTKLRbWwLHm5p4eAO06r7ufT7ZUALl7jKwHtvc/VvSz0rFtwYjFYV1AVuipu5N5FQKH1rpeOpdo/RhS5gaGGofaMjCU3liRz6AGxhDmeDLENwbnj6kNNgxwe9oII3D7A3p7R3PJM5mvMGoMLglYB3YKi84IbpSR7NQo58T4fh91/8dST41n7+x2SI/aoBW1VVfFbv/Vb/IE/8Ace7UCP2c5A9wmz+wmzdaG7bmEbjzUbaUVpNbXXrdi5onKKwhqmVcK4bLisJpjbM/T5PWRrhGyuwXhEGA3AtOBrG6QoYTqHaQGVBReZlpSKYetUR67lpM0rLy+w/QuILFRxFv93NFe5CCv3LFX9YigtgUQMGC/6O+93NT8dEFev47TjHa94Pvn497aVtqPe4wj9eRehZb/0XyeFz48U63XjceT6pS2uS1WIL2LiUcq3vNbE5zktQOsos1cW8dm3rVtycAjTGexPCHsz3N0Ce8cz20uZzDPuzAfYlsvXtJXzqXJgIKwZoG5fCO/9WnMWTn7r2V//63+db/qmb+LZZ5/l9u3bfP/3fz+Hh4d827d92+t9aQ9kZ6D7Wtnya9w9F/IHrGw+QmrwQPvew1QbQkxISEST6o7sPpAO2h5eFag9lE5zaBWTRjO1kbTCB1i/ucW6CWwkjq20YSu/w3jwEoORxYw8Zn2JxLcJ+CbgC2jmiv39IfMmoXAGHwQlsTXEeqido5QSRySE0BhcfC1AKUM44VV7VWvVrYxbrFTWr5ibXUj9rY7Uvexo60+n7rN6bZ1Awb2A97TzhL4oqjvfouh6lY958UskBQkS5QAlLPXu9uC6ANn4R6Hb5cFhKaVEBUXmNEYZVKsuVTiDqTL8vmJY1oyLQ9TgEJW06AzgITQeV8Dkdsq0yNkrM/bqDQ6abQ5t7NV2IXrQYwNriWPdRE/aqIBRnnKQkCrivNRCIpokdKHv09MZ92+rY/bQ+97L3mKEwyE8SiHVg+137do1vuVbvoW7d+9y4cIFfs/v+T383M/9HM8999xDnv/1sTPQfRPY/YSaV9/sjywAcvKCsEqUERds7Q2mXdQGOmqd2jSjdC4W2gTBhZaH18NhA/uV57CJPaUjnbCWGLYyw3Y6YDPxbCSOtaRhK69IdKQPFAl4r3BOaLxmr8woXCQ+qFpPJ1NQOE8RGio1IwRHEvKWK3i54ng1XNoBbuh1ce3Stl2166pn24eel0LRK7qrD/FScxTQoPU8+7CwO/b/92dHZANP8tKDOl6p3entSohFa2F1DsiSx69QKDHoYGgosdKglCLxhqwlB5k7wQXTciUbhk1CWSVoHaMWIUik83Saymrm1nBtnrPfKHZr2KsCk8Yycw2BQC6GZ8cZRkHu4zzzQVrPV9GIYT0XBlUgbVuWtG3pH1XXinV69Xk/NPdUmjpxtF9xmyfZ/EOmvx50VD/+8Y8/1HneaHYGuk+wLS/2uvd0I/3jUMNGEri6ZvFaUztQEnCh25e+whmgCo7P8Us01YzMbbBRX+a8v8i5JGMzS1hLEi7lObkOZK1MXAxJxsV11oarYxEVpAr+8JW7/MLdNWZqRhPmjLnAml9jog5opESCBpr2eqRlWFoCXO964AVWQOpohe9RHdrTRiweZ5loYdHac3S7lTHuwqsrnq2cuN8rH/+EK+uoHrvjtwIPHMlnR/5pT+jGogVeWblmjYghCwPW/AYTNWEa7mBImCnhD18p+W83z3PY0Mv+ZVqTqYSszPvn2lF4lk6YO8WkgZemjp1mzl11mwN/k8oekJgRm/oqF9ylvjK5uxrXcjs7Bw7h6qbj7lyx29JBJi3o9jSQZxzLj93OVIYezM5A91W0Ry9+ekQSjfuwVe7lRThShzgVEoktIUMjnEstKjN9DteoeH9GBYY6ts8oUWRKMUyGhNnvYj89YM4u87DHdTVlx62zPt1kLBm7g5SBViQ6erFGLRbXxkPlobAwaTz7dc1Xb2U8PcpgtomXwNcML7OWwM/tW6ayE1WFTrBlwI1UjUv33QKuwvSfLcj/F9zMyypE7X/2RVYrnmuvm3uc77mjYVx82HqkYflccnwfFuCxevyl1qcgixDzEuB22rkheLzYI8AbjxFCew/qZJCK4+oZhBFfu7XGpFnjl+aKLGRsMGRa1fz/7pRspilriWJghEzp/nkGWpEEH7WVCxeYNY6ptbwstyjVIS405GrMdvosm36DTcnYHBnOZzA2nmGrXhXnRrxGF4Q0TzmXVtwySQTdLkITOh7sV/J4X017tLzxW8GDDjxCy9AT2lx9BrpvZntEpip1oqerSLUwNFG2745fxzSaXAlj4zAqkIsnTz1rXrBZBOTCKa4MRsztiJl9itIFSuupfMCr6HvuVo5ECUYErSKNoFaytFAHGh+onWegDT/5cs7UerQornCO7Sx61ntyi9JP8H5VM7X3ckMrheCX2olC5OVdBtwunBoXjuO53EWbjaBUmwM+Wt3sacP3R0kzlh7N0vanedMrgL58jqB6z3SZ63kRYm73J+rmdmDjARUMXiwEhQ8NUV2pvVZ0G2r2rbfbcU17vK8pmbCnbpHpLRIFV+bnqHBoUfzky2sMtKV2nglthfnSc3QtjWf8Nz5T34bDn5OnyNRVcrNoPRoaGJrAQHk2U4sh9IAb54VQB8Vhowl+SK4LhiaGmJN2Duu+rekRwPas+OqBLTJSPZ7w8lvFzkD3TWane9MP3nu47A2YdipkSpNryDVkKnBHUmylWEuEgfEMlCM3jkw7EtXKuxELqYo6oXKa0hlmTjO3qv03qgRNGmh8wHpwxKKsrt/AhdDK9kVoUMDdylE6z9w37Kl9Pr93yNzvU9mDYyHRxfjEViLvHQFLCLbtX10uPFoFqPh5iIIIx8auBVwxKx5lP+pdF9ES8C7ncpc91y6fG1BIoA3D+hXAlRbcF55uGwoOCqXoPfcjV9gXRS1ysh214/I9+T6/7b1GK0U44rl3hBvWFezZF/l/391nqDbJWScnx/mcu1XreQK1863q0GrFuwgkShgoIVFC2kY3zmVRtH5oLCPtyLUl047URIYzJa2so9dxLllN5Q2FU9ypFLlK2VJhaY7G52p6T/d+QPeV9I7fGl7o47KHDhM/oUN8BrqPw+67knnZXptQ88oCywnhZS19ni5RnlIb9qsYCrqSQ6o861nFcFSRjWJvpsraSlVXEGzAFWDnirrQzIuEeZ0yaVJuFClzJ8ydUFih8lB7aFygcgABSxwuS6CynsI3zKVgEm4xs3dp3AwRgyaJFchHQ8R0HmssoIoKQm0ouQ29KtEoMUvRARvbW04ar16lJ3rISlarkUPwsSo4tPnSE4qaljVtj1YqrxRb9ddnll4oND643mMVCSeucp3XvjjOUki5BeMQOk/bg3Se/DJF5Wou2YWGWX2TWk8YmfNYtYn3ntwatMQa5yDxdUYRoxcDE+dPpmBgYKhjKmJsHGuJ49JoynDQkA4cZujRAxAjkegb8NNY5VzNNPNZhvc5EL3puxWcTwyJ8rGqvgV0oC+oOqoj/OrbQ3jDb+XkZXgUlaGz8PKZvWHtZABe9Xof3PSStF/mY0Xq0GjWE9hOHD4Ie97wclmiyMk2PJuDku3Lc9KrBvXUNpzbgM11wmgUKSAB3ViyqmQ8L9ieTOFgCvsz6s/eptxVzKY5B2XGQZUwsYZJo7ldRZWh0kFhPZXzNN7h8FixECDRw160fLmPNLQAi1+Ab+i0YYMFBhE0RaNVglJp2xaj29Ftvc2wCuCCQqkELUncrwXqnnSDAC5u52hYSAbSX+Ny7rg79iLX2uWbY+5XSxJfCJSJLwrtveng8cHiaCA0eE97b5FXeTmXG1uhNEEcqnsh8Z7Qgnbn7Xbg37+EHD0nkPQCEnGcHBYrFh88mTJkWkX5vVZlaGTgcm5ZM5aNrGEjrxiNS/Jtj9426PNDeO4qrI0JwwEhyyFplyDnkKLAXL8BOwdkLx+SX5/DTZhZgw3C9VmJGuU8ozTbiWM/MQxNy17VtGL26uFbh073bs/Czmf26tkZ6L5V7NT+3fsz04J5omLYbi1xzJ2iaH0mJUQPI7HoMch6DpvjKOe3tQ2j4eJgAwisxSWsqpCDA2TvgNS/hN6Zk96ZM9irGU5yRlXKQKc0ISGx0jo80SuzQWOcJw0piURKQSf2WO7NE/DCSg9qtI7mY8mD7HK5aDruXt/K2B03ab1i3e6rV/Zz2PZ4AYXGt4pEJx9p0dbU8T4vnaUPd8e/pr1CgydEAKUNNRMB9ETnSVR/fR4NreetxOBp2nFZkIqsFF+JiZ788uSReEyNIZEBScjis1CaVEXAHZkItmMTWDOey3nJelazvlaSb1mSCxp9bg3Or8H2Jv75Z+EUbt0wHsf54hwyrdEHU9LEkqh4Nx6YWk8pCWtJTa4NSfuozcN6tmd53EeyWP1wltN9EDsD3cdtR1fLB+aze+Ww8/2y8ayGmtuCFCXkOrCRNHyxHFO1RU2ZjqFlkzokUUieQJ5HQfJlwD1qWUa4eBGyDJlO0YlC9AxlLKIK1CTSDR42MUgZiC1Ezgs2KKzX2JCQSA4CQtNW/i4TGdSRZkIMXlwfpl2wNUnvoUagaYGz80C7iuUTQr/R242AqzH9sQMeHQxhSbZPlCL4otW91UvH6PK68ZxhqZpYKY1WWZ9nVkuAG4EwVio7AaUM3jk6cYP+9o/1ZStU8Hg0guvPGyuwl3imRfWg3I1MPKfqrx1vZSPYAAEAAElEQVQUhoSEnCwMSEJCqqLKUK5jEVQHuJuJZXNQsrZWMTjnMOcN6sIoaume24qc3KcAbm+DAeQ5kidIojCpI1WeVMd5WFnPlJRnkhm5TtFqtdr7vug37+v78Yhg/FYOKR+x14sG8s1qZ6D7BNiDUOIpIn1uojyN0qQ6VpmODRjlY+HUQzgVYTxGxiMoG6SyqNKTVQ7bWBpnGWgfe3SVUKqYW068YJTCOI0mJcTEaWxpEd1q/ngEgw5gJbS5TSG6aZHmsS9UavO6qgfh4znWFZrINiQdc8hmBZBA4cRGABeFRkhlyH71IgHXqv20R1oJLy8LUzhAM04uUoc5HV+0oNvrjKDnxaNbRikltm3pWdA8nmgd8Pbec5fzNW0IXNriLem9WRGDbtWWOo9XYTCSoUOKwWDQJEri82lzt53y1MA4BrklGzvUWCHrGawNWyrQRfrhvk2BatmochXYSjWlCzRKk+Axcv9T8YwW8rWxR20ZehKzumed5Gd2qhmj2EoV25mwZgK6ZRmiCYSygXmJTGcwm7/ywexyT61ExkKJi6qS0AuTQ1eYE4MAgvRi5dL2pipM760qdASnpRagRch0teq4PXP77+rUP73dR/XApJZCsf15YvCVDf0U37j+u0j1mBDqCK7BL863lIOWtnc2hJpUj/nG9d/Fhn4KQ9LfV7yHeJ6T7u+oHesTPuF+ey93+fqP3F8HuPE62pB6kH78tcSXCUVXD94Jysc4hVIhBhZ0POvSBR6ZAyebTGcwL+P8amJPsVZRv3k7E7ZShTFny9YbyQLyUH+fVDvzdF9ve6jK5s6WK3aXQ8X3eepTvCQfwAXFKBXIYvhwPWnbOZzCzR3qsESyAwCUtYT1NcKFCycfbD5DZlM4nMG0JMxrQhFwlWCt0DiFDR3tX2zocIFYMETABX/iTQm6rxiOuVy9Um0sQYH4ldzlyQOxXHzV8S0Li0rirljJtPnSxTPzWFyw7LvrfOpwTCCgJI/h5aU2nhjO7a47RJCTnEDgU4d32A/X+/amZR5hhY7eavCtV21iiL294q4nub+Pk8apf0HorsMvWpTaPHDfStV52icNk8Rn4X18Pq6fK2BDmw6wgqsEUwTCvEamJaSzCOzBEy5cOllvuaqQw0O4vQM7B4TDEjcPeKdQArn2XMgCUy0MG3CNOjGs+aASiavFU4/gDT+psVIeLbz8JELvGei+Je20kOnpi1L3uQuBpmWgWss9w8wx0J6RiWHRplHUhwqw6HqCntbI7gRZHyC7+5AloDRBCeJ89G6KEoqK8PJuXEz3LPW+UEwSpkXOrEmYO6F0qmcxanyg8bGCOarn1jiJLUD36qE8nts7AWhPAN/QAtix7dpcq5ZFkVEE3paEwtc0viBRA66mW9xlO1YoY5c87q6dJY6bBB+PadYYmG2u6i2u14vjOCUYVs+HmEj4ccLLQwghht5Pus8Th0qdME7HLRAgOJwIEmo0Gotpn4vQOKFSUDpFogJGDNMib6+6IXU1WI+UDTItkMMpMp2DMQStEB/AO6gaKMvo4V7fwx1UuD1Pfahomnh9mbZsp5qBVqR1oJoomiC4nt7y9Dl//PezUPOrZY9WSPUkQu6bEHR/+Id/mH/0j/4RN27c4P3vfz8/9EM/9KbTU3yj2HJ+0fagGykZa69YyzwqseTGYVQUOC+rBOc0SWFJ9h1JXqLzAj3cR23cRTIdS6CjPwfeE2pHKB32rsXOhGqeMC8SpnXGtE6YWs2k0UwszBqY2sDcegrnKENUuGmkwoVqxctcVNrG0GggVlp3udsHfo9u9XmX+1ePSdu13jXEhdz5BudqrC35RfU/cL5qr8isVCIvDmBQCoKPxBiVO+AXw/+gqPdaT9OgVLrU0rM4X3c9i5alWGT1YBW4y/zTHZGG9KHleFy3Os7BroB64dLVIjUg9hMLgyKncppxXTGcN2T7FjOaokczZKBR63dBdeeJky1UjlBZQhmod6EpFU2V0lhDY6NHmyrPZtqQW42knn2vaFqPGxbzd3lOn9ljsPAInu6reyWn2s/+7M8+1H7PP/88zz777Kt8NW8y0P13/+7f8V3f9V388A//ML/v9/0+fuRHfoQPf/jD/OZv/uZrMjiPYg/Fw/xIoeb7PcVigXZ9mLJtxQEqFyidMLWaZ7KK0XiObsXr53XKtE6ZW83MaWZWUQfB+Qh2iQokElqvJ0SaR+kE1KMyUR0k/tsS4Vc+9ubuV4HCxf7cuW8opKSUOaVMaUJBZSftuLTA1FYTL2gPjwOPiGpjWPcOLcewcieUsARwIn3otaV/aJ+lBiIF5WLfhml5s+0Djj29qs0/L7fhdO1NSjw2WGo7xfk9Ag2EhI5RC+HI+UKfQ14pzMIR0KvXH+SYN794ETnZu421ztGTDiHGFnxwsWirnTNKUhLJaOQCuR0yaHKGKon9um3P7s0yJ1M5uR63BCuBVELLy9yxjwm2DUk3XqLHujSHUgmMjGekHUPjGBhLahzDtMZ5TWFrrllN6eJ8XZ6/3Zx+LIVTDxFSfqsxXT1SIdVjGoqH0dsVEb7ru76Lv/bX/tqrfj0PDLp/9s/+Wf7cn/tz/ME/+Adf9Yt5JfvH//gf8+f//J/nL/yFvwDAD/3QD/FTP/VTfOxjH+MHfuAHHvv1vFnsfhagzrMJgV66LzGe1LiFTFsQaq84tJq9xrBXwX4dmDSOubUEAqkybTuJbnVPI1lVl8aLbFOREN/6GEaufGDaOCrvKENDKSWlzKiYUvsZTShoXBHLplQSq1qDxKreR6gFXHAtL7R3u9FgKa+plqp5Vw/gl44RQFoA7LzUDviWAbAnxFD0aki4nke5++xofrbrBl714yL1ZHcv4ZSc7oOZjy8wbYjc+xrnGwIeJRVOlWid4MTicFifk4eE2kdZxsaryK/d/SW+PyqJHlHloXZEbu72Jav2th1x4dIgZTNVbGUKl0RxjSzEOvPEeLSHRgeaVvqvW7j9K4DZWfXyk2tf/OIXX+9LWLEHBt3JZMI3fMM38Mwzz/Dt3/7tfNu3fRtXr159La5txeq65hd/8Rf5W3/rb618/g3f8A389//+30/cp6oqqqrqfz88PHxNr/ENY0cXmAdYiH3buAIgrfyeUh7fKb34VrLNwczCXu244ybsyk0Kf8AgbLBmtxnXY8Y6JddRhSjRUeAA2iKpEDmYO0L8yjvqYGmkoZGKhhIXGiwNzjf44Hryi9gKE04p93l97Whe+ChYq7568+Tt3yjmCRF4W2+3L9jy4FRDIyVaDBqNCtKnSUsnWB8VpJR0ZCfxv32AaRP5tKeuZqqmTNilCAcEHEO1TVq/i0QZhgasiR5wZ93Ln/RiCPKKYHuinQHwq2pvzBn8xrUHdhN+4id+guvXr/NX/+pf5cd//Md5/vnn+fCHP8x/+A//gaZpXvkAD2l3797FOcelS5dWPr906RI3b948cZ8f+IEfYGNjo//7zDPPvGbX94ayLpS4FFK8X4vVq53XK60QuYqtQoBuQ8dZS/u3lWqumHXeFt7OV8hX8255F8+b8zw9GHJ5kHBxoDmfC1sprCUwNjBKYGAiT2/0hqM0XCqGJCQkISMhR0uCoaNg1H1Yue+1fQOaHEkLHAWF+FITTt3+jWJdL/PyuGtJ0S0tZkIen1NISMXE56diT3f3bEft815LYCuNfy8ONJcHCU8PhjxvzvNueRdfIV/Ne+WDvC28na1UMzKQaTAS0GqpUrydh8F3bVChr8l+IHvI78aZHbdA5F5+mL+Ps5Dq3//7f09dL1TJvvSlL+HcIm40n8/5wR/8wcdyLQ+V0z137hzf+Z3fyXd+53fyy7/8y/zLf/kv+chHPsJ4PObP/Jk/w3d8x3fwrne969W+VuD4IhVaybCT7Hu/93v5nu/5nv73w8PDJwd4l+x+lFdU793GnstEBRqnqK1Gt7srCVHwwDi0wEApzueC8xqPPpLTdfeZ043/aoTCKVKnMV6jaSuGlUGHdJGHbHO6i77SRxgXOuWfo72vq8f1eIQTPOul/Zbzv71CUBfuPcGzCmGplQlNVCliqa3n6DWEE/LWq4xir46GbBxXJwoVTAzlt9XXXU53yCZ5GDIIR3O6wkYaCTNyHe4zp6toQnYkp+v7nG6qPEpiaVtjFc5rrLckKvZ2d1/9VwLeVYKSV2GYzqy3h40bPM7H8C3f8i3cuHGDixcvAvDCCy/wK7/yK7z97W8HYgT3e7/3e/kbf+NvvObX8kiFVDdu3OATn/gEn/jEJ9Ba88f/+B/n05/+NO973/v4wR/8Qb77u7/71bpOzp8/j9b6mFd7+/btY95vZ1mWkb0S7dxrZG8GrpUVhZmW7F+LtIxUgdJqqBNSrdAtiUVmHInyrLUFK4qWNUg8w7TBGIfWkSRB2opX7wXnhHmZUVlNYQ2F1RQ+FmPNnaBEKGz8PbFC6hTGG4xKKFuRA9dSHwoLooqFiN1xu6883lJbTQd4qy1WDpb6Zk8vhFFonUUGqyUwjJXAeuX3DoQ7QQVEYd3JVbdHz3eU2/mo1GB/T49gIgodOmIODQIag5aEVEaM3TojSRkYw8BoRkYYtBzM59MImAPlIkOVsWTGkRqHMZYk6XLg0s8LazWN0/Elz+l+9Lu5pSTEtIZLqJ2maWz7YhfnKyzmr8gbMemwsOV14a1SVBXe4IVU8Vzhnr8/Tntg0G2ahv/0n/4T/+pf/Ss+8YlP8MILL/Dd3/3dfOu3fitra2sAfPzjH+cv/+W//KqCbpqmfPCDH+Snf/qn+ZN/8k/2n//0T/803/zN3/yqned1tccQalx+41/2FLufjYp/M+UpG01dJ+RGYZRnYCxD3ZAYT2IsSeZIco/OA3ooqI1kpWUIWGkZWr87aVuGzLGWIR8SJooocC8aJYJYQfsIrk7ZU1uGfOednXC/XVHSvQB41UtcWhRXekBjwdOihUet7htgkGzhfBULj4Jvy5wCy/qtMbgcc6VxvDO0ypi6aolEY9G6szjfctHW8r0sGK96r/mkcQh+hQTkqC2zUdEScvSMUwhaMpKQkfkBY8kYGsPQKMZtGHnNwMh4Luc147RhnFYMBw3Z0GJGAT2StmUo7VuG6FuGLKEqj7QM6b5lqPEK5xVza+KLYFORKd/P1cX1L/59dbz+V7Dl7+sT6j63QpEPve+TaA8MuleuXMF7z7d8y7fw8z//83z1V3/1sW2+8Ru/kc3NzVfh8lbte77ne/jIRz7C137t1/KhD32IH/3RH+XLX/4yf+kv/aVX/VxPgi17Bab3dCNmpsozqRS+MQy8YmQco8SSZw2DYUO67tFbCr2RI2s5rA9ge/NEcgxpyTHUy7skhyXpXuzfzCeWrMhJqpSZWyYWjD2gIWiCC/iQU4UMEcEHu+IhdIAU/3S56A5gHvBr3bUWheXjn+5pdtXUnpREDfig+Tp+1f0qc383kmOE2H6DLL5mIVi8t/gQyTMyvcFX6a/i59OfpfEFWiX0VJEc92zDUk64B/wHAphO3WHxIuLbkiTd1xDrpScRhSRMSMnCgDzkDIw+BrhriWPdeM4NStYGJYO1hnQzoLcMsp4j6wMYD2B74xg5hiyRY+jre6QHFW6vpj60FPMEV2YUXrFfJxROkdSKVHkS1cvw9ipDb3RP9y1nb4I+3TeaPTDo/pN/8k/4U3/qT5Hn+anbbG1tvSZl2n/6T/9pdnZ2+Ht/7+9x48YNPvCBD/Cf//N/5rnnnnvVz/XY7JG82+Wcnpz4efw/dd8/axEyFRgay0uFYvdQMzCaC5lhOy/JcsvgckBfHSNPbcPFc/jz509UGlr5UlUVav1F5O4+cneCGs/Rd2r0fgwfHjYJvqUSdH6JVjAYnAdD2gvG07JS9SQVSz2qvtWK9cHRa+p2rTnLOdZloGr5h5XoVjavJZ8IbctMJ5Te9wUvQtpGDUnViLG+yFMjw//Y3aNs7qAkR6sUL0msum7VhUJXEewbGneIEs1T64bt8Dam7ja+LQ6Crggr7uOwuFDjfY0PHYfxkigDx3tze8+2Hx/fj4kPDkXU6RXRfa+vlxgz6HqERTQ6GAwpSUjIJCEzsWBqoaPrWTeejaRmc61gsNmQXFCocyPk/Bqc3yRsbRI2NlZUhk5adNWLX8bc3kG/vIu+PsO/bJkUGQd1ymcmCYWFi4XiHcaSqbAILx9h2Doacj8tZy+nUKk+sP929Hv8hHi+j8JI9bhJIH/qp36KjY0NALz3/Nf/+l/5jd/4DQD29/cf23U8MOh+5CMfeS2u477tO77jO/iO7/iO1/UanhSzNrBXewoXq4ydVzFPm0iU9hvmhPHo3tJ+nZnlqRZiu2qI+V6/xLsMLacvcd3quJe9RMANHWEDC1Dq+kojleMS2UUrYr/MT9x5ibE0Z2nxPYUyMbTHpb2GWEy7xNWMwxI4cC/zU4f71G6KSNpzL3cNWL2cXxtejl51Su2m/NThL6+oDMXu4yg2T3uHR+/vqB2jhjzhfmO4vBWxXyEFWdxfR5ChcARABQhiolZwy70cQhyBzgfv+Jc9MU9L6NqRj5C9mFdebsJ4hExncX4lgkjAeUXpFLtVoHSBbftkANqbxd4s0n5HSTL+4l/8iyu/P65OgrOa+SfAFuLor/y4PWADNF6RekftPHu1Y2rBehUX1YdI4sh0CtMZTOaEwwo/9VRTTVEaZo2hcIrKR4aqxkPjYv+u9Z5Iw1BjQ4WlweNwoVmAR8ugtACm+P7dwXfcJvRh564H9UTw6r8S8Ti+BW6HXTA14RfnCy7yL7s50+Z2ewy98gXuPNzjSkAxFDptbtO4Od7XrWfu2uv0K+cNwbbX093fyexS8aRL97l0/xHIfX9/HeD25wndv0179gYbqjj+WCwu8mK7QOMj2UXlY+V5YePzrKYaP/WEwwomc5jOkNkszoEHMR9fyqxXlF7Yq+N8TLyj8Qrbgv/9TMcH+Q6c2RvffuAHfqBnjbof896/4l93SjHjq21vKhrIt4Q98tvUKy8a97uwnCSE4HykgTxoEsZSkxnFTlVTOUPtFbbWhKYmlA1SllAUUdrvNG+3qpCDA2TvAF7ew+3Mae44yj3D4STnsEo5aFImVjG1wtzS0/vV3lMFFwkzKGlC0YPdsnW9r74F4QW1Ywu0PciGRRgajTpFDq8fk/Y43ltEKZyAhOiFAi1VYkuXGCzeN20Lm1o5Rhe+7jzV5ecUQsD5KlYxt6ZE4bDo0N2ba8Hdtve1KpF3DHhbwI0UkQtPtgfa7oWjD3dblKgY2g52kUUOtN66jbSUotBoau8xTtAqkl8IHQ+zYa3IYz+tL8mtJXFTdOOhtkjVEPL83kL2RQFllPYLjcfWKbVX1E5RuIpzWcq4rjhoEkonOL9c7HZykdhRu7/2oUcINceTLH5+S4eaH77f9mFH5VOf+hQ/+qM/ygsvvPCQR3h97Qx03yr2iG/wHWF803IhTxrNdmoZCuwRQ0iNV9SNwU1r9GGJ7E8RrRFrCfMlkfLGIlWJzAuYTOFgCvsz6t+ZUO4qZtMhB2XGQZUwsYZJo9mrhcLFcxfWUy8pDNVS04QihmA7QvslfdoIZksh036R7KqOW/AMFhV0S96/1MpzamVz9HQFhQSLghjiphMcCCznae+14K8Wf/kj/+f78wSkL76KgeuOGaoD987TPekkniDxviLghh5UF+Oy8A2Xc90hWGJkWBbXGjwEcG1xkihNTUrjHbUIke5Y9bShtdckKmdmDXObsFFUjA5L8r0JerdAn5+imgbWxoThgJDlkLRLkHNIUSB3d2F/GtWoplA3JlYvE2FwbBR5sOw0kXu5aYfSPgwwxptaGr8zsYQHtUiO8fD7OueOMQXeq9VzOp3yrd/6rfzzf/7P+f7v//77Os/b3va2hwodv2G4l8/s9bCTAfVRe4GXFVk6wnjrA6VTzJ3iogpk3jEyCZkG64XKGsqJRt21GA5R8wb2psggRdIEnIe6gbIiTCvCYYU7sDT7wu1baxyWKYc2tglNrWJmhcLCoYXaBWrXSfrFMqm2wQYXaqwrcKGJ/a2iUcpA21cbljzZ1XGLRU9dXrcPsYphpZXnhHBz51X6TpuXzqtc4jsm4E/wvuMGniB+5ZV+Rfv2yLZeYkWz97btqlnc24KO0R4LUy8XiYU2rH7sRSQsN3eo1X17D9z254wV1vFFQkuC1qbNp3sckTNbiPld25KdFA5cMIyMZq9JGJcZ69MB6/s1azcrBmsT8t05sp4h4wzJM0gT0CqOR+PgziF+v8DetZQTTWUNtmWgGpmEoQHtLXOXtZSTfmX+PorK0Ok9tI/o9b6FLTxK9XKAX/u1X+uLmzr7vu/7Pj760Y+euM9f+St/hT/xJ/4EX//1X3/foPuv//W/fqjre/755x9qv1eyM9B9gm2Z4agLKtbeU7c5NB8gdZbNfMDQgEMoGkM2y4CKrLDouxNUNo2qBi4QbMAVYOeKutDMi5R5PWbSpNwoUuZOmLsItJWHus3fVi5EPuYQcCFG5xIUNmjSkKIljQFTX/X6tPhFqPBozrQTsl8BmBDwuFbw3hNkAZ7LFsO+rt8neIdTNSG0NJTLY9gWanXbHrWTgfx4o35k7YoArsTg/SKE3AOuP5LPPaF4SgLxvpY98LAKICKrIekIzAu5wG6/Lm+utEFLipGM1KckEo9hAwTvoxBGG26uvZCqSOs5MJqhThjOB4wPHWs7jkt3pgwHNemgwAw9egBipO/98VOPK6CaaeazjKIxOAQjgc1MkzobJSa9UPuYgoDF/D1JberMXlt7FD3dF154gU9+8pMrn5/m5X784x/nl37pl/jUpz71QOf5Q3/oDz3U9b1Wdga6j8MeKo/7oN7t8van9youg4APC67sSpUATK3lsDEcNlHe74queXo9I1cxaDmzhvlkDJMx1guWKHhfOMVOrZjbKIRQukBpPZWPYOqJrFWJkkiAoSLzlW7VaLQSrI/FU7WLIPD0MGG/MUzqlAts8P6LCUrg/9j9bab+Lt638nrHwDZq1uLz6Gl227TeJB68uLYlRt0zPByCwwUfq4lxOFGrRVLe9UC66oGqSO0YVE/xGI+3KOJa3t4T21d88PHaRI5t7/3C95cj3qoPbvESEmjB1vdeeDxXy4CFQinTav0eyT8Tj5HonC11nv95+734AJ/ea6i8IxPNM6OEm4VFgFQvVIWE6PXMmsBBiPUBnaCFD5HExMgmmRLytu1oZGBoYGgCAxXYTC2GgOlFDUAT2EodX7EOzGumVnPYCIdNnK8AlcT5631zbJ4ft+Xvhz/x51fV632L53cfJbystWZ9ff0Vt33ppZf4zu/8Tj7xiU/cs131zWBnoPtmtkfM4y57BZ0OaYOndoG5jW0az6gZNhmSiseouHg2QVFYxcwpplYxaeCggS/NZuyrA+bs4kKDloScddb9JmPJ2M41Ay0kOvLzRj7eaE1XBWuFCbBf1/yxpwr+P9fX2K8absseV6rLkTw/XMKqipLJSri1AxxpwU4p0wIVvZQeQeHFRl7h1qM9GloWiUIPy5XM3ruoutQeg8X/nAC4q3Y/lHMdKEagXpzjWEHY4ipXwR+PDwt+4w5wu7D6oiUqsoV1kYCjnM0iCqVScrXGVrhE5WDSwA12yMgwYcgfe2rCxz6bsJmmrCWKgVl9noGoNFR5oXFQuMCs8Uyt5UVepnSHOBvnx5BtNv0GmyZjMzM8PUwZG89IewbGk7TzzrSebMqMF51iboXaeZq+qC3O30fydFfyu2ce8/3Y42Kk+sVf/EVu377NBz/4wf4z5xw/+7M/yz/7Z/+MqqrQ+s1BjHIGuq+iPTrf8mvfzrAMDifldBsfpdfmVtipNVerBi2BTEfi+coprBfmTnHYKHZr2C09d+qS3+GXaeoZmdlgQ13mvL/IuSRjc6hZS+BS7sm1J2uVikQCoe3RnTlF5RS1j5q9qcoZZ1OuzVLuyj6H3OIX5p41v0ahZkTCP9PzMS+boHr+CqWOgF6I9BNebJ+nheNh384DXiwNXdEUPaf06niuAmIHoj35QhvyPX6u1WPF4yuWiT+ObncUKKOWr+83WxRIhRXw6PYREUStckQvmyLmyguZ8Qt7homaMOUOA9mgoWacaT50YY3aQ6ogVXF+ZCqQqcVztWEhaDF3mkmjGU+vstOc5666zYG/yYG9zl0zYjNc5cLsErke4kOkB0lUINGQKI8AlVf4qmGn1sxt1ONt2jns1GpO9/Ho5z5arvetwsP8sNzLD3LLf+SP/BF+/dd/feWzb//2b+e9730vf/Nv/s03DeDCGeg+0RZO9HRtBF2nOWiEawea54In1Q4C2D4PutBIBchE867wNYyyhLXEsJUJ2ylsJp6NpGEtadjKKxLtejEE7xXOCY3X7JUZhdN9v27jhZ+5cZ6hcYyaETM9pAyHOFVjpSF4yzJFYk+NuExyoWg9xiPA3AJv4EgY9z5GLG77SsU6gc6H70PBJ/IeHz3n/R7/hDO2wLvgZz4KuEvMTT1P8wK8O2KO+HPsTa5UgVOWhpJEhiQhZ+RH/MyNMWPjWUsiyA60Z6AdQ2MZp3UreBG1b70XGqeprGZuDVcHOfvNkN36efaq55g0lplrCC6QiW7D0IuR0QKm9XbnVvPSgeKgCcwdEXTbZ9vN3/tpGTqzV88el6e7trbGBz7wgZXPRqMR586dO/b5G93OQPdNYPfjQR8NEa7ayR7NSk6x8xjEYn2sIi7a8HHS1OTDgPUK5UMv/ZcrWE9iXu98yFhPYN0ENhLHVhpBdjwoGYwsZuQx62pxKU3ANwFfQDNX6D3PvEmYNAlTazhoiTIGWjGwCVkY4ahx0vbGrvQYr359l4FXOi6Po6AXIhiehrVdEVbvOd3n0nI0RxopFo8UUx0JRz/4sVdDywu6x6WPVvKT7X6yFFLmOFHEop+35fkKFidCEnJ0SMl9zkASKg9jYKgDY2NZSxqGScMwrxmfq1EDUInE4rp4MEITC6Su3k6ZFjl7ZcZenXDQGA5twsxGVquhhlzRS/cpifldozypeA5mnsIpauexPvQRGv+KHu5p34/jOe3j4/7W8EjP7I1hZ6D7utsbgyGnW6QtDhtiy07jYyVxU9Qk2zqCrsSCqFwJKnGMTFyQUuW5OijZzCvGayWDLYfZVqiNHBmPIE+iGEII0FioLGFeESY15sDS1BVhJtROMW8rhEOIecJEaVKfUkvLnLRE+nCsarkPoS4Db/RsWQmtL7ib793DF7OUCzvaknR8HCPIRW/3xIrm+wbc4y0+tMVfp+2/GiJfuq97AO4K2LTUlR2JCCRoDGlISUlIlO7BXUkgU45BYhmPKvK1hvTpBFlLkWEGmYl9uK2gclJbsrtTtg+mPLV7SLGnmU5y9suMgyZlahW1VxiJWrxGYkqjM1vWbU9wy1YWfF+1/Pp7uEfnwut9PY/PXi/Bg5/5mZ95xCO8PnYGuq+VvVY8nqe8pT+qhaXFK4JZ9DxcAFvUNG6EbXmSjQoMcQw1GBUYaMs4a7h8dYK5oNDnB8jWCDbXYDwijAZgWsYl20TVoekcOZgiyQwoMDcdWrl+ke34mCEO5bIM4bK833IRVPRc/SrwQszdLgHvqqcZ84/L+c7OYkHVvUatLX66x6ie7nm90pJz/4v2omVpOf8bPXURuS/AXUQAlq9g8UsU/RNEWp7lNo+nJKCVwyQOMwa1PYCNEWyMYTwkDPL47Nucthwcoqcz9P6EdG/G+G7B+TszZnspk3nGnfmg78uNhXsSq+SDxs7Lfk52vNwLJqpXg9hiWQRj6eNXMz/8Fqxkfti7eGvc/YPbGeg+YXa//Mu+BV6AyaHjoM5W3mgzHfO847RhnFeMtmry96/BxQ04v0XY3CCsr0OSrB7cOZhO43U4B2UFWtr8n8IGRe1iv2eztMB2tsqWdLwHdlU5aVWBJurTdkVKR4g0whGgekU7fRxXr+P0peXe3llbCfYKtlzZfFJIefnfDnA7Fq9TryPEGbAg21g+HzSBWPDmohKU96p9cSF6t+NBZJ3a3IgsZUtFLuHcOWga5PAQ2T/A3N3D3D7A3J4xvFXDDZjWUazeBcEFoXAG54XJZNpfw8nM2Qs741h+PBaWXsAefN/HqzL0RrEz0H3sdn+LwYNXQi8WtlNJ8B/AOiWZJghJsOxOYabSVvbPs5k0bGYVm9sF+VUwV9cJH/wKwoVLoO5x7VqDtVE/9WCKvzvD3q7Z3V/nbpFzt0rYqTV7NRzUgWnjKH2Xw1VoDB5DkDR6Ygq8O95juzx+y61EKwAeHD0rlcSK3UVbzUnWVSSfkiNfyTOf3P95ev/1SZ+3bU4neNTL3m0vct8SdYgIIotexuXWoMWLiBwD1J7pSyIZicag20rm2IAUn8V+pdvqZIMNEmkagyL4OeuXZqjEQJ6BHa0Abm9JQjh3LgLw2wJy5xbm5h3M9bucr6eY3QE7xYCJNcxtLKyTAIOqpAlZLLR6BDdptcf5tJ7d0/a93/zuk8Ni9aR6rA9rZ6D7BNiDvvX3LL0h/g1AOa25k+WM2hTd2CiQgEo8KjcwygmD0b0BF5CdHeTuDtzcwd88wL5cMbudcHues1tHwD1oOoINj21XVxOWpurSKRpApOpbZU689+DbgOtSK85ylS8AtmW6Wg1RL7ZdBtyV2OPSZamlazhCiNFfz3EAPg64Sy8MqPYM3T0seY19S9MCcOPPiiC+33bh7Uo/JscVj1Tbo2tIJMNITiI5JmSkIcUEg26PUzqPsbp91PEc3VwZvnyI4QAVFncRzp3jVFNCGIyQ4RRGOSo5BAnYEAlX9hrNzEJa1+QdyUZYRGPu1+5P5ODMHtQCZyL2D2pnoHtmK+ZbruDQ0jFaD1OrWS9n3PJrbGVCohRrRuG8hqUQkXh773f/L78Ed3fh5i7u5pTqhmeym7MzHXKjTDloFBMLs4aWFhKUCKlofMiwwaDRNHSi7fG4TpU439zzW9wDjSgIbgWA4xLeFm/hV4Bt6ep7wD2eE71HCDkEVjmeWyA8NYS9AMbu+AvgPeH4Rz3qENFuuWJ5+XgnvYB1gKtVgpIEIzkpA7IwIAkpaUiizyuCadt6Khdabxlc0FSt4MH4Ws3avCSb3UXPSmRWILM5fnsLOkGMo+f3drFyB8F5TekUE6vYq2GvCmzPK6ZWY32XcmhfReSt7UW+GexxtAy9lewMdB+LPWK49zHmp6K4gO+FyZtAZKbyE27Pt4CMgRaKRFFZja0EX3pU2US9XGVgkMdcrg/Q1MhsjhwewGe+jLs5oblpmd5N2Z0O2SkzduqEW6WicFC5KLoAkGrBeMGrgPYJjdcYr6mCjuAhEMRF2kd5NNbdjtM4YuGyZxpDzkpplEqO0DgeyXce8XI7wF31dLvWFt16vepYLrozJRpUgojgfdOyYi1v14WYw+IcD1jA1x1PiUYkciynDMjDiCxkZCSkSpMohRFBCZg2mmF9YNZE9qlOJMPsbnBunrO9P2d855Dkzhx9+QB1YRe2N/BXrkCSxohI00BRxnlTllA22EqobOzXnjTCXhW4W9asTUvKoPo8f5yf/vGA7iMzVb11Q82Bh48cPKkRhzPQfQPZozNanWz3w87TQVaUTg+4EFouZIULwsjU3N45JNFbrKcJM6sorKEuDfm0JhxEWTaZFbE1CKBqoj7qwYywO6X4dMHhbs7ubJ2dKmOn1hw2ilnL1+yJZAhaCxnRy+1CiZUNVF4wTqGiBh1BPE5sZFCShdLQK1lXlRy9zeWfj5tSCVoSBsk2RlIKt0fjCpyvVrzc01p3FoDbAmybcz1qq61G8ZkpnZPoAQO9hQ01RbPbixAcBfzlSuueCOOk8xwJnUOcd0oMCoORlIwBWcgYSEquDJkWMqVIdAu6shpSrH2MiBQWrM+4VSWcKwacO6zYvlWw/tI+6YUD9MUctX8Ig8HxObI3JRwU1KWhsIaZVUwt7FWW/WZO1jQ4HUlTrPe40As2tqN77zn+WjBUnfXvAgj+IdetJ3XEzkD3CbPVHtFlRqdF64jD0bS9uqULzJ1wtxiQT4XZek1hk5YnWTMvU/JDi8oqzOAupCZ6MbUlzGrcpMbe9cz3Ej53+wJ364S9Nm9b2NhzCTAwQqIiraBeiM70Xs1UhMR3AvIG7wI2WAwpSjS+a4U5WtEcFv28p9sJ/bYtOGlJWEuf4o+tfyXrBv733d9mz73Ye8anF0wBK+Hr7t8OeB3x67foxT1afSwo1vRl/pft93Jo4ScPf51J/XIbiViIVdzrPpbvh65yueOqXg5lSyyi0qSYkJCRkCvDQCuGiYqEFS1ndtKepmvfqX3kzq49XJ8HbivFdaPYSBK2ZgPO7zecv1GytVawvvsiei1FRmmcKz5AbfHTCr/XMC9HFFa38wtmviabCO8cl/zONKd0sUe3CXGeHhWvP06feWZn9sayM9B9gu0kHmYnDY00NCGLrFQWJla4WyVsO0fZLtQ2CFVQzG1CPkmAhsxPAPAVuEIop4bD2YidYsCdKuG3DzT7jWduLSFAooShUYwT4WIOAxVIVGQgEtoezZa/NyBgwfn4mfGCCQbVKuXIUq71tAU3Ch50YeFO9k/3EdlVz7AVgMcCHuugUmCpsL7Ah6r3No96lKte6NFrWVQir3q9q4VdAYf1BZaKyoN1cRuPbQFmOWQtbbh6+TyRmCNKGMqJ4eu476KquRtHEwxGhEQJmRZyDSMDAw25DoxaHu4obBC9z8ILcws3C5hUjqaIofqhUWwmOdtZzsXDNd47O2R9VJKPJ+hBQLUqbr6EZhbnUxUUtq0V0ChGjWUzrZnYAUWru9wETyPNgv7xsXIun9myPalh4oe1M9B9C9rx9pnF7z4seIjd0s91KAAoZYqRDPEK1YCWjEQpEpXwp64e8gm/yWYKeUtcMGsS/GREMnNUL2tmjWG/MdypDLdLeHne8OVwg9vNZ1hPrvCMfwdPDXKuDIVLueN8WrGRNZwbz9A6LtTOCtZpysYwrxMmjSGQIURyjtoLShTSETS0rURBOpDpAMz3f5cVdxbjohbqQ4sRWqlsrpuaHfs5fqK+FgUWfIX37bH68evQrivAWmjxnvqMWm+3K6w6aR/vLfvli/w/b9/EY7G26D3cVaBXK4B7VPbvqLKSIChlFttKHL+OgCSGm6Nk38AIYwMbaWDTONYTy6VRQZ5YjHZo0xKpOKGqEq5PR9ytE26VhhvzwMtFyS/Vn2dn53dI9IivvfGHeWq4xcUcLmSWzcQySiyp8gghzqcg5CqwmQquSfm/n3+JW2XOrQL2Ks9+U3MY5szUjJLpyvzt5vTyPO+e68qYnNmrYrFe/uH3fRLtDHRfZ3v18rjLjDz3V3i1yr0cF3NLRS0FtaQUIWVmDZNG2K0UpdOMm4KtNGNofL9QRm8nYa9O2KsNO7VwswhcLwquqy9w2NwgN5t8MH0/z4yEpwaOK3nFueGctbWKbM1hNrp4MrgiYOdCMksQoPEKTawR8h0bUQi4tj81ergKFQxBXLz/0JI7LBc9HWOj6oToOvKMzgvtvOFYBBVEsLZEKX3Euz1K83gSK9IrPYuTmZQ6UPXBEXyB946AXQJ60/NDxzs5OUTeKR0Fujaipe17D1e3rFWqvaL2vtvQvkh8nUhUINeetWFFPmoww4AeSP+uEWzN2s2SySRjZz7kxiDjSjHg4uz9vOSf5Zp8hs+GzzCbvJ25HVA6wzzVbDnN2LhWTSiQKs/QCFtBUe0UlE5zs0yYNIGZdRTBUkucpzZU7Tg1S/f8IPZqMFkd/x4/MTne8AgtQ0/IEB21M9B9C9rRhWeFtOEEoF3+2YaShpJKMhIS5t4wbRQDE+XZPmAOKFhnoKNMn2m9SheEmVPMnDBtYG7j5xf9s7zdvIsLecr/7Zzj6rDk4vqU8fma5ELLzTxKYsKwcYSiQQ5rZN8SvKWuDVrFMpmuXaTxnqatXPX46OdK2pbVxJ5VJ7YlxGhbhTqh+mOL8tGe2O7/F1XHUcHH4Y+t57qvRn61bOHBdvzTvqU8XK6C9kSwWPJWT3l5i15+K7gkMZ+rVIKIRhOF7FXXo9v13Ipvc/oeFxTWL7wZrTzZwJJsBPSmQa2nyKB9fsD6lZLxQcn5O3Ou3k25fTjmmUHO9XKd67Ov5YtFTEHMrWfaaHItpE5hVFjweus2reCEr5A95k6z3yimjWPuLaWUVFLShBIbWvH6dv6eBr6rqZQzT/fVssDDe6xPKOaege6TYKeCrrfHfrZS0eiCsl2UtTckVpHWwvUi5QMbM/b354yfTsi0xUibe13CnkTDdqbZzIYMNJzL4FJm+Zqrdxhdbkiu5MiFC7A1jpWsiYkiCEWBHMxQTAmlR1Tbi+ml1dmF0gVqH7C41tONIXAVHEGiiIEXA6HGUUcvrw0rr/bUrvbbHh2b43aUFUq1LT8pC88YjoaJT6uKXvWQl3t3j9I/LgPtabbKHX1U9D6EmNclxDarWCCWYiRFoZG277kDYhccFkftTTvecfxtK9UnKqByFQF3exy5ltvnKI1FFwV6b0p2Z8L6jV2u3Ex4Zm/M9cGA9cN1ChfvMjmhHTrVHtWOzd19xyiUfLEYsVPBxFqmoaRQBaVMaUKB9a2n287f7t97vXie2atrZ+QYD2ZnoPvE2cm5rW7xUsrQ+DmiYuWuEcPUG9JGcatMGOgBl2Wfgd4iUa4N+cbCpkwFxsaTKsFnwkB5tlPHhbzk4uaUza9NkKcuLLiZx2Mwrbe2v48caqgaxLRenhdqq6m8pnAwt1A5Tx1cr6NqSGOusvVyvbgYchTaftoIgjE826oKrci8reZG6fO+mshStdwWciQ8i8KYAc7VeJqlYp6TAFezHMrswHHR3qNRkqB1inM1y5q6K3loEUJQsMQ2JbLgi45h4wXdZbev96C1aYumFEZSDBlGMlTQMZ8bFuPSYKmDoXKKudUMDcysoko0oRUkEKMhTyPP8vra4nlai0ynyP4B6TN7JC/vM7q2x8UbU1J1nt1aU3iFIqoJZSpgCK1urkeHCMpb5ZTPTwfcKmO/7tTXlFJQyow6zGn8HNeGl7v5exIj2Jm9tvbQYeInFHXPQPctYqvydkf/b/GzXxZ090vKPa0uqfU1SiokKBQK1RbZJE6zUyWMjOZSVlJMG9INhVaxkdaowEg7jMRiqEw8m1nN1qhg42JJ+nSKvPA2wsULhI2N49c/GCDzIoJe7fClpypSZq3m6qQNWVfOY4NHo1FhId/n8VixWGyfX4taq03bRrRc8rEAqtWiI8eiqtmd6KUuA69Shq30OQ6bG9R22oa2j+6hT/h5NSQtIihJSM2Y9eQKB/X1WCHt7St4aIuw8opmbgCR0AL34p77dipRmNgURBLyWK0cFoVU8XiCDXG851aYNIpMKQ4aQ1UY0rIm1A4JAYwhDAbR24XIrTwYEC5cQC4eIOfvkF64w+b5fd7d7LE3G7BfpVQh6hlnypPqKFSvVcB5oawD9rDgTpWzU8Fh7ZlLwVwmVGFCE+bYUGF9DSwKp3qP90gh1arn6075/Mwe1M4KqR7czkD3ibDlRWbxaVgCYNcuXiIK23lzSseQoyRorzmsB+wlimtFitwqObedE5Yk3jLtGRhHqjzjtGZjo2B42WGeGSFPn8O//W0nE+AD0ikOzUr8QUm9pzic5ezWKXuNZtoEKhfZsowoTBsY7TxGR6AJjjo0KCUECVga3LF+1o7KUfpiojgY/hjBxGKslntqO2ASlEr4yMX382/v5NwJn8Hbk3pn78cUWqdsp2/jWy68g//XbcNO/fml8P8iz9yP1xEJwvhDfJEIXfFUOB6ujndtMJKRhQGpz6JOruhj4wmR9alywrTpWog0h7OcbM+i10r0ZgllhTh34iIaNmJEQ8Yj1Ogm23tfJr/ZMDwYMK1Taq9ipGRJO9doz/4dy7UiZa8WDmvPxFrmMqVkSh0KGl9gW5ISWMzfrtDsOJi+urn3M4t2xr384HYGuo/ZXivWqWU7Rma/krtcDlsucwgvPAVLhYiiQaGUolQJiUqZW8d+LewkivPTmmqeEZI4hWwQUuVItWeY1qyvlwwvB/TTY+SZ84Srl04FXAAmE9g7wN+eUN/07O+OuDUbcLtM2CmF0sXrzrVGtXSEWqKcnPUde5ZG+0g+YWnaNhhpgVWQrvCoDbGyFJbttHYjwcaSTmsbAl4OBXfebvCO/3arYs7eUo72/our4vG6gqnA3O/F44V9gl9VTjrOcLUILcdflkLMbf5WpC317jxi6QqmBBMSkpAyICNXhkQJRgm6PYYLnbhAPF/pPJMmAvOt2YBEOXQ6IxtMUKMcRoPIrXzSM9aacOUKKME8s8tIZojMUYeeeZ1Su3gPNghYjQqe2d6UndqwXwfm1sXQsp7S+Das7Cts274Vx8X2zyba6c/gcXi3Z2xVZ3aanYHum9pOWzyOFggd7Vk8/nkQ037m8cHig8Vp21cEo2DPbmMqYWg0m0mCfslx/ukhU2vQElhLHLmpGOSWfNujLw+Rp7YJly4Qzl84+VKdQ27cIPxfv07xhZo7N9e4Nt3m5TLhbilMLDQucD7TZBpSDYksxIx8gImN7FYzG9C2JdHAYVWDlZJE5ZHHuLWjQu4+WJDYz7oqhn4SgC68XR8cnwm/SmH3CcEu5VOX87f3AmDde9whWIpml8+YX6WwO/g+p3v0Ber4S1u8nyMi9XrRLtWfTRKUirJ9acgZhpyRiSmDkREGBvKWdaob2yZA3XJilx52qsAv72e8VKY8NVnj6RszLnzhOvnb76DedhP/u3/XqS9X4fwF1FPbaOvJ6zlNbSmbhMobCqewXhhox97dkpszzd0K9irHnq2ZyIS536P2U2o3a73cGt+Hl9uc7ilzfdXeulzIr4edpXQfzM5A9zWz11NE+x4LyalsTa2ni0aCieDrG7xq8CGGaevQULuUsmWpcodzDop1ZmgCMZecKY1zQpSq9RFUrSXU9SLn15ocHCA3b8O1Wxx+2nFjZ4trswE3S8NuHYFUBNZS4WIGA+3JdMC0Ycio5Sr4VoXHBqFxQiXS5nzb0LjO22KrI/cclkg02jGLXu0ir3vclqMDjkl940jvb6xqXgXek225z9Z7F/OUbU/uYkk6Scxesxwm74/Xtf6IPllNSAyGyCWtQ1QNSqVlnTKRdWqoA+uJXxnjygmFU8wczKxw2ESd5cqlFC5ycF8pDhnNb2C2NgiXL56Yt6euwTlwnuAioUZpNVOrmTSa2gvrRmh2JkysoWzZp+rQUKs6zsfQ4H2zID0Jq57uqYIE8kYB2pOjTm9aO+vTfWA7A90nwVb4lk+mKJS+k8YRgsUHhcLgvcUrT6wXjv2btY9tJAqY350y2zrHfhOValJJGFcpo3mNKSx6FlVkJE0ISoH3SFEi+/twe4dwbZf6SwWfvXGRl+YZt0rhoIlh1EwL6wlspoGrec3AOIzqqnGjlNzMaWZO0XgoJYokCIIOGiUGLRmZjNq+3Y4cP7YWBVmwSgmKIKHfJnqti4XhGNVjO3ZdLvFkuxfwLuni9qFs12Lt0fakBdVj9/MKGUYXLoeeDlNJgqBjeL3dpuvL1ZKhvW4LuAQj0buNdI+e82lDqhyqbdmyXlG04HhgNV+eCbMmtAVWhsNmzKROeHo25fLGF5G9A+TiOcLmJmGQg1LQNMhkEnP2hcXOhXmVMmkiF/d+EwUOkmaGOE/toW45li1x/nl8X1zmQ0cU0o5v9wLVj/eR8VsG48eo2vVWt9in+7Aps9c+1fZGtDPQfZJt6VUztKh70tcghJhfdGJpvKdyMLfC3drw9nKPSb3BnVKRK0WiDKMyZTxJSPZr1GiOGI1YixxOoapgMifcPcRdmzO5Zri+u82v7OfcLgKFcyRKsZUJ5zO4mFm204YrazOMsQixRaluNEWdoJqUHTGoPp/ZglIQkpAAg7YTKIKs67iUQ40PDi8g0vSeqqBQqs2dBnmFdWHZY1JL5Bqdt3vaq7zu9+nOGfdbpaNcAEfXg0u/vYg+Br49j3Ir0WckhZYic7kP14Sk/V36YyqBVAJDHdhIKwZpQ5q4lmMZrDXMa8NBlVH7AXer2MZzvfHsVoqdOudulfB7fvE2a7deRj+9j5xfR9aGkGVAgLIi7M1x+5ZiknJYpuw2hruVYqeCWe34qnqHz9cZcytULkSCDolkJ8ttVEetf5ns35JO3fTMXmU7K6R6MDsD3TMDTi7wimxGHY1iJExo8NTeU3mhdEKmHePDPSq9xZ1SyLVm3aSsFTnZjkWZEuU8atoyB00r/N2a+U3h9s46L81GvDg3/MZeiQc2koTzufD0wHN1UHNhWLCxVjC8YCN42iioUM00agaN1ygJK9evEAyaJCREmEnau7BYado+XoWlJATXk/0roSeR6IQCFixUSy8ox8KTy56m6reO5Bmnf8VWAJNOqP4ob7Za+Q3oQ8jIkVxu6+UKgpEcQ4KRDBMSFAYVBAmqHZMlL7g9spJAojyjrGE4qshGDpWBGMDXbBZwbmrwQRjpFC2KG3O4WVbcLuHmPCPXF3jmYMbFmxOGl+eo8ylqnEXZKBdwt0qqHcWkyDloUvZqzZ0y8HJRUd8tSbcbSpdT+UDtPQ0ei8O3ikK+Jzk5OpZdkduZPU57pOrlJ/RhnYHuW9HutzrzAQTPfe/pOmoXmLd53RtFzrvWb/NF2eBmDWupYaPRrFUp+SRHVElSVui8xhWB6kCxtz/mxnTIl4qMF6fwpdmciZrwjDrHc2PN80PLc+M5F7emDC9Y9LZBbY7AB8Lc4icN4LC1xVSxNcYvOTpKhFQUmjy2v4QM1/bxNtTUaGAOEqkhI1AFCEthZfGLKmV8m2cFWq7m3qNdaiFaGdoeRFeBcxWwj++zLPF39NhK6b7qWok+2ctFIe2LRsqQNGQkIcWEDmbjFqYNLXcLX+S0jtCVJpZs5Ei2BbWWIMMo15g0nnTW8E52Wd8bM9RDUmX4wmHgJb/D9WZOuvM2blUbPF/kXNmfs7U5I9uoIkczUN4RppOcgyplv9HsN7BXO26427ynSrlR5ExsVCyKakIOp16pX3l5EO9jTp+Fml9Ve1yFVB/72Mf42Mc+xpe+9CUA3v/+9/N3/s7f4cMf/vBDXsHrY2eg+0Tbal4wml4KU65K5dmWfLEJnsoFJo3isDE0XvGCv80X5DylNcycYmoNwzJFJJBVFlGe6SRnpxjwcpHx5bnmixPLZ8IXuWs/y+/Pv5H3bBreNa5528Yh21fnpE+lqIvbsDaInIFlg0zmEAJq1qB0m3Nkwcssrci66MXU9iFgvacJhipoUODF4YPti44UQPvzcoGVUw0+uD7kvAhDL1VDn7Bwh+AjveIRekZBL45xj/2WrSfyENODrVZJ/38rx2sB2UhGGjJyPyAjIRGFUaoPw8cnHcfLhTh+llg4pXSU3FNjgzo3gLUh5EnMC9cN6+YO+cv7jK/XDM06iUph/xy/5ff4ufJz7FVv42AtY68xPFVmnDsoGAwatHGURcqkTJm286S0MHeW+jr8oYsFN8uUSSNUzveauRa7wpu9Mj87laa+3/oJdZ9eR3tc4eWnn36af/gP/yHvfOc7AfixH/sxvvmbv5lf/uVf5v3vf//DXcTrYGeg+wTbaki5AwfF0SIUiAUqjqi1W3vH3GrmVthtFNdnQz5w/jaTa0MY5fgAVVvVqspA3Wg8ws3pkJtVwrVC8aVJw+fC77Bbf4EL2Xv4ym3De9ZK3n5hj7XnHeb5Lbi8BZsbhDxFqgYm01gNnVZAg3NC7RSVE5roqKJEyEz06HSbkm1CwDpF5QPipeUWbmjQbX7UxFwwneJOvN9A6Ot0utcOVrzL4zq1C49sAZR9W1DHA32krWW1KEqv9Aj352kBN7b9mL5QCiCI63Oaiqgv3PXh5pIyUIZMCUZHD1cAG2IeVKKPTxOgckLtBOfaMHaqYZjB5lqkeswi0KtBRn5+j4vrBwy+1JDf2SJVOXr/XXxy/pP41GIP30kTEiqfU1jNZl2TJxbbzovKqX6xruYNXz9IePf2XX7zxSvMbWBuPbV3vWau5yTikeUXwy683xVUnYHvW82+6Zu+aeX3v//3/z4f+9jH+Lmf+7kz0D2zV9keNBx2dJtlishloJVlAGk9p9MAN1hqVTAjQXuD1J2YvaZ2KVN7gT89nvKy3mTdwFA7hIANCtsoKqe5WSXcqRQHVSBViq9W7+Hi+lfw9pHjD7/vy+RfMUTe8Szh6av47a3Va5jNUU0T84KTmmJXszMZcaPI2W+g8ZArWEuETAmpWvTyFk6YWZg1Ad1AsDkWS61KEjK0pJFIQ8xSbjDgQkXJFB3q2BMa3Erot8ufdtv3MoJL26R6hJF4DhfqlrqwitW3bfj66LG64/mlymolGq1SlKQkkpGq8cq5fbB9kZhCk4SMYcgZG8NaohklwshAqmJ61QeovVB5aFwcv/0GwLAzGZGkDr1ZYy4EyDP8uXMwGsbzXboMXwV6d4+ta9f5ms/f4H2/dZvf/dIGV27+CW4XnsYHDqpAphSQ0ATFumvITJwXQ+1YN4oyU/wv+SFPjQ74uZsX+NIU7paO/brhMJTM1IxaClywR3qo6cdmef72Y3+vFMuDhpTPqCJPtVi9/PABZucch4eHK59mWUaWZffc0znHj//4jzObzfjQhz70kOd/fewMdJ8EO3WROfnznrEJ+n7IEBwuNFgqKqmYB0NmNdNGsauFXBu+5vwdJgcj8vUNBsaRG4dWMedqg5CowEDD+Vw4FzTrKTyVNzy/PiV//xh591X8M09HZqOj12QbKErC4Ry76zk8HHO3ythrNNZDomCgYWwg155MRQ7oEGCviR6h9ULhYi5To9HBECQjbSt6VTB9cZHFYcXgpKEBgvJIiKHc5fwpEpmsQt/OshruNZKRqw2GbDKXfUp/QFBRK68/FlFU/igtpQ965Xwd4BrJycII00nxLRWJubbfOrZMRZapTEfAjX24cWyAthgutuoULoaYpw3crTKGhwPy3Sn6/Dy2eNnm2NIatrcIaYJKDLm6zjPJAe+fD9lKEw7rGLoe6KjDa8SjlSdRDmXi60buNBuzKe/Id/jNvQ1uV4ZpEyisZx4aKqmwVLi2T7ybi7B46TkeTe4Yuk6Z8mf26toj9un+2q/9GhtHerq/7/u+j49+9KMn7vPrv/7rfOhDH6IsS8bjMf/xP/5H3ve+9z3cBbxOdga6T7DJiqerjn22bKHtlbTSUFGShKi1mzRCojSJUnx2f4Nnsl0OpxnjsSPVDqU83sfFcd14FLBmhEwHtpKGq+MZ56/OkHe861TABSJN5M4B7mbB5HbK7fmQ22XCXi0YBWsG1k1gPXEMtSNpQbdxrSydV6SaSHXYB5JTJCjyMMQEQ9J+HTyhLbrS1DJrK7hd31alVugl4x4OiyjVerBd4ZMhU+ts+8u8Ld/gi2XOjgp4H2V0vLctmJq+nafruQ1tkVcnUBHD5ZHYImXAIAxakYJ4rgaLFUstNb4VfdBE0E1blqmR9qwnnoFyGBVofNRIzpTm0Eb2r9LD7TIhV0MGt2vMeoHZPIDNdTiJ8GI8xj/zNMp5Ml7mnS8dMtAj9tKEyglpqzw1MI5MOTJj8V6hJHBnqrhS3Oaz5QYvlwl3KmHaWObeUlFTSRlfJEKzov180hxeRGhW6xDO7LW1R9XTfeGFF/jkJz+58vm9vNz3vOc9/Mqv/Ar7+/v8xE/8BN/2bd/GJz/5yTcV8J6B7hNn9x9aC8G3BBEd+0/0dC0JpTIYr9E28vVqEV4uE3Lt2D64QXJ5G6MDWi/6VUfGkrSL5NBYtocF5y7NSZ/PCFcunQ64gNzewV/bZ/aScGN/jWtFyu1SmDs4n8G5zHEusaynDYPE9v2lpTVMXZSS07YjjxC01yQkCClrYUQiCt1emwux6KoIgtE5vl1WunCwlk5uQRP1ex2EGt9p6YrvvdYBG3xwc5O/8tcb/rf/xyb/1+GcWuZ4LEp1oeO0LX5a6NsCOKnbsGp33hQjURloGPIj15zEAreQUkuNDhpR0ue205b4Ys1YxmnDwFh8EIrGMNIJaWMQNAcN3C4FJSnp/hrpS/usjfdRa0MYjwibW8cfznhMuHIJqSrOXf4y3AoM5gPmNi4vqfYMjSUzjsR4nIs14Jv7NzhoFC+XCbdLFeX7rGUeKkpVxLkWqshCtdQqdH+AenSen4Hwa2WPUkiltWZ9ff2+90nTtC+k+tqv/Vo+9alP8U//6T/lR37kRx7uIl4HOwPdMzvR+naZ4PCiUG0hlVBRtXlILSaGMVvgvVUqUpXxvnTK/rUJ5942JlEeIbajDBNLqgWjAuOkZmOjJLmgUOfH+LV7fPGKgvDibYrPN1y/s8UXZgOuFYppEyuVL+aOy3nFdl4yGtYkafQOndWkRUJeZqQS6JpsYlONIg85Bs2aSXqy/xDABkXlYgh4HnKChN6jVG3u14SUOCoxrAsKR6t0g4tnaPmed8vAnf9jh93yEgBa0jZyEP3R6MGmJJK3xBVRVrGWksjH1IaMJSMNOVmIIgWZVrEwSsAFhfWB1GtKb/D4vqFJE4kvcu0ZJw3rWcV4LfZNN7VhPE/JyxwtGQHNjYJWaWqAuRN4Lt1jOLyNZCkhy4/ReQKEtXVkc4PkgmKjLCEIaZNifXzeaQu4Snkaqzi8VRDKmmvFuNfLPaxjWLmQkoqCinkML9MsAa/r5+eZvTHs9dTTDSFQVdWjH+gx2hnoPtF2D9UfWg9XWi/XW5yyCE1UIJKEkih+rrygGmGnSkmUQsuIK3VNOm4YPCN9HYrGoxUkxpNnDcnIo8ZprJA1p0zFqkJ9+RrFb8156cYWn50M+dJUsVt5Ui2cGwhPDwsurU8ZbdYkayBGCD7gZh6RQHLYycYtWKtSMSgg04aNVJOoTl0HGh9axuNYkOTxaDFIiCHpxEfSDUGwWBoqRATbFzbp3jMdhAGV9/zSzfNU3jMIA6waU7a3J6g+T5uGnCRk/bGTkLXVu3UE/hCvJw0JA6PIjSJR0ZOFeN2lUyROUTi70rKqJJCIJ08sw2HN4JJHlBBszWBSM9ivMYdjYMBLM8Xteaz4hiHqRuA5s8fA3EAZg3/Pu44/J2MIWYoaG5JRTV402KBobBf+ba9DwfQQbl0vuVGOuFlGNqr92nPYWOZSUMqcRqKXG/O5dlFbcAo5xsK6OX0Gyo/DHqee7t/+23+bD3/4wzzzzDNMJhM+/vGP8zM/8zP85E/+5ENewetjZ6D7RNiDVWt2xTvdzzGEqtrwMigUDXOQNjyKoLxwWCctCGggZe3GhI2tNVRmaKzCoVBtxlPpgGgWJcZN3dIFLtl0irr+Mnz2Gi+9tMlv7Y/57ES4WdQkSnF+YLiSe54+d8joskWfS3sih1BaxNSkjetBqVsglEj0FJUwMIrNNOaFAWofW2dAYUPAOEMgw4eADpHlKiWJRBMiNMFSdQIEnfIR0TPWkpH6hGlj+eQtw9xa0pCQhkHkgqZlz5KcNAzJQ04WUkyrPmRbfeBGEhyuZdoyJGLIjWJoJCovtddufRQnSG302EXi/faigwJGOdKhQ1/IkNyAD+i5JdmpSW4eooDPTsZcmzlenFkqnxLCGEXgWb1Pzktw9crxVEBTIz4QlCC6fb7EMLJHaByxOckrDq/tc6PMuVnqVqA+MG0cc99QqDmVzGnCPM63Lrwcmkjlucwj/kB52zeK4MFbzB6lkOoBt7916xYf+chHuHHjBhsbG7zwwgv85E/+JH/0j/7Rh7uA18nOQPfNZq8xm04HuF0+l0AMb3qwFCjVEMRhpcKpqL1rJVY0J6Wiciml09ReoxiSfn4GV69wYNPI5SSBkXY0TiEyZ5xWiNlHrX8BBnkE4aKE3UP8tV3mn6v58rVN/u2XRvxm8yI1Be9R7+KFLcMHNua8/fIu619/Hs5vRk1XUVCWyO4BovfQ04KmrdKtHG0hV2yhWU9gPQlsJdErtEGYW8XERsH2EDRDm+NCihFNJprMKFLdFmMJzG1C4VIKnzGXmE8FyEPOyA84n2V9+G09SdiQhOf1iGvzDXbUHgCpTxmGAQOVMDA6huBFsCFQu5zKeargsMGhUQy0YSON179mAkMTVYFCgDoIM6u4NjfMmrZK2UHpFI1vdYjzgHr2HGxvQJ4jwaNmBZt391n/8i71zyp+Ix3ya3uW/178Fr9QDHjf3rN85f4aH/jilHfP/xvq6W3YXo/PzIf4zPYOcbcq5jsJu4dD9quMmdP40HUDw9bedT63m/PlueZmAbulY7+pmYaKqZoyZQcbqqiZGxpciJq5rpWbPOrtvmYFU2eFWPdlgYcPLz/ofv/iX/yLhzvRG8zOQPfMTjC/+EIsAa8nAW8R1ardhBKEPsdbBEvqNFmjmBhhv1HsTBTjm3s025fZazRKYK4VLoBWAW0cQ11g1u9CGj0vpiX29oziRXjp1ha/eTjiV5rfZrf+Au81f5C3rxveOap4/uIe4/doeNvT+M1NSAw0Fjk8QGYF6CgxWHpN5SMhhFEw0MJ6CtupZzNxrCex4rh2sZXIBk3phERLZHJCSJVhoBUDE1twVB+67SICkW5SoVBBMZSczSTBiGD0gpHKethKhVmTUjRDvHiSkJCLYaA1Q6PIdfS8fRAqFSJloxNqHwvBjETvdqADa8YxNo5UB4SAC8JMa6Y2QSEULmADVD6OQ+N0lF3MUsJoSFjf6MdNrY1RWcLzv30zSu41GXv7T/Pb9mepKZD99wBjrn76gMH0FubiFMbti1JtCQcFxR3F/mTATpmxWyfMWhIMJZAdHGAPPPuNYtLEvum5cxTB9nncWDxVthXLNqpctbncZcCNYHsGjGf25rMz0H2ibZls4Hi15zHg9Q2oBGnbN2wrhNPneKUk8ZrMKqaNYb8RbpUp28WE4STn0/48SsHIRO1UoM21zhjm+6hU4WuPP/TMbidc313jdyZDPncIt+e/yXPDr+M9wzXes2555/k91t4tqHddwj/99CJMPQCqMv7eeFwVPb+iJYHKWsC9kEUJu420YZQ2sYfXGjxC6RVTFYE1URotkBvF2CgGJrbfRFAkKhGh8EFjXQIBdMsL5YFEC7mKuUzvhVLg5bnHAykJLngySchbwB0bIdex2tgHqHT0upUFbU18WRFp+5Kjl7vWViMbFaIYQWOY2Bjy9nXkpS4scRwag6ukRcEM1tf6cfPjMZJnrL37Fu+s9yj8eaZ2jcn8q3hx/j/4TUZkh8/w3lubXG0mjA4nqPXZ4rlNPXv7a9ye59wsU+7WipkF72HUVLxjssuNMmW/EaYNzK1j7i2llFRSxjyuL3vykK54yvumJx15ZcB9C2jUvsnsceV03yp2BrqP2Y6yt5yk7vN6WB+mawH2KO9ypEb0LfAu9nNBI1RoEiqpyHxK6Qwz69mvFTtG8/J8yPsGL/Hy3pAwTBknmsYpIO2xUl+fItriKsV8lnNnOuSl2YAvzxXX5gXPDb+OD2RXee+6512b+2y+06LffZnw9mdZcjsXVjX4wlLNDVOrKNvbWEvgXOq5nNds5yXrw5IkddhaY8oM6xVTqzAtH3OihFQLY6NYSyLBRK4DOg4TriX+qJ0i8YoQosxg7F2WdvteZAftABSF9SSi0UGRiCJV0cMddedQsT63dNGz7Qa9dgGtOm/XMzKWtbRhlFeYNALOuNbMrMGHFBcUB3Xsv51axaRJqOaGUXVC36sSwsWL6HdfZLO8ybvqfWZ2m9JdBb6OSbjDtfkFXprF6uUL9ZzhqEZnluCEuki4PR9ws0y5UShulTFXmzrP26tbPL91wG8cXGa/hpn1lM5Th4ZKVdRStIVTtgdcF2wPuN5blskxurm5oMx8Y3m9TxIN5Rnd9YPZGei+me2+87uruq/3dejg++rXXonGW5QyK8ArQeFRWKloqCmkIvGGtIkgslsrRsawdrjOV9Z7/H9dwmg4AMYkWpGqBC2BdM8hEnmaD+uUO2XOnUpzUEUf5/3pVd67Ae9Zn3Dh2TnmnecIz14lXLhw/OLrBuYV/sByOFvjoIle+cDAVhq4lDVcHBZsbszJNhyiwBWxG7doDKZ1BJVAqoWBjoC7kcKaceQqoCWGcktv+uKr2itCCGhRfZHWegKZpt8+VZ0QjiJtNA5PphSZFgYta9S68Qx0fGalFkwbzndB9c9StcIOuXYM84rhRoMeBMSArx0XywLnhSak1F4oLBw0sFsbLsxytudVHKeTnv2zVzHzigvTHd5TJ5R+nbB/lWvlJp7AnUqT6xyA9dqQJo4QhHltuFsl3K0j4F4rp1S24Rvrit/99E0+e/scu7UwbTyzxsfCqXbeNKHEsiiaOga4rHq4Dw6y97H9Gwy43wz2OKuX3yp2BrqvmT040L0RrC+ggiWPN4aag/geeDsvw4cm1tWGkkrN0RiKkJA6TdrE/GeuFbnK+PC7v0z52ef5KbvPuM7YSFImRjFoDOMyRQhUXjOtE6ZWUfsYxr2Q5rxrQ3jXeM6VyxPSd47g2cuEK1eO34BzyHRG2J1R3FHcnQ+YtNiyZuBCZrk8nnPu/Iz8QkCtJwQXUAeWtHQk88jW1Fmmove5kcBWYtlo6S0VgSboeJ1GUVihsIJRsXc206oF0MDA+JZGQyha2scQYF9Ffdu4fUvVqD0biWNoHFo8pdUYCRAMTYh5XttOLaMCiXakmSNZD6gNg+QaGs+5+YwAVEHFYi8LkwbuVIZz8wHP7U7jODkHerV1LFy5gsznpNOSK9MJc5tgw5DMjJnWnrr1mgd15DvOrCMQw/MTq5jUsF83TMKEb2gM3/j2L/H5G9tcm2fs14FJ45k7S9GyTlXSVSqXbZXyoj3oNMB9o3q4r2xvtut9JQs9+c0D7/mEou4Z6L7OthyGetyh5uUFa9HTueD7DfgjwLtgqOpVXzyI0rigY9UpFZWkzIMhsYq0jr2kidJ84eY2//M7XyT8zvP8hjjqlnS/8TE8qwSsVy2JYQzLbqbCdia8Y1Ty9PYhg+cEeeoc4eKFE8PKMjmE3X3czYLd/TE3ypTSBTYz4VzmuDQoOX9uxuAZ0BfGMExhXkOYkxz6FcD1IeaA1wxsJI5zqWU9rXvS/tpp9mtD4VqKSS2YEKkXByaC6GbqGGrbh5czZRBR2KAwKvb0GB2pGnMFY+NZSxrGSUOiPZXVmDqNRVVeUzvBL61WRgWS3KPWNXp7EO8HGNR7nA+zyMhlFYdWs18F7lbCjSTF3SwwT+0jk8PjLFNKCBcvIPsTBnvXeXp+SO0VWjJ2K0UehZiwRHpNRSegoKi9UAcIPvD1ZcI3Pfd5vnBzmxdnQ25WmsM6MLOu51ZuWtapPrTcVyo3JxRO3Qtw3QmfPT57ksLJyxYeY8vQW8XOQPetYq9aqNlxEvAu7+uxKEzfvyuhQYLC0VBLgSbBoEm8JmkURmm0CF+aDgkBvun5L5Nee44dl/asTYsrakkctGctQK6FTAWujGaML9boyxtwbpNwEg+wD8itu4Tre0yva65NR1yfKyCwmcClrOHS5pT8GdDPbMK5dchS2DtEFQ0qKRFCy0oVDznQ0VvdThu2lnLAAE2tGZcZExvzskZiq0+mFLmBsQlspTVDY9HK47wis7GEqvZxO4LHiJBIFGoYG8taWvfnaWqNnntciG0/c9tySYe44AkBlQTUMIGtUdS+NQbtA3nY51I1ZVon7NWa/Qp2S0+uFNPrmo1Le8j2XcL65rEXmLCxgZzbRF8+YLxzwJVihvVCrhJ8iNeaiEcdWTqVQELga5oJf/TqF/nCrS1enA25VhjulLT9uIviqagg1BxjnYq0o8t5XH8K4J5WOHWf4Pum85TfePakgufD2hnovoHsVfN6jy4kp4LwclHK0uZ9LrcFYFqyjBCpMUJQoBZeR5A2/yiHeGlw0sTeXSpKO2bmMg7rBBcMX5itc+FgzFN5wQfD73AneZ7MCIMkVt8GILeagXY0aQTkgbacuzwjeTqDrTXC6DgNoezvIZ//Eu5Xr3Hr13J+6c5lfnlX+GK5z+87t8kHNua8+7kdBl85Qt75FOHKZUJL8KA+/3nkcI7oktppplYzaSLD0+Uc3jYuuLp5yNrFGrOtUJkmuICf1Jyfl8ydYb9RmEZItGKUCNspXMktz2wfko+aqKxjhXKWMJ4MMDLk2jzBo1rPGDYSz/lByYXtKYNLHr2Z4CvL2u4h67dLsv11YEAThEkDU6upnUY0yDiFcxuES5cI4zFy5TLmqZtsnn+Z9/36HcyL56j8kN/Ya/j5/TlPv3iZr5nvcunwt9HTKeEdzx/zeMNogGytkTxdcq6aoXVgY55TOEMiMcyeGhe93rYa/UpW80L5Ei85zX/+wlXuVJFx6qAOHNaOW3bKVE0pmVEypfFz6lDgfMznOl/1IWXvo1ThcSaqBdAe92wfX+72SfVuly3waCpDT6Kdge4b1F7VsPN9ecEL8fVlabplz3dR2XxEDKHV29WhwaIQ0VStF61E4UPAWxiUisYrSqeZO8XEap6xLyNX/v/s/XmcZVV574+/11p7n31OzV09NzMooAJCwBBnUKOieIUkJhqMotGvJmg0XCdCfgGjghrN9WYQJd7gEFET5yTiVaOixpCLI4qCgCBD03PXcKY9rLV+f6y9z1BVp7rqVFdVd9d69+u8us4+e1h7/OznWc96ns0E0qKkBiuwymUxktqCgJLStAxiYxDNBNtotHIAi337EQ8+hL1nF9P3CO6dHOHuquSueA9VNcHmaITNQ3WioyXi6HEnuJ31ekvOJWszSLSiYQSxdu7g4VAzVo4ZWpdQ2hIgxypQDiHJEKpBFGSE0lVPcoOH8jKD0jIYZAyMJoRjwk1MLTJIyDLJVFIilOGM5QxRkFEacoIrNw8jmymy1GAoTRhrxgzHJaI4YDqFhhEkWpGX3YWSG3tLKWztn2g2ifY32Ly3zuZ6mfvDgF9le7i7Osa60ggD98SMDu1ChKErN1gcl0YD0UzceB9AKAiCjJLSGAuBsoTKEAgDwgKKQBgGdu/gZ3tK7IwD9saCicQymRimU01NZ9RFnSa1Vl7lzoxTelbyi27r1tHLjXwAIfVCu2x49/LiOCxE97777uNtb3sbX//619mxYwfbtm3jxS9+MVdeeSWl/IF5JLOyAjyX+NKa1lpN0ceGaWWsMrIdVNVqpgAjDMYYyokiNYpYS5raBd5UM8kxyR42P6qCiorcyNa5LfMNWwsmFdhaCtUmTE4hlISBQTdO+IEHsfftonl3kwf3jHNPtcTd000eyH7EUeHpbK0kjG2so44ax27Z3C24xf6khqwpqWUB06mgllkCAWNhxuhQk3CzRG4ahrFBl0wiTpDGEpViAmzLOysEhAIqgWE4TAjXS9S6kgthjjWohIFmwnA9IRSV1rGVAgIsUSkjGBLI0bJzf6cZshQQJpOMTjcZq1cYDAJ2NGzezoCsKbGpKyzRmcPajq+DRgO1r8rY9n1snR5iY6XMwNQwd083GS+VGd0zSnT3PsrRToS1ULzM1GswOQXVJraWYlKB1spZJ8J1AwjR0f+tDXvvm+bOXYo9sWRfQi62hlqmqemUGk3qcpqYOimNjiQYHdHKtrsPt/t60zOmzyOkB9Ft7IXWczA5LET3jjvuwBjDBz/4QR7xiEfw05/+lFe+8pXUajXe8573rHbzVpRlE+DWSts1Yh3twu2zrd2O/t08spliVEtuwlkMRhgymVHSAYkpkeiQppauj1IrmkYwcOcUWx4xjIxKZNoFViVGudy9RtCsBqj9KaJSdSXx0hTK02At9r6dpL+ssfvhIe6rDnBv1XIvP8dYzVaxnq1DE0THBLB1/dxDjLIM20yJGwFTacBUAs1MMxoFjJZiKuMpasMQbBx1dWWVgnodkowgaKKkxVhaAU6hgooyDEYpan2EWDcAUQhxipKCqN5gcColzK13Y11SCyUtQWARgxJGKrB+HWgNYYBqplT2VRmdiBlUEc1MM5W49saNgIFmisiyWbtmN25EbJ0gOmaKrbuqHFWL2Dq9np/Zn7CxeibjpQFGHk7YUqkSYhGNGIYHodmEiSpmT5Vsv6FZDWkkIY0sILPSXQNYrBLYTLPjnml2Twnur6uWdVtLDTWdUrduKFlD1GlSbWWdykzcSvPYjobPZlm5swV3juv2IPfNeqFdOP0eq7V6jA8L0X32s5/Ns5/97Nb3E088kTvvvJPrrrtuzYluJ8sS+dxKhtEpvoXw0rJ0OoW3EFwtspbgWpNXKBLauZ9FypQMSEyFOIty8XVWb2IE28oByZ1VRo9Zhxwo0cwUsZUYKwiEYnDaWYUDJITZFKIaI6IAtCW9r8bEQxEPVQd5uCnZ0azTtJMcVXosRw0GjG1oILesw24ch1I4e5+bMaaaUq0Psj9V7E8MDa1ZLwJGB5uEGxVi0whsGMeOjrhlggBRbyCVKQ4HOj8dgYABpalUUsS6Edgw6rabpAhATcVUKmme9MItVxxWqQyiEsBQGTvmgsVEECDihHB/g9GdTYZrgzS0Zn8i2Z8qqvWI0WoN2YxBm+4hQKUQu3EcuWUvYxv2s20q5qjBMj+YnGRHs8HDzQHWVwcpP5QyJmsEzQw5WsXGGXYqJt2VUd8Tsn+6wkRcpp4pDBDlEdi2njH5qwkmGoL76yV2NgxTibNuqyahgauNG9MgEQ1SU29FKxubdkUrF+I7l+C26RBXL7Srju/TXTyHhejOxeTkJOPj4/POE8dxV63Fqamp5W7WqrHUB8Ys0e4S38J0BWdxMGf/rsnTQxpjUMKABINBk6LJUCIklQmpHSA1ZeI0IjUh2irur5c4USQk906QjI8TjEU0tCSzRSKICtpIxrM6A82EcDRDhBK0pfpwyK7pQXbFIfsTSMnYqE7mRLWRowcspc0C1o+4PMNzMV1H7zdMNCP2xoJ9SYzFJdMYHElQ64dgwzrM+LpWdR0BUC4j8+CvzLrAqyBP0RhJTTSYwbphWDeGjUJEnII2yKkG0WCDUJJHSlsy60oCSGkRJQXlcitC2yqFjGPUnmkGR6qM7s/IgH1Jwt64zEQzYsv+aYLpOqJRx5a699OOjCLWj1DaPMGWnQ2ObkRsrJ5MajL2J7ArDhmeHiR42DCQxAQjKTY1pJNQnyixrzrgcimnbniUxFnydjJD7dpHmjnB3d6AvU3NtE6p25iGaLbK9CXWiW1iG62AqaIPtyW49BbcrtSP84itF84Vxq5d8eyXw1J077nnHv72b/+W9773vfPOd+211/LWt751hVp1eNMzPaU1LeG1M9NDFiYeGRC03Msij27GgBEpRoRYYWhISUqEFimpSEhtBZ0NoG2JHc0QJUIeMRQT7N3PPfstctNYa+iOsSWaRpFoyVjSZKiWEJQM1gj2T1eYTEqt5PqjssJGOcAxQ4qjyjFqQxlGh+csvg7A/hqN/YrdcYndTctusY8NdpyhAErjFjYMu/7RjnJ2dmAAUXalCLURJBoSbZCBS2ZRDjTBoIWxEVeMoVzGNpvILEPsnyIYrBMIJzOJNiRaok3RwSuh3FHmcGgIO74OsWE/pfFphh9OgZDdYh+7m1vZHZc4br8i2l+D6WmYOZyqUoHRYdSGMmOjdY6qDnCC3ESCc4vXtGQyKVGZrmCtIKplZElAtVZiolFmd+yyg+1PBLFxfdZMNji+sQeE5Vf1EjuasKdpmchiqqJOQzZIikL0HZZtZupYa3pmnJqrZm5XP27ndC+wq47LSNWve3ltsqqpkq6++mqEEPN+vve973Uts337dp797Gfzghe8gFe84hXzrv+KK65gcnKy9XnggQeWc3eOKLoeaLMegB1DNloPy/YwD2MztInJTEJmErSJSU2DxFRJbJUGk9TFFFUxzZSoMalj9jQt2xuSe2oRBjhT7SZ7cA8PTMTcX015sC54qBHwcKPMrtogeycHmJooU50u00gDkjxJw2AAmwdCjh4KOKpi2FhpIkbK2HJ57h1NU/TeOpNTA+yJA3Y0Yybtw0RCMRxYFwQ1NowdGeleLgxd4XYLqXVlAxtaY6wLqioFGjkgscNDrqhAKYSRYfd9sIIccMlAjLU0tCbWbj3WgpCiKyAKcNsfG0atKzFajomEYtI+zI5mzJ44YHJqAL23jpiYgnR2ekdbLiNGypTXaTZWmhw9FLB5IGQwcA+BxLhiCNV6xNREmb2TA+yqDfJwo8xDjYAH64IHqpr7phLMzv2cnj2MAe6pRWxvSCe4ScaUqFEV09TFFA0mSWyVxLihQalpdF0TRRWhdm7lwtotmNGP6wX3kMTa/j9rkVW1dF/zmtfwwhe+cN55jj/++Nbf27dv5/zzz+fxj388119//QHXH0UR0czC6KvCaqeE7KfvS3b3GXekh3Q3S+FyVq2hQ24zbv+EkAiRIJBkQrpKRLKBEgFKRgQioikHqIsKdTFKWN/KdFpiMlHsictsLZd49OAUv73+V9xmTuETk5Mc21xHbSigriWxlgyHKZHSSAHDQYasWMbyiu5DgWZT2Y15pbzJPbBnpjysVpH33c+e2xU/2z/CT/drfpLezHBpC1sHQo4ZaCKPG8du2+pEdibWEDcDJlLFnqZmh9jLgNlMJGEgSlDrSrMCt+zGjYiJSdS6vUTSkhrLDrGXoeZmJlJF3AywiXbHu5MwxG7bitw7yboHd7D17g3cWQ/4SXIzY/ufwWg4wuDtMeOV+52T4bRHt5fV2u1/OSJYr9i4v8pjGxWqWTEO2jCYH8ckk0zHIdNpyK44ZEdT8kBVc3+2n43JIE9ighHR4OdTrv98V8OyN86YSBMmqbJHPERKg1Q7C7eXG7k7QnkBQVPWzCG0/fbprvQ9eGQn4PC5lxfHqoruhg0b2LBhw4Lmfeihhzj//PM5++yzueGGG5Dy8MlnvPIcjJu8sx83p8PVPKuPF1p9ci7SmVbUs0A6lzMu6Mpag5V5GyU0haJqmsgUJCWEUAgEUkSwYx2PWvcLHhefxHRZ5mnnBJpieBFEQYYUlkAaBpTbTiQ15SBDhdaNqa01YHLKJcQQQKOJ3L0bdu51fZaJYm9aJ8mqrAu3MVaC4VIKA6PzWMkZaRrQ0ILpLKEu9mHtJtcHHRiX7WouoggihRQub22dfUxn4zR0RJoG2CRDpHNEIpfLiIEywbBgrATratvYm93N3jRmbzLAvuoAI9snKG3YC8dOuwLzFkS16vY/cetUoWUkSInycxBKQ1lpQqVR0hJrhUZgrMsRPVRSPD4tc3Z4P5sGa/zHQ5vZ0RTsblr2x5qpNKFqm9RkzQlubtUWgtuZT7kdneyusc6hZz2Dpubsw13KNb7aL8FHDhb6zr28VmX3sOjT3b59O+eddx7HHnss73nPe9i9e3frty1btqxiy/ph5sNiKTf9QXyDLm4c0RlQ1RZXi50RbGVmLWKLfckt4WKYkbXO0u3S6q7hwpK6rCGNQGUSEYPLhKXQtkxTr+c54/fy46nNNNaPYylhrcgT/htCpQmlIZDG5W62gpI0BMpgNdipBqIy6Vpfr7lt1hqwex9m+xR7m+uZSKEhmoxWjmWTGGO0ZBkKEyecwRy3idYQJzTSgLoWTNGgrveBdGX8pLSIQM35WLFhgAhcnV6Aut7HlGxQ185VbhtNiJPZCwYBRCXEoGK0ZNkkxthdOZYGTSZSF+y0aXdAsH0K+fCOVuYuUWvA/knsVAPbNFgtXNEGYwnyl5WS0gR5ZaNABtg8sGtMZmyp7uX0gYeZbEb8dM96HmqoluBOZxlVG1OXNZqiSqpnC263dZvll1tbbNvfDzAsqMVcQ4bmun4XQq/tLFWMj2zrthMfvbw4DgvR/cpXvsLdd9/N3XffzdFHH931W/9vWYcKq3hzznXsrO0pvO73wtpt/9Y1jhdaaSOtNYiOgbsmX8Tmkc3CumEnwkqaooYUEmkEpOW8KYrUSOq6RChHOXlwH7v2NrDZMOuOKjvLTBjCMEMpiUwtqVEoLRACMi1JE4XZW3fDhuMUEeVu4loTs6dKsj1jMgtoZhDYgC3iJDZWQsaCjHKUQqDmTiLSaECtQSMNqGVQFZMkuoYoCRQWIS09R3FJAcK9VgghSHSNqpqklq2jkQaYukHVGrOXExIChSgrxgLNxkrIlvpJBNa1fzILmJyuUN4+TfnBnYjB3EKPU+xEHbO3TjZhSZMAKSyR1C6zlNSEoUZKg7WCUGnWRTHZ/ip23wSbynXunhhlTxyyO1HsalgmEs1UmjFtmq0sU2keoVwku9AmnmHd9sqfDAcaFtR2Lc+4X2Zew32L70zWjmh6VpbDQnQvvfRSLr300tVuxpHBwXhJ6Sm8szfTztsMkOVzB3kkq+v7zYykqaptkTJgkghtydNGCkoyYjIN2FKOGajvZf9dEfqoYaL1LtgXDFJKhLVYXCSwsQJqUH64SqlRQ0413dhewDQy9L6M2r4S9cy9EIzKCiUpWB+5urlhlAtBls0a3yump6HaoKEDGhnEVFEiJBACIbqzNc0iNw2EgEAIlAiJqdLIoKEDsikIq3OIbp78QgSK4UCzPgrYGo+QGCdj9Uwy2SwxtK9E+OAksuKsehtnmClNMmFpTJWo1UuuOpCwCGGQ0iKlwdVfsNRqlqmH9jKcNagT8LOJEfYkLnp5IoG9sWY6TanZmKqoURfTNKm2hgNlJmm5lJ3gtl3Kxna6zefKoXyQxuHOvM6XLMKeubDOh9HnsmuTw0J0PStMD2u3y8U8S3i7n3MzBdi61P4UwutKAkoykyCkIrX1PPjKrdNYi00t2oQkRhJKyUQSsCdRDCnLSJgR3zuFnILwhAgjI4wRpJkk0ZLYBBgL9SxA7jIMVlNKlQxVyRACTAJxNWC67qKlKwrGo4DBQDBWsq4yUGghzWaPfa3VEVPT2KkGdT3aGtY0EKynpETLbdzrqSLSDKxzQ5eUYCBYD7ixvnWtSOqK8lQDanUYHGgv16hD3tc7EGSMlUpsrgTUMktFkQuv26eBh6aRpQxrQTcESSOgVg+pJhHNTKGtJJIZAksgDFkWoEhp7pxm168CqpliKh2mqgUTiaCawVQCtczkfbgxdVGnIVwe5cLKzUyCtboVxW5n5VNeYLGCOSOVD2DlelaeJUQhr9Wz50V3LXAQH06zhBdmWb1uk+0HZFefb97fa4WzgjCgkWQyRuRVDazIU0caTZqVSUyIIGQgEEymgsFAMhJKxkNDc1dGY7rKus0xcmyMug6pZ4qaVqRGYIBmphhqpAxFKVGgCYIMYyRxElBPQgJhGQ4FJSnyUn6ugo4QFmoNN/ZVKShFkMSIiQnYN4nZ36Spx9DGMsAYgQgpK5EHSAlskkGSdlvJSQpxjE1c8FdZCdaJbWSkaGNpakGzETK0v4ncv88dx3y7TE9DrYHNXPtGAk0jCqgEgkhBICwZgnoSMrW3jJROTONMUY1DqmlIVSti48olDiqBts7itfum2PdwkyQVbG9E7EslU3kO6loK9czS0IZGppmwdZqy0Spc4PIox3mFoNSJ7ZzjbmfmTi7obd0etKFBvd4IPUtiaeN016bsetH1LJDuoCpgtvgW883oA3UPWgmkIEKwGaaVJtI9lIWWZDYmFXUSUaUhIkI1wKSNiKiwvzFEREhZBpSlopyX0BsKS5w0FLK5nnHiyE4aQ+P8XGxkIpM0MksjMwyGJcZKEesiGAs1w4GmojSBMFgEG6OM0VCiLYTSMhRoQmVIY4m5bzeyWkcMVpzwJilM1tA7qtTvc+NbBwPBI7KthEqyoQyRMGSpwuxvoh58EDs2hi2FiCR1gv3wbsz+JpEYZkMZHpltItWGwUCQGMn+WoWB+xKGb7sLMTroRFtrqDUwe2ronTGhitgQZZSVJTXOui5JQyQNqZE8NDlMQyumM8VEqtgfw0RiqWUGLIyXA9aVFI9mL2J6L/dMVNjZHGJvIniwZqmlhqY2NI2maTJiUmKRkIqEqppoW7ZFAfo8cEqbZA4LN+24DmZaq3O7kNfqA/lwxAcvLw4vukciK+R2mx3RXPzQFZqc/9Hu+21nsjKtIUTatvM2m45/GTGpiDHSENkyDRMSmZCyDqhrRT1TlKSirkOaepijmtM8YXg3O4ItfE+Oc3/aYHcKG7MKmVVgFQKLwiID51odCjJS40TXpZw0ZFoQN0P0zia2qZGVOigJ2mCqCeluQ6MeIYDBEAyKUMKAsihp0Vpgqga1ex8iTRFB4PpkJ6ax++vuN2kZUJbxSJAaxWDoDk2sFY16yMCOKrKatLfbyDCTGfF+SaaFK6WnwOQR06HM028CjSykmkkmEsXuGHY2NLuTBtOyypAZ5DcHU7bEO9g5UeKXjUEebir2xoLJxLK7mdHUmqZ1YpuKlFg0SfNzEdtqV5apVqRynmFqrsxSC03jWFxXy4q3eg8qK9Wne+211/LZz36WO+64g0qlwhOe8ATe9a53ccopp/S1/dXCi65nScyyemfN0LZ8O4smiHy8b5E60pi0lTqyKJRgREogIjQpCEiJCUVEbEvENiLJSiQmIFKCxAiaWlHNBphIQ44f2smF4cM8UNnCV+qj1DLNVCKpKMFQIIueZQJpKYmM0Egy4+r4AsRGMd2IKD2sKU3kfcESsKBjiKshjbhEKA3DoSSURaEDl5EqyxRZFcJdk1CPnSpqC9UmZn+DrOoEfkBZ1pUEmYWycsKZWUkjLhE/HKMiVybRmqJvNqTZDImNc8W7Wr6WQLqhP+DGMWcIUiPzvlhLLdOMyYgTY8Hp7GXd9DR3VofY2QzZHQv2d5Tim8oSGiTEInbpOnOxzWyMtimJqeYl+bKusnxFhql2H/8cLuXVFlzPQcXSrq61+GUXt9zNN9/MZZddxuMe9ziyLOPKK6/kmc98Jj/72c8YHBzsqw2rgRddz2z6ePuft+KRncPljHNzFgUTiv5dK5y1ZqV26QExKJx7MiMmESEhEamokNoysSlRiiVpnpe5qSU1XWI6HWW8lHHs8E5+M6nyK0YolQephBFCWLR1rVTCECiLFBYpJLFWZFaSZJJmFpBNSMpVV7xdKYMQFmMkSapoZAGRtM5dLZ2LdzAwCCyJVjSnQ8KHqohKA6EEVltsQ5NNWprTIQLLYOBESFv3AhBJdxwbWcDU3kprGI/W0q0z76NNjGxZ5SXlxiirfNlMC7d/wjISWqI0ZUu1xjF6kmOGpjFW8KO9Y+xOFPty63YqbReanxI1YtEkoUEqnNBqm5LZGIueVSHIWp0LsBPc2YXnodcQnIU/eOdYvlX2yrN62L5flCygtZ5ViKZXJsEvf/nLXd9vuOEGNm3axPe//32e8pSn9NWG1cCLruegM6cA525lazuelR1u5mIoicgfrkWlos6CCVKEKEI0KZlIcwusQpSFZCZ0oqSlyxCVKvalin1JwIlDdc4Nd7BrosLk/jJyrExpfURUccNl3BCfPNOVFa1av6kV7E8CQmmJpKGkLKHQBIW4GUFZGgLpRFwCoTBIYUkyRa0eoh7SqFAjZG6tpoKkGdLMx8pWpCYInUQpYQmwTrQzyb5ahcwIUqtItCA2ktS4bFyhsJSVoaJcLd5imJI2AiktkU1pTCUE+xuMmwabKg1qachdkyNMp4pf1hRTKUwlhmpeaL5uXKH5qpxsWbaFdWty4bWYWakdO8fizh041e1W9tbskYMLpOp/2dtuu43RGQU6rrrqKq6++uoDLj85OQlwwGpzhxpedI8UDtE3/p79vl0lAjOslRgyhJW5wAZY4cb4qjzgSuYCrEXqhJcYLTJCUSI1EWlaIjYBTa2oZc61uj8IqOkhKsrkVmmC3peyd980yZAgGqmwdTNYUSIxLqdzPZNMZ4pqJkgMBBLKEsrKMKgMlcAFLKm8mhA4we6kmSkyU6aZhqhc2K0VrfHDmXGWf0kZSvljS3aM7c2sZCpRNDJJLX8JaBrI8ifceMlVCJI4K71kBcJk1PZqpvanTEy6dlWEZV8W8nCzRENLpjNBLRPsaLhgqVqmaeisq9B8g6mWZVuIrYtIdiLaGhY0YzhQ7xq43dfDIYXv311VzjjjDG6++eauaQvJl2+t5fLLL+dJT3oSp5122nI1b1nwouvpZt4Hzxz5mBdNd4lAKPLuZq10kaIomoBpiXDhcjY2y8XX9fdaNFURoBkksRlxFpGYkEamqKWSshLUM0FJBkTKUlaBcwMry67YEu2PsXvr7GUQUxlADUakpZB9eSKIiUSjhKASSIZDybqSZNRqRgJBRWnKSrfE0liBsZAYRWoltUyQ2CgfpywQOItaCRfIFSlDSbpCA53ryIwgs5LJVDGZKvYnMJ1CIzNoawmkACRSSNJmyp5agmw0GDfTJEbxYD2irkNqWqAtNDXEWpAYS1O79eyPNU3jrNsGMYmIaYhaV6H5TrE1JsNgelq3nXmUW+d1EcFTB7pmetIaj3aIifkaYilDhpRSjMys4LUAXvOa13Dbbbfxne98p69tryZedJeLI/YNevHC27J25wmq6vzutuKsXpfNqgi2MkhkV3+vwbmdtcwo2QqpTYlNRMWUqGtFJBVNrQilKy4f5P+HUhAISVlZanqI4cBwHHvIaoJf1AbZJyMmVYk7maBcKTEqhllfirC4RB2RtJSky7EciKKvVxAbhbEij6yW7E0UmXV9tkq4YKuysgwqw0bpAsRCqZHSWcKZlWCcWNa1ZF8Cu+qGvUnMJNPEzZSBWpnBsgTd5OSBGoG0/KpW4aFsiLoWTKdQzSA17pMZV80oNZbEWBJtmNbtYKlYNJ3Y2iapbbQySxX9tjPFdqZ1O3+VIJZPcA9HjrSXA7uEVLx9Lvba176WL37xi3zrW9+alRb4cMCLrsexqBeDzgfhwgS4W3jzaR0lAi2qbeFa2WEJu7+NzVy1IiGRJkAIhRIBmQzIZIwSAYEoE4gIJUNCG6EICW2JKI5QNkAiUCgCJEpIFIJQSsZKAYOB4scTQ4yVXE3eTUGDRwfTvGi4SjNT1ESDKTNAo1GmjHKCG7qAKwJQ1rgkH0ZSzVxf8u5YcMdkwn5bpSmalG2ZdWKIDVHIhrKikgdABdKCccsnWZ6PWhsqcZPNseY422RE1Rk0DcpDGemA5Mf7R5jOJN/dO8hEAtXUZYtqauOG+xiNtoYMg0ZjsGiRkaHRIqMpa60gqYyYzDRbBQoy3egKkJqZL7mzaMHMPMrFmNy5LNwlBU0dCG/xrgpLSwO5uOWstbz2ta/lc5/7HN/85jc54YQT+truauNF17NE+qjSMqNE4Ewrtx1g1Y5uhqA13ZAhMFirkRgECis0Vhi0SFGEZDSRhHle4wgpnKgHBEgrUQQoqyjpAB2XqaV5P3AqqQQwGCj2JpJ9yZhzBwvLQFBnTFZhCqaMZJeRaBUwOmAZjsAqhZYBsU0ICBg1ipNDSWaHMHYojza2lEVMOTbEOmWSjJrNQBuqMUzUBVmiiaRhJMgoAU0jeTiTaDuItoLYCB5qSGqZpZE5sa2l7UQWKRkN4fq7jTBk5IXic8E1aFJbd8ksOoKkiiFAmYnn7Ked6UbuHId7oJJ8cz9gjzArdg2ytIxUi+Oyyy7jxhtv5Atf+ALDw8Ps2LEDgNHRUSqVSl9tWA286HqWieKB2tl3O1fu5k53tQZUO4EGdFQq6u7zLaxhm7ucXZSz6+/NcivY2bUhKe5vgXTiKySBDRFCEhKRGUNkQuo6oKYCykpSCQQTgWAyUQTSiWUgXFCVBbRxuZItEE4KSgrKUlNWGQPKMKAMG5TmhDBFdQRIaSuItRvysy8JeVi7gg5NI0g0pNZirLPEIxUgcMFTmYXMCjIDibHsjw2NzNLUhrrOWoksirG1CQ0y4aKNjdW5PaIxuYhmtjljuE/aSlIyV4BU59jb2VWCdMf3hQiuF9sjidnDwxa63OJk97rrrgPgvPPO65p+ww03HFYFcbzoepaZ7j7gXsI7qzZv5/2YW7iF1TtTfDPi3N3shhgJITEiRCBbAuxWo5BWInKrVxGSiBAjDSVbomEjmllEpBXlLKCknOWrBCjZUcggb5+2RbUgQZgXLyhJSVlJygoiCYOBy1olhSsuZIHUuGQekyk08wAnJ7jOhWaKzFiyvUFtQRuTV16yVNM8PaPVrUCoRCQkooEmJbH1/Fhp1yfbIYwG0+qzLUS1EGDL7ACpYrn5xbYDL7hriJV1Lx8JeNFdy6xYgNfChBc6xda0+nWLKkWCIrK5cEvnfb+GXGjTvN9XIUSCzLcpZVt0gbZgF/3Cokkgy4Q2okpEyZYo6YiSDiinJVeLF4HMj1eRgcfmMiTB9RELQSQlgXTiG0qoBC6JRWuvrLNcU+PyIGfGEhsXlayt6fIPzNxmsb20U2hl0kqVmdkmmYndcKoOF7Fra1sgC+EtRHmmK7nIKjW3GxlmFy6YO2hqVYYH+b7dFWUl3ctHCksd/+HxeDwej2eBeEvXs0LMtnaBdkRzQZcLt1jG5MOKNLawVjsina3IKKKcoW3Jtv42smP1xXSVJ94ISGXDZbvKI6CVCPLvLgpa5tts7YnIrUZcCUJp3faUDQl0QJiVXJAWASEBQjgb3WCd+xiLRtPI+19dTHHaKmkItNbZ2rYojqJGy4zUNjGkaDLXP2uyLpdxkcCiaGf3MW27i+cqSGA6opMdM93Ivd3Jnee2G+9WPlIxfZ7bQy5RygrhRdfj8Xg8fWGFxYo+X6iEF12PZ5mZeXPKWW+7YlYihaJfUXZ/L5JqANh2X21rPR1Wded0Oi3g3CKWMsj/D5HFWGDhCs9LMfsWmR1Q1LaulQhzCzps5You2mPJ80/jgptSW8ca08ppPDMgqdNin7n9rsxQmFll9YpgqM5j1lq+o6925rS5g6PmT3ThLdu1jS9ivzi86Ho8Ho+nL2w+ArzfZdciXnQ9Ho/H0zcrNU73SMGL7uHMUodFHKz80Attx6xtzOWqhDmD6vOgINHlEi3WKzu+z162273c7YoWFIFW3YFYxW/dbZvLHTtjXR1u6yJYy7VKtiyCYtmZuYx7rXe+tswVCDUzSGpmxZ9Z42r7Cozqsex8LOQ6WeowtqXcE0dsvvTlw2JbwX/9LLsW8aLr8Xg8nr7x7uXF4UXX4/F4PH3h+3QXjxddj2MlMvjMt40ud17vm7i9hg53q227T8WcLutO12zv6GfXjLnzxcx2yXa6bLszXbXX0+2unrmeVrWenq7g7vHBC2vbwYo+nrHcQjmYXR4ezxGIF12Px+Px9E2/gVRrNRGkF12Px+Px9InFzAjUW/iSXnQ9hwNHqvttMfslBL1cn3NFP4uZrtZWtPPs5BGzmzF/ZK/bQLG+DneyhZnu4dno2W2Yd/3FhPlSpi82EvkAVsqRer0dCB/JvCDaZTj6W3Yt4kXX4/F4PH3T95AhnwbS4/F4PJ6FY5fkXl6bqUK96K4E/biq1qpbbyHMPDbzJt1YeH7nOTfVtexc80mwOq8PPDNPtKt+NDez3cntbc10EesZ6ym2d2AWHZnsr7vZ9Dom/l6GJbiXfSCVx+PxeDyLxNg+Ld0j+mWkN150PR6Px9MXPpBq8XjRPZRYo29+S6Y4bnO6+4oHQkeCigXf7J1JJXq5GGe6lOeIlgYXgXzAxBTzbU937Z+dN4K5F/M8HP21t3h8hLOnD7zoejwej6dPLLbPQKq1WnPZi67H4/F4+sLiCx4sln58VJ6lYG3vj2dpzHscTR+fA61zrvUX/Vztf27iPL91bq/Y5nz7Z23/+9NrnZ6lsWbva9en299nccfmW9/6Fs973vPYtm0bQgg+//nPL88uLTNedD0ej8fTN9bqvj6LHTJUq9V47GMfy9/93d8tz46sEN697PF4PJ6+WMnSfhdccAEXXHBBX9s6lPCi61lWltJvs9AEELM3Ol808yKWX+i8c5YlXEi09BwPq4VueyX3ca7FV+O8eg5B+g+kshi01kxNTXVNj6KIKIoORuMOSbx72ePxeDz9YV3hkH4+WMttt93G6Oho1+faa69d7b1aVryl6/F4PJ6+WKp7+YwzzuDmm2/umn4kW7ngRdezRJYz7N9il+aKXIwL9qBHma7QGMTFJmg4CPu51HN+oOW9+3ntoJRiZGRktZuxonjR9Xg8Hk+f2DwSua8lD3JbDg+86Ho8Ho+nb1aqylC1WuXuu+9ufb/33nv50Y9+xPj4OMcee2yfbVh5vOh6Dshh/0a63AkKlhpJ3LmOg9GOw5z5rjfvej7UsC4oqp8lF3m9fu973+P8889vfb/88ssBeOlLX8qHP/zhvtqwGnjR9Xg8Hk9f2BXMvXzeeecdEeUAveh6PB6Pp2/6tnQPdw9an3jR9Xg8Hk9/2P7dy0dKd8hi8aLrAdbuW+dBpZ++3TX64OkXP9zo0MJXGVo8XnQ9Ho/H0ydLCKRao6Lr00B6PB6Px7NCeEt3jbFW3y5XFO8yXjV6Xd/e7bx89JscY63eJ4edpRvHMWeeeSZCCH70ox+tdnM8Ho9nzWJXsIj9kcJhJ7pvetOb2LZt22o3w+PxeDwsocrQGhXdw8q9fNNNN/GVr3yFz3zmM9x0000HnD+OY+I4bn2fWbfxSOVIeoMs9sW7Bw8NDtdry7udl4klDBk6EhJd9MNhY+nu3LmTV77ylXzsYx9jYGBgQctce+21XXUajznmmGVupcfj8awl+ncvr1VL97AQXWstl156Ka9+9as555xzFrzcFVdcweTkZOvzwAMPLGMrPR6PZ21h6d+9fLh6TZbKqrqXr776at761rfOO8+tt97Kd7/7XaamprjiiisWtf4oila0IHLnRbRcbqu1eqH6JPgrw1q7vhayv/5eng+fkWqxrKrovuY1r+GFL3zhvPMcf/zxvP3tb+eWW26ZJaDnnHMOl1xyCR/5yEeWs5kej8fj6cnKlPY7UlhV0d2wYQMbNmw44Hx/8zd/w9vf/vbW9+3bt/OsZz2LT33qU5x77rnL2USPx+PxeA4ah0X08swCxUNDQwCcdNJJHH300avRpANyZLiODg/8sfYsJ/76mg+fBnKxHBai6/F4PJ5DE+vdy4visBTd448/fs2O8fJ4PJ5DBevH6S6aw1J0PR6Px3MoYIE+cy/3bSEf3njR9Xg8Hk/f9D1kyLuXPR6Px+NZDK6Mff/Lrj286Ho8Ho+nf3xyjEVxWKSB9Hg8Ho/nSMBbuh6Px+Ppm37H265NO9eLrsfj8Xj6xvfpLhYvuh6Px+Ppn777Zr3oejwej8ezKPpP57g2RdcHUnk8Ho9n0ZxxxhnkFXX7WNotd+aZZx7UNh0OCLuGcnFNTU0xOjoKKPA1WD0ezxGPyxg1OTnJyMjIQV+7EIXdpha5pAEMcRxTKpUOcqsObbyl6/F4PJ6+uOeeu1m8teuCrz75yU+uOcEFb+l6PB7PEczyWrrQj7XrrFxjDEKsveewt3Q9Ho/H0zd79+5h4UOH3Hzf+ta31qTggrd0PR6P5whm+S1dACEUTnQP9Gx1FYn6L5Jw+OMtXY/H4/EsiUajlv81nw3n+n7vuOPnK9CiQxcvuh6Px+NZEuVymY9//OM4a7eX8BpAcMopp6xcww5BvOh6PB6PZ8m88IUvzP+aS3Sdlbtjx8Mr2KJDEy+6Ho/H41kyUkq+/vWvM9vadf3KINm8efOqtO1Qwouux+PxeA4K559/Pi6QqjNQyglwtTq1Gk065PCi6/F4PJ6Dxu23/5R2wgw3ROhDH/oQg4ODq9uwQwQ/ZMjj8XiOWFZmyNBM2gkznNWbZRlKLTZV5JHJmqoy1H6/WDPvGR6PZ03jnnUrbVtt3/4Q27ZtAyxf+tKXvOB2sKYs3QcffJBjjjlmtZvh8Xg8K8oDDzzA0UcfvaLbdAkzLMboNZt9ai7WlOgaY9i+fTvDw8MrfhFMTU1xzDHH8MADD6yom+dQwe+/3/+1uv+rue/WWqanp9m2bRtS+hCeQ4E15V6WUq74295MRkZG1txDpxO//37/1+r+r9a+uzgWz6GCf/XxeDwej2eF8KLr8Xg8Hs8K4UV3hYiiiKuuuoooila7KauC33+//2t1/9fyvntms6YCqTwej8fjWU28pevxeDwezwrhRdfj8Xg8nhXCi67H4/F4PCuEF12Px+PxeFYIL7oej8fj8awQXnRXkTiOOfPMMxFC8KMf/Wi1m7Mi3HffffzhH/4hJ5xwApVKhZNOOomrrrqKJElWu2nLxvvf/35OOOEEyuUyZ599Nt/+9rdXu0krwrXXXsvjHvc4hoeH2bRpExdddBF33nnnajdr1bj22msRQvD6179+tZviWUW86K4ib3rTm/JKHGuHO+64A2MMH/zgB7n99tv5X//rf/GBD3yAP/uzP1vtpi0Ln/rUp3j961/PlVdeyQ9/+EOe/OQnc8EFF3D//fevdtOWnZtvvpnLLruMW265ha9+9atkWcYzn/lMarXaajdtxbn11lu5/vrrOeOMM1a7KZ7VxnpWhS996Uv21FNPtbfffrsF7A9/+MPVbtKq8e53v9uecMIJq92MZeHXf/3X7atf/equaaeeeqp9y1veskotWj127dplAXvzzTevdlNWlOnpafvIRz7SfvWrX7VPfepT7ete97rVbpJnFfGW7iqwc+dOXvnKV/Kxj32MgYGB1W7OqjM5Ocn4+PhqN+OgkyQJ3//+93nmM5/ZNf2Zz3wm3/3ud1epVavH5OQkwBF5rufjsssu47nPfS7PeMYzVrspnkOANVVl6FDAWsull17Kq1/9as455xzuu+++1W7SqnLPPffwt3/7t7z3ve9d7aYcdPbs2YPWms2bN3dN37x5Mzt27FilVq0O1louv/xynvSkJ3HaaaetdnNWjE9+8pP84Ac/4NZbb13tpngOEbyle5C4+uqrEULM+/ne977H3/7t3zI1NcUVV1yx2k0+qCx0/zvZvn07z372s3nBC17AK17xilVq+fIzs3aztXbNFfV+zWtew2233cYnPvGJ1W7KivHAAw/wute9jn/6p3+iXC6vdnM8hwg+9/JBYs+ePezZs2feeY4//nhe+MIX8q//+q9dD12tNUopLrnkEj7ykY8sd1OXhYXuf/Hw2b59O+effz7nnnsuH/7wh4/IAttJkjAwMMC//Mu/cPHFF7emv+51r+NHP/oRN9988yq2buV47Wtfy+c//3m+9a1vccIJJ6x2c1aMz3/+81x88cUopVrTtNYIIZBSEsdx12+etYEX3RXm/vvvZ2pqqvV9+/btPOtZz+LTn/405557LkcfffQqtm5leOihhzj//PM5++yz+ad/+qcj+sFz7rnncvbZZ/P+97+/Ne3Rj340z3/+87n22mtXsWXLj7WW1772tXzuc5/jm9/8Jo985CNXu0kryvT0NL/61a+6pr3sZS/j1FNP5c1vfvOacrN72vg+3RXm2GOP7fo+NDQEwEknnbQmBHf79u2cd955HHvssbznPe9h9+7drd+2bNmyii1bHi6//HL+4A/+gHPOOYfHP/7xXH/99dx///28+tWvXu2mLTuXXXYZN954I1/4whcYHh5u9WOPjo5SqVRWuXXLz/Dw8CxhHRwcZP369V5w1zBedD0ryle+8hXuvvtu7r777lkvGUei0+X3fu/32Lt3L3/5l3/Jww8/zGmnncaXvvQljjvuuNVu2rJz3XXXAXDeeed1Tb/hhhu49NJLV75BHs8hgHcvezwej8ezQhx50Ssej8fj8RyieNH1eDwej2eF8KLr8Xg8Hs8K4UXX4/F4PJ4Vwouux+PxeDwrhBddj8fj8XhWCC+6Ho/H4/GsEF50PR6Px+NZIbzoejwej8ezQnjR9Xg8Ho9nhfCi6/F4PB7PCuFF1+NZJnbv3s2WLVu45pprWtP++7//m1KpxFe+8pVVbJnH41ktfMEDj2cZ+dKXvsRFF13Ed7/7XU499VTOOussnvvc5/K+971vtZvm8XhWAS+6Hs8yc9lll/G1r32Nxz3ucfz4xz/m1ltvpVwur3azPB7PKuBF1+NZZhqNBqeddhoPPPAA3/ve9zjjjDNWu0kej2eV8H26Hs8y88tf/pLt27djjOFXv/rVajfH4/GsIt7S9XiWkSRJ+PVf/3XOPPNMTj31VP76r/+an/zkJ2zevHm1m+bxeFYBL7oezzLyxje+kU9/+tP8+Mc/ZmhoiPPPP5/h4WH+7d/+bbWb5vF4VgHvXvZ4lolvfvObvO997+NjH/sYIyMjSCn52Mc+xne+8x2uu+661W6ex+NZBbyl6/F4PB7PCuEtXY/H4/F4Vggvuh6Px+PxrBBedD0ej8fjWSG86Ho8Ho/Hs0J40fV4PB6PZ4XwouvxeDwezwrhRdfj8Xg8nhXCi67H4/F4PCuEF12Px+PxeFYIL7oej8fj8awQXnQ9Ho/H41khvOh6PB6Px7NCeNH1eDwej2eF8KLr8Xg8Hs8K4UXX4/F4PJ4Vwouux+PxeDwrhBddj8fj8XhWCC+6hyEf/vCHEUK0PkEQsHXrVl74whdy1113rXbz1izf+c53eMUrXsHZZ59NFEUIIbjvvvsWvPx5553XdV6Lz7Of/exZ8/7iF7/gt3/7t1m3bh0DAwOce+65fPGLX5w134c+9CEuuugijj/+eCqVCo94xCP4oz/6Ix5++OGl7Gpf/Nu//RsveclLOP300wnDECHEgpb72te+1joWe/bsOeD8xf3xve99b87fL7zwQo4//vjFNN3jOWgEq90AT//ccMMNnHrqqTSbTf7zP/+Td7zjHXzjG9/gjjvuYN26davdvDXHf/zHf/C1r32Ns846i5GREb75zW8ueh0nnngiH//4x7umjY2NdX2/7777ePzjH8/WrVv5wAc+wNDQENdddx0XXXQR//Iv/8Jv//Zvt+a96qqrOP/887nmmms46qijuPPOO3nb297GF77wBX74wx+yefPmfna1Lz73uc9xyy23cNZZZxFFEd///vcPuEy1WuWVr3wl27ZtY/v27SvQSo9nmbGew44bbrjBAvbWW2/tmv7Wt77VAvYf//EfV6llaxutdevvv/qrv7KAvffeexe8/FOf+lT7mMc85oDzvepVr7Llctk++OCDrWlZltlHPepR9phjjulqx86dO2ctf+utt1rAvu1tb1tw2+bj3nvvtYD9xje+Me98ne267LLL7EIeP5dddpk966yz7J//+Z9bwO7evfuAy/S6Pwqe+9zn2uOOO+6A6/F4lgPvXj6COOeccwDYuXNn1/Tvfe97/I//8T8YHx+nXC5z1lln8c///M9d89Trdd7whjdwwgknUC6XGR8f55xzzuETn/hE13xf/OIXefzjH8/AwADDw8P85m/+Jv/1X//VNc/VV1+NEILbb7+dF73oRYyOjrJ582Ze/vKXMzk52TXv3//93/OUpzyFTZs2MTg4yOmnn8673/1u0jTtmu+8887jtNNO49Zbb+XJT34yAwMDnHjiibzzne/EGNM178TEBP/zf/5PTjzxRKIoYtOmTTznOc/hjjvuaM2TJAlvf/vbOfXUU4miiI0bN/Kyl72M3bt3L+KIdyPlytxO//mf/8ljH/tYjjrqqNY0pRQXXHABDzzwAP/v//2/1vRNmzbNWv7ss89GKcUDDzzQNX05jkkniz0+3/72t7n++uv50Ic+hFLqoLRhLorrda7PpZdeumzb9axNvOgeQdx7770AnHzyya1p3/jGN3jiE5/IxMQEH/jAB/jCF77AmWeeye/93u/x4Q9/uDXf5ZdfznXXXcef/Mmf8OUvf5mPfexjvOAFL2Dv3r2teW688Uae//znMzIywic+8Qn+z//5P+zfv5/zzjuP73znO7Pa89u//ducfPLJfOYzn+Etb3kLN954I3/6p3/aNc8999zD7//+7/Oxj32Mf/u3f+MP//AP+au/+ite9apXzVrfjh07uOSSS3jxi1/MF7/4RS644AKuuOIK/umf/qk1z/T0NE960pP44Ac/yMte9jL+9V//lQ984AOcfPLJrX5MYwzPf/7zeec738nv//7v8+///u+8853v5Ktf/SrnnXcejUajtb6if7DzWC0n99xzD+Pj4wRBwEknncSVV17Z1R5w4hhF0axli2m33XbbvNu4+eab0VrzmMc8pjVtMcdkJWg0GvzhH/4hr3/96/m1X/u1vtahtSbLslkfa23XfK94xSv4r//6r67PG9/4RoCuY+TxHBRW29T2LJ7CfXbLLbfYNE3t9PS0/fKXv2y3bNlin/KUp9g0TVvznnrqqfass87qmmattRdeeKHdunVry+V32mmn2YsuuqjnNrXWdtu2bfb000/vchNOT0/bTZs22Sc84QmtaVdddZUF7Lvf/e6udfzxH/+xLZfL1hjTcxtpmtqPfvSjVill9+3b1/rtqU99qgXsf//3f3ct8+hHP9o+61nPan3/y7/8SwvYr371qz335ROf+IQF7Gc+85mu6YXb9f3vf39r2kc+8hGrlLIf+chHeq5vLvpxL1955ZX2/e9/v/36179u//3f/92+5jWvsUEQ2Kc85Sldx/yiiy6yY2Njdnp6umv5Jz/5yRaw11xzTc9tTE1NtdzQncsv5pgU56n43H333RawX/va17qmZ1nWsx0Hci//z//5P+2JJ55o6/W6tbZ9TS3GvTzfZz738re//W1bLpftJZdc0vNa9Xj6xYvuYUivh8qjHvUou3///tZ8d911lwXse97znq6HYZqm9v3vf78F7M9+9jNrrbUvf/nLbRRF9s1vfrP9xje+0XrYFfzsZz+bU0ittfaP/uiPrJTS1mo1a237AXnHHXd0zfeBD3zAAnbHjh2taT/4wQ/s8573PDs+Pj5rf2655ZbWfE996lPtli1bZm37hS98oT311FNb3x//+Mfbk08+ed7jd8kll9ixsTGbJMms47Jlyxb7u7/7u/MuvxD6Ed25eM973mMB+9nPfrY17Wtf+5oVQtiLL77Y3nPPPXbHjh32z//8z61SygL2ne9855zrajQa9hnPeIYdGBjoOrbWLu6YvPSlLz2gqAH2qU99as/9mk90//u//9sqpbpenPoR3Y9+9KP21ltvnfV50pOe1FN0f/azn9l169bZpz3taTaO4wNu61Di5ptvbr1MA/Zzn/vcqm/vM5/5jH3mM59p169fbwH7wx/+cFnbdDjg3cuHMR/96Ee59dZb+frXv86rXvUqfv7zn/OiF72o9XvRt/uGN7yBMAy7Pn/8x38M0BqC8Td/8ze8+c1v5vOf/zznn38+4+PjXHTRRa0hSIWbeevWrbPasW3bNowx7N+/v2v6+vXru74X7s/CVXn//ffz5Cc/mYceeoj//b//N9/+9re59dZb+fu///uu+Xqtr1hn53y7d+/m6KOPnve47dy5k4mJCUql0qzjsmPHjgUNS1kpXvziFwNwyy23tKY9/elP54YbbuBb3/oWJ510Elu2bOGzn/0sb3vb2wC6+noL4jjm4osv5jvf+Q5f/OIXOffcc7t+X8wxufrqq7n11ltbn2Ko0gc+8IGu6R/84Af72ueXv/zl/NZv/RbnnHMOExMTTExM0Gw2AZiammJ6enpB63nUox7FOeecM+szOjo65/zbt2/n2c9+NkcffTSf/exnKZVKfbV/tajVajz2sY/l7/7u7w6Z7dVqNZ74xCfyzne+c0XadDjghwwdxhQPFYDzzz8frTUf+tCH+PSnP83v/M7vsGHDBgCuuOIKfuu3fmvOdZxyyikADA4O8ta3vpW3vvWt7Ny5k5tuuom3vOUtPO95z+OOO+5oCd5c4zu3b9+OlHLRw5Q+//nPU6vV+OxnP8txxx3Xmv6jH/1oUevpZOPGjTz44IPzzrNhwwbWr1/Pl7/85Tl/Hx4e7nv7y8XMIKSXvvSlXHLJJdx1112EYcgjHvEIrr32WoQQPPnJT+6aN45jLrroIr7xjW/whS98gac//emz1r+YY3L88cd3jXMtxiKfcsopretxKdx+++3cfvvt/Mu//Mus30466SQe+9jHLukamYupqSme85znYIzhS1/6Uk9hPpS54IILuOCCC3r+niQJf/7nf87HP/5xJiYmOO2003jXu97FeeedtyzbA/iDP/gDgEWNVz/S8aJ7BPHud7+bz3zmM/zFX/wFv/Vbv8Upp5zCIx/5SH784x9zzTXXLHg9mzdv5tJLL+XHP/4x73vf+6jX65xyyikcddRR3HjjjbzhDW9oJTao1Wp85jOfaUU0L4ZiHZ1BQdZa/uEf/mFR6+nkggsu4C/+4i/4+te/ztOe9rQ557nwwgv55Cc/idZ6lsV3qPGRj3wEgN/4jd+Y9VsQBDzqUY8CYHJykuuvv57nP//5XS8whYX79a9/nc9+9rM861nPmnM7h9Ix+cY3vjFr2oc//GE+8pGP8PnPf35OS34pJEnCxRdfzH333cd3vvOdA3pKDlde9rKXcd999/HJT36Sbdu28bnPfY5nP/vZ/OQnP+GRj3zkajdvzeBF9whi3bp1XHHFFbzpTW/ixhtv5MUvfjEf/OAHueCCC3jWs57FpZdeylFHHcW+ffv4+c9/zg9+8IOWNXHuuedy4YUXcsYZZ7Bu3Tp+/vOf87GPfaxLTN/97ndzySWXcOGFF/KqV72KOI75q7/6KyYmJvpyH/3mb/4mpVKJF73oRbzpTW+i2Wxy3XXXzXJTL4bXv/71fOpTn+L5z38+b3nLW/j1X/91Go0GN998MxdeeCHnn38+L3zhC/n4xz/Oc57zHF73utfx67/+64RhyIMPPsg3vvENnv/853PxxRcDzoX/8pe/nH/8x3/kJS95ybzb3r17NzfffDMAP/nJTwC46aab2LhxIxs3buSpT31qa94gCHjqU5/Kf/zHfwBueMw73vEOLr74Yk488USazSY33XQT119/PU972tN43vOe11p2165dvPe97+WJT3wiw8PD3HHHHbz73e9GStlyzRf8zu/8DjfddBNXXnkl69ev73JTj4yM8OhHPxpgUcekX371q19x6623Ai5KG+DTn/404Kznwkqey/IqEo088YlPbHlwDhZ/+qd/yte//nWuueYaqtVq1zHauHEjJ5100kHd3mpwzz338IlPfIIHH3yQbdu2Aa7b6ctf/jI33HDDol7KPUtktTuVPYtnvsH/jUbDHnvssfaRj3xkK3r0xz/+sf3d3/1du2nTJhuGod2yZYt92tOeZj/wgQ+0lnvLW95izznnHLtu3TobRZE98cQT7Z/+6Z/aPXv2dK3/85//vD333HNtuVy2g4OD9ulPf7r9z//8z655egW9FO3uDC7613/9V/vYxz7Wlstle9RRR9k3vvGN9qabbpqVbKFX4oiXvvSls4Ji9u/fb1/3utfZY4891oZhaDdt2mSf+9zndgV2pWlq3/Oe97S2PTQ0ZE899VT7qle9yt51112z2nzDDTfM2vZMvvGNbyw4qGjmtLvuuss+5znPsUcddZSNosiWy2V7+umn23e84x222Wx2Lbt37177zGc+027cuNGGYWiPPfZY+9rXvnbOIKNe7ZmrTQs9JjNZaHKM+aKKX/rSl867bD+BVAtNjlFExvfTrkMVZgQ2/fM//7MF7ODgYNcnCIJWkFxxHuf7XHbZZQva3kyKdftAKmuFtTMGrXk8Ho/nsEYIwec+9zkuuugiAD71qU9xySWXcPvtt89KNDI0NMSWLVtI07TlgejFunXr5kwdOnN7M7nvvvs44YQT+OEPf8iZZ57Zzy4dMXj3ssfj8RzhnHXWWWit2bVr16xAu4IwDDn11FNXuGVrDy+6Ho/HcwRQrVa5++67W9/vvfdefvSjHzE+Ps7JJ5/MJZdcwkte8hLe+973ctZZZ7Fnzx6+/vWvc/rpp/Oc5zznoG7v2GOPBWDfvn3cf//9rWIVd955JwBbtmxhy5YtS9ndw5fV9m97PB6PZ+n0iiko+qWTJLF/8Rd/YY8//vhWbMfFF19sb7vttmXZnrW9+/Gvuuqqpe/wYYrv0/V4PB6PZ4XwGak8Ho/H41kh1lSfrjGG7du3Mzw83ErM4PF4PEcq1lqmp6fZtm3bipWeLNizZw+1Wq0rWYsH1pR7+cEHH+SYY45Z7WZ4PB7PivLAAw+saKYtay3nP+3X+OlPfsndd/+KsbGxFdv2oc6asnTb+WMl4C1dj8dzpGMBs+L5xP/93/+d2396L6eceizXXPvHvPtdN67o9g9l1pSlOzU1lScyV3jR9Xg8Rz4W0ExOTjIyMrIiW8yyjDPOeASv/qPn8xu/8WjOe+rruOOOX7SGEa11fCCVx+PxeA4aH/rQm8kyzf/3/z2Ps88+hYsvfjJXXvmK1W7WIYO3dD0ej+eIZWUt3Wq1yiMecSx/93ev5+LfegoAv/rVDk57zKX853/+F2edddayt+FQx1u6Ho/H4zko/NV7XsuJJ23joovbqSaPO24Lf3zZRbzhja9gDdl4PfGi6/F4PJ4ls2PHDv76vZ/iXe969awhmVdc8WJ+9MO7+b//9/+uUusOHbzoejwej2fJ/MVfvJJnPvNxPOEJp836bWxsiD+78sW88Y1/jNZ6FVp36OBF1+PxeDxL4mc/+xkf+9hXeMc1r+w5zx/90fOp1ZrccMMVK9iyQw8vuh6Px+NZEm960yv4wz98Lo98ZO8EHFFU4h3veAVXXXUDtVptBVt3aOFF1+PxeDx9881vfpNvf/s2/vz/95IDzvuC3z2fo47ewHv/+k9WoGWHJl50PR6Px9MXxhje+MZX86Y3v4iNG8cOOL8Qgne969X81bs/wa5du5a/gYcgXnQ9Ho/H0xef+tSn2LFjH6973e8seJmnPOWxnH/+WVx99f+3jC07dPGi6/F4PJ5FE8cxf/Znl/PWt76cSiVa1LLXvvNV3HDDTdx5553L1LpDFy+6Ho/H41k0n//85ymVQl78B7+56GVPPfVYfu/3nsbf/M1blqFlhzZedD0ej8ezaOr1OkcfsxGlVF/LH3f8FhqNdQe5VYc+a6q0n8fj8XgOIhYwps9lLWsxB74X3YOI6HUBiUPowvK5T3tiOXyPTc9rz+M4VO7BHvffYXvtWbtE0V17eNH1eDweT5940V0sXnQ9Ho/H0z/9iqcXXU8/dLn1OlxYgo7gAnEIxauttJfN9vkWvJz0OB+tQ3MotrkXB7q2DsV9OZTuhxWnfT4s7cT/okN/DitX85L7dNceXnQ9Ho/H0yfevbxYvOh6PB6Ppz+8pbtovOj2QbdLue1GFl1/Rx1/L8ydZg+SK3Ch2xPzDNNe6Do66af9loUtM19bYSHtXQ6X5nK7bg92m+dv70LO30LO14HO1ZzLHOTrbaHX1Urfc13bs3H7zy5Xs+6YvjaFqRcPPfQQb37zm7nppptoNBqcfPLJ/J//8384++yzV7tpC8aLrsfj8Xj6ZOXcy/v37+eJT3wi559/PjfddBObNm3innvuYWxsrL/trxJedD0ej8fTHyvoXn7Xu97FMcccww033NCadvzxx/e37VVkLYcRejwej2cJCCzCmv4+WLTWTE1NdX3iOJ5zW1/84hc555xzeMELXsCmTZs466yz+Id/+IcV3uOl4y3dfugcGtTRjytlpf23KHXM0/vdpquPp+dwnsW+SS6sr3auds3VH9dPf1snB6vfDHq3ZeH70l+e2F7Yjv63g8nBbOdcbZyrz7PXeVqJ87dQerZxxv7MnK/nPoiDd291rbbHfna2w9j2PMY02vN07suhHmy0REv3tttuY3R0tGvyVVddxdVXXz1r9l/+8pdcd911XH755fzZn/0Z/+///T/+5E/+hCiKeMlLXtJfG1aBw9bSvfbaaxFC8PrXv361m+LxeDxrFAumz4+1nHHGGUxOTnZ9rrjiijm3ZIzh137t17jmmms466yzeNWrXsUrX/lKrrvuuhXe56VxWFq6t956K9dffz1nnHHGajfF4/F41i5LtHSVUoyMjCxo9q1bt/LoRz+6a9qjHvUoPvOZz/S3/VXisBPdarXKJZdcwj/8wz/w9re/fd554zju6h+Ymppahha1nQVStA+nlMGc02fS6W5ayDCHhbj65nPhdbpc53M1L7dr9kBu2YVsa679lItwjy/V1TkfSz1Py7n9mb+ZRbiau+dZ+jlcKK1tdXTBzOcin+Vu7uFGPljnaeb90msZY7OOLx2u5sPW6bhy0ctPfOITZxW9/8UvfsFxxx3X3/ZXicPuTF922WU897nP5RnPeMYB57322msZHR1tfY455pgVaKHH4/GsESwu1Whfn8WJ7p/+6Z9yyy23cM0113D33Xdz4403cv3113PZZZctz74tE4eV6H7yk5/kBz/4Addee+2C5r/iiiu6+goeeOCBZW6hx+PxeJaDxz3ucXzuc5/jE5/4BKeddhpve9vbeN/73scll1yy2k1bFIeNe/mBBx7gda97HV/5ylcol8sLWiaKIqIoOvCMi2b+CGDodinP6+7t+K3L1dzD7dU1fw939EIzTXX9Pcs9Nts1eDDdoQtZ11yu4oWuZ34X+8Ldnn3v8zIWlliYS9TtY2emo/Zvsms9asZxttYcsCiBwSyre3xBzGUo9TruvYyqXiWwF3ntLfRYyI5HriGZc3lrO9d1CBas6GJlcy9feOGFXHjhhf1t7xDhsBHd73//++zatasr3ZfWmm9961v83d/9HXEco9TBHQ7i8Xg8nnmwuEjkfpddgxw2ovv0pz+dn/zkJ13TXvayl3Hqqafy5je/2Quux+PxrDi+ytBiOWxEd3h4mNNOO61r2uDgIOvXr581ffXoVad1gW64rtK8c7udu1jgNbsYN9hMt3JP9/lBCgdYrIvygO1fhOt4MW3odQ4PdrIN6B0VXHQnHKi9ndfLfMejlwt65vrnuv5muqQPNH8/dEZVz3U/dB77mcdsoQlpep/XRU5f4P3Q3SV0WIXUzI2vMrRoDhvR9Xg8Hs+hhkV40V0Uh7XofvOb31ztJng8Hs/axbIE8fSi6zmIdLt0F+iCXGSEZT9t6V5t7zYuNPHEfOtf8rwHcBUvZ/TsQpKDFMdj7rzPBz7nc0UWd0YOd7pXrdWz2tQzen2xLvs59rXLBTvH9TtX23ttfzHu5s55Z15vZoZ7fc422uK/7m0erG6MpXYziEM+Gnmx+D7dxeJF1+PxeDz94ft0F80R0JPv8Xg8Hs/hgbd0V5j5XG+9ojF7Rkb24Xaez6U8s30z3XsHjnxeWmRxP5Gh/UQPL6YcX1fpxjmSogjUjOnt+Q8U0Vq4QDvbY0SRO1gjOwwBM+Ncz+VuPlD7F4q1ev7oX8xsV/c8LmQh1Lzu6M51zFcSr/M4z0zOMSuieYYRZXtEQvds8xKP7YJGHxwp+HG6i8KLrsfj8Xj6w/o+3cXiRdfj8Xg8/eNFd1F40T2I9JUHeJFRlQtyO89Dl/tzARHKc0bm9nQDHxz38Vxuu8W6unsxM6/wXGXtem2706VcTBdCIZDtefLfin2Sc+yLyc9hy70sdKstouVylhhhWm7ZwtXcjuCd/1jP5QpfMHne8Lncoq6Ns7tBWhHFvY7nAZ6vlrld2m23cbe7dlZk84G6WpbwfO91rBd6XLvmsz2mH7bY/sXTi67H4/F4PIvARy8vGi+6Ho/H4+kPX/Bg0XjRPURZLtfTgXIpz/x9MYkfDhy9PH/CiflcyJ0u3V7Lz0fLLS9m5PTN3bfzR9/OjlQu3MqK0LmX8++ujQqZl2cTdu5jYjEYYTC0Xc3GaizOpWyEBJsC0rU3d5/KeR5UBzpe/RwrOMDxmpHIQ6DmjA4XQvZ2PcOSE8PMdr+vbBnKtYsPpFosXnQ9Ho/H0x/evbxo/Cucx+PxeDwrhLd0V5iFlsTrFVW7VFfXgfInz3Ivc+CczO15F5fEoleEbS/XaNt9O3ve+bZtO9yzRTRwcXwtBmt1V1KK2fs1d7SyJESJEIlC2QBJ5295W63salvhYjXCYKzBYJxrGY0WGQbdcjVnws0vLe2rYQ5368zj1SuiekHHiXY0dXGcZOdvubt85vFSyC6X81zXby/Xs2vz3O5n0bne9sSe9HK/HzC6uQ+Wei8fGdgl9OmuTUvXi67H4/F4+qfvjFtedD0ej8fjWTh2KZYufaWyPdzxouvxeDye/llKIJUXXc/CmPsiW0hi85n9O736hXpNX0wGpbk4UNasrv6/Wf27B64x2287ehUOKPomO/tupZiR9aljiM5c7ezsRwVa/abgskMZkbb6Vlt9lh3HubOvVBEgUCjhhgpFdgBFgESibECAQljZarVEzN2nay0ZGisMWdGfaw2aDE1KJlKsdcOHtOgcEjP7+Hb24YqiX7k1Le/v7XF8OvtRex2fVn8uGkSAJkO1+mfbx6uzsEFXH28nc9QKbrfLtXVmv+/MbFeL7eeFefp6l3g/9WIh6+39vDiM+oCXNE7Xu5c9Ho/H41k4vuDBovGi6/F4PJ7+8RmpFoUX3RWgu2bu8gz5mY+FFGJouW9bbua5Mz/Ntf2F1Sed2w3d6SJtz9s93GWmu7RzGI7EuXw71zXTldpyodp8qA5zD9XRNsXmRQaK32e2qRgmFNgQRUjZDhCgCG2Yt0SihGuJEhIlZvs9rQWDJbUGbQ0ZBm01qUidc1kkKBuCAG1TAEw+pEYx2+0ukK2hS8WxUTZsD16aw7U82+Vu3PHBoElb8xRZs9wwpplFBtrHttPdPF9Rhk7381zMLEjRalt+/lr7MXOIUfFbMTRshuu2V33bfu6nxXLE19P1LAovuh6Px+PpE9v/kCHvXvZ4PB6PZxH4QKpF40V3mehyKc0TWTlXlOxyMpdLuXN64X6cy508V4TzzHlmb29hSfZ71aQt3MqBDVvu5c6sT9JKQsKuiGHXJjHLRQ7t82KK0gIiI7UpmcjQZC13syZ1kc25q7XTjRvaCEVIZMsM2gohASWhCKUkFBIlBUqAEoJQCmTH+Tf5sEZtLYmxaOPczKkxJDYkJXP/i9QVQxCABUG7tm4RPa0IW5mwlA0IbJA7uAWhDVvHYs7jkDvQscWxMFjhpqUiabvgbYd7uSjQYGm5ujszfIkZLvC5CXtmpYK2u7vdTt1yRduOSOl8QhtB97QZ99xyu3gXmnXqiHQ1+z7dReFF1+PxeDz94aOXF40XXY/H4/H0j3cvLwovuivAfO60TndvLxfVcrmdu13Nc7uVe9WSnbncUto5V0L+mdHKRd3agCD/7tyoygaEbipCCAIEAkEgJEXg8MwI4iJ6uPg/thptDClZHj2ckooETUYqYgy63Q4bElIishGRLTEqK5SVpCQl5UBQkoJAQph/SrlvWYr2s0nn7uV6BpmBxFiamSUxhqYOadiMxAZokSGtcq7u3LVbtKNkK4S2RGhDFz1NgBLSpe7IXdwSwczg6c59z6zBYsmwWGvz7wbZcmZnGGHIyLAYhNXuHIt2/d8iOrxwKc9VMGL2CZ/7sTOzuIJrb4dLeUZN4a4iBrOilxfQjj7ox428XG05JPBF7BeNF12Px+Px9Il3Ly8WL7oej8fj6Q9L/+LpRddzqLJc+WHnW1cvt3KvKGOglRO5c1p/22/nCy5czCGllltZWUWAaiWjKMsAJUQeLSxbkcNKOFevEiDE7BYZQJsiihhSa0m0IbWG2GpSq6mLRsvNWkRKhzakLEoMqICN5ZCBQDAQQEXBQABlaSkrS0laKsoisC33skWQGUitYCqVNI2gngkaWlDPJPXMUksVdR1gtHWublxu6M79HxIVojxiuqQkoRAoCaEUCNz/M/fVWpu3AWJt0daiLaTG5H9btDUIK9F5hmWNcyl3upmLJCNKhC6auU+68j5b3eVabkVFd0REWytnuZkPZq3aI7vuredQwYuux+PxePrH9+kuiuUfGOrxeDyeI5Oinm4/n0W6l6+++mqEEF2fLVu2LNOOLR/e0l1lDlZe5vmSbPTaxoG2PdO1XOQ47syH7L7PLrG3FPdysa5iPZ1l89z/LuNyKBShkAwoRSBdIopQCve3cNHDQR5B7NzMFgGtZBWFuzc1kjSPIk60ctHE2pJoy2QakmLQebBIKBSRVAwGisFQsm1AMlayjASG0VAzHGiGwoxKkFEOMgZKKUoZhLBYK9BakmlJohX7m2WqacB0pphMFVOZZCKRTKWCaiqxjYGWmxvrcjmHSCKlGCkpyspFS5eU28cw30cpnEu9vY+grSAzohU53cgEqYXMWFIjSI3N/5aY3P0tEWRWIoUgsy5RR3GdKetKAKolPEI68z8Xrup2SUGZR1K7q8Hk8dQS6VzlPdzavZJP9Jp+sFzKR2TSi4WygoFUj3nMY/ja177W+q7UwpLvHEp40fV4PB5Pf6zwkKEgCA5L67YTL7pHIDPf3jst327rdoEpGrsCpHoXSe9M0zjXtvtpc5HqsZeVGwo3RrakhPtIiHLLryQtoYTBwBIKSygtSrg+FSHad3xqBJkVxEaQGGhqQVNLGpkliiWJMWT5g0UJQaQkg6FgJBQcO6DZFGVsLDcZrzQZGWoyMJIQDlnUsECNBaBkPlDXgE6xicHUDc2HoT5VYqpaZl+jzO5mmV1BwP5Usi+WZCYk1gqdWwSBFK3xwOsjQVlZygq3z9IQCEsg2vtmrXDBYtbtY2pFbtG7QKvEWGItSIxAaUuCRQhLWlQTKg6RDVrpKGVHINNc3oyFnO/Oc12M/y2WbY1H7hjX3Ep/KdSCx7zOZ3n6gKmDiV1ScgytNVNTU12ToygiiqI5F7nrrrvYtm0bURRx7rnncs0113DiiSf2t/1VwovuGqDzIdNZUq3TRVfkte1Vgs85G+cXXEXYJZbFb53r6MTOePh15t3tdFNLZJ5bWeT5j520F7mNC8EtK3IRagtSWVqGA0OkLIEwhNIJcCBdVDE412tqJKl1YtvUkroW1LRbbz1TJMZF/wbSbWc4FIyFluMHY7YNVdm0vsrQ0RnBlgi5cR2sG4LhARgfg0CBlE50Mw1xjKo1CO/fxeDuGut2TLL+wRqje4cYqA5RaZYIhSIxgqZWZMYihHuhKKKkN0aGAWUpK0NZmfylwiAFCGweJV0IrXMTx7p4sXCqqbRw7mjtjrQ7GO7FwliBERJjrUt/YSWBwDl8be/z1etcd57vrnKCyFaCjWKqRLlfOoRXAnoesZwZ9TwTL7TLxBIt3dtuu43R0dGuyVdddRVXX331rNnPPfdcPvrRj3LyySezc+dO3v72t/OEJzyB22+/nfXr1/fXhlXAi+4a40D9uNbqWfVM56PTwi1KDnROh27rp0jCD7R67Frtsb2sXdE1RCjIM061hwk5a6+U998O5IJbyUVpNNSUlaYkDZHShNIQSIOSFiks2ki0ccKbGEU9U1QzRUMrBIpG4KxfY10hg7KyjIaG8ZJh62CNrVumGD5NIR95FGzbiN20ATs2BjMeJjMRv/oVctceStt3M3bXLtRPp7APF8enRDVTNLVAW1c0oawsFQVDgWVTlDIUaAYCTUm6fVLSoqQ7hqmWZEaSGkmsFYmRNKWiaSQNLUiMQmIBgSmGEllnFSshsEJirW29jAFkFqQwQIDBoGznee0+l93n2bamFsvZDovZzeOE1Vozq+jBfPSyfNd0H+sKY5dg6Z5xxhncfPPNXZN7WbkXXHBB6+/TTz+dxz/+8Zx00kl85CMf4fLLL++vDauAF91VZqlF7Qvme8gsZBvF8kLIfEwoeeCMGw851zpmupQLV3Cn2LYq3djZAqyYaYUrbMcDt3MZSZHW0KV5VEIQtMbiilbKxcLCHQycJVhRmvEoaQU2RUFGKdSEoUYFBpnnFDRGoDNJmioacUg1KdHIAkJZZjKVNLVLqShx4jccaMZLKSMDTYSE+l0p6Y93kDT3oI0EKRFSoEJnpQppsUY4IdNgNFhjUMJQKmeEAxohJSMDTVItEVhiU3ZijxPEQuyHg4xNlSZDpYRKlM7aF4A0UaSpIkkVcRbQzAIaWUA9UwS5Fe1E0GKsyMfoCkILgRBYAZl1x1tagc1ffIx1SSJlR35JYWcK7kyrt8MiFiKvasQs8TXkng0LRswWU2t1K6DKVT/qTLW4GKGee96l3Iszl10zor+U5Bi4QKiRkZG+lh0cHOT000/nrrvu6nv7q4EX3TVA5wOgM1+tWET/7kxXsJzhhu4U3EIkZ4qm+3tmncMit27RgTe7Hc6xrVq5hQsrN8gjlSMJZeUEdyAX3EFlGA41Q4FmvNJgIEqplFOiwYygbFAVkGWBCAWiJLCZwWYZaMim6zT2BsTNgMGJIXY3y0xnAYNKEylDokoQlkjCAX6YbSTbF1AlpIGkZiS1DBqZoaENU6aJRmOFRVi3H5EIiYRiPAoYDGAwNQxMGwZFSpBlyFKGEClHhSklHRNngppWDAeu73i4HDM21qCyPiMYFqBABAIRCFdPPLPo6QzdgKwpiWsBjWZIPQ4pJyGhLNHUsnV0jXXuaJsLbyAFxkKQW7sImZcXtLmtKuY8T3OfX9z8OZl1L1ud4lu84AEt57BEzetO7kW7dKOZc7rnyCGOY37+85/z5Cc/ebWbsii86K4ACw1YWk2KvjCbS9x8dAdKtQOnZgpup4UKzFtntfil7YpsI/Mk/q1k/kLkNWtFx7Cgtkt5MHcpD4cpI6WE9aN1KiMp4ZhFjSrkaAU5HMFQBGEAo4PQiF3fVCUi3DdF8KNd6LskplRi3VCJgXAAVS5RKksMMndBS6ZS19+bGoiNs9aUhFC5oTahqbQs1cJSloWVLp0NGAsFUpHKkFLJ9UNXlGG8nKKEIY4tQ82EctbAxpbEaIZP0IRnbobxEdd2KaASuT7jWpNgfw0zHWMmE6LJhMpESmUqpFwrETQN9cwdcWNdEJm2llRCaPJsXhKUFXkfrgEhkdZiEK2+8M7zMx8qP68W46xlnDvbuaplS3iNMF1iK/Ke3Pk4UF/uoUDX/W+z1WvIsrC0QKrF8IY3vIHnPe95HHvssezatYu3v/3tTE1N8dKXvrS/7a8SXnSXiV6uqoPlTj4Y9B6/qzGi0wLpsS9dbuRuwQ1QrcCnluiKdh/tfMwU3iKEq7BwQykIRXtcbtvKtQwFzsIdLaWsKzcZGWgycmxCsDFEbhhAbByGdcOwYdz1u0qJ3bQJsWMH4r9+SPztHUztHSUWxzM1OoYcUSRaoo0isVBPXRrHom+0lrloYG1dxSBj3SGLlMBKqMzzoiFw8yc6/99AKiGVLvApiAMC6aKR1UCJVFYoK0MqDLv2TFL6apWR9Q8QPW4c+/izsPlQCrFrF2LfPuSefcj906jd0wR76oS7E0q7M8JJTTUt5eNdBdpKtBX5xxJKgbVgpQBTnFODFU7iOs/PQs9lp2AX1nLWIbwag0SiW9fVjCC7DnEtXMtz9eceKhbtYsbDH9as4JChBx98kBe96EXs2bOHjRs38hu/8RvccsstHHfccf1tf5XwonuI0tkvdjAjLw/kai762DqtXYOZ10oF17/bS3CLvtii7B7Q1Se4EFq5lDvcyqGEkqIluIOBYTjQrCuljFcarBtuMLQ+pnTqCGLLmAtyOuYo7MgolErt/furf2b6wQF2NrbwcHx8K3hJCZc/2ViIjcyH3UBiBLGBpoZG5gS3s7KcELkLNU/KMbMCXZGQJ8sDl7JccAUuqUUgoKoEiQncsCcBobREUlDN3LK/MgMoYSk3LVv31tn8rR8wfHSN4ILTMI9+FHbTJkgSxNQk4oGHUNt3I3dMoIarBNsbTDei/HoQeTtka2hRKF0/b+EWFtb12xZlAReKsRaVx1IbkVvI1uTy6qzeQnhN3pc7n4bPchljWtfzTLfyconvct2XhzUrZOl+8pOf7G87hxhedFeZhYxrXMkb3ZLXSO2wdovxkVboWUNBOr93upRd7VuZFxpoW6pQuFlF6++FUARNFX25kXLWZEmS9+O64KaxUsJ4pcH4SJ3hLQnRsSHizJOwxxzthKggMYh//g/2/DDik/echQVKAioBDAS2lQ+rqp0QJQaaGTTzca5xZl0WJ+vie5V0LwShcq8rQe72DjuyQ0Eu0BYywGTu/1S79WhjW1G8UghqJemCwyR5rV7pxhoX60KwKxbcOTVCYkcQ98KjfpRx+shX2fi/ngGlEnbDRuyGjYijdiEeeJBg+CHkwH7G99WBQvxLLUs3NZZI5YNykUgsKi+GYBYousWz1Ajb/huLsc4NIK0lwzmWJTJ3NVs0Zk6XctfQthlW7kq4lXvdo/Pdu2tGkFc4OcaRgBfdg8hCXMpLrQbUS4B7ubNm0nOIRdGPJqRbvnjuCpk/2OSMeduWb2HPur+7BbezqLwSoiW4Mq/8Q9eaZ9NZiF7m1YPakcowEAgqqrBwM9aVY8ZH6owclVA6sYI8eTPm7F9rt/S/fsDuT0/y3Ye38J+7j0Yby6YKDIZOJAFi7TZqLNSz3KLVlkZmaRpDrDMnkphWWsgSEqnaBesD6W6uMM+L0ZKxogvM5OkorXOkpsYVsY+NbhWXn0wVkQooS0klEFSUc6WHCqKOgxZI59qupfDNnYKbth/FUy79BU/YtpONvzOG+Y2zsJs2YTdtQg4PIUcfYOSh+wDccKncvVwk0KhlzgIGixQudaSxomXpzmegFFeeq2gkWsIr8mvDWksmILAyF97iRUPMGkLWVcw+j1p269ZdVq6bZmb8332d94qr6HXPHtT7dKar4wDbPpyw2L6HDFlf2s9zMOmVlelg3mgdI0R6CjAszNXWWt5kSEkuuKBtiiJEixRJmA//mPsB1jmWtkhg0TmetqRyq1fipFm0BUnJ9hHrtH6LaUqSl+xzghvlQ4OGA8NxAzEbK002j04zfkyT6OQBxDmnYo/eCj+/m8+e91/srgyTRhGJHsQwiAS2DUgiCYNBdz7mxECsoaFhT1NTzzIaNiURKRaLtJISIWURMBaFRLJI0pG3MW9v0Wfb+WgpnjOBhAFc9qyBQJBo5cbUGkWcGRpaM2UbTGqD0IJSElIRIQNBwEAgWR85az8QtJKCjASwoaxItOKuabjzzq3Id0BJ3UGUpWxsTvP4sXvY+uptlF94BtH37mbkF/tY90CZkclhhhtl9iUBENDUEGvpyh7aQnjz/PZz7I8LFrOt+dx+u5KJBjddO1MZYQ1adB+YzAJzDROibdlaa9A2bQmuRWNM1n39LoCFCO3y3aeHv9B24S3dReNF9xBlIZZrlwXdQ4DnYy6r14i8f7dl6RZ9urJlbRjr6u12JrvvTGQhhJgluEXQU9tipcPydRahEG3xKwoTFOLs5ndpHCNlc7eyYTgwbKw02TRSZWxbk+jUQcQp27A//RUP/M1udqmtlI8aYL0WNDVkeZPbAu76TCF39RqByaOQTUsgJQO2xBCRE9fc8oyUYDhsr6t1XKElPolpD2UUxQsGTpTLQUcXZkjLxRsbSaIDJuKQxBhSYzHCovK3kUL4Cos6lLZ1JjRgAifkumi/gHI5oDQ6xl3yDO77+0l+43n3Ix51FJHczpiu5ZYtQJmaltSlJFGWWJMXSRAdxRNs18tEW4xdmkmXZMPm/eJueWlcUi5tnc2LNZh8DHB7mFCnF0djrHaBU7nwmnyQUSG4nWN1e1m4B2KxQrtQj9KaYoX6dI8UvOguE135isXS3qB7LdMrKlLOuJYXO96xtV5Bq3/XMiMiiLnG7or2JxfUQnDb/xdBUd3Wa1F83QUetSvlSCxCOFEOc9EtisMPBprhIGPz6DRj25pUHjOImUzY/bEJxOhm5PqQcgyDTZOnUXRZpdx2LIFwGalcL6JzrwJkRhDkgjYYSAaRHeOBXb9vpKAsDeW8SH0r7aIRxFYQa9f/28icFWetS5IRCBf8FVm3rijPCV2kpXTRxE78JyNJI5PO6jS08j+Hyq3HvaxYyjLPK50fK22hoiSZcYN7ZL6NAWWJlGVw0wC7froZ+19TbHxkRuUxg0DNRUkLQ9NIaplymatU3p78JUJ3fIoqTZlpi3EhsrqjopG0hR/dXQcmH5hWJN2YGQE987pqX5ftflxrTd+itxChXawAL5TDYfjgoihK+/W17MFtyuGCF92DyFJdUgcaHzvHAi36yUjVaRV0/t0aLkQ7mrlw8Rnhet/a4yNnb1dSjK1tj6dVklbJPSXJy9B19tHalgAHHVZtYeFGubCUpCGSlrLKx+FGCRse2QRg6vaA0uZxhk8IqE8DMXkRAEsk3d8uSKktuioPHUuN63vWVqJlO4dSOXcbl5WzrAeVYSAo8h1rAumOQGYkzUxR0278bmZcgNB0aoi1ydMr4oolIAkFVKRhKDAMKk050ASy7XzMjGA6C6ln0lme2mXFSlyVv7yog3sRKY5JIbwAsbVkRuTBT8Vxta3/pbIMHFMmSbeQ3FGlMlRnwyOblO7XJFoxnYY0tcpzNbvIbZ1HOictQRWub7tDiF3kt0VLN3ZZ5xHfxdWkrMAY1z/cGTLlhgvpruuqy7VMux+3+Jiu6OX5+3AXK6KLvRf7Ceg6Evp0PYvHi+4y0cu6XbSwzreNznXNEwXcafku1Optu5TdU96iMcLkgquB0NVB7QwMyYOnBO2AKdUS2e4at2E+5CcQrhLQgLKterDFEBmVW2ihsAwGGZEylFVGSRkGSgnDQzGVkZQ0GaB03DgVG5BOC7JEorVyOYfzzEtFBZ5AWgIsoXJWnQBS414TtBWtecq4vweUZSAwDOVW9WCYUg5TolJGELidzzJBHIdU0xIqCTE2oKFd0oepNGPaNElEQsmWGDZlAhEyGAgGlGEkzBgupQyFCVGUEgS2VXu3Vg9ppiG1NGQ6C6hminomWwUL3IuDe0lxQ4pcTmkBhNaSakGWW+Ct829x4461Iks0QQkqxw8j1CDpAxOUh6Y5btME09WIelIi0ZKmDoi1zHNTuxeAduBVUTDC1eAVWLL8u8BFKbd84biAMY1A5Bm6hCgyl3UOZesYk0tbXAu3cnF9LoZe1u3BujfnXbZzaN6RKLT9uom9e9mzGhy0m7Dz+p1HgHsVl++2ek07ijlfn80F2FqZV5/RKBECc5TlK4YJSdG2eHO3ahF57KxWF4UbSMuQyi02ZdvWW4fIjpablKOUqJwRlAzhkEFnJcSmzQQjZbI6WCNIY0ncDGkkIbUkpKGVyyGMc+FG0rQKHgRFCTycZekiqp2QISECxqOM0TBluJQwXImpDKSEgwZZBhkITGYxDShVNapmMXlloEA6V3HVxOyR22maScpyFGGOYtAoLIqyci8To+WYgcGYaEgjK269AJVqSlqTNOohQ42I6aTEZNq2fgPhBFoKUFi3T/l+KWtQQrZeKLK8fKExThwaSYgQlsimCGkQUqI2j6PGh7EP7mNw4zRpVZIlkrgZ0IzDVg7nqaSUB1m5ykyuPKAktRaJJDa25cVIhHN5o8EWL2IStHZdEL1cjKbIs5xbuZ05l2dGKndd37mFO/O+WojQHkxBXDP9vW7odd/LrkW86C4TXW/WC7yxewnigugxLGHmb50l2Dqt3pnuOFftpV3soOXSE84F6iwQjUGj8qoz0D3+1o1fzV2bM4oSOMG1+d/WVQKShnLuai2rjEqYUYlSoihjaHNCMCYINlewmaWxvYwtrcNKyOoWnQrSJKDRDKgnJabTEvXMuUetzd3Z2DzhhRMnmQ9nMTZoBT8VAUVB7tJeFyaMlWNGhpuURzOCUYEcChHlAIRANjNMNQOlsSahmQaU0oBAKBSCVKTUzQS1ZAemZEnFJrAumKoktdvHSkI0qglGJHIoQETKrbuRElQzwsmY0qQmnDZILJISsSmCqpw71wWRuitICZO/+LhpCptbvKBxruKgWSbVkoFMUskywlKGyixChdjxrVgzzfApdYS0ZDsbZBNN0qrL4zwxVaGRBjR1QDNTNLWrXpQYd225koEuuUgRkVcEWilp0TqPULczqxG1r6lWGcCWlVsMF+p2K/e6fmcVXViA0C7l/pvZzdJ1n3fcj0sdinRI4vt0F4UX3YNIr5u2nxt70QEX81m6XWMDO4S2c+ztvGN72/26ouhba/1vZlu6rSxUtPp1Z1YBKueCW5auj3S8lDAQZAyU0pYQlYcySqOGYJ0kOH4dbFlH9r0dVCc2YVUJk7gE/xZI04B60nbF1jJXF1dbN443zC3dktR5Wb/CWnLBVYnNM07lwUeFa3uwlDI0GDvB3SBRoxFiqORyNkuJqLr+ZJUmBDVDqDIXGFVEFtuQshzClDZQlkOEJiRQohV1HCpnuasKyKEAORJBOYRAIeIEUU4gjCmTYUzcKj8oUM6ta3OLUkpC2370F/tXyt2/sXFVg2IjMHn2qYaWDGcBg2nKQCklDDOUcq5tLcdItw8xNLaH8EknEO7YTzTZZGB/THTfNM1qQKNRopEf93oWUM8CMhO44WK6yDrmhNfkbXMR67Z1jRS00zyaGddXYeUuLHCquNdmWboLENrF3nOd3qF57+senqclvWQfKixpyNDaVF0vusvEQm/shbz5LsjtJdqncubDycxRLm/m350uu14VWoooZk3qSgBa18/r+to6rWZyoW3XunWF313U8VAeeTwUaAaDjJFSwtb101TGEkrjEGyKkJuHYdt67AnHYo87ju2/fSM/SYcorTuTstSUlCXMx3XWs6AVwNTQkno+zEXgtjsaWoYCzVCYUg4zAmFAWDKjSI1iMg2YShU17cRJAEMBDAIDpYzyUEYwJlFjZcRYGcqRM+GtdcUGZhAI4xJ2hJJHDA5zlH40mbEEUlBRktEQhkM33yyUgFLQ+ohQuaFCWZNymjEQZ1QTQ2wE1cy9IERa0dSSLHQvOoG0VIIYrKAUSILUIijEV1DXgr1JgBIwoEpUVDugq6QMgTCkVpFoQXP7VrL/bvAYtZNtrzsenvQERr75bUa278XsrJLtqpLsg8ZEielqxPbpIWp5/3MtU1Tza0AJkBoashgaBcLS9UJocZ6UwrWsbdqycmdGKxf3RHH/zBRbmXd9FHR+X8p43K57a55lu+6hIywhxkz6dS+vUc09fET32muv5bOf/Sx33HEHlUqFJzzhCbzrXe/ilFNOWeWWHXhoUKfQzieyPYcvLCGqGWYMIZrxMCowpHPP39GuwqoVXVZuHtgiTO4uzNeBG2PbqgQkhKsEJDsCk8KM0ShmuBIzvC0h3BqitgzB0Rvg6C2YY46BSgXx4c/z6cZZjA8FjGYGo5xrPMHlB26LrRtek+bZnkp5gNZomDGUByuFoUZKgzESk0jIo3EbRlBNIbHtBBxZnoWphbWQagg0aKfstppg6hm6Bmms0EZhEQTSVTvaXHGRzEX0cpC/gAwq44YHGUUaK4KaQUQZIkwQUpDnRnTb62iEzcfHJkbQyF8uUuGsyrJxLmQshIFBSkNoZP6SkS9PgLGChnbBTnVcwgaLG9pUtpKSMGgEcX5MJ4NhftH8NU6+egfPeNG/YH7/QuQDDyAf3EHpwT2oHVWChxOCPZpGGiLjYluucIO2whVyMK5v33WZ29Z10roGhWm5lmdaucV1aK2ZUzRniu0s0e0VSLXEe6tg5otur4xUvYcPHqZDifyQoUVz2IjuzTffzGWXXcbjHvc4sizjyiuv5JnPfCY/+9nPGBwcXO3mLZj5+3R71Shd7Ntx9/xdlu4CSqVZ0e4/ay03K8uVy8XcKbztrbunjAtMKsbh5oKrDBXVFtyxwQbD62KiRwwgjh2HE47GnHQiVCoA6Hf+Mzf891mUXH7+VoEAaSQ675PNchexxAltKR+C5ARXs77SZCBKiKIMqdw+ZanCGAmZW76paY2HDSXEqkiUIdCJwKYG28xACUSaW/6ZRu+LySYtzSlFoxESZyqPgnYVj4pgrSKnsjsurk9bW0GcueWENJTRoGNkahADKSJQ2Exjmxk2NehEYowgM5I4z5qVGjASShqywB0HBIShJgjdeYm0JIw1kdKEskQkQzIbtKKgi77fIuoYKfPvtBJsKCX4cWUrP/3oCK/7wwrm5JPhmGOQ9/wSde+DyMF9yHKdsWqjdR1kNu9HtoJUClJpuxKgdLqXbStiuQiYmvs6nSmyxT0zU3SV6H60dd5bS+lX7WnUzRO82H+k0WGCD6RaFIeN6H75y1/u+n7DDTewadMmvv/97/OUpzxllVrVm4Xe5AsR2oX0NXX1z864CzorBNkOl/JcDwrXlybzCOYZYx0X8bAqHq7tsbg2D5wyuas3YXSgyfC6mMo2i3jUUdhTTsQedXRrHRN/8u988J4z0daydcD1gxZjd6VwQVEWQSTd8J8ov4lLwlIJDANKM1JKWDdaozSgkSXXLqtBNlwEbSDCrqo/qXF9kE4sIDUKnUl0zSBkhsgMQgmsttimoblT0KyG1Jsl6vnYVie6hkAZRkIX2FSg82o9xTjXeuYsz0xLsiSh3MwIawlqMEUOKredukHXQGeS1CgXiWyc4KbGZaoq9kHg3NalsiaoGIRyL0+lJCOqp1QaKYPNEkJUaGSSJA8cK8bvBvlxddNEyzoPFQQGqoMDTF7+FUb/+llQqWBOewxi3Shi8JeEpR0M73TZrbQRpPn43sRIEglJnhyleBlb8LWUJ2aRdFuvQrRzfhfXaiG2ata8PXIvz3PfzEXP1Ksz7uPOcbu9giqPBKyl79zLa9W/fNiI7kwmJycBGB8f7zlPHMfEcbvPbWpqatnbNRfzubN6CfJCHhK9xXyevqYeUZXF9gype5iIuRMOzLXNmcFUnWN0g5alS0twh8OE0UrM0EiTylZLcMIw9szHYMfXu+Xv/RXfvXIfX9n3CEoShgLBYO6SreSfkjR5mkjLAKKVZjEQhkhpymHGQJRQrqRUNhtERSKUc9vapstLGKaasGlaQtB+SWhbY5kWJIkiaBjAIBpu3LJJIGtK9u0fzIcmBSTaubslLgirrDKGorTVh4x17tY0k8R5AorEBDQyRS0LqSQlBpspA9WYciWjNJK585BB1pAkiSLTRZYp104zo+2BtITKEAwagkGBKLsfrbaEDU251mCgGhNMGJppQKwVWf4iIPLjaXEinnRdKy7ZB1bwvp8dx7Ne8mMe/5frsMcf416UKhVEoKjcdycma6K1c6sXohsblXczFJnGxCzhnWvsrUQ696ydu8umlX60cCvP+N65ngPT4RLuaEt3vELHy/Q8mtG1J4t4wfAc+RyWomut5fLLL+dJT3oSp512Ws/5rr32Wt761reuWLsWku5x/j7djv7hHvMt5K155rKdD41Oq1d2tFG7NAbuIVckwBDBHEMz8kJ9B7C+hcDlYC6idEWe0SnIGI4ShoabVDYbgmOHECdtweSCK791C//8t6M8GA+xLnLjeCsBDIeaQWUYDDSR1JQCF/CjpM2tXoOUliDQlEqasKwJBi1qSKI2DEAgEVI4d20tJSAjbBiiMCOShrKSVJTrGw1lPn5YuCE2WaZImgaduaen0U4A63GJ7bUBl7DCCqwVhNIwGBgq0g19GhlsogLTSnihM0kch4gYJtIStcyNpRXCUhIBA0mJ4WaJ4UbKWNpoucN15tqhc6dscVwC005PGUlDSWqiMCMYFMiRADEYOje1sZAZVCMlqGlUWCVtKifkmXJudJv37WpJZiVJJilJRSCUS5cpJKEUICS3TFTY/pY6v/OaWzFPepx7YTrtVIKfP0glqaKzJknmEpQ080CvML8eRB7BPP/1o1o5wF2d3Tn6cWm/BLYs3fyRNp9FuRDrtquvufeK2uuxM7tYOu+tjijnJaaEPSTx7uVFcViK7mte8xpuu+02vvOd78w73xVXXMHll1/e+j41NcUxxxyz3M2bxbwPgB5C29MCpsf884rg3L8ZO1vAregOXpmZAUgi3QORokquc/G1Hn7FlA6rsUjzOBBoBsOUoYGYgQ0Z4dFlxPEbsKc+0q37S9/kMx/dStVKxiNafbRRPo53QGkGwoxykFFSujXEJQg1MgAZGFQEqiIQgxI5ECIqIYxWXLZ9YxBxBlIgMoOqaMKaphIYBrXBhJLItAOwKsqFGBkjSFNFluWZrjJFNQmZTkIeaoQ0tUsbWZIwqNyygTCUg4xoIENF1rl5NejYuPzI2ol0U7tEF4lx+1tWlpFQMZoFLnlFoFFKu6FNJreilWUocGX3ElNs11AJDOVAE4YaMSARwyXEQARRgCj2P82Q9RQR1YlqGt3I0DGYTGIy90KRppI0DUgCRTMLUMISSOWyhwmFSwQKU5nks38/ym9Vv4N59pOw4+uRx28gbGYMxE2SOKaRBjR0QF1LSq3xu7l17nKXdV3z7evKoESYJ2NpX3vQvme6r7v2tAPfD3PfG6ZHP3IvaZzPmu0eTnRkuZS7mBGB7jkwh53ovva1r+WLX/wi3/rWtzj66KPnnTeKIqIoWqGWzRga1ENAZ7q9OumZUKOHuHZOD2zv9Xa3peMhM0dQVTFso/W7mNsacA88hbIBIRHKBgRIgtwaClsFAgSDgWU0NGyqNNg8Ps3oiQmlR62DMx+JOeN0AL727O+iNm1mtGQYLbntFf2MJakZj2IqYUY5SgkjTVjRqAiXGWo4QJQVoqQQUQBRCOWSG+8ahm5MrbGQplBrIrRGRAoVaUpRxngpIRSGMaPyRBqu73kwSBkuJ8h8zGuSKhpJyHRaYn8SsjdR3F9zAUclCaMlGFBtF3cUpc7aruSZQgyIwAIZWeb6fS2KhobJxFUkCoRgOFSsK0kiZRgOEyolF40chpphZSkF7rw1tXPfCgFl6YLThqKEUpQhosAdi4EIBsvuOBRR0VqjxuvQTAjiFBtn2ERjmxqbGPRkho4T0oaLrG7GoRPPLKChFXUdtAKsAP7jxvVw3a08/QUPYl58MXLrT6isuws1uJ/glwa5ryiWICirgERb4vwaCYwksJLQhmRoQiKkUO0EGTPErF23OXcvW9k1vXWd226h67zWe1m3mUjnnKfz5bRz+nzWcHdyjPZ6ez0jDmf6r6d7kBtymHDYiK61lte+9rV87nOf45vf/CYnnHDCajdpXrqrDPV+0z1YQttLWGf/1v5bzXH6Dab15trOCqRb3zsfeoWlEdoSoQ0JO0r5BdIFPpU6AqiGyzED6xKCLWU4fjPmlJNd+278v6w7ahvaaJcZKn/SFkFBkTIEyhIEBhVYVGidZVsCEUlkJXDWXKQgysW2FEAQgFItoSHVkOUhv5lp3fQlpakYF+wFLlNUpFy2qChKEYI8Sb8gUBaVuWCjQOSFB4CSgIpylmooLYFyY2PJA02EdQXci2MrKMTdUlGQqqLCEh19n249xb5LabHWWb5pJomkIsnTOgbCUFIaWXQ0FpFWWb7fUgIq76xW7hhJ4RJ8FP8LgZUZtmGwGlRoMdoSaENgLCXrBoxl1rSMGzdACtSGMv/9xW087sVgTjkZOTFFsL/BwP4mw/WY6cQlLSlJSyBdhrJW2UchyazKr6EIZcOuqPiZ193Ma3rmdT0XvVzKnWLceT91CrDsEP5e+jJz690xDgt7FhyWWLx7eZEcNqJ72WWXceONN/KFL3yB4eFhduzYAcDo6CiVfHjJ4cCs9HSLFFrZa/6O6TPFtMvStgt70+56MM2RxEHatltZWUUJl4kolKJVTcjVnnVDhQaVZmi4SbRFIo9fj33ECRBFiI/cxO3f3UJJGrRwlWykta10jJ11ak0+hMdqnJhZ6GpaYV3k/ZeQuZkKwY2dpWvqCaZuME3n5lXSUgoMJetSQ4bKUA4zSqWMUtlZ+yYDIZyruZLnHc6sIDFB7lp243KHA005yFoRyybJ25kPb7IpmLxvuBxkDBsXxFSSrpCBxLnTh0NNJciIAteOwoWOBZUZhnRKkFpK2rSGCSmZ9xtrgakbKCXI4gBq7UKQVX6dZKatIEJCpyWYuwytbh9zd1jzc5I/LVt5n/OIZzVWQnz8a9hLnoF9xAnI/dNE+x9maKrJcDNiOg0pyTAvfmHz1KCC1EpCFNYGaFtudW/0uu5ap3uB1y90X8O9iiV0Tu32CHVMX4AAu+XbLLa05uGGz728OA4b0b3uuusAOO+887qm33DDDVx66aUr36AD0G3BLs2N1PkA6Hzo9Bbg7u0pO7vYvJu+wLfuOW6OYj2BczKjhKQk3SdS5OXwbJ7UXzMUZgxsyFDHjMBJx2C3bYMP/Rt3fX8rgbRgXZVVkwckFZt0FXIkcVaMx3QPeyGddSeEwcYZeYArQufWrBQQFAKTQZxhGxm2kWKqGdm0Ja1J0kRhLCiMW6dyFmOp5PIRB+U8kluDVO2hLgJLKE3LOg6Es+Yrec7oMMhd0nWFlK691uQWcy5ig2GW9+MGLqNULmolYagEmqEooVJx7nRVcsN/sCAzQSnNcjFXZFq2chRoLUgTRTaVENgEUoNoZIjcG4DMrd1M5y53NwaYOMPGGabpXkaypjs2SRIQZwFxpkiNi0huXQ42T+mYB7IF0nLXd9bxiPQr2EufiThpP2rPNAP7phipNZlKSq00oE0FkXElETOXmLl1rWWFh2UJ41u1mBF535VJKmv9abrumzbdmac61tuHgC5sxMFhird0F81hI7r2MOgAWNh42nlcvwuIXu7VJxR0nMpOkXW/qTl/60xO0CpUMMttN/d4Bzfkox32EkpJWUnKgSBSgrISrZSPw4FmNIopHR26SOVTT4EPfJH7b9+CkgZhBIkN0DavhoOzeItTXpQPTLQk04I0k1R0QinThKlBKA3lXFwC55sVqm312jjDJAaaFt2w6KYgaSiS2FXP0aboF3S1lJQyKGWQAYiQlmAKZZCBRSpDGGZUkpThLB8XKl3wlFIWpbSzbIFGvTT7HAqLlIbBckw5zBjReeamXIyVtARSMzgUE5YNMrSIoN2OrjbmpQtdditBDJimIJzQlGKDqqaoSgZlgSxJF8WtZD6MyEBmsZnBZu3jE08rkljRaJZc8o4sIDGK1BQZpsiTnjixFEIi84gaJQ33f3+MY7ObMJf+JnLPPkp7G4xMNBhtRAypAZpK0FQuEYe2TvgkAmUF0rjikda6NBlzMdf0dldInunKdl/HukNoe+Upz8g6Js/dY9t9v3bMMe/jaW5VOlJczT4N5OI4bET3cKYfq3ch1m0vt/EsF7btFOfOPt0OMW7lsm1nKepaRzFdiNZ87fG4zk04GEjKSjAQwGDgImyHQ81oKWHdUB114jj25JPg+n9l511bWs87jSS1ilQ7V2OSF1/XtIU3NoJQKhpaUck0caaoxBlRnGJN6izB0DhxyldsrRvjqptgUkmWSrJEkWlFkioSrZyllZf1C6XGklvaudUpJAjlxJcQZMkiQxfIVckydJrXhhW5lza3it3QoIDpRgltnQVfWISlwFAupQwMJgiV5v2+eXsL6zGAoGxcv7WiFYgFecBoyyPgjlFm8nG0RpIKC1NQamgCpQlKmiC0yDBzLxIByLD7GNkUdCJIY0V1utwVONVsCW57PLTCRU9baUEbUAppLKFyOrbz9jE2/+P/xV54FmrPJAN7d7KuWmd4coSmcVHXRVUngXQFJozII6OLqkR5Nq/8IrAzxNZ0/e1+07kC6BlBgp3BULJjuJLtmt7Z79uZUGbxVu8Rbd16loQX3WVioWPwFmvd9txe103ebZ12Wbodf4eic3pbVDsTF3SX6itqzrqttURXuv7bwVBQyaOVhwPLSKAZC1PGK01GNjbh5DMw//xd9j64pZVDWBtnvSa6XenHpQ90UcHG5okrtbtYS0pSlgEDWcBApqmkIVrHBEojle0SXKMF2kjiJLeitRuLmlk3XeeiBe3iA0K7FxClBDJ1/cdCuX2mEKyIvE+5yAksWg9jaywmhrQKcQxTadSVNKOkLIOklEsppVGDjHCBTHSvEzqmF79hXT9rJsgyQZZJUu2yVKVGdiW5iLVCJXltXeEC0VSeJUspFwk981hlWhGnARPNiHqmqGvlBFJLMmitOxSWQLj80taAkdJZzQSUjEFJjbWw5xejrP/srainnEi4t8bIRJWxXSmxFqRGYawbMlRcP0mRXaslus7DVViROhffQmDnEmYp2sey+x7oENquQKrF3VsLsXpde+ZPY3nE4N3Li8aL7grQzzi9me6x9roWMJZ3xrKdIqxEp6Xbnh5Kmf8u5hTX1m/CWb1FpK3KU/uFEkZCwYCyDIWWdaFhvJSxsdJk/XiNygkB+v/+lMk927B52sM0kyRa0tQBcR6Y5NIj5m5HK0jy/L2JybtptSJSNi9woBjMnLUaym4RKVzViVHEWmIQLQuxSMxQ7H0gDFa0+yqFsJA4OQ5j9/CUZesyWuWVfFDSBQQHzlUr8o1bbZCNDKxBVQ3VzFmJhWAlNndDS1eyUFSClivctjpmXZSYTfMI69RiM4tJQMeQNt2LRKydtZ6YdlEFY0W+r8U6c0sc55YOpAt6GsiDvTqPWWrcuvbGJRpa0jCuQH1m2/UXAuFisTQWYfNjaARWSAyWSMouN/3kg+sY/fovUL92NJX9d7Pxl01SI7EIhJAEecBdU1oS44LwtHE2bWbci4axbYGdKcZtCzc/eyZ3M88QN23b13rX/dHR99tVpGBGKFRrno5ljZhbWGdyJI/TdffUEhZeg3jRXSZ65lSeJ5/xQiKTe7mUO63ZYMa2w47THHYsX1bt+aIO0Q1kO7mF+78trEVR+nb1INvK4LSulDEUGMbClPXlJhtHa6w7ukn02FFsNWPywc0kWejGusauBmuci6PKA5GKISgakRcicAkk9qeS1EBsnas5loKmETS0JLbOPWnzpP1xLhaxEa2k/oHIhy8pQzn/PxCmFR1tgVhLV1knCwilIUo041YQlTNKAxo16FyqlCWiJBEll/GJULkAJSVcEgpApZrSvhrHfqPmLGwkCmdxbj16iuiRA4jN427jxvlahcmjrFPjxs1WE2gaTGzRNReUFTcDGnGJiWZEmgutu66K8+L6VpvG7UvTuGpBiekWz+HAECk3nCsQFiGsK0xgBBOpopmXOczyl51QQllCRRnGStpZ0LnDV+M8Ey4YLCIShoEgY9hKKjZlascG+KcHGH2U4hGP3sv6B2vsnhxkb7PMRBq2qkQ1taCa4VJlGiek2gryruc8H7ZtvZe4IPVu0Y2Lt4gZemg77gHTw+rt9DL0cjUvJMK5OB8FutN7caQJsPV9uovFi+4KMztQae6+2/mWmWu66OrT7fZ1FVYYdLjfcIkYClT+d0k5gS0s2Fb+ZAlRPvY2yAu8h9K5Gl29XMOmKGUkTFlXabJ+tM7wtoTo1CGEkkw/PE5mA+I0oJa4gucNo8iMswA70zuq/BGmraSpFbUswBLQNLJDBJxgRNKgckvO0jYUdS7A7ZJ6LsPUQF43tqwygjyFZGEppsYFM6W5paytoBKX8sAni1AGoYxzMyvh+jKLwrCBaSfiqETYjeuxW7dywml3kX71Z6STEI7C/5+9P4+2bcvrOsHPbFa3m9Pe7rXxoicaH4EBaQYqqAhWqAyGlelgkBgJqGOIaNGNKhVHaVA2AxMzFascRIKpiKPKRIG0FIuEQBTCpJEgiCA6xIggXrzutqfb3epmU3/81t577XPveXHvfU1EvHd+d5xx99lnr73XXmvO+Z2/7vtNvvrNhDe+XiqtP/xR0eNtnRB3dLI+MQTwUtwU23U1cVMbylqE4yuvu/CsFF4lOmC1VBBrIrnXVNpivenSwXrF27y8PksAo4uOGxWJSlqWYjdWgu7kCHVg2F2//axetUR5hC6yDku6R0XQBhwddaQUliX7l5h89Fm2/6sRu3qGfTaQnnjyMmfSJsycYeE1RmnauBRzWCsVuRhpPJvRkBBX47nxm2O6P85lrvTmwBle79nSmp/d6z1db/jybhI6Zefh5Xuyc9B9Ae3uJu3zs/spytgML9/5se225oleEhcI2Iqyj+oEC+JKlF7AVkTpcyOKPleKkp1BxfbuguEjkeSNu/DGR2jed42gMuo6Yd4kzNqEmZewq1bSx7uT1gyzlixzmI5xKXjhKV40Fk3BwhvauPRcBfgzJdSHIMVEWumu9Uh8GK0URceHPLaOYSI/eeIwpmN2qhMqZ6mcoYxmBbjRR+EfdhbvAsYFdAtKR5E/XG7VE/F6V6tIYlFlJZuAN76e5OlrmGsz9JUR4Y2vX98Y5wVw6wYqR2yceLm+czHr2PX1LrmXrQCcN7RRr8lDOp7n3DrSTi/Ye0PVWvLWkmtL4ixzJRzRPm6qPmUdYINsNpSCosutg9zrgfEMrWOYtuyO+5zQhrq2zGth6lp4ocX0XTuaeOABrUHvXUG9bYe8eBIzOCZ5akJx5BgscqZtwtxZrEoovUQo2ih53iUAKxQ2xg6EwSu18nSXPcTLMLI5Bbp9oL0b2ww1Pz8IPXPT/HLI7z4PT/ccdM/tZWPPBfJ9AO6vS7Y7ZAmwiV56uWrl1Q6teEF9lqmB8RTGM0paruxNGe3X5I8azBsuEr/sd8EvfIyoBqAiizZh2lqmzlB1bToDHRlZz/72gnzcYkegsy4/2ngGZctwJq8tnaXxEoCWvlBRG0pMkJbTYEidxioh6U+DFEqNrGdsHVtZwzCvyXInrThWCoHSmScpU1SVEFGUTq1YsZbVwTEqolcEF0FHdJTzo5L+WZUaVG5RhRMSjrJGT2eEL/5dxLe+HvXmSOzFHPVvfgSOplC1xLIVzdzGC/GHJC0JbSQ4iH5ZUd2dD51nStcbbB2jvKUoGmwWMEkgBsWg0gwry7zKyOt0ox8416JrXBiJLiTar1giM2O7HLHkZ1Pju89oKAYNxcWASuW7hNpTzBryaYKdRY6ahEVQ4lVHyY9bHbA2kBeW+Mlj+Mq3kww+wnh4i+TJGflBy2CWM62lvWrRCSQs0wN16HR+iauNmum84WWVue36pZtw+zi/l/lxbvdu9xsmfoVi7jnofr7aaSrH5/dea+sD7abXK/9bvaQhXIJv7EQHhFR/DbaBgZXFeJw2jIuanUdrkocz9OsuEt/8OtRHPkV1NZN2mKCZtilTZ5k5g0fyg0Pj2ckqRpdb7AWL2spQSSe+0HrMrMWetOz7BVWV0LRmVQm8rMQ1WrJ0zlmq1pK6QOJkgQbYzlpGac1oVJOPPXasIFcoa8AH1E2H6hbtWMkxovwDybIf1oQV4VV04J2UX4dGiC+UDei8RY+aTmihgZM5fDHEy1c278eHPwrP3CLOGsKiJcw8oepad0JXLW1YhSyVBr2sOjYBG8Q7TfQacAfDmqz7birvWK6qQDatSaeOZObImoxFa2k7ysuBdWRWZBCtdSuYKlqL64rPNJE08eR5SzZyJDsK89Bw4x7ZSY291aJ1ZDgvVrl2F4zILWpIrSfLHPVTivzjTxK/5E2Y7JMUxU3s0zXZzZZikuOiJne2q57WVF5jlaJZspWpiF6CsO5XNm+O6dOygS8UzPbn5cudaequLCL6kvd77CvQzkH388judQe+UVR1P2HnOwCwVWvATfW6SCo3sQNa8W4HnRD9KGsYDYVTOX3zFurVl4lvfA00jumvepKRxlWaqkqYtoZJK20oy/DmKG3ZGVUkjxSo/RFsFZIbjRFVNahZicpL8vkCOw+0tVlVAmsjXMxKR2JQuCZgjMfUCVpFXOdNb+c1w1FFtiMVw3orEzEAo4htwPoF4ImhwXfraBI0WkeKtCXL25XAgjJdT62TPGs5s3hv0DqQpp506Eh3AnovoPeGd77wO9tw9RB/s6Y5jjRzS9MYQtCS/0wCNgsko46gQ0VQfuVxy/0GqwODtKEoGgHcPY3eSlB5IjKGtUMVNSrxaF1hZhKObrzBalFByrOWNPXYNKw2HknjCX7dfpRkXvR5dzRmL0dd2RVBCaVQbYualCTFjIEuGR20zLxh4aEMitiKOlFmErLKU2y3zH61ZfimhPi734Ie/g7p1nX0Z6bY6wua1jCrUxKdkjhDog3GSdpgWRS38vWDwneV6G6Vy723lfysOXQ3dclntRK9kixyHl6+VzsH3RfJzgLB0x7sWcVTd2Nho9/weeadlm1BeinHtwm4uY6MrHi3Q9sySlvGhXiPxb4jfdCi3voY4a1vhuEQfvRnUTbFVVCXkvM7bg0zJ0tmrmFkPDt5xXCvQT3wAFzYIY5GUozkPaqsIJtK7nJcAmEFsEpHtI1rxigXV6ARupYUE0Toviga0q2A2dHo3Ry1lYswglIo59GLBtu0JLUnb4WVyAeDWbJCjQN20CW5gdgGvAPXKI5mA0onXaCpDmzNK7brikK1qEF723UGoKyIVUt5XXFyUjCpcpogAdHCilLQQNVkGaikq4YuIjr1GFNjS49WGUZ78tSJdvBIoUcWPe5UhYxG1cK9bGJFGgLBN8QIxkmBU5qstYdNJqxXANp6ggur62yKiB0rzHaK2ing4h6xyKV3qHWo0QyVWpIQ2fmdilmTMGkNi0BHPGLIdEJuPONKes3iL30KvvEPEnd20cOPkxTPoAcn7MxK7CxgyohRSScBCNrTge4y7B8JUXp8Ae5A03xX9kLNodvmcb96mZ54wnlo+xVv56D7CrZNLVOxZQ5XKpIh17ETn/fsZzVbmYSSx1sVxQVP+lCCfuwyvO4Rwtu+GICDb/lJBq/exbWKcpFxtMi5UWVcLTUe2LKwm3oeGC248PCC7A0j4hteTdzbWxPyew8nE1TrICvFkfBrT2/JFKWt/L8MM4Yun9h6qUg2SoBap6AHFjXKYTQQTw2gcajcQu4wRSBzDpvIMenAk706RW/nUGSyG2kdcVKhrpfoWeTJ+YBnS8vUyQblcj7g1eWCR+Mxo93mzhc+scRFw2eu7fDp+YDrlaYOMLbwYOF4FBiNK+xDA9kgJBZ8xJY16UlFcdSSPOuJQWFswBRR2phyqZxmkIvKUmJRAXTl0LNmtSlxXvqKjV6LGSjTY6lyAmJxmTP1XXOsVpAlxJ0d4vbW6l5F71F7h6jxgAuf+RT+SUMZDDNnmTiYO00VMuqgGZ60FIOa8lOB8lt/ir3/+WsJv+fL4Eu+GPPx32LH/iaDZ+aMb1VMJznTMmNSp6RtIjKG6FU1fuhaimT8Lnuv7zPUeW73bfEei9Se73Ff6HYOui9Du01h5R6PX/fnLluD4ioHWCQtg0FDvutJLlv0wzvw6gcJb/oiOfgf/hjsPUBTKtpWs2gs09Zy0opubKJFDGFgHMO8xu5o1M6AMBqtAXdprhVap3mNm0SqqcE1BqXBWE8SAiAC8b6Gtl5WO6csnKUNmkRLSDprfCd356RqeBlHdq4riBLyiRAUqIhNA2YI+sIIdkYCZFpB06LsDF057EFDGxQTBzfL0OkIa67kVkgpcnvHCFosclQu4u6HjeZaGWlDJBaai12hkM0Daq/77DSRXcWiQiczCDPsrZa21qIC1ABVJDYe5bwIPBi9ro52gdBAWxvmdcLcCbouPUVtOv5qAAW+VrS1xjtDDGAbT45H5TVmXMt92Rgwhjgaobbm2B3N8EbNYF6QGktsoQyQtHCiDYvGYoyXtqjxDrznJ+DP/7eQpoQ3fRH6P3+GxB0RvcO7Bue0EKkETaItSYy0UarSzT2s2f05cJae7rndh51XL9+znYPui2TPN9x7rxb70mWnygk3yAB6f9rksj3d1yje7wp4VSRLHEXeko8cyZ7GXBnBwxcIr3k1ZBmUJU//xkWyXUvTQNVIi9DUWeZe4yJkquv5tI6scOiR7TyzU8IAZYmazWEyJ9yaMz1ImVcZzmtsJ71HbIkxoE0UlqYqYVYlnDQpk9bSRpGQ260ysqnDjj1q5FBVzwOtGsKsxc0izUJAXRvhttOZgq0B7G0TRwMhwKhrYeqaV9hR0+WOYe48VqlOHEDiBsqaO68r1qKssD+VDmatx8XIbtAS9jUeOwJ2x8S9Hbm2waNmCwgBtWiAluA1oasS1tZj8xaVVkIfGSJUjYg9zD3tVDOvMk6ajJNWpn0bOvYo3TFTxQAq0laGqkqouoIqWwWGTc2YBpXN0bM5cTCA0Wj9ndKUWOTokSUrHEPryHVAK7nvCw9zr5k3idBHdsLuz3z4Eg+VJRSFfM+HL2CqlqSakJeOtmlpvCHzhkRHTIhCU3qn69ob06cravtzYGM+3G9c+j7tpV4XXgo7J8e4NzsH3RfQ4vOQIrtb609afZccsn2Fpo3Fpzfo78Sos8ynLWXsUuOl3WYrovdzuLxNfOQh2N0F4Jlv+VnixQdp24CPmrK1zJ1l7jSll/fKOlaj3HqSQZCQaHpqGNY16mQCB8fEayc0TzdcPd5n3in6ZCYwdgKcOS1KR9raUDYJkzbjsLEctZbay+ddrFKKRUM6q9HDRqqWg1AaxUWNOwyUxwnzRYILhtR4klR0dBkWxPGIuL0NWsu5hQjTBWY8W/Uua6Wk06f7CkrF2wl51zdk9bfIMnK77oUu8gYz1rCzTdzZ6UA3gNKoskJlU4JTUs3tDbbxxNBS6BZlarlnIUo70qzBzyLlIuWkSjloLEeNBSW9rlpB0kgF+PK8qyphWqZM25S6UzEaVinOleyqBfnBMSrLiEki57YaNNI2lQwacuspTCDTmhIhryg9zJ0llf4fjAoEm/Dst/57HvzRPybX45GHUNMFelqTTEuyhSOtPKlZk1sux2bfluN3lWY4td05S6XsLHaqlwIcX4r14sW2vjjIud2dnWf1X4YmEuB3/hFqvdt/pDK2I9VnE5BtF2pOk67oZqzRuwVcuUB81atWr7uaPErpLJUThZqFs1TB0ERF6ztmo6XOrnVSBGU7kdqmEVamskQdH6Fu3iI+e0jzRMmtZwd8el7wmTLjapVKL6hLqFuLazXBa5w3VF2rycQZDmq4WcGNGiYuYVGntHNNmHvCoiHOKuK0IpzUlIcJh5OCW4sBB2XBpMpoaiuolCTEvPPCkgRGI+LWCMYD9ChlaDwjC0NrKIwWKualt+XOkHSraqILHRcyFEYztEbep9vY6FEqnzMayedmmZxHIpVjTW2ZVBkHpZz34aSgPExwtzzhpCbOKsKiES93rlnUKROXcNRYbtRwUMPEGRZOrpvzpvOcNXVrWbiEoybhapXymTKT63885tazA+Kzh6ibt1DHR1CWct+aRirOrUElSGV0p5277AFvPVTBCBtZb5xcNY+gf+lX5Zq96lVw5QJ6t8CMNUnuSRMvfdm9tT3ErnJ2+S8uObfvPL7Pmg/n9vwtdhrR9/zzPMD6+77v+1BK8Z3f+Z0v3Bd5iezc0/0CttALjfVFuk/v0je92/Vj31tzlty1PqrVgtYHXq0iSeKlinacwP6YePlS71MSYpLQOI/rCnQarzsJNxEJyDVkJpJrT5J4KdzRShbrspIt4LxEHRzCswe4p2YcPjPgickWn55JmHInVaRaFHUUUZSF9FrzzkeovaJ0MG0DqVeUTtM4g2sUsQnEyq90ZMPEczwdcmNRcNhaQlTsJIY8cQwXjUyQZHOaxGKAKnLUMGVgHVs2spcJb3Gm5VqFoKDu6B2TZH1wt7GgdmgVyTRsp1oEI6zkzZMioIYpoRhs3vDleTjPdJFxs8o5bg1aRfackTy89ejUoxInNJJNxDXy/UunmTmYNpHMCD+1F+SSMaSD0F0ScVH4kA8bxXEDVmmmLsOhuPzUNZJEC8+0CzAsxNVsGtAKnUCSeHLtyYwl14pGdXurILrIVunVOAkofv5/SviDv7e7vpcvoa7dQl+fYYpGxp3ejNAsx+dyDK/H7+3j/LY5cIZHG17iUPPLxV5qwYP3v//9/PAP/zCPP/74fX7w59bOQfd+7PM8GXE6T+V7MmO+d8t9uB2AfQeSPkSCkbV0+W5aR+lVHaWwNSJeWoKuwv1PP00THhIWKyS87BBGKPHoFFZB0YkNGB06jdgoFcSzmRQAzeZw/Qj3zIzJUylPnoz4nVnKE7OagbUMrcGoSGa6HtPCo22A2JK3lqwOpFqk51QXhhTlvbhJmBAFdH0NJ3XK9TrheiXAXmaKoc3Zm8zJnbtdodxKZTDWUCSOrcSz6y1NgIGNwuzkNaF06MMD4sXLLOme1OEBHE/lb0pevxMVqYatxFMkDp0C1sjn9C1EKfwqWw7LEVcry81armubKwrrGVWWtG4wvTHa//7La7ISgNCSH8/zlnTg0QbysiVrHEYltAEOa8/COY7bhBBT3vRUynY2wyZWcqv1UM61rjtFBTA6kJlAoSOFVagu0hFROBRtNJgQcEHTBMMsH9F+z/+b5Pv+FPHSJdTWk6hRiskaGXc6rMZiODVON8dv9/upFb2vr/tS53Hv2T7P15e+9XvH7/lYwHvPZDLZeD7LMrJ+2qJns9mMb/zGb+Qf/aN/xN/6W3/rvj73c23noPsSWzjVdv9C9e09l0Zof5ffVzxp+4+74p+2Y/txWnosl55viNKzqVJQRQLb4zUoOM1P/NpjXMpcRzjfk8kjYpXkVtOOzcpqKX4iQHQeVTcwmcqifTwjXJtQPQPXj0c8VWY8OY8cM2dL7TC0sJs49oqK0U5DugsYhU4dY19TtcJ4VWYWo0U6bmwdw0xARQ01KjcopVBd+Ld0hpNWc7UMLFyg9patJOWBWc5WVaHamkjP61xRUwWMCoysYz8VlZ3cBBTQtoYwrTA3D8UbzDOoatTRMRxNCVNhgBqagEGOG3Vye8v35hQ3r2prqCrCpOZGvcfTC8W10jGwmtxoSmfwXirAVWokguAC6cAznLWMa8dWYmi8YmBhN/HsZg3jQU2+64SpK1GMXINzhlmTcNMarFIcM2dSaaza5vrxiOyZYwb5ROQN21bC784RnYcA2gj9Y24ChRHdXK2WxBadt9rpJ9cdz/KPffRLeBfIuNoeo4pExpteH+N7WstLTmYZt3FjTPtT+dIzC6lepNzt6Xn+crZ434xUig9/+MNsb29vPP3ud7+b7/3e773jIX/hL/wF/tgf+2P84T/8h89B99xeetsII294cW7zhRt/6z3dmyxJ21XcrsgHxIxSZNrQBFlEVKJge0B46EFAOIT/x/97RmoUu4nCG4VFvL1MiyKPUVAYhVWRkRE1oRgVvgZ9UqOZoE4WxHmDv1kze1Zz7WCbT80GPL1QzFrH20Z7vG4ceOPWCQ89fEL+mhT94EXYHkKI2JM56Y0Jo6eO2Lu24KHpkLmzGBV5zeVDRg8FzEMj1IWx9LICZrpAZcdsf7LFqIyTxvFh/8tsx4cJ8XUMzTZXnryFGo2ISQbDDngXc5gtCDfnVG7EpUHFfl4zbxNKJxXLR4sC85nA3gc/jdrKUYkWxaBJRXvdMb2eEpENRFF4hkmL0ZHKWSbXU/Yvz+VzlhXC8wXq+i3ik7eYfxo+emz45fKTnLineTx8OUalbKctW3sV6cMp6nVXpAK9rDEXplzamTN4pubC8ZCTOiM3ngvjOdtXapJHMvSl7lqmCfbghPzZY3Z+5zr7T2+zl47Zm+5xrXTMWs+nZgP0tciVdsJocoS5uEANpfo8nNT4WryfTHtGxhMTaKzwNw2tUFguC6w9EpZvguLEpOgP/xbh8TcRHnoQ/amnUMkxAM4bSm+YO5H/mzmYt5FpKyN13qHvIsjYL9nskW7Vus3Js54f/ZDyy7Gy+PPdHn/8cX7xF39x47mzvNwf+7Ef4zd+4zd4//vf/1Kc2otm56D7Iln8HO50b8tN9UC4L3nWxvXtrzpQTTtdVKMVVily0+nXBmlPWZEkdPax/+GY4+YiF/K+FrBUpiqUAC9glLTD2BVrFIRaEeeBaBqidoSFw00jdSVau144H7iQW147DrxmtOCBK1MB3McuwOULxPFI2mmGE7RRJO6YLV9jTKSsLEbD6MEgfMEP7kn7z6CQUO9whg6RveGMi4ucC1nCqL7MzN/isH41h40hHFWY4wlqZ0xMEzAW5VpoWsLE0wTN5f0pMUIyGeDKgsprZk2CnReMnjnBTuYSz3URN43Mj1KO5wVNEA93J6/Z3lqgFDx1c5ubkxG7kyOMa4khgneo2QSOJ4Sjitk057D2zPwtRuYyF7KEi5ljb1iSXlboK9vEyxdBK9SiRKUJBhjFOVrPGMwcaeoY7jUkD6ToB7bh8j5xZwuyDDUo0Kkl5xYPuCltMEQGZMYyd+JFLpylrhLyaQVpg24DWLmfoVZLLXmsjqQmogOrjZjpJP9iXxBeisn5rb9/wht/ZDVYIUDwijbobhwuNZYjlY803Qctx2/bpVK82tx4ngW0L7V9LteFF8Xi8xA8iGCMYWtr67O+9qmnnuI7vuM7eO9730ue5/f3gZ8ndg66z9t6uaJ45wn1UjTjb7YSnQov9xaZNq53/H3u2KSTYiudxqi1iH3mYdEJybetgdhKvnF3F/3P/w0/cfjGjVmnkEIiq4IQLUS9en5pHpGpc7XDlAGUBxMIi0C7kM+JKDId2UlhK4VXDxc8dPGE4jEtgPvQFcLlSxLW9B5sIpSOtSNpTxjSkJUObSPmSoG6vA2X9gn7e9ITCjAtUMDOpZs8NCu4Nhxxs3oNT5qnKL3npE1pDwLmaIramUoFcZbLxsMaSBVv+aM1anef8JlD/EdrbpUFC6cplQjMj2/mZNMWYyLeSy/xZJFxWGcsXBdWHtRsfZFCv2qPraM5v/0zKaTdBqeuUHWFOp7C0ZT2IHBc5pTeMzIXeDQ8wsNDxUNFxc6lEvvQFjx4gXjlMgCxLNHWorzHuEARF9isRCeR5LJBXxrB/g7xwr60JxlDLAZoa9FA0dzgofaEEMGqgqPWdHq7irY1tAuNzoLoD2rwZcTVcn99N76siiLtpyKpDqsQelC399v+y2t7vPtf/O+Er3+nXOMoofrKGRZeUXoofaR0ArpllyKou7lXdx5uyyaBx1lA+5K0Bp3xGZvrxRcqGL80LUMf+MAHuHHjBm9/+9tXz3nved/73sc//If/kLquMafJdT5P7Rx0XyZ21/qfvfnRX5iqDnRtUBgnedmlzF+qFXNjqBtLqCLMK/R/+S/86v92kZtNw05XnauUZHNNz6MlBpa1u02QXK8LisYZ0sai504ILmzEl6IbG6LCKhFXkArfyJXtGcMHA+bhXbh8YQ24IEAx3kLNFzCeo8cVtirRaZC2pJ0CdrcJu7sbhA5xR/qL04c/yZWDGY/WOUd1BrNHsFp6i8vDhPTmHL19jMoS2AI0xP097JcbwlveJILvH/st9Mc/zcwZjjolpMprhrMBw65SOUTFvLWcNClHjWXhlXiBOqJ/92sIb3kTAG/42oj+rf9M1Ehf7uQEDo8JN+eUhwknTYJVmkfDIzw2ynh04LiyPSN9OIEH98XLXS5AoxEhRHRVo+YVpmyBFmWV8DSPCxiPiOM1rSNZRrh8Ce0cZlExnB9xpZ4RoqIwqSgHqUCICu80vuzKmzS0c03bWKkWD2qVprAqYLuCKKuWxU8RfarA7WZd8/5/c4kv+5L/AvOKUEXqRti75k4xd1A6WDgB3KoLJ1exA9sujHwaZM+aEy+kbu4r0SKsqETv+dh7AOuv+qqv4iMf+cjGc9/yLd/CF33RF/GX//Jf/oIBXDgH3S9oO1tU4XQh1XoxcZ8lzKajAg+hGxpKaVKtmFlF2Sb4Ghjm1P/ol/j38y8HGnRXJAPr0LJWnfKr0oQQV1jvg6LxhtoFktqiO3DWNhBavZrAiRbZv4GBwjhGFxrMpQL2t4X393TeJ02IiUWZrjE0USgXRTBgkBGHxSaDUmdxZxf9wBZbNw94eDbnqNnCxYzSRVyEySxncH1KunWCSqVaN47H4hl2eW2A8NHP8OmbOzy1SDhqZANSW82oypi3Ftt115TecNIajlvNpIUmJIxv7rD90c9AB7poRXjLm1AHB6jpFA6OiDdOaK87JrMxM2fYSgyFtTw6jDw8mLP1AA1YAgAA2R9JREFUYIN+YJ948cJqM7Gy0Yg4LFCDTIqT5l5mvtWyYUmsUE32LcuI21uo/W3MpZLRtOSiK9HzSOUtSZc2CEHhG70iemgrEbWvnaHxBt9bkBUSbjaElSayYi12vxxD/+54zOM/8mtkX3EFX0PZJsyc5HOnbWTaBubOU3rHogPbUlXy+Up+Pw2gd6PIdQ7A92HPM7x8tzYej3nrW9+68dxwOGR/f/+25z/f7Rx0P09NnbFIPN9q536oq68HGk7RSDofV8RJidbkRjFrEuoTQ/7xq7zv42/iat1gURueiuq8mGWLio6Sv1MKXJR2kejBKLt6PkZIUvBeEbxwDyfak1vpKhqmrejEjlLIUuKdCi3aVsQRnBMWhjoS23Xlq4jSnrGzvriDvTLl4s05D9UZVcg5qAUOjquM8a0KUywwKFTjpNpa6Y3z+MB7t/nVg5yDOuB8JDEalyjG1lIYvfJ0S6+ZOMVxDbcqz0GtOGoK/HsVb//6zdNStw7g8IR4Y4J/esH8VsJxlTH3mp1MsZ/BQ0XNxd059koKF3eIe6cAF7q+qW7cSK+NRDNb4WlWrSOe7icGYpahshQ1SrHjimJSM3YGGjrR+0jwCtcqTJANU1UlLJqE0llqr2niMsQsY2Pl2XYr7nK8LM2ieLas+aX/8mb+wIWPUZ9IFbXIQkZmbWDWemahpYrNCmzr7v+zUzn3L5vZt1PNePf0ni9XO2ekujc7B90XyTYo3l6kMXnXsoB9Jp/eYuKob3tpVMLV46In+ghNilGK3CimbUJbGz798zm/pXcIscFq0V1dtrIuJ2BEofptGlHakXwEpyT8uvrM3rG+a13SOpIiHnNiPCt2+xBRrr2tr15NZzCdwckcfyQCCa7W2DxgFxWqqu4ILABsb6H3hhR7R1yaVMycBaTvdtImHJwM0HrOwM2w0xp1Y4J68jqqSOHiHj/xvVM+dJhw0lY00aFQDH0KWI5aRRXMqlq39DBt4aSN3GorYhs5qC3Xy4TPfMNv8N9+7xhuHUkf8cGMOK1xBy2L65aDkwGTNqGNAriXM8elQUWx59B7u7C9tc5X961tUVUFi4owa3DTjl0iqbGjOWzNUKPZbYCtXLu+sUZhE7kXqTarCIUPGuUg+Ij3SgQV2oSZs1Qd37ZRwqDZb3dexj6W42VZSKWUIoTAx8OYV71vxDibMW0TTpxm0kQmjWfqG+ZUNKpega0/lcO1bG7MNjaudzFvXqxiq5cD9WPf4vPI6T5fsP6FX/iF53X858rOQffzyE5r7a6fv/OCcbei97qPUGeMc9flwhwtAY9TkmvFg2kUqbEcNgnHkwG/Xj7EjYyuJ7ejnezYgYQpaLmgQkBJ7q+rPBV9VWFYjN3wi5HVIh6Cwke9MSFDhFgHYtmiZgvUZEa0ySpcvKSN5MYR/vqc5npkdpzhnCFNHNnBArVzgtrZJu7v3/bdY5qghhlmV7N1s2K/TmmCYuo0M6c5qHLikWK7rhgcNNh8BkA9s/z0p1L+082aI2Y45QjKobHEMMI4xbS1tF5Ef3yAKsCsjcydZ6KnBOT1J61len1E89cVj+/UPLw/IRs5XKVZzHNOFjmHVcbMyT3fTTz7WcPWsMLsahhmUl19B1OTCRyfEA8WtDcDs1spIUo/rkrnmOwIZSWsELd2xDOezVCTGcwWxLIl1gHvzMbmykeN9nF1r5zTzNtO4MJpmqClAEsLxCZK2KdUXPbdyrbMxzXogoyra3PPB/SjvK1+QsZdo5g0jqlvmKkFpSppqWnV5sbRxjtfg3udN2fNmc2CxfV89a/gcHR4HuQYr0Q7B90X0M6sUryPMNRZQGt6t0z3VgMVzw5B9xeK/vGt6j3ucmOeFt8BrlcOh8e5QChznq0SPvPURfyVEU2Ub+WCx3pN7aPQPlpNFjUuSIGQC8I+1EbN1BkqL4tsojSFjcysYWytLOBdqLEJooXbBo0PiqTJMJ+G8VFFfv0ZzNOH6L0hDDJxoQ5O8Nfn1E87Dq8PeWY25EadUgXFwAT+q/ffZPfWU9jDGerRy8TLF9eFQ6GjoAR0Zii2Gi5UCwCKJmHqjLBV1QnpdEhupALXRcWkNfz2SaCJAacdpZrSxgUag9MN3u2QlkMyo1dh9NoH5t4zDRUzfYuAJ1EDCsY0IfDbJ4G5G3FlNmAvdTRBU3nVCbgLHo5M4IGi5sJgQbHVoLOukK2s4OREvlsMqOkEdf0mPHkd94kjjj6d8OTRJa5VCSEqLh02PHRjzt7TN8kePsJcfgY1HkjV8KImHs7xN0uq64rp8YCTMmPuEkKUnLv1gVQL8ISoqLzhWpUxdZrSKdrOy80NRCNMYS6I2xuCwkUJPy/pQmsfaYJHKUUTI0+ZEZ954iKJhqsl3HIlMzWnUgs8LUGFFciarlwvQfqFk7ipWmXiGiDPyt1uKHX159BGy936+bsF2rPm/8tCYjA+P3KMV6Kdg+7nqfUXhs387p2B1mLu+JrlM0sL8c6vW4KxV44QAxqNjpokJlg0GqkcrbRhVGRQO3wMBAJt0Lhg8MjiG6Io7qwKmDsv2AWohfaYFglNGTSGSGEsVkmBjYuaystPE5S8mBF7rWWnKimmC+xhhR5ZVGLwRzXtzcDkoODGYsCNOuV6pVl4KIzh6vEY+9SEsTnGhoiqatT2eJ2TPTqGWSm6up3GbKoDhfH4KGxJtVfMfaeWpKTCeuoUPqwX1BAdPjoJz+uGRjVUocDHiFEKHyNtjFTB0agGH1sCAdMrbvMhMm/hUGt8tKtrmahIZkRi0equ9UYDUcl5z0o4OhYvcrFA1TWcTOHaEe6JE6ZPWa4ej3l6kXKjXt75lERH7EFgW5UkzRQ9KuW7zBzuOFAeJhxPCw6rnElrqbxaMYvlJuBDWHE1116zcJqFE+5rj+RyrYJoelzfsaNz7MaKR5ilXACHX20yndLUWUZT1vgIFhmPkZyg0tU4BTBdz/lyHiSnPN7b50R3z3rPu57rpc8A4P68PM/ontv92Dnovkh2P9WPdxP2OgtozXOA7lkLTtIjx1hS4y1zTgoti5zSFMYyTDSphrhVUPmID5EWh1MOGw1tkEKhZYiZyCost+T8hWVuV3BUebq2JPF2gpZwYx10R85vKDtaytJrJq1lv07YW5SMjmuyYYPOwJeKcpoyq1JKb6iCog7SWtJ4uFFn5MdD9FNThvEYs6hRO1PJyQIcTgmHJX4aaCuD98sK6siFrBEeYe2ZtBmfnmfSsxyEFcnFpS7T2gIBH9sOdD1eyaYlEGljoEYAOZzK70UiLkZKH0mcXJdUR149rNlKaupg8EHEHkAKz9pKY6cedWuBDtLOpdIEyoZ4PMdfL5k/rbl5PORGnXHUak4aKCxUQVF6w6xKSU48RWgxJw2hgXpumM0GHC4KDpqMo0b6ZH0UYYal6ECm5Ta7ILlr6emWMDpIIGJ53ze5r9kILQvwRmrVYKPFh4TKR/KdAbquGSewZVMSr2ljjothw1Nczp3lWD9rzPfHuhx35yBnH4BRd4bXu03vbH72y8C77VnkpalefjnZOeh+AdhZ1cv9hcX2njenOHv7v53+2+n3kl5bhVEKo6WAqrCarc5xGO4WHIeIi55GNTjlyGJKiHEzJKfkR0dpIVp+roKVp9N2HnAbFG3UxI5dSNiHNGVQnDQwd3Ck1SpXWAfDbpswrmqyXHLR3iuUEg9sbANtaki7PGrpNUd1SnoyIMYFxWyB2a7QhcgKhpnDTwPNRFMuUpG660JmV7ZmXPhdLeqb/zg0LcNv/xU+ejJi4WQzsBKDQKGVRUdNEBFFPA11bPHRYJTGx4DD06oW35E4aHR33DI/Lh5fG4Sr+q3bM97w/3yHtET903/LrY8k3JwNBOScxS5S9EFNbFvM3KMHCwnfLhz+JFAeGY4nA47qlNLLXR5ZIRwZW/FWlZIiqKbU6Fq0d6dlxlGdcb1KOWg0R41EKYyCZKBIgsYGMB1ouahxXWF0G1e6B6sRapTIQ+re2Fia5P2lar5RDYGAiykhGopxRnNLcTmPTDuazeWmbynZB+sF/Cy5Pr+hwnXn5/sgftacO/dub7fznO692Tnofp6ajncG182QcM/T7YGpObXLT/T6b0n/db0WmqRzQ6wWQoxEK1IjnMlDG9lJI9dDwra1+Nqv8pgBd8pz6HouAUNAa1lQLVHUf7TCRCDKayObi+Ay3CcFWbKAz12kDQEXDKCxOhECDhPQOpAXTjRoVSQznqFN2U0SFt5SB+F8DlExqxPUZEDb1KTHHpN4lOqk7+qUuk5YtEJBWXUcysWgQX3z18rJpQlvfPfrOf6rn6HyGaUHA1hlsDHBkuBVgmJNRVirGh/XYOyUE9BVDoNF0x0bE6ySO7pkA3s4b3jju1+/KpBS3/zHKf7aT+EmIypnVkVqzmmysu2+U0Apv/pOiypjVicdsUXgUhZROewmLdtpyyhtyLOWJPNoLZKEZZMwaVIOmoSDRnOzguPG40Mkt2ZVALW8X0t5i8A6wLH8DrYTukh0wCIiCIpIwHQCCJsWcDgFTQj4KGHrKs95bZhRecPcGUofabx4xkvBA7cSPFhWVW8u6W0PGNrQG3G9+dBPvfTH9Mb8i6c2lq90ez4i9uc53XN7Kez5Fk+cDcA9ANWb3mzW+z3tPzbrY/LucW4gM4rcRAZWvKG91HMpqznwV6h9xIWIZHPd+jyWnowSz9bqgDWRECMWRRoCmY7kpmsbipLrE3Cmx8sswdpUg9WapMsJ1nG5yEoF9HJ3bW0k3Q7oRGj1Rk3DbrngSmWoqkRUh5pkhQZlK8QNeh4xOnbhboPzijrYLo8shT1t0Hzwqct85X/6AOH3CP1cfOAB3vzwr3PyxBXqYEm0JgmaJCQkKscrh++oNiNRqsBXDVQRrzwBec6QYlRCEnOSmMh7aU1mRAXozQ/fJD7wX6/v93/6AB986jLHjSE3gTIY5s6StylZ5bBG6DeVkoriZc4UBeOkZZy2pDqQWs/OuCTJO33kVCIcoQVfASfivbgutC+pA2nnsSsgDSQ6kK5IMqJ4+8j9Qsv/uaG775G0k3TUSuaBCaEbL1E4wZcpCJyMrhCpfSQZF7w2XCfRAw4bw9QpFg6qroAPoOpSAlX3e+M3QVefNe16AOzPmFv3Yy+LIqm7sH63wv0c+0q0c9B9Ae2sHrznm99VZ7Q7qF6SzKo7e7OwCbS5XR8z6D0edo+HNjJOIoMuTLuXtlwqSh6+fMKvHTxG1YWEA7HL+ioSJeAjXp8QIGgVu7Bydw5GKonbDgiW/Zupkdxp2i3gqqORVECIvvM+FIkxDCwMLBQmMLCOQdaQjVqSKylqlKCsVCPHEIiVYzyvCbOS+XVDXSVUTULthMe3jYbWS1i78goXRcbQxY7EIyoaD08sNAc/EPk/f/P7CH/wHcT/9b0cHw9WcoWJ7nKvwdLGlEBOo5ZbB3A0BCWlaMuNSuhyhEYlpDEnjSkpHYB3EYZMw/HxgOGP/v9Q3/A16P/wK/xv/3TEs1VCpmGcaKyKWCXyhUYl8ruWezCwnkR5cusZJ448bcnylmzosSMwlzNUnokQvVZE54mzFjNtGRw1DJqEwlgGVjNOFUYbISqxsG09IyuFZsviN4C2O/dlrlZAV8ZSrj2p8SsmK686nWUVZdwgm0VLIi1oROHwiFAMU+bHCW/YmnCjLDhsEqZOs/CaadeeO3fdJqyrSVucxgG3Ka6wtD5etP0ccTxj/p2RnnkuO2v+v1x6dj9XfbpfqHYOui+SnSV+8Fx2N/R0/R140nve9kLFudl8n2Gy/tuo93i/xx+wn8oCcCFz7KcNe3nN3njOzoMV+etzVDqg+imz8iAylWDDFqnSjG3COFFkxpOoQGoCiQkkVsK/SdAYHdlxQodYGJFzA/GCRjawk9YUicPaZY5RUzvLvLWUzjJ3hkRHRtaxm1fs7CwoLgfslQL1pkeIO9vE0ZCY5xIy9A7dNOjZnJ1PP0W8PsFdnbK4Zjg8HnJjYbjZJBw2muuVhCNDXNIRdn2nIXLSep6cwe/8wzEP/pOPMjBXgM7L6pRzUqVotcGHrLtHFkez8nbEc1ubigpLQoIAbh4zUm1IO6GJEKEO8BsHO/zGz8Lipz/Ks4sxNypBlMJoBlYypsv+Vt3l4AsDWwl80dizN2jZ25kzuOKxDwxQly/C7pZcq71dorHEGIQ4YzZHH5+gD47ZdTfIr7eMjgdcqHJmztIG1bX/eC4UFZl1GBOIXXi7bC1GSd641utCtIGRezZOWvLEkaWOEDSxi34krhO7t4Zxotivt2niugag8ZEZig83u/xf/ptbVJ844PjZnMPpkMMq46CRYrhbtSxlB4189kG9uaCbjV/7LUNrBE78nduB7pZu9W7sftaFz2c7nR6612NfiXYOul9gthFe3vB0e6HmU2vBJiD3vdv1sN9OZDHYTxuuDBfsbi8YP9iQvXUL9fu/GPdvP7Jq+TAKcm0AQ6IUudWkRp7v0/opFVc/VoWVN+vjerlKdRSgtoE0daSZwxh5j4HTDBtDVScsXIIhUCSO4bAh3QrosUWNc+L2WBRyhj2heRJiUcD2NqquUUZjYySvS4ZVTV6nWCXe1KTx1F6qkLUSScPl+YUooeGZC9yoNEOrN4DRRSHuj0taQxQmGoKynL0cLdtczFq/OMYuh7nkaIaDRsgl5g5mLhCjeNC1D7JJQKqnl+eYGYVODd5CbgLDvCbf9bIxeXBHhCIuXICt8cbZxCwDm0hvb9uix5a0dIxdjVaRQSuKQYZAZj1b4wpjO4/VK5pa+qzT4El7rBL9CIZRYRX6Pj1GjEKENQwMjCXpruVyqPoIhzZDv/PLKEa/iU4mJM8G0pM1gC03cVWQJW3p+S6t6mGd6Z2jDXeeT/oV6oXdj71SPdb7tXPQfZ72YoWIzvJu+yHls55PTnEMJz0Qzs16wRmY9bnvJOJF7RcVe7tzRldastcNUK+9QnjoIQ4++YR8poZUOJcktNxVOC8d6GUuMSLsUqvzUqIwsySWkNdKPs9oCUUnSSDJguQZLUQfSGtHXrXkpRQTWRtIC4fJQKVd4tCYO9M7dhb391CtQy1q7KxhMG0ZLlryJu0qnKV31sWARkDXKoNSSyUc8bimTaQJktdcMnC1PtDGiGfdOqRQWCkj27hXpytrV4CLHN/GiPGBEo3vwtsuQu0ijY9dhbhwYrdIBbnrnpMws0znVMMwaRmMWuy+Qe0OYG+HuL93G+CuB0ki11FrVKoxGaSFI0ZInYwNYyJJ6si2A8p0an6lIoZA04h6kFGx41leg67RQRjHlrnmTn0o9IpwtIJEwcB27Wfd+FpmRlSREh56CP3a62SVAxYoHWk72tDKSxHUtAsjn4729OdAf35UdzGf+gD8fLnPz7Iv1FDzcr7f77GvRDsH3S9g6/c99peC00O5v+CkvceDHgCPE0mO7QxLRpda0kcz1GsuEl/9KGQZR24PkIItazqPTgsAZZ2wT4zgEMHx1p0qRYniPS4LZ4JSKz9wmWNTKmLSiB0oyEVIwbRgFwEOW4LXKwGD6CHWHiqHqmtiU9+ulLP86GKAKnIY5uhBgi0q8qSl0J7MGBKt0b4rfCIQosYDy8sTUTRBvNE26NV19zFS+kATPW30eIFE+S5Rctx9xdj+PVq+TgA3iPh66K5hjNRB2rZilGrbNkZ8lPcPSOvKkpxEdZn+REvEITORPGmxRUAP5HtT5MSiHwk4ZU0thBp1S6w9yyiosQKY2gThsR6A2Ra+bd0l+FXVVS/3AHRdINX73lHhvab1htYJ45hDrdp9rIbCKpKo8CGuekAD4LSCrCC++lFUWZM21xiFmroSMo9JLWHmQSNjID2Fjf050B+XG/Om/4dXauzz3F50Owfdl8D6lYzhOXI6/YKLey2+6i8Y5pSn2w89Z73QWmHW5zJOBXRH2zXJAxb96C687lXEV70KAnymHKKRgiij+gureCgKaIKi9kKoobACJ1FUg/q5n+XZCNhKMVMbDN5rYgCsQo8SVGqgDaikQU/AO4VvNcFrYvAkwYNaYA6OhCUqxDt7cr6rrjEGEo1OIU2kyKjQkcIqqmAJHlznccQY8Up1YWOp2BZCD/HeY+fdNtHhCXjlO0CU45ftXHci148qrl67bCPyeFw0NFFjg+nC3JrYkW/47pzkXqvVY43GKk1mLIVVIoWoI2ni0SmCNkutUe+AO2xMJlP00REcHMHNY9yBp51q2toQghLQtWByAVy9mxMbT3AtMUj+vQ2GJoiHvsyNr+4z4tW4qIlO0XpN5UxXfdyxjnUtZJkBGyF0rWY+dpXIEdAJ8VWvQjUNelGT1LcYnQj38ngm47fo4siZ3uQxPyv9ok7vUD+L3e0c7c/zl3sl830XUr3A5/GFYueg+yLZSzHRzmofOr3M94tI7Abors9xkApZQ7Yd0JfG8PAlwutfL+/327/Dbx5bkq6q1nRR3eXbGi0TqOmk68BK2KkrlrE97dUY19WtHoULEKJm3lgSnZAVjiRGVJ5IWLR1aMC3LWWZULby3okJFLOGwaxlOLyJmlfo2VyKhMZjKHIwtuMgnkJZQt2wbOyUFiUhhyispQ5y3o33XahYQM4t/de4BtRIDzS1X4WNNQoV9cq71VFjMBv3pv9eQYWuraiV91Cb72GiQS29R/mLhFyjxiiNRWFQpMYwsJrCKnIj+dwljzVtkO9dlqjplBgi5Jm0ypQVajpFHZ/AwTHxxhR/o+LkakZZp7Reo1SkSBzaBLIE9ChF7Y/gaAGxwTeaskyYN5a5szRBIhQq9jzVoHAddaYL0pJVOcPcG0qvabqq8Yhs4BLBYMmXB4k0tEGhP/FpwhsfJbz+9ejDY/RJSXb1RMbvzWZjTPfHucyBO8+Ps+bQi2UvRwAO94me54xU5/Y5sQ0JsecxCDc1bTf/1nd8e11Cqx5LgDwTT8HuatT+iHjpwvq0fv1THFYPcyEX4E31+j2XIBoiLJzC62XbDbRRk3dtIlZJINTHpUINq55bgIMmI0SFnQTS3RI7SuGxh2E6Q1XXqEq4MR9w1KTUQZEoqYrdnrc8oo7JblWYC1PU7gFqZwiDAtKuAXU2h+kCThaERUto5JytiiQ6UhhwtguZIn2pLnocUsXqlMOptgNgafkJK2heFk9ZDBarElRXIKXRGPTqNdKbq1bHgZDsO1o8ToQmOr9WKSPkGdGgsdgViUaXt0VjlSHRisxoRlZTGMnZJ7qLLDQQFi3mZAFKoeoGlZ1AYqGuYVHC8Zx4tMDfqqhvwOwk44mjLalYjopMR3bThgdMoPAeNZT7otonCPWM2STnsMw5alNmTug8rY4oHVf3OaBovAhalN5SeaGLLDt+7WVBmigSrcevjdAo+VuiFfE3Pg1vfFSu26ULqGsH2N3pxvhdjmn7HHPguebK/dptUoCvEECJ8fnkZs9zuuf2eWpnUdudZac93f6CY3qVo0kPdLO8I7oYW9jtqoE7cwfi42Vm2Zu6ZpOS3KJU3DYBKiXcyU1QHXgpcu1XhB2xI/CPCODWQfKldUxYOOEVLm42pIOc8OgjUNfoa7c4WWg+M895utSUTriDx9ayXaU4r9i5VTMaV+Q7JXbnSMQQBtK7G12A2hFmDf4k0M41zomYgFECum1kxWkcCB3/spBbNKqhpaKlwtESg1uHkVUqYhHqdG+nYvlP7ona8HHUhvcbVqQaHkeMa9EJpeyqvSioZb44WeXUM6MprCa3UBgRRjAq4pylnTv0kYcwQ88byKYo233HSbUSNaiODbPpgOMq46jJ+PQ8YepYXeeHC83AOrbrCnJLePQR9DPXKG8anp2MuF6lnDiDC2uwS7TqvHrxbpWCGGDWUXkK6ApP89LLNd0YM10UpeP1IJhOEOHArTjY4s4OaneMHt/cGL/LMd0f56fnwL2WQt3r/HulWbhP8HylXtVz0H0JrN+bF0/tiEOPzbUvxB1Je6/p8cP2YjL9xaAfqjkdwOqTuvdDzWkvvJwN5Tz0xTHxkQdhd3f1t4997AqFWXpS4o0AK67dphMXOG7kPRKtGVrFOFFsJ+KFDW1gYJwUS3WkCEoJKE8d3JpFai+tHnvPPMhf+2tv6U4s49mfqrhyoeJ17/lKABb/j5/iQ09c4slFyrOl5hPTEVqNupYTGCeRsQ2MrBdvOGswyqKV6UQZNLU3tEEUjkY2rggeFOLx+hCpo6dSFU7VeBxEUWNSSvKiWllslFpuG03nleqNsPKSjWrFEdwLRdtoCZ0/HMjWnrQWTzpEtybZUO1mzljl5Fr6dYcJjC2MrBBRGCInVUbVWsyRhJr737tyhmvVmKnTTFvFwoswxDIXe6WAL95peNtjNxi8WygwZ3/tp/jk7+yxd63iyldB+N2P8wN/42Mc1jVDK8VbhVU8WECu4qqSWXVtWaETRLheWU5amLZrek8Q1rTCqhXoLsfYqm0oKD72mxd4HAN42N0lPvIg+onr3fg93hjT5hQO9OdAf35szpv+fOq//s78zP352p/Hp1/3cuvNPW3nggf3Zueg+wLa3ZT9n9bWPCvHc1bY+WygPXsExzN2orp/zDIHlloYDldPq4NDfvN4QGHp2I76xy1bP7rWlq6txekonMK6yzF2oUPTtZLoKKQKrY40OpJ1VdDaaLbSnDeOI2Rr5o4b8wEP/N/esvrUwbu/li/7H/812W9d4olFxuEJTFtPHQIxRnJjGFrDODXspCkP5SmDjtw/Ub4HQuJvJt05VGp9jnJNAxBQUZGQCaBiMdFgkHxrX6e179Wur/3tKkRLS7CE7iaeXuSjijjcijYyrFR1Ar4bQ6pXyCYRCGGkUkDjNM5LO0cbpWhp4UTTeOIUT80ic+epvOjXZlozTgw7meL1o4rH33SD5P/6datzGn/r20n/1ie4MR9wBSDLeHwHfnua03qpUrZK+q6z1U9H+RjXIvV114NcukjpPG3oKCAJJNGsrtRyjFmlsBoSA795POCLD46I+1vyouFQxmtv/OozrvXmHLibjeud3+e2MPLqHU8rRn12oP1CbRPqW+R5tAydh5fP7YW0uKFqcneTa6PKub9T7mt73oWne3oH2S902Hh8p0GvlYiYd6Y+/AmO6j0GtgsdqrOPFU8s4qPCE6Hr141RmJaSjiQhdL/L+wjR/CyR57YTeHhQo3/6PxD+6B8E4G3fsUt46MGNLzG7mZLowF7i2c8sEUNVeQ6ZsohTbJOwXe2wnxSAZdtGthLPwCjSjqNYdz3CiZb/re6fV+xYiTQJOTZaspiRYoU8YynXp+KqwnhJ+L9s7Vlejz7o9oFZs6z0XirySGX0ErRd9LgQaRDhBKdcB8hhXbzVeYXL72G77xRR1MHQeMXCGyat4cQpblVwWHt+x1/FqZYBY/bimFFi2M8U+7mIE8xupuwuXV8gPvQgb/geD5OpXJWf/g88PMiZuJyTViqNCwNDGxjZsKKh1CrioxZClK5AigieuKITXcYYNsYsnZBCB+aZhqMa1Mc+SfyK3y0vsmYzbtwbl6eLe8IZ8+MsoN2YW+qMeXmX83ozUvWFD7R9i5yHl+/VzkH3JbbTANxvLQgb4Nqf6L0FgLMAeG3+FOr2d6K+93jjZUtmnhDB9XbpB3MCe+S9eRVQGzNGdQtjrrUItmsl3qvpRMw7MMiMx6iAUuBC6B53DEJecoIKmDvD/NenFF+5QC3mG21A+n2/wv/xIxrLLqOk5XJeEWLOTmbZTjO2q4SDZsSMBY1qmTvLzBlSrciDsDbJHlvCn2hpo6pUPMVEJe08FkMSUwYxJ9eWzAg/su5e6zomKR9iVwwUccvnCZKj7VqEFEq8Y6TQKlVSDKU7IQGjpTd3/d5CFFF7SxUsCypa1WyMj6XAQKLEu0y1FK4tw6keRRMUZVDMOmaruWvJGTCKA/bTlAu55mIO+4ljJ3VYFfjEjV3cn/k1ft+3BMJXvEPGS5HL8jpfMP/1KXM3lDYfLcA/NMJsNrKO3HisFhYtH2UjZoMQZ1gDmVc4o7BBYzpPe6P4KULoM67pbowfLtavcX6Npt34XY5pf8r76oOuP2Pe9OfT5gb4zqHmzfm66dm+3HRzn8vuO0z8CkXdc9D9PLWzvN7+AuD7j3uryimBlY3fNx/3OGg7lRYaJ+01y+fLQKLXObalTmq/5zZRgIUdTOcbQm5FtzU3kVwHAQPjyYwHJV5w4g1WBQwJC68pnXiaM2e4em2LV/+Ln0e/eh/2t9BtC088w/QXj9lLdximLeNhhTaBvXnFpMq4VWfcrBIOmpzjJl8pzuQreTkJeWZaFHk0ERs72TmlJQ+4DIci/bRJTBlSMLBC/l8YvXE9Gi/V2q2PnQpSgGC6nKwiKlHWXYKuUYbY0TZaJZuBpdBBYjoVHyXMX0uVn9IrjFMor5hHcB2Xc4x06k4d8GrhMc6Nl/YjHwnRUmlNqiO5VmwlGqsyHjE5Oynsp5GLecOFrGYrr8k7feLpPGfeJEz/3THj9j/CYw+tKsHjv/sQV69tMXMiz1cYKKzk0XeShiJxG/e59oY0SttPbiyjKBc60evxsgTjJVQGJGK8Mc40hLIHbmUp47U3fpdj+q7nQLjzfDoLaF+OLT/n9tLaOei+BNbP79ye++kDqr/jY6/c6rHre8Z90O1tN92pdcH1/tbXFa17BO+u7qqLyxZVlqt3Dke+k9nrORW9914yMeYIyIIsomnnQRY2UFgBg8x4ksRjugrTJHTtRCay8IaZEnIFoyKVM5RPwXA0RRUpjIawM2L0JRVvODyWXtDMopKE0UnF/smCK4eW42nBQVlw1FimraGOikJLyHMrcRRWflZqN1GTNCJTp5XebC2JioyUgbWMO0L+3Eh+cVmoUyo64QOF9qJCEwmEoAlxGWSOEqKMeqOQShSFtACvUd01YwXqQjMpRUZL6UbvMqp+Ja5iFbpPOn7rzEpEodV6hWKyOdJsJdI/fSF17KaO/aJkZ1xS7DkhvhjITdyu50LTuZfDzkgA13tYVJRPQeUMRomggVFxdX23soYsdat77DuaxhAUzmhGNmDQ5FrR2NsJU5bXNfQAN0iUmVTLeFyOWlWWxLLdGL/LMd2e8nTdGfPDn5GucWfMv7Pm6HPN67vJ737BWuQ8p3uPdg66n2M7C5DvJr/rY//xnQEY1mTw8nj9fBPWoNs2kseNixZVVqvnqwNL3nkgAVmwlmxDpiucEWk5EalXCgyxCzmLd5mbjvTeRKwN2E48HiBNPVnjaJxmaCxt1CQqkFu5LtEHYWAaDaHIUTvb2KoWN89o0Bo7mWMnM9KDBcMbU/ZvzJlOciZ1xqKV1qBUewrryKwXtqYOFJpW1IuMWuZV12YwDHTSFWUpRp20YKJFji7Q8SwHML5jPXJ0EoE93ulTtszdWq1ItRLqQy2V4UvgtV2vbWuUyNUpRcDgQyIEFz0w1d29SHQU+TzjSBNPGrR4v9qTac92IoVKRkWujOaMtyrySwF7KUftb8HWCIpMrqsPArR5RhwUYAxqsVhVmeXWs5s4Rlbu18A6xlnLeFRjlvcuKlQLIWhsiKQhMLaevOPfjlHC3yuqx1ULWdfPzbqiWiPXp7qhGCxjLWVFXLQb43c5pttTG8/2DKDdfHxGHcUZ8/IVA6zPYZH7B89XaHT5HHRfajvdPhB6+px3k9/d2IH3Hrv+a8Jp0F0/7qutlD1Pt6qkDSbMS/SighDQ//m3OT4eUBhp7Vk48b7Es1oWuESGNlCYwNC6O1aPai3sT0pFtI4YG9GJ5HYTAknruQxUTULrNdYERnlNMgqo3EJiicMRpMmqEEfQpiOemM1gOkUdHpPsH2MuzsivL9g6rCjnlrJKRWLQBqwNGBOEfL9boE2ndNNfO4SfylBYaX8aWRglMDSBREtOWIQdNMYLNaaE3oXusAmyFK26dbsq5yWrlIRLu/dOOolALa03aW8D0wYp2pL7KrzWvrWbFdFdiNmoiDVBADdzEsJPPJnTFK4lBI3WgSx17DzSYC5n6AsjuLhD3NuB8Vj4mY2GENbXGaBpoXWoxJKMAjuzEmsCzmsSE0SvN3NkI/EKY4TQaoKXtqElA9jYrttslhaQXt46aG7VdqW33IZ11XuioTCR46Oc0X/+bcIbXguLijB33fgtNsZ0dQoD+3OgPz/682ZjPm14tJ89j3s6h/tybxPq2zkj1b3ZOei+SLbhwcY7T1pggzIh9Pr+POsKYtdXq+mBdN17Tb91xfYEuwHSdo0mE7v+20Gzvv03Z0KGv//UjNFTN1Cvvob/6Q9ysHgL24ln6gwHXnKMVstCWJjApaxlP6/ZHlSM9yq0geDB15q2MdS1CMe3TlO3VhZgE7AF2JFCFQqVaArfEttmlXBTqUKPctRWsa6mPkNJKG5vw/Y28eGHUYdH6Ju30DcPsdcn5IcVw+stwfVcQ5AKWhdQTnUVx6y4foGO7clwITfspbCbrr20pFNCcAEGwZCpwIOjOY/+d1v8/HvgA0eWjgqYQczveM4g5P6/a8fxVX8envznE56dDamjxiiRO7QaWq8YB83UGFKtsdpglGLWyvjqn/dyDVMqYpMIKmIJZN0ftI2YPGK2NfZNV+DiHvHiBeLe7u0nZ8zm7033hawhfSRnd7dhZ/mcUahEoYwitppYRtws0paKpjHUrRVKSSIXRyVZ1pKkHpOF1XhxlaZcpOjDbW7UXY7fyzVOOga07cRzsBjwwM/+JnprCE/doHrKb4zf5ZienML2WQ91571CwSquQ8d1V6QGrArWABz16vFmb26/r/50//2dK5Zfbh7x820ZeiUGmM9B93NsccO7/exer+8tEm1v0rc9Ivs2bi6YjV//3vcA5j1wnrRCxlEepwyuTtDPXMUdij+VavH8ai8UiSAFT5mJDK1jq6gZ79akV3S38EbCImCmkeAVjTP4qClb8YOtDSROin1UZlGjBJ0YiBBdR1GkQS3Btm5Rs4mAyvA5lHKAmCaoLIHEolKD6t4ihlPtIUERvDBTtUHTdkVLLkhub1lRvCwSKkwg14Giy5eGqFBao5XnofGMB773Swk7u/yhZ3+Oj/yzC1TBEYFcW8k/d0QZoiIkPlWq4Q993THhHV/NI286wn7vr/PMdESIS1k8j1UaHDijqKyi8IrSKBZOCDdcEC+uDWt1J+csrvUip9fZSmHRyA+JhSwhnqHMtGHzBWo2Qc3mci+KBJ105cRWyX2SonDCcUWsWoID1xrKJqFqLS4orI4k1pGPHHYc0QONShTRR5IyYI9rhhNH5ixayb2Q3m9F0YXeI+AOI9kzVwlXJ5TH6cb4XY7p055u06ueantzq+XO88n3nr8b7/aV5NmetldqbvZ+7Rx0XwLrT0512073zqR0ZzHf9PU8nVrfvg0AjpsLaR3W71X2gHbaE/o+6jyE40nB1rMnZJ+5SltqqfBVMq1chDpIS5C0ikQGiWMwrEn3wF4aglHE1qMnNQSHXQRiJXqnlTMMvBZB+8xBjKhEowYZjCU8qJyX6qHGCVK6ALMSde0marQgjkcSar4T+IbYydM1UDfE2hGrSFNqXGNWPcNKRULQeK+pnXABV17ThDUHsOjBaiH36MgeUrMsuJL2IDwsvOHZ6YiL/+x9mG//Om7+iqcJYLs+3sJKS4zqqqJ9jF2YONIEuPkrngv/Dbh/9j6enV5i4Q2pko5fqyM6BrxRZFGT60hupO1JdeFsFzv6Ta+pvKF0FttGdBXQOqy+rwKs96A8Ooura6TqmjgY3tbvCgjYzmeo6Uz4qxcVVC0kGpVaIaZIzDoS4TxqLsTWvhYhhEmVsnCWCBTWY5OAHUbsnkVtZajEgI+ERYPSDYNnHVmzOd6UkhyvVVJx7ioj4/PZmuPJ9sb4nbrlON+MXfbnQNvzPFu1njeuVzDlNwD4bI/2LItnhKdfjvZ8wsuvRLg+B93PsW0C8p3DUKHf2nOG19vPQfV37wBNWN/mqrfjn/dA96SVhfPWomD/2Tn2kwf4eoDu8nEgXkfjBYAUilQHBmlLuhXQuylcGHfE+rJI6blHd3m/ubMcNZZREEL8om7JfdMlMy1sj7qTd1C3ssDPK2Jdw7SCyQKVp6hRjtoewXhEHA2JgwFYC86hZjNRzDmaEI/m+IOa5hAmk4LGCwWk6oq8pIhHUzvDzGnmXlF6qHxYVbpKv7GQ6Kfak+q19xi8kPgf1papNjzeXf4LXxJ53TORGFMqH8m6NqDVfYqSU/QRXjeKXPgSeb/o4VqV0gbFyHoUMEhEDSmNnrYrusq0XmnDuhipfKD0cv6502iVEFE4vwb6iMgrppVn0DQQW8zRHJUmKC352zgayXUE1KTzaqczOJnBrCJWa4UmNUhgmMAghy6qIAOkAX1C9JGmTpjUGYdNyswZlIrsoNAmoAslgLszlONj7OoIooynUugWfJDxppCaguVYdI3Bf/KA+bOWW4tiY/x2Kd6NcS5zoAe03Hne3I13e1bh48sdWM+y51dI9UqE3C9A0P3BH/xB/u7f/btcvXqVt7zlLfzAD/wAv//3//7P9Wm9IHZWqFmd4fWa3u3rtzU0cRN069771r1Q87xdf8Zx9/igzrh1MCL99DFtSFb9rBFofaAJYcUulOpAmjjsUKG3c9jpSCzKGtU4VF51/MpCP3itkpaVREe2Ksuo6fJm1sBgIO6lc8BcPNU2ECYN4cThF6DsHDNQ6O0EvZujtoeo8UC8Xuelb/NkTrw1w18rKa8rTo4Hq1xp7IpydMf/7JHe0RNnmLUwbyO1C7QhkGjdcQDHVcuUVNHGrtBHUwbDs5Vi0sCtX36UbzT/mg/95iWqoBgmrAhCRMy+Y6tCCqKIUAX4wL/f4W0H/5p//suPcnUR2UoVl3KD1bAT6YBGqBDTrqo56WLFbQjUDuZakSqF7TRk26AoncF3+Tbfee6ZCozqlJ265srTC4yLqLpFzReoosudOw+3juBkTjiqCCctfhGJTr6EKcC+yqCMFsAcDQWs+603DZSV5ahJuVFbJq20Qy0pNlW+jG4MpFoawFp07UiTirSjjxRe7yC1ytFI1EVHXJtQftpx62CHgzrbGL/zdjnON0GwPweaHrie1Q50lnd7HlL+wrP3ve9993XcY489xqOPPvoCn80XGOj+i3/xL/jO7/xOfvAHf5Df+3t/Lz/0Qz/EO9/5Tj7+8Y+/KBfnxbDbaOA2NntrEDyrHaHv9W727/ZyU2qziqSJfU93/bjseQOzLux82FhulQWD6w12z6xGSACaGGmDJ0a77g3NPGpoYJSvOZu1hkXVKdp4GqeZOc3VRaTMFANjudQk+JquPFUT8xS0gaaVEDFA6/HHjsUNw7XDLYiQWc+oqBhuT0n3pujdBL03hBiIZUuYNLibjvmthIOTATeqgs8sUpqwJlhI9Tpk7qPipIGJg3kbWHjxfWwU0DV0IN3RRkqlrXi5c6e5UQau1yWHdcaP/9KjhCj5RItgWG7lrmq17j1tg3TkLJxwF3/ilx7lY0eOqa+57Ash/9da8qBm8/MNnX5xlDBp8AHTKow2XchZNGp1JybRdLnqZW5+bBP22pTBUw3DcoGdNeitGapIQGloHO6pGc0hzE8SZuWY2knOdmBbtrZKth/sxmNiiVkGaQLBo5yDEPE1lE3CUWO5XimOaxFDGHRFfMpqKFIYFlAU64FaViTZvAvhd98xeLRSrDBUgfOG8vqAW2XBYRdWnnVRm7J7YXUKdJvYS7/0Q8pnAfBdeLd9u41T/WVG93imxecRXn5hz+RM+6Zv+qZ7PkYpxXd+53fy7d/+7S/4+dwz6H7zN38zf/pP/2m+4iu+4gU/mc9mf+/v/T3+zJ/5M/zZP/tnAfiBH/gBfvZnf5b3vOc9fN/3fd9Lfj4vtPV30aZXmXxWCPqsnblXm7e13xbRLyKp3Pp18y4HduI0h3XKcDrgwo7B9JhV2yCh1yWLkCZikihtPVlKLKRSVwUvIceO6cBFzdwpnqym1H7AbmpYuITQamFnUgpsskYTbSTkWTnaE8XRyZCPH4+ognjJO3bEpeOG/ZsLtrYqBleO5Xo0kWaimU9ybs4GXCtzrlWWT0wCbRCax0GiGdiOprL7uGkLsyYwc44quq7oyQgPsgqilrO8UFEINdqoKYPiuKm5Ya4yi2MGJxfZTjWpEZYuq4UNy/QKmnwQisdWCfH/pIWTJnA1HrAwU7LmYXbTnDIVVSDb3S/pi44rzzcimr8tEeWW1JEaF8XD9lFRd8C+aOW+JVqxnWou5SnbR2MutguG84Z0a4FOO/KNMnLzqQEHiwE3qpRjZ4RJSkcuZo6Ho2arKlEhyH1KpKULr8FaYoyEVrNwCcet5vrCc71dcMEWXMy78WZUV8h1asxkKSaRyMqS9czFiA4B1+X/DAEfDAfTAYd1ykm3WVyO36r7vz3lhbp+tOiM3O1ZZBdnhY5fqSHlvj2v6uWXCHU//elPvzQfdJd2z6A7nU75mq/5Gh555BG+5Vu+hW/6pm/ioYceejHObcOapuEDH/gAf+Wv/JWN57/ma76GX/7lX77jMXVdU9frcv/JZPKinuNZthGG6oWN7/YYdcYxd0OmAZuLTL+IpJ/nWnSL17SFo9YwqHN2/LrqNSLg7Zbi7UqqUbUNqNRAnhKzrj2maVGJRRndeSvC+/uf3fto1Tu40u5ROoNrlSQ5QRZsY1C+Y9+IEGpPNU+4scj59YPA0+4Ig+Ehu8UjowGPlhkPLGoeLKcYE3FOs6hTDqucq2XK0wvNk3PP/1G+l7o9ZnfwOq60r+WCHjNOLHlXkDRrAlPnmMWaWtUkMSFGqYZdEoGsrm0XWq6DovaKCSUT9yy1HnO9HgEF26kmsWvVHQHLrrVHA0oROzm9k0Y85SP1LLWfMtH7zF1G7eVzkhhWOXXVO58YoaGlVS0+SusTWNogOruli0xbx60w5Rqf4mjxSbJkhwfbL+Y11WV2kgG1t+zVFYNJg7WiIVzWKR8/2uLJheGpmecZd4zH87Dd5Q3bCanOeaSeiaiPVmAM0SYo1Q0WF3GthLePW3janfAp9yu8Vr2Dh92eFM8YLV5y0hszzqHyFG0DVgvCRiIOj47rrabqPN2DOueoNUzb5fjdHNNtPHsO3A3ZxVl2PyHll3sY+hXabnvfdncI0LOf/Mmf5JlnnuEv/sW/yI//+I/z2GOP8c53vpOf+ImfoG1vb3x/oezWrVt477l8+fLG85cvX+batWt3POb7vu/72N7eXv088sgjL9r5faGYUuqOP0atOXzlZ73YL+30YAkAUbEkAlYxoGLo+nPCSq5Od2HaUXKFPGYkSrw/pXpvGjsmhN5GQCkwHRnFTmZ40OzwkN3iQm7YTSPjxDO0LWnmSFIn7FbWkRlHYQIDC+NEczl9E1eGb2NPPcKYAbnRZKYrklJSMGWVxmI6HVy92mycNq2ksGcJgCYarMowKiFRZkM0YXmNlsxKcXXN1tfTKkWiDEYl8j7RYDq1I0W87R70r40o8RosRrijtQBuqiAzitxoxgzYU49wZfg2Lqdv4kLcY5xoChPIjCOzct2S1JFmjiJrGCee3TRyIZcNzoNmh53MMDDCMLZxbUJ335Ygp7v7piOJgjxmjJIrZDFdC9DHuBojqzETYlf1pW6DPn1q7GkCVoXeWGU1fs8a3+f24piMbXVfPy9lIdW//Jf/kqZZ914/8cQTeL/eDC0WC77/+7//JTmX+8rp7u/v8x3f8R18x3d8Bx/84Af5J//kn/Cud72L0WjEn/pTf4pv+7Zv4/Wvf/0Lfa4At02gVXjyDvY93/M9fPd3f/fq98lk8jkBXqXMZ3/RfRzTX977j/UpeDS9nK7tXauk9zjrPq6wMLae7bRB62QVAhKQ0dgoCjnEZa+rIjovFcvdoFbOdQ2vHS2kihQWHo5v4EKSM7RShGVsXLeq+IDCsRJfVaBSQ5I7dvOa141yqoHtwsuOS3nD/mAZXu4qipuWZOKFcQqI5Ghlqfyjp8LLa2Uc6ZtV+KBpg12JESxtCZYb17NjjEp0ZKhSBnqfQRyzl6YME7XuoIlSNNVLw+ODWrUmWQNDFHsx5ai9yMLkDENKrjuqyVOA2wdvEMYsEzW5shRG2K2K7rsVEQbWMEoMu+0lXLzYCy/D5aLi4mjBcKuR6vNUSr18WfNYO2FsB+wmKcfDzfDybl5LZEOxAkoVnCSpo9xPYyOpDgwtXEhyfPsG9mxOYbvISYjgAso54nLMtA3ULcErQldoplBYzAYhjGQfIttpw6RNKLqLvRy/yzFtTy3o/Tmg1Z3njboLH2RjXt5l3nbzmLs65AvK7jfI/lJeim/4hm/g6tWrXLp0CYDHH3+cD33oQ7zmNa8BJIL7Pd/zPfylv/SXXvRzeV6FVFevXuW9730v733vezHG8Ef/6B/lYx/7GG9+85v5/u//fr7ru77rhTpPLly4gDHmNq/2xo0bt3m/S8uyjKwnhv75bqfB8k7Pb4Jrj5GqR47RX2AAbO+YpLcA5L1elmH3eNt69rKG/fECo0f4HrFjojUhhlW+LaDwrSJWXno+l5zNdSOtP12hllWBoY08mo/YyRQ7SWBg244KsquYcS0EI8cFD1qjckuy3bJbz3mzN6cKqVrSPW4rpDKThuRmRXJL+IYLU6DVcxdS+agIaEK0RCclMQol+cnu76sFQoFRIi5Q6MhOmlLXDzA2GW/c1qtCKhek3bhSoIO6YyFVrmEngSuFZnGwz9SP2MlSRgkUWoqnlmXPsTtX8RJYqRQZYGQto1QzTmCcSF/xZiGV7hVSBfZSx4O7U4YXWuxFi97KV4VUtnFcGczYOyx58CRhVua3FVKpPJViueDlfinV0Uo5yYN393cnCVweGLJ6RGEVQ9tdRR+71rAG1VVcU1ZQN/hWBBmWdQNWiQqTVcvqb41Rnv3xgrlLVoVURx34Lsd00m5uWm1v59OfH0at502/ZeisTazvQczm8y/vEPJzWfw8z+nKZ8Xn/P2ltHsG3bZt+Tf/5t/wIz/yI7z3ve/l8ccf57u+67v4xm/8RsZjaRn5sR/7Mf78n//zLyjopmnK29/+dn7u536OP/En/sTq+Z/7uZ/j677u616wz3mx7XR+VnFnj3ZzB75+je6B5oYH27uVySlyjLS3sORm/b6FWU+WUbcg7qWOC0XJzuUFVSg2QqGpUoRVlSzCgFQb4ryFWQXzuby4rKFsiJ2cS9oJmz8wMGwlkd3UUaQtJkM8XR9QVbNuGWq7xS8xmB3LUDkeGx+hLL2WoTFsD6XtpGsZUmWJOZmjRzNMUZKkU4pjh2H0nC1DTRSP3geNj5YqCC+0j9LiI8ArGw7b0TOmJjC0gUuFJTcDHhgo/uTvfZIP/eYlPjHLOWyk+8Zxp5Yh+eVSCq8fVbzti2/Q/MdHubowbKWK7VT4rK3uyCA6EfgQhVplqUWQKE2uNcNEs2VhO5VN05I9644tQ0nLTl6z9YjDXBmgLozkOvZahuzeEfZkTn5UsXsyva1liKQbg62TSnPvuySz9F2bDIq0ZTd1LHxC0SkojWwXgXABygbm5TqdMCthVtHWhjboHkGJIVWK1bCNYK1neHnBoko5rCX3fqvRG2O6P84Byt6c6LfUbRRV9eaT782zfiXyWb30t83jPg69jCuZVymT+zz2Xuw973kP73nPe3jiiScAeMtb3sJf/+t/nXe+8533eQafG7tn0H3ggQcIIfAN3/AN/Nqv/Rpve9vbbnvNH/kjf4SdnZ0X4PQ27bu/+7t517vexZd+6Zfyjne8gx/+4R/mySef5Fu/9Vtf8M/6XFg/DHWWd9v3aDc83d6CkZ66rVnvfbPeYjTsYfNOIlNnP6u5sD+jeLXFP9ngnHgeCkiMJsCK3L8Jmqa1uHmDPqnQx1NZKeuWuKiJlTAiWSW8xVdyIX7YTRuK3KHT7sOdh0UnTr4kx/ABlWj0VooeJthEi4c1yoVI4yxyjOEJKkswVlHYEpMuCFE9JzlG6TUuGJqoqIPGd+uw78LDzZIeUot3T5fzLrTnwdzwqkHka770Kcy3fx1v///87zz1by8zb5WQY4SzyTEeHcLb/9AxfOPX8d/5f817f/1h2gAj6ym00GQG1DIa252Hou1Wq0RrMqsZJiKasG09W52I/MC2t5NjGM8gbxhst5iHB6jLO7C/Q9zZ3iTHuLCHms3R0xn6ZIY9TY6RaEH+ugXmm+QYgE6hyB27VUMbFAMj5Bhj6+V8qkBc1Kh0IZzOMYp4wUlF01qaDnRFxUqTGOkLX7ZrWdtSPGy5MJtxUEoh1k4t53CrYw7Jmk3QzXr96f0WunYj7HznyFG/qrk/L+N9hJpfdvYStgw9/PDD/J2/83d43eteB8CP/uiP8nVf93V88IMf5C1vecv9ncTnwO4ZdP/+3//7/Mk/+SfJ87OJ3Hd3d1+UMu2v//qv5+DggL/xN/4GV69e5a1vfSs//dM/zate9aoX/LNeKjsLXM/ybnU/TEbf012/Jjl1W1O9PibvebfD3su2E1lYLgxKhg86zOsuY65NCe26JSAzUvxgtIRbm6BZNAmjicYetejRdEUDGSc1oYwEb7CdApEhMrCOrawmzRxqhd5OmI9AAHhJA6mVkCikFvbGMBqeTQOZJFIJqzUqBFTTYtpA6iu2yvJsGkhjmbQJldeUXfFR4yMuRnyIndScpgmGJES08tK209FC7mWOofErjudbH1R8cqa4VjbPQQMpgvefnCXc+qDiwjcKH/KVvGHe0UCmJnQLmqIJpvvR1GGtmGOVnG9hYGhE03ZsW8ZZyyBrbqeBTD3pwJPuKtTuEHa3iHu7xN29DRrIuL9P3N/foIFUfRrIupH/Q5THPRpIQkQZRZrJfXZBkes1DWTwmlA6oQmFDRrIcNSyaAqaLhxutCLtaC+tWhfs2NRhXrfP8OA6Fw5LGb8d+A67XuD+OD89B5Jw53mzQTbT6+vVd+H1nk4NvZLDzfdi3vvbukrOSgt+7dd+7cbvf/tv/23e85738Ku/+qt3Bbo/+7M/y/b2NgAhBH7+53+ej370owAcHx/f5ze4d7tn0H3Xu971YpzHXdu3fdu38W3f9m2f03O4V9NngOlz2Vnebf+xjXcOKSenQthZb8Epem7XuHf3d1Nx73a2SpIHM3jVAyQfOCbMRRs2spTyU6v8Wh0Ui9aymGfYwwqy+YbggZsrXKtRQG68/CSOomgxmcRIYxtgUaNaxx0FDwYWRgXxykXiaOu5BQ+0ImYZKkshS0VMIVekhWj53knwQNXLc9Ok2mBV17EUpC+58pqq03lNvO5kAMNqIzIwngfHM+x//xVE4OI7DOknpL0qAnQpzzsLHiRcfIdsBux//xU82BM8APFqfdQ0XlqUqqCovNBxxihpVWlLgtwEciOawXniyPL2NsEDk0bsAFSuoLtGMcvuzLsMMBwQhwPicCSCB8dTmHS0kK6FWX2b4EFsJQ9tskBRtGxFTdqGleCBazVurkA7dBVWggexDLTHMp7qcPt4M0oK3gIKWwQZn08ds/OkgO7udNyN6eS2cQ6Q9djX+vOjP282BA9U39O9c2/8c9nGpvll3M8beT50jooPf/jDKyBc2rvf/W6+93u/9zmP9N7z4z/+48znc97xjnfc1aedJsn4c3/uz22ezUtU5f4FxUj1crDTO2Kt7gyo/QKPfug4IV09zuOazSdX6+eHZjOnO0rWn7mTrgfWxWydz3pgKPnY7cca9JsfIzz+VrLP3CD9ucCkFdKFkQXXhZpDFBarG3VGEwyjMmf7oF55VyEoWm9wQR5bHRhmLVnWkuYebSHUkXjUwEGDX4CrNaEDqWQYsBc09iGhG4y7+8J89Bymjo9QB0dw44B44wR/q8QdBprSSGtT56FqIxWwXgUS78i0JzeWzEBqlpq4niYEDmtDjAofLHWiGARDomUR9VExc5pnyj3sX/gdthPPJ2YXKF1kaCyld0xCRSQSCNKKhMKgyZShdJEf+V8v8Pqf+jVOWoOLeySduIJUL0t+c+EV09Zw3MBREzlpPC4GCiypkcrd3EQy7UltILFOpP2Q+iapBlZ4HwkuYl1AXztChYD2geha4s7u2Rd2OCB2soqqrnE35rhbgXYueXJtwWYBlYDOILbyXFY4lIpknbyj85qTRc68ykhuCY/1MurQOBFruFFnzJyEl+V+KGH30jBpNZfzQPYlu4TH34o+PGb72hMyfo9l/F6vZB4cNptLW1/oow3rceR6rGyhT2V5lrJQb15usE6dXq9jn3Tj5W3PR/Dg8ccf5xd/8Rc3nn+u4tePfOQjvOMd76CqKkajEf/qX/0r3vzmN3/2cwyfP3fhHHRfJOvvdM8it7j9mHurTN6oSu4/PuW5pL1QW9rzfgqzXkwGaSdSMDbCp5sk8ObH2PqPx9QnQ1wUBifVdfmI9JrqpNQsddBUzpwpYp92IvbLzWRwED1Qgm8180m6KWJf1oxtg9lrO+Whdr2wRboepo5WsCdiz81jwq0Z/npNfagp5+lzitif7hdcPgox0MTA3AUSLVzIKEOIgUSL3xqiYuE1tZe877VKM2sl9yrV3aJc0w81Ggw6JkKrGWDSwG9Pkw0Rexc2ReznXjNzMHMwd4HKdwQlbK710kHcEXi0S6DVOCeSfysR+7nDZHNM5dCLGjVfiIrQc4nYt60klp3HHwdmt1JmVfacIvbQefldeDtERdXevuT0ReznTugvl9djmdtVSGRlK6/gi14l43M0lPHaG7/LMZ3qzYhSfw7050fi1/OmP5/utcL5uUype490feHY/ffbRsAYw9bW1l0f88Y3vpEPfehDHB8f85M/+ZN80zd9E7/4i794V8D7+WLnoPsS2+n+277ne1butv+azRxUT7i+N7HtKdDtObrkvY8vzHr3l+cd6A6tqMdoTXjzm9jZ/nnKZy9ITlCDjmtWJJFeU/jWMHeaSSuVzaYrVrJKPLbcBDRu5QF7J6FdAO8MTWO4PhmycJY2ahIVuOA1+cyRVA7VOtR8BhOPWpRQ1bKqGy3AO5nDZEY8WOBuVFQ3NNPJgEmdsWgtISpSLaHXzHrSxKM7b7VpTdc2xEZlR0AUaEon4gfLaxqiFi+0e83CqU5aT3KtpYu0IRBi7EJv3T8VUFF3Xm8nIBECc6cJKBIN3nQtTFrRxuVrFIsV4EZKF6ii22j9EmpKOdZ5TdO1y4Qgj+vOi2yChLKNirTtnPGtivzSAfZgjto/gq0Rqsjkui5LpPOMOCjAGOmlbR3tTHM8L7hV5qv7NbCOcdayE0uMFeBb3u/Y5WJd0ExdQhu6lEUEj/wfkE1cHdSK8jHpQHc53kqv2NmtCF/0BvnSg1zGa2/8Lsd0fgrb+nOgPz/688b0dKj786ztz9H42ecrnC6yevFIgz7Xtuwdv99j79XSNF0VUn3pl34p73//+/kH/+Af8EM/9ENnHvPqV7/6vkLHnzfcy+f2wtqGR3wXZBeqX0jVXzB6g8qos0G3/zjVa9BN0o7jd5BDsS6Syy60VF5CfRoB3r41QVHFtZcl59t5bTpS2NAt9BrvFc7pVaGnD5q6sSxcws0urOijojCBUdeWojo+ZjWbw9Ex8clb+MNKPKjMohKNP2nwJ4Hy0HI8HXNQFhw1lmlrqKOi0NKytBUMRXAUwfVCxCJg7+OaPWppHs8itBinJPIQFS5AYtSSVprSQd1VFrc+0oTYVSdH6QW8w1yX3K68rlFxJVLvIzgNrRZg8LHr9fUwbSNzJ+dTq4aEonsvOW8fBaAbbzBaQrZt0JTOUjrLpLXMnOSGA4rDJmF35tg/Ktl5tqTYO8RsH6MHsiTE2sm+Zi9HPXoBdnfWrUFA5QxHraXs8twjb6iDwahAljrM8vqG7r57KUibOkPZnccyIgDry7S8rivHVK0X9cpDfqm3OypykRkEkrTaGNPJqXHa//2sudKfT2oDXD87mcbtHqzjlWBLLpv7Pfb5f37coPq9k/3Tf/pP7+u9H3vssfs67rPZOei+BHYWsJ7+XW8UX5zVj9t/zZ0Xj9PAuMlCtQbarOfp2qxrBykSYk/5xewYmiCLYG6W8nZd+DR2YBOgjVA5VqQGuYWRVUJmQCRReiUr2CoNUVF7Q9lapm3CYWso3TKsqMitp3gE1MWxeN4xwvGM2Qcrnrq+wzBtGQ8rtGlZzHMmVcatOuNmlXDQKI6bpaZq5EqhafsEFxHaTrIwREUb9ao3tL+ARBWpqDFLrxxNETSJX1/jpqv7ar1UJLdBxBVcDASE3UoYvPT6MRCQ1ysCMXafbQTUrRIH3nXXtvSBhRMFpErVG8o4y3Nug4gwNEGjnQFlcF5RestJazluDceNYtLCwkWeNpad1LI/z7g4G3LhsGYrr1ce43Q+ZN4kPHL5mPHWDHa2wRgY5BSPQH7d46Ni4cWLbaKijYrCpBRBkxkvuYjuPtfBUHtRm5o54eLujxerOoVHIxu2/jiDpcwf6J1eJXFRCKkHYLPFxphOTrF5bUaC1n/rz5v+fLJnzL8N7/Yu5/XLL6S8aS+Vnu5f/at/lXe+85088sgjTKdTfuzHfoxf+IVf4Gd+5mee87iv/MqvvK/ze7HsHHQ/T+0sT3cDaPuPdR+AN9+r//vm417Lg+kWotRuyK3pgaENopqDWRe66p5nuATc49rjY8RoxTBoQGGVCK/nwdB6QwjSPuOCpvKGmbOctIZJK4BTGOlTfeDKBPX1f5i4mKPKivDoI/Da1zBOfoXDH9FMmoRpLQvu1TLnoLXcrOBWFThoamYsUCi2KNjJ8o6ZSfpwtbKE6DvWJgFc14VoOy0HNKCiotE18wjR5fhgaYyo9eiOY9lF8Wp9iLgoxTgu+i68HFFRYZSRxyhUVKtKZhc9BIOLgTaACQqjNt+7DZHaB6rgWKiKVjWr66+6imEfO+APmrrbIGgibTTUQTz5JiiqAJM2cFQ3nLBgNB+wn6ZcyFMu5in7ScFO6iiMY9YmOBRv/sMXCF8h1aHq5k2Utaiv/yoeePrf8fR8wGGjKT20UeGDYWRTuabGY3Xo2qQ0jZe2p8oL4E6byNwFfIgYpciMpoiKwizHObAE3tiNswB60KsFLgoZr73xuxzTdz0H+vPG3xmAz2rrOzexlyq8fP36dd71rndx9epVtre3efzxx/mZn/kZvvqrv/r+TuBzZOeg+xLb7dXLnz2P218ANsB4Y5e+ttPhZb2x4Gy2kfQ+fP1i29uZ7w/QQNObIZpIUGo1a2K36Fch4GPERo3VkcIrnJVcnes8HqNU510aFs4wcZpppxajO296aD3DLx0TupYV9dGPrz47fMU7+PLfFzn6np/hqcMtDuqUT80st+rIrarhkCkLPcXGhO2wwzBJGFmhVUy1MFGB7LJdFIrEOoiX5uLas9JKo6PG4QmqxuNpQkYarIgaKKlFDl2oOHYaNRHwMaxyuQazQTm39HQjkSZKA4qKHch7Iedf3m8XPS5GGhy1qnHKEQgbfMSBDnCj5EOtMl20oAMf5HsXOjKyispqGp9w3S+YqRMmzZiTZsxJk3KcWfZzw+tHgddfOmL3+/5PhN7gUWUFkyk8+gjDLx0z/IwnklAHkSl0AcZtV+0dNUnX07wM4bvuGjsPdYjUXiICRnqqSHo5VQHcuBKWdKEb43u9ljF7ahfYG9Oneas358Cd501/Pm2El88A4LPyu6f/9nK2ZXrjfo+9F/vH//gf3+cnfX7ZOei+gLZRpajuDKCnQ01n5Yj6Pbj9BWCjwvKM3NTpmoH+AnRWSyah+0PVwskE9vbl6T/45fyBf/5B/tVTOQOjydksRFHde1q1pt5L9Jp8f0neD1B5DUgYtFqFGjUnLZw04tF9yrU8Mct4+1f97tVnPPu/PMNo/ClGf1Oa4xd/89/yWzcu8eQi5aSBuYOBVbxuO2NgMsbJPmMbGFnPyNZsZ81ahL4DhNpLgZELioXTLJwSj23J249akYw0qqRUjkn0K49VrqXFxlT+x6CjKBQt1X901x7UF1CIK9CP1DSE5T/lBeBxBOUJ3eOoOg9ZiZ6QjRk2JqKpG5fhZ0khmC6Ub5VinHq2zJ2/d+UM16oHmDrNtFUsOpnBmYPFXNGGATNnedvf/LcM3i3XfPbXfoonr++wN6i48gNvJnzVl/PT/6+PcVhXDG1CZjSNVQwb00UUhLhjmc5Y9jXnWkQ1XBdub7txl3X8yv3hKVXNksudtfAHLi8IX/Ffw7Kf9mQi47U/fs8Y52dtNs+aQ/15tjn/emxWZ+R65fcz2OXOWCPO7ZVj56D7eWT6jNzP5qS9M2r2n36uqbyRs+w99m3ngZUt6mTS24UGXnPlkOaJK7RBSy4znPIckBznOJHq5VQL29XQSjVpbgKJDh3NsggIuB55v1WwnSqsNmxZw1u2K/T7P0T4fb8HgAe/2vLh/+8uz/ypX+d6bbi6eEjYirQo6jw6jIxtYCvxbCcNo6xlmNekmSfJAzqL4CE4RVtp6sqi6hTnFQEr+cjQkWGFuOrX1IjKTYgGrxwBh48tkq2VauREZRiV4WOCUamQLSjxdAKyePc9JfGGpYI5qIDHiyYuDU61+FgTosd3/MAajVFJ12pkOnDXXYGRhJ+dV7QamuV1RZFbxyBryHIn18BGliXXoVU8dJIwrzJmdcJJmzJpDVMnPcE3Knh6kfIfbzzEA3/yg1zOPA8Vuzx66ZidLx9KHvb9H+KPPxT42EnOpBOVWhKMhe48fFRYFEZL3D7RgcJ0HctKNm9NMCtO7H4twjJX7bqNRRPhNVcOoc93fDIhlu3m+I23j/PT1p8fZxW19ufZWV7rWfP1lWb3K3hwX+XLLwM7B92XwPptQqd3xGcVY9xN7khzd4M9bnhaa2vD+jNcx1UbZw1qMoOjI9jdBaDYq4SoP8riqvSmxJzRkCEVorYLERcmMjBC3J9rv/J2+6YQgIY1Wf/lvOG1Vw7BdMpRdQ25JbeeJijmTvosRYIQtpPAa0cLdvKa0bgi3/HYHY0eWdQgR1kjBPu1I8wa7IlHH0W8NyyaROgsPVRBftoQaWLEdyXWNiYEFYkxEPEEFdHRrUJqgYiKDq+UtAQp4XgOhFVLVyCuQtF9CwSiCgLmyhGi68LVobu/GqUsGouNCZYUGwWAfQw0UWFCpAoKGyD10HQUnZn1FIOWbDdgtjV6lEFmUUuaxEnF7myOOw5Ux4bZNOe4yjhqMj5NwtRB6eR6N4kUtuVjLxVy3U1/3ZWbKPa4XqWcOLMqAjs9KpftZiYGtpLQ6TYrUi0MW64bS8uZ4ON6fLkgf/chUlzyrIKZR0fSJjZrNsbvckyfHm2bRTt3Xu3vZj6d3WHwHBGs+5D2/EKxlzK8/HKxc9D9ArC7BdelnZ4E/V2/7+1K+6BbVzIUwrRBH01Rx8fEDnTtvkEDte8oEll7ukvPwmpWnmduxKMZmEhuPIkWdZ6lWo6O0lK/rCLNNOxljt2k4dJ4QXHRw6JCP/kUTGdQObYHDa9ylq0kFUpGFRlZx3bW8sgDx2SXwFzIUbsD2BnCoIA0BaWk3Wi6wBzPQc9JGo8tXZdvlLBy5aB0gdpLcc8yDLwM82ulMKQS/tUS/l0TVChMtBsRiajWud7lPemHlmNvydFoqZBVoLFE/CqcLCFrCV/bmGCjRXeFWD5E6u5uW6VJlITZfVRY60iGAbNrMBeHck3GA8gySCy6rtGLEns8JztaMLq1YPfGgosnGaneYuYsbVRkOrKbNmwPKnQGVE7uy6KiuOh5cDHDqgGDNmXmhLLSamkg0wgxhtUBjbCBRcAqQ6IVqdZkWvikXVx7t8srs6yOr7t8sd03q7+p42M4mhKmrhu/6caY9qe8r/4cuFeQuNf590qzl7JP9+Vg56D7ObYXquCiHyo+3f/WnxSu97jpgW7VVQK7owpzMEPduEV89asBUF/2WvZ+PHStMaxCwqveyq7FY2ClYKcwgaHx5NaT6oDtinqCk/5WpaRiNel0ba2K7Ke1eKtbNTpT4nE/8TS0jjhvyIuWS37BOG2IUZGYQJE1DMYtgzfnqEvjtWLOeCy9xsZCDKiDA1R2DDGi5w069R25h+QUSw8zFyh9oPG+B6dITrYDuyUHb1TLwqnQ5V/X4ehl/m/5d49agSTAssRq+V4qaqxK0FiSuH4PFRUGg+rAY0khqVFodCc56PFeaPeVAqs1lZfvpACdgh4ksD2ACzvE3R0Ri8gzYZwqK9R0ijo+wR4cYy5MyW5UqN85oaxTWq9RKlIkjrxoUQbiXO5LnDXoTDHaqnFOo1XEqpRJdy7r+ywFUamR3LJW0iOdKOG5tkqqtmuvRMyhix5Hlh7uMsQcUW9/zRp0b9wiHsxwR2Fj/C7HtHuOOfBcc+V+7ZVSOHUnu99LeA665/aC2kvRWtAPV24+3jTfB91ewUnZo8BbNOIp1Cea5MYcs30DvfcJwutfT3jja/nind/i126ZzquDVgnQGiUfaAykSgB3ZB1FB7pJt9hGZEFUUcDaKGls11p6K4dpJ4SQSvw6Vi0czKANhFmDSaAohGpQ60iSeZJxwF6wqFdfhAv7hN1d2Bqf+vaGOB6jqhqy+YolYcmQVHlN6SILFyi9w61Cu1JJbLuKWqVUp4srz8cY8USaIOVPXvkNMIWOvzdyG0X+ErRh6SUn3f9SfiXVyQqr9Mor9rCqgu5/vgO8j4Al04rKKiqvV4VLJFrEDYqi24x07WDGiDLT1pg4HqNHQ9TwADs4ZrucMJi2tLW0eGkdMcn/v70/j7JtLet78c/bzGatand39uF0cGiEIEEMIBEVIfHSBJNgEn/xXpMrJnrDDTB0MG5MiOM3wMQRRhJNHJoram4uGr0mjpio0ajB/HLFENQAckRAmgOH0+2z22pXM5u3+f3xvnOtuWrXql1Ve++q3czvGDVq1arVvHPOd87vfJ73eb5fj6vBDSrklQG+siAEKg3GBrVTmFgg15ZuFCLIgGrp0MqReIe2EknQXQaN9RIrBBWh/axJL7v4uLZhnd294GHAIb/wBXjqIu7ikHJTzszfZk6bHYVV7XOgfX7MO4duFu60liPvp0VyB3/v3ZlB6Ej3CDDb5rNjfWemFWf3iuf9YKYoake+p33XX7auOOOWx+h2FSKFwWZG9swYka0j+48j0hR///08Ox/we6xQWR9dc0KPo479uwlB1zmLhVM9bYL4ftTCdW66F5rhBNL2JMKRSItSDhEaVHGDGiFqfA1u5HAmRF06cejUkSz5kDo93YdTJ3CnTsLi4u47R8VpbkN5squC/GNhFGMnGBtPaQ11rE4Oa6mx/lSEvlotJYkQJFJOim+s94yNovKW2ofq46atp9FbbgvnzxyvWAUtkWgf0seJUKQx9apl6NkNFcqO2nuMcxOyttEr0BH+J20Q9R9ZwdgJqlrhKkIVkrWz+2EnlpdwUiB9kIjSF4cIaRHbHlNJvBM4A7YAsemAIsw34xESlArHL5UuVgk3bVHxOBPTzMIhlUcKFWN/Qe0dlROMo9RzaadruB4mEpEIwNWIJ5+CRx/HPbFO/YxhsNmbmb/NnC537HbTOkHa58dBI939nqPt81zc4VHw3RqxHhYd6d7G8HPu3neeBHXrn1Xr8aglBrBdh4vWxrBHdtGwKEuy9BKil+FPn+aEWgNWsPjgXINHWhHF40MlsRCgY5VqEglXqeg65KcqVo3WcVO1Ol0fFthKwMgjK4+3YEswhaQYR+UhHUhXKBCZglwHe7p0vjOJGI9gXMCwwI1qzFhS1AljpyitoHY2pGhji48Wod9ViECskrD+2FOSTDferi0xjehuEKLPSDjCzUROuxVSaa8n35kIRSYVuZRkSpKqoMdsPJRGMLYuEpCPVdVBaDBUK4ce4dq5YANoBUWdYMaSZFSjhkVIJY9H+HRl952UZtEWMUFkChFvlqwJhgmgUJUnKQyZDfvfGbCVmEQsMrblNOuysnXcw4HwwWwi7DYS59BMTTDMRLvaT7ZTynBcZO2gLBCPPYH/0iWqJ0oGFxM2hr2Z+dvM6WoH6bbPgfZRmDlvOvY4MDzdmu5B0ZHudeJm9drNeni27tJbdmKm9Zq6lU4rzGzapq3AszFHa9b5QFpDq7gyzjl5ueTk40NW//jz5H/4BPe8cgn1RKj0HVvH2Bmsd6RCsmQTpFCTFJ6MrjKiRabGBdH9gdGMbKs/04d1v3GtYQhlqRGbPhjMG82wDtrBQ6NIZCieOjEsWK1H9GSFSMbBXcj5YHKf56G82hpEVcFgiHjsSfyFLcwzI0bnFWsbi1wpGq1nOJFrlp2aiOs3IgnGeTbjIuPJTHFfH/qRNAorGdqgrIUJ5BykJj1GGAxVlHa4en745riJHBn7VbWQ5FLS05KFRLCUwKk0vG5kJedGiouFRyHoKUlfSyAJadc4biUFWfCE50qRoS57Tpoh/cEV9MYYcWkNcWI5rHufPDFd8y6KsJ82NmFjG3ulYnxJsrHRZ73IQ1GVE1EK1HJ6vSDTZnJDZYxkXGtGJmgxl/HYJtJPUo9aeJT0JLhJpqQhaetDhDs0cLksqbxDCUlPanpIUgX3UMH/9cuMvlCwcS5nbfsUa0XGlZhWvlyGS9mVKnzfRjW7z8etdE/Rely3LN9M69xqn2ezKejD1urujfZ15HYjo656+WDoSPc2hp8h490fA5StiLbdC7ldtwl48opYXKQC4RUpJzeH9O+9Qq4Exnu89dTeUIqK2mu0Dbq6xgksU9N778FaGbx1TZB9HFnBOL42BIUObQVjo/EIlA0X8soqhlGof6tWDK0gU55VHcwD5ZZDJWNEUqIvbwTiyHOE1gRxZQPjEgZj7ONrmCuWYl2xvZ0xjM5DifQsaY/PQ8Wvb1XOWhdVnqxESnjhsuOFy4Mg2l8lXKmSoHMsmgg+ylmIGkOFE01FkItJZDnp7/WRbIyvkEJgfYLzocmoWSdPBJzNapbSmlQ6PqcXg8+sg76WrCShgK3RuGqKl7SAvgpkN6w1yXYGlOTlCL1dIk9sI5bXEWc2INGAAGOgKII5/dqAak2wtZWzVuRcKlI2TMgISAE9GS4ZC9qQKosQHhttHatIuIWT4JuUrkMLFVPPjlRNW3qMj/MlOguV1jP0FUYYMp+So5ASciVYqMZsfqxm7coyl0c9NqqUzTpIiAJsxLnczOnC7jwHpo/nnSv+rqWBDkeJjnRvEg7TmzfvLnpe1Gtaj5PW9aLeke9pq/G0Lz7DmYBYxPdC4TTbRrIZzQiGVcIDbhNXVOgkFP04PJUIgg65T6mcxjaCFy5YzDXeukFqMejujm1QfzK+IfqgRFQ6hTdBldh4ydgqtmrFeq3YrGA7qk7VqZ7IHKZbFqFK5FMbiMUEoRU4j3cOXxj8sMYNHMMLirLIKapgpu6cIFWeVQwLSrKkp2IOxhPlCgWhVkhyX+758//rAPe6V+P/zQd5+mM5o81lpJCxj9QHnWRRY6gxoppcwBMyJE07UejJ9VhsVJ6SXob3eR0+x01bsu5fHHL/KwrE//x6vuL//V3qn17kXCHIJCwlTCq/dVwb18KjZXg+VR7nBKMqxW4q8nFNtlaTLQzRi0PU2S1ErhEylJ57Y/GDGrddM9xK2SpyrpQplyrNWgUjE9ZmF7QgV+GGo6csWgRbh8pJivhT2hC9aicASSo8qZQoqcji+rKJN2Mu7vfahpRwIcc4PEksLtNCoLzjQTZ58plVLo57rFVJFPKQbEdBqmHM7gxjFFvuIF3TOifqOWu6ZiaivXZ0e5io907r2W1urg/13rv0Hqcj3RuIeanmgxZFQSsFSVgfnDz27cctcYvW63fIziLb1wbTTim3no6vCWm+IOHX1zK409QJG2VGURUkp5PYBiJCzypQe0PtEixyoojUyA4GBxxFZRUjKyPxhrXKpu2oFmKmfakxM980gXDXykYcX5JLwVhLRkYzKlOSgUOdr5BJFdY8K7BjQV0oiiKjqDWDKglXBxEIKdeWvjDBAi+Oz1hB6TSFDU49lYNaSZ69YPnG/13hXvWasG+/482sPvqrmI3l0OISnYUqDJWoqESBjf6pQR4yRflQ9e3xWCExvsKKoG5Vxd7cxCekTlE7SRXbZ1ZXR4jvCDKM7g2v4S+tfpwPvd+wUSly5UhluPnIlSOTBq1CsZIQfuJh67xguzGHGEC65ki1ZfX8mCSvUD2PDO3MuDoUS43KdJIqHkVzgu24KFpayYlMTSrSM9msoUZjhWhF2BxfKQSJkKRKkVhP3WQH4jwJ0W5Yn66dw0SJR0lIZysBxaBkITF8fmuZtUqxbYLHcGHFhFyLHb+rHaRbtdLItd89pexnot45598hiHbe+X9nyECKiT72QXGXcm5HukeN620ZmNfiYNtT2M2/MLSJtm6V7FcxBT2SIe2aSEGqoKckl0vBxVJRm4LFs8to2SRMdSReH91uRCwwkhjXdKdGL9Um9RgjGusBGb1gaVp4wglcu0B8xoUWEhPXLBMZiou09JP1QGME1WZMYZeKokwYVCmbVcLI6mgC4FlQlqWkppca+lEiUiWhbcVUkqpUlGXCqE4YGU1hFB7LVz5wCfeqPz/ZT+KZZ/jMU2e4VGpGpqksdtSipqbA+AIXDQ0Fob9XR+EMhwtZAuEQVFgqvLfUaGqRUvuE2jlKKxgZwWeeOsOrnnkG/6xnhWP3qpfz1b/2q3zp/EkKo8LNgzb0k5osq3fdplGRsV0mIWNhgy6yEHBi2GMlrVlMK/KsJsksUoboGMJ6q5aeRBJdlZg4KRkXSDZ1cW0WH0m0ZcDgghyyskTlKUEmJNZJHB7j5OSmrJk3zRRuMgNaCjIlGGwXfFEs8NhQMTSCsfVUNu77ONWbSLaOxLmzgr9NtO11XDs3ur0+SrjTWoP2wt0asR4WHeneomi3mjg/j2inuWLZ7nnbcQft3fR1th0Gt7i5Ud0RookyBEoKciXoaclWLTiVWXxRoaQmFaHVxYhZxZ6mmjGQaSBD4yWGYC9nXFgvdUyCz5nLU5OSDoU2YW1zQQdd5hNpKC46ldYspxW9tCZJg0BEVWq2xxkbZc6lMmGtUgxN+K77+44lbVjMalaWR/RO2CCN2FMgBG5gyLcrqi2DHjhkEbx2jZeMRykLP/1riLd+M1Q1n/uBL/BUsUgRU6hBHtNiZB20k13QZpZCobwm8xkahRIS6x3Kq9h3q7He4HHhvdQYZ7HoSWX0U0XK6g98ga/40dOQJvif/jXGoxQtHX3t6SeGxbxiYbEkXXaoJYnsS5ASNzLkmxXJusVv9RnGyHWtkowNrKWKk3XCGZOwaguWfEkae6B7ac2ylSHdHlPEWipKO602FzuOF/E4itYcwIMRRFtFicFhnAzkzqz61PQzwk1KKmSYg97RKwueQfHUCMbGUtigxmW9n5wPE83lOWQ5Wxi1+/Pt82luD/ycFrC7FWHV/vDvvRvRke5tgNk13fbjKdm108tux61nmxTruVWZ8eLVKCXFeCMRkp7SjI3iVCYZbo6RJ5dDcYxLY7yrogds63vjRdcRIt9Gls+HD0cSCFWJUOWaCIeOMoEJjkxCTwpIBX0NS9pzIrWcSktO9scsLpZkCxaZhXSyNSGlWljJtpGsV8GZRolgunAiqzixMmLhAYc620esLkAvVL7KtW3k2hiR1DhXYUzwfzUWzm8tcul3Hdnv/zZbdcZjw0UqJ2IEOL1hcPiondzsP4UiJRMJSWMDKILDkvWWWqST49loLodjFYrdEhnI6lObiwz/9sdYTkpKt4J1EuMlPWXItaHXr8hOOfSpBHmyB4s5pAlyXKE2hqgLY8RTIyqj2DYaj2Rgws1CIiVLWuK9QClP2nOo3JP0CrJhTT6oyWSPBZ2xpEMRnPXBJjGTwcQiSD6CcA4j1aQIrCmgnxSmNREt0YWvNVUkPswfIUh9GrIDMsyp8dYY5eFCCRfHNWNrqH2TX2ktqcQj0cz1vaQb54vK7L6Oe7Mqlu8I+OtoGbpLWbcj3ZuE613Hnfua1p32Tqm76efsUONpPW5fWGpRTz8rvspGcQdJ8JNNfUZtciRZWOvcHLN0epmhFCROo3wg5iYF2SgRtYfg/fQEC2niIG6fq1Bpm0tHqtykKKeJpKSAPKY778lrTuYFq0tjeifraGqQIhKFXS8RsqKuFVtVSi6DOpPV0FNwT1ZyZnXIwoMe/ZxVuPcErCyF/l5AJOeRUqCqbZJthxo2BWCCdZPEKubguSsJbUMu9ifrKJ7RRuMMlLqUXCoSETIH1nuUF1ibYryZpJwbNIVDPSVY1PF7vOCxYUYiUjLlSWLat6cMSnmSPEa4p/twZgVWV/D9HqIsEZvb6P46C2KTM3ZIYRRDI6ldoKRcenrKsphX9FcqkjMSuRj6XZOBId8YsbBWs7TdY7nI2ao1hRWk0pNHERQtXNBZFuGWq6/UpBLc0rK7FTsusmKqTCZFmA+JFGQ+3Mg1WZbx5pjEwXYNW6ZiSEElSpxwk3kKBO1qQEfjgcQnO47J7iQ8W5g4PVP8PiLaG7m+e7tix/3Tgd97N6Ij3VsUM3fXwkwftyOEVqp4rwvALNFOGxhrWo9FCYClDlGuT0hFj9RnKCHJleRU6jmb1zxTFayTkIrgj9vXmp4WrejHoUVYd9WAli547CofvHh9UK/qR8/bJW1YyUsa03JjJQtu2laUK8uz7t0ie5ZA37cI9zwLTgZyQSn0pSvoi+tkT62z/Phl7rnY58q4FytsDV/xJ9ZIv2IZnvss3P337yIVCaK2iMsjnLEMy4T1KmWjDn67mfKspmGci0lNqi3GSjbKjKeGGb6OlcoiD0IOQrPgVlhmkROpJlNBUKNpi0mNRBnJQC7hvEGLjLAs7ulpyQMLnuf0S073x1RGMagTtmN6eGCCxGOoULYsmQKRKlhdxN93L/7svaEaudmwh7fRDz3NiQeeYeHzVzj7VM6l7T7WS071xpy8Z0T+bIV84AzccwK/shT26WiMXtskv7jB0rkB9zyzzWAzY3ucURiFbkk7NsetMgqLoG8UIyOp4vHLhCeVbqK1PTsvHJmU9LSgpwW5iAYTwElpOJ0NueA1W7UIfeUejDBUjDGinsx7JeLNQuw3T2ImoUHip3/vh4Db559tnX9d1Hs1OnGMg6Ej3RuIecUTO43r94P2yT3jXsPua1N7XQra7zFMLyCWaaTr4l2+QJL4jISMnu+xQM6SSlhMJSdTw1ee2GA46KH7J8PYhIyCEuEmQOFjujA4zRDTzoooeu/EpOVnQYe11r6uyZMwLuemcWNIOXrypCZd9ajTPTi9DGdP406emMo+pglCB9vxzK1zkhHphsEYRZoYkvtzuHcVf8+ZXQk37BiLKy3lWDOok9AbbCRL2rGqDSfzkpV+QX+hQudhf54eaD4/uI+LhYpuRD00CdJr+r5HX2sWEkEuQ0+tdcFD1iMxXpO7RRwGGYutMqF4eEnwouUBD5zaIls0mEIyGqZsjnLWiox1rxlYwVatWNAJ5ViTlwZpbLPTZrdreQlfn0GMxiTDipWqQMkQQS+uVmQPKuQDJ+C+M/izp/HLq4G0BwNkkoBzqMqQjkfkVU0dSV8KT6KC6piMblFaOJaMjvPIk7hQKKVlbGvCxwjXh/kS54UUwZEozCGJ8w4tBEujbb7yxAb1lROsVZollWBNHir4RZBXbG4Wm/nbzOmrLTRbVfv7iDbn3cQeqk1ozvl/pxRbHTpNfJeybke6txBcK72lZi4S7ah3+nAXi9rdP3cfqTId03GKhMznpD6LhJuynCpWUziZ1qwuj/ha+TSXOcF67UljIVU7tdxE4EKA9OGiqqQnk9O+0jwaIywkNf20Jk3NRN3IOYERAibygiAyieglsNjHLy/O6Cz71RPgQBiDKivSaptlXWJKic4d4tTJkHZdXt5120VVw7DErju2hqE/db1WVA6elTtO5QVnTgzpnzXoUwliqY/op/R6Kf/LmUXS93oeWUvYrGsqbxAIFmTKglYsJSHFHdpkILHhIFqvWC6W8HhSoVlJEl52UvJX3rsIl2vwp/FXBvjtkuxKQXbBINY9te8zsJL1WpHKlJVhzuL6FnpYIqp61+uYX15GrK4gTg1IBhWLVOBBn5Koswshwj1zOuzHBouLeFMjtgeI3jYikyjtJ5weHIQcSjm0Dm1KSgkWJqSrJ61DSoTMhpI+Gh2EC3WjXKYmN23hs433nO1JXmmfYKk/4uT2IqupYjlVWJ+CDYRbCU3jY9u+gdwN7XNgP+fNTCHjXALeaWXRocO10ZHuTcJR9ODtt5KyfdFo38ErputezV135nN6PicXKYsyYTlVLKeC5QSWktBa8vCrCl78W+t8USzhfbiIti/G4fN2FHM1BVNAKhx9bVlIahay0O7SVCF7BzVBwKJyIT5JbNNjFD7I69n1OgC/tIgYLMLKADWooC6QpUNmAvp5kIdMrn4fAJtbuLUh4zXNxVHOhVJzpQwFQctJzamVEYv3W9QDi4h7lkNq+8yZIKUI/KV/A8/+m7/L713JuVI6jPUkSrKSCE4kwXlJitBWk8tQlYsX1DZHK8GpTPKnTxW8/F99bTg6L4yb+rnPI9Y2SZa2WNRDnBsxMglXKsX5UgCaxVHOibURydoQubkF4/HUSahBkuDzHNHPkYspugjRoTqRwcoCLC3il642i/A6QTQH1npMLamtonKSDA8KlHQobVHKo5xgwUzJT6KoYi95sPWbfnYzP5r50pCu96Go6sVii4dfN2LzkdDqtaLTSLoKqhThBIVXk3lbiiKMGTfzu8G8G9ejxp3RmztFV718cHSke4tiXhq5jcMUZcw4HrUeN2teC75HX6T0lGZBKxYTyXIiWE4ci2lNtmKRL36Ab3zms/yPP3o15+t6hz9pU6UsogtOEGjwPurvxjRzTxv6aU2e1yS5RWqHqCXOBnKqnaIwetJ+YrY9alAhygpRlvidjkJJgk90kIFMFGQC0XjMAXjHRKR4Jy5tYM5XXFpf4elxxrlR0Oo9mQtW85KF0zXqgQXEAyfh1An80hJ+oT/zES9//Sbqtzyf2eqxXoUof0nDyTTYHGoZBf2tQolAFiq2Qb14eczL/qetq4blT59CZCki1Sg8C+Mhq8OShSJlowzFXbnMOLm+QP/8Juk9G4hT6/j7d5Cu82H7IeS5lQhnfqJAa3yid70hEWUJZYUfVJhtz3gUen4Lq5EaMm+RyqMTj0xcKI6z9cTuzXqBsERPYR8NGwTC+0mx3057N4Pn/l7G17/wE8gX30f22OMsXqhZSizLiaaOKWthQFsx2yrHtGbhetde51UvH6Z46k7GpD3skO+9G9GR7m2Meeu+e11wdOuQNxWfAD2fA9AXKQsqoaclS4lkKYEF7VlUnl5SozJgWJD9b1/Pn/2+S/w/9XJslwmf4yGKHoQu3EahqjnBlAwFQJm2ZJkhyS2675Aa7Nghq7AdtZMMbZCOzKTi3sspeqlAn9hELC8F0s1azkJVjahNsLGLqhpBGMrBqEQMx/jB4Ko1XbGxjntmi61zKU+NFnhiKHhqWJJIxT09zfJiQXJWI+5ZCYS7vAISxOUriI1N3Ff+ibD/X/JsHn7kMbaNJpUah2BROU7nQU2piXSHtSaRKUpoekpwNjc8fGYD+ZKHp0fNeeQffxZ//7345ZXQklMZkq2S5SsFi4M+WzVcKS1aZJxIFzhxbszJM1vIU5dhoTebKh4MEMMxjEr8uMbXDuFF2E/WImqDr2pIW8RblojNLbiyib1YMLiccmnQY61KEQKSKHMmpUelDtUjiJ0YG4RKYkRsvcC6abtYKI4Lx9j6aZNZ458L8GeWNsj+5p+GT34elUEvqVnUlgXtqdxUiU0iJqX5O9vk2sVPYRbsTqL7PW86zEe3pHswdKR7h2DehWQnpG9Ht9OLbB6rPXOp6WlJXwt6GhZ0IN0FbclSg8wFLOS4r/gKvvZbP8Nv/sypSea3iWSmogrhwtooTEHI7GnpSbUlSQ3JgkP144IwDlWEVKzxkpGRbNYKB5zeXCQ5t8niwhaqfxmpNe7sPYF4rUVsb8H2ALbHuO0Ss+kxY4nUPjjsLGwi8yy0+sT0q9jeQly4RPlUzfnNkzwx0nx5UPKEfJJn+4foKeidrJFnVuDkanDnyXLEuEBcWcP8/mOoR59GnFjAPb6Gc5JFbakSESNdw5nFEVleo5THWkG/SMhGgSy3as2iDiTl/uBLyCsb+PUhn/vNlOf/qU3UX74X38sDyZc18syQ3slNVtZqjBc8IZ+EwYOcyDLObC6y+NQa+ckriF6OX4rr1+Mxcn0d1jfxG2PsRk29IZCJR+QlansM2wPEwhZ+dTWY25cl8sJFuHAZ+9QWw3OS85uLPD3OWa8VJxLLopZhrV4Hwg2iHJDUDmcMaaXRRk8yucZLnPOkTkYvxKZvV8xkSs5kGa/6i4/jvuJrkF98ApkLstTQUyaSrggWwT6Idth449goUhkfWPiqiHROSrkj2utE16d7YHSke91omVW3javbzx9BleKMufYO02zVOsxtou2LaaS4ogLpLiaKpUSwkMCihpXEcyJxrCSGLDdhcysD6+u4b38LP/CyR/mhvzddrwuRbtAxdj7oKBc26PJq4VHao3CkqSFddujTCrmSIVKNH1bItMTagkGVYnzK+QLOjwwXx4s8f9jnhVe2uf+pc+TPvYy8bzWsSToPm0PcxS3qJ0s2z2dc3l5haDRKeJ47XmPxwjnU/ZvI00vQi9u9PcKd2+BLj53kkY1FHlmr+CP3u6zIB7i/n/LwQk32/D48fD/ugfshppS9tQgpkbnkC7+ZkKgC6xYY1gm1FaymhqW05vTikJMvdYjlHiKR+NrhtwpWLxScuJDy2NoqtRU8tbbM+u/WqN8vqG3CqcUhMpf4NIFeD9/r4ZMsVGePax7Y2uD+cw/w+Bj+yP0uYu3VKLGIfAyeY9bJN7+IHI7DNo5L/OVt7NNDBk9Lrmwss1lmwaLv0pCVy2thPfjiOmJlIUS7VzZx5zYovlTx9FMrfG5riUe3JefHBjB83T2SBV2zuFTQO+tRZ3LEQpg/IhkGacvKoIoE40RoH4o9zh7IpJsUljXX3WZN9z3/LMX9iW+G9fUwzxRkedifJxKHj1aIiRSkMvQ/A6jGMStGvqMd50DdKrSyrQr+NhnfNNu+1rkp5lwvOESHw62A0Kd72EXyY1xcP0Z0pHsH4up2ienk1q3/Za2TPo1rn9EXnlSG/tRGVD+RQdMXB5Q1YmsLf+IE7iufz19//n/jF79870zfsPMhlVhaGU0EgqZz7j0WiRAeqYMRvehnsBCIV3pPb1yyOChZLnJyKTHe8+VBiVYZuVogOe84K7ZJqzXk6gghBW6zoD5fs3Uh5fzmIheKjG0ThPmX1xdRapueHKKMQywG0vWDErdWs12HSlvvPSfVc7jfPYszOZzKSsTqAn5xYUK4YWdlkKWI5YxMW7bLJMoshv25KC19XdNfqZH3nYDVRUgSRF0jNgYkbNEvasQawZmnCvtoQRuWspqFlRqx3MenrfT5Qh+/uIBYXSBbHXEmh4eGD/K00njvKSxs15rxdkK6ViMvbU620V4aMz4vuLy+yDOjPlcqxYJyGCcQwrNMSVJvIAcFJBJ7YUj1tOHi+SUeHy7w5ZHky4OSNba5R66wnFgWs5LeCYs8nSFO9IO6l3OIrQKpo+UfQYGrcEF3WxKrmAkCH5P5GYuslAD3J54LOMTWFpR1qEoXHiVdcJaSkkwFtS4b080Q/gbIXDgG1Q7Sta1zYLZlqIt0rxfdmu7B0JHubYx50e3O9HJ77TZpr+m2DO2TGKqmMqgipdKTxIpjFXtuvRd466EIrSTNSXPmn34jJ779c8EVJt73eojeuuGCOLKC1ENPTVPPQoHINSxksLoEvRIpIaksq4OCM0XOpVxzudQ8WqxzcZSwrDWLqk960bLqxqSDIahQaDW8nHJle4ELRca5QrNVgxaCZ+UZ/a0anY8gKZDGIoTAjWrMyEdvXVjNElLzAPf2NGdzy4l+AcunYWFHYZLWkGhEphFYhkazViUUVsZWqJCKT1Y9nD2FP7EKeQZFicgyZG1JNgMpjuNNyTj6zC5nFSr3iEzj9Y7Tc6EHyz30CcnZ3PLQYkY6foC+liQyFC/VtcKMKtTmGO89blBTr3m2t3pcKTLOl5rLhaAfjZXTbYeUsOAr9MBAIqie8Wxc7nN+0OfcWHNx5NhgiPaa1VRzJhuyeiKsdcvTC+GmIsvAGMSVAUKFYibjBKUTjG0wPJAiLFdYBDrOE4WPPsCe3rigIUGxPYCixtsw70KLko+SoWF+1k6Qytn528zpZMelre0m5NqiMm1yPoKo907DdRVS3aWs25HuEUPepDTSbFXyTlnC6d+q1bKQtB/Hi1ajKaxFWHtVMQqRwuOdwFfgxzViczuYn2sN2vFXXvklfv9TDwbVIemwvjErjwblcR2usMGByFkR1iq1giwNBU6mB0mCdJAXG5wdD9iuNSOTc7lYwHjP0MB6rVkc5+gNS9/WSO2ohprtUcZ67LFdL2GjdmRSsG00wzJhYaTQQ4vXQbnfx8XonrasJI5n9YKu8ZnMc09WsbBYQJ7jk1bECdNKYCGx3jMwmitV6OtdRnIaSBKLXNL4MyfxZ85OG3W1RAzHyKUhHhjaYCaRWkUq/WS/IWT8nul88UmGyHPkcsY9WcVWPydTGi1gJXH0tEWpuKZZ2UBYQ0c1UgzLoGq1VQs2Kk9pBT2lWCxT8pFBrTvSyiCVZ7CRsTbOWa81QxP6ZldZYDVPeGhBcHZ1QH4/yHuX4cwJWFwI86Asw/GU4KzAxKWFQLpBU7pJRYbI1gGSzHsSPN/+0k8ALw3zanM7FH1V4F37PT6KbUz1r2fmb5zTakdrTrvKWR5B1Ns+z6/VQ9zh7kJHuoeBENd+zTFCXLWmq1qPWwQs22TcPBcubCqK+Tc/ENSibAl+UCG2BoiLF/H33QeA/j/eTPo3PkEqg0KRdJ46usg6xMSmb6xDytm66OsnBaQ6VCNLIMtCsVVtWC63eKgaUHvJWplhfLjIWi8oraYoE7R2SCUoioSi1pQupLJN1Ht28bffUbCDEAgtUZljJas4axSJ1DgvWE0sJ3sF6bILZLKzzcgYqA0Yy7jWbNWK9SrY2WkRbOqkcshegj95akaA2J88hdjYQvYu4zyMjGCjCtu1oBTjWuMqwNjwPap1kyYFaI3oJZzsFTzLaHoqpNBPJoaVrCLLTagwF02+YXb7m33SZCBKJylqTVEkIDxSeooyobQaGzMAJzPFPbnidA7PWahYfrBC378MZ0/gT50MEXg8lkIKcGCdpLSSsROMDVRx3ws8Gk8i4jzBYz0sDLZJ/sl3hNdcvAhbA/ygwpZx3sWe7eZHSVAuzNPZ+RsjXjt7zNrnQFNsFb7sFhS4aF9fboNwsKtePhg60r2NMS+lvDO93L6zl+Jqog2PxeS5tuFAgyZ1accCt22QV7YRF6akCwY/LklXJVo4jJQY70idQkVT9cJBaQWFU9S1wtUEBhAiVOlqDVkeokHn0LXjZDHAOrhSnmTsJKkIYhONOYKzYio4ENcFM+Xp6VDdmiro6WDcrlOPSAUiV4hUIWxgodWlMc5Dr0qxPhQJLfVLdD/ugNpAK8MsxiMYF/hhxcjkbBnBWulx3rOURJlE6SHbpf81CcVRZIHgSweblUMKwXIiGBlNPZbkwwoxHk1MGSbjANCKpf6QM7WmrxOUcCylFatLY7IVh1xWiL6GyiLGYbtTbelpx6KGUSom+0kJJmlV70Krl0eghaOnHCdTwWIi6EnH2azmgeVt9IOLcN+pKBu5Eo6bMQhTg/O4GupaUTgVj3foTkoFoUZAOVLtJvOkqOCb/u40oSsuXIQr27htgx3Heefac3g6Pydk25q/O+c57Ix0dz9X2qnmzsJv/+jWdA+GjnTvQOydXt79cfNQxOi0TbjGh+iyqhV1oUi3DXJ9jDx/GfH44/hnPxuA+83jOPUAqkmTeiitJBWSRAkGBgoLhRVB+KIGbyzCe0jTENUlCV4GJQlRW9LactqOeHjUYxglBjPl6OuaLDHoxCGkRytLrg19bVm2AptpSg2ZhGVd088qkgWHXNDIfgp5EvphlaB3csRJIBsZjFOkypJmJuTY6xpRjPFZClKGFOrWIFQ+DyqGVjEwMIzax8bJieWi0HLXC4vPM4SWkwzA2IYL/MBohlZRFpqFQYXaGgT1rSwLRUrFGOoavCPNDMt5SW4NWloW+nVwX2qqwRdzRFFDZUkWDP3tiuUi5UQqAQ0ClrWlr8N+08oiVZBzzBJD30hOeEE/pqsXtOHM4pgT944Q9z00lY1sbgqkDDdPxuJrKExwJCpi2zQELY5cWvra0NMGJcIyxGJ9Hvf1fyHss8cfh/OXcetj7LajLjRVrbBezrhqNcTbKHU3ylZT8p1/Duxl+9fhYAjVy12sexB0pHsDcRQSb+07873WcdsQYvcLTptYd468ESsIZvPBhLyKhJBuWdSVErm0iVh6OmganzjB/f/6z/Hk3/odkjOLJLF3o7KSBasYWskVwtru2EoKo6hHkrQwiGpWyIAsw68sB3u6siItLc+6vM2wyDBWopUjTwx5XqMzh1RxbdbVLJsosi+g9oJEeFbyil6/Ri0KxGIK/RTy2OKiJfpkQc/VCOkwlUIqj9Sxn2U4DkU93oEMPaxsbMLmELvtKGzoG3XeR5u/AO/F/BBATP8n4r433lO7cEMyLlLsdoXa2Azp2iwDZxGDEQzH+NIitSfPa1Jr0KklX7bokzIQ7nIvbJ8UCGNRQ0uvX7NSVlROoeMglxPDclLSS4O8Z5I7EJ7chjXIRLvJ/l7IS5ZOVaQPpHBqFb+yPCtOAuAsvjDUo3B8x1ZSujCHchU0qBe0oZcY8jR8h9scc9+/+p+mu+bJp+HCJu5KSb0lKAtNZRWVlSGz0ZqbbTTzd5LJ33E+iJmUbft9u6/vHoVoxh0hCdn16R4YHeneJBy1b2Z7HVftKNbSXB3RwjRK2IlgOB5Iq7BhSwSe9XGOdZLaKJaKgt7mBunlIfL8Gjz/QdzLvooH//UbWH/X/498VZCVwQYvFL5kbFaBirdqyaUyZ2l9geSpbbL+GuI5a/iTJ6drmL0efnUVURskcGLzAktbFaYMEbTUHpl4ZBqqoFVu0akjSSy9cc2JOsE4iRKO1ZUR2SmHXEkRizks9iakS5qgTo6Bglxa6m2PNRJTSeSaRX7pIvLKFqKXhdxlbfBbBfbCmOKyRAk4mUIiEzIJZ3PHSlIhhMcNyt2P1fYANyhZSRLu72u01JQuyEYqEaPEy5Lki88gLq1DosMBGZe4zQK3XofxSU+SWpIlhz4pUSdzxOpC2L5Ug1YI55GFISsrVt2IRFlWygQhIE9q+r2arG/Q/bAvAaQ2pH3LognhpM4celmg7ukh7l0JIhptfWdrEWtriAuXKZ+qWFtf4lKZs1WHSH9Jw4kM7s1qziyO6fVLksxRDhVn/q8/A3ioKuRn/hj3e49SPV0zvqzY3uqxPc7YKlO264SRiT3fXkzm6FX7dhL5zj7fPgeOc32389Odfe/diI50O8zAE9b0rPeReKfkO7YaVUcrNuGBEqhJWQuXkpd8JWjNqbfey+hXz6OTEI0tGklhgxXd2IbIZ2QF21XCyoYiWR+jNjZBylBQJWRIo5oaoj0gmUAkHmkdeIGQfrbKS4BQHqkciXZYF51vpJ9Yz+GIMpE2+OxJAc5N/+dC0Y6JZOGdQF+q8KVF9GJlrnW4UY0depxVLCrLmSysx+bKcyqtWc3LYP83L0AajcHBal5yr9UkMolyl55FZYP1npW4zRJZO1AypG3HBrdlqbcEVRlK4oT0k7GH7XDhx7q4nXbyPyk9Ku4fQYhkpXII5aftMnGfChn6qBEekQBZXEAVIhyXogzr094hBgPExiasb1NsKLarhJENUWkiQoS7oi3LTXYi8QjlOfnX7g0etsYgP/0Z+OJTE8IdbmcMi5RhnTC2msIFsq399KYwNrJd95zvcH3o1nQPho5072K0L1jNOqT1YQ1OiVCNKxFUItyhj0yIEBpBe+cF3pV4W5OaK6iPfwL3khfjXvqV5B/7MqMn+iSZpW8qlq1iOckILqphrXdQJQwGGfmFEeriGsK5eDHXIXoaFzAuoKiClrIDbwXeCYQkmqfH7hoT/ocXMyL63guskbjK4QqDGNeIpAwbIQSYkBKl8thSUJeKotJYp1CVRV12JGXQh27ysr52eAMIz8m8pKctniAispwXrKwUpCdCKnvXC0uSIBZTVlZHIDwLRU7lQqKzF9OvCI8bWHwZP8F4zMhTb0vKsWZUZCgZIjOdOnTl8YVBZDVoFYquygo/rnGFwVVgjcRaOel79T7uLyvwZiqc6GtwZrqfvWvuvhwUFWIwDGSuwveIwQAub+AvbDEYZAyqhNLG7VGwnDhWE8NyWpFkYcz5gw73J18IwyHyU5+BLz6NfWKT0UXNYJCxPQ6fMzQJI6MmAitmIgMZpaNb91M753SHo0Hnp3swdKR7k7BvD852BbE/WOppr4rlg6I5cawDK6B2omVTEAY5MHKypma9xLrgf2vqkn5ZsXDmy8jhGP/C58LrXoz/qc+RrCRkzrBgalYTi/OCwgksMLCKjSKnt2bIntlAVAaxPIwRlA9kOxjjN8aYbY8ZSupSTfhSKofSHiFDD7GpJFWlqGpFaRQm6j3n4zREdNIhRIG0PpCTEvja4QYGM/DUhaaoNKMqxTiJlBo98OS2Iq0sKvMINW3T1annxOKIZauQ0pGmlnTBkK4K5IkEkSe7X1d6OSJPgoRiNmJxWFFVCuckSlmSxKFTjytB1A5vwZZQjRTFOGVcJYxrjZbhJkgXDjUw6NSALBG1Q0iBLw1uq8RuOKotyXicMqoSKqvQMthQyGhc4F0oSAMwlcRZOdnPibOAA1WhlERcWkPkafhnXcPWGH9lQP1MwUZxkoFVWEIbVC49q4llKQ02jjp31EOP+IYXwNNPIT73JfxjFzCPb1Ne8GxsLDEoUwZ1ysgoRlaFtLKTFDZUe9cuzE/rw3xtz9+DYt45dNBE885q53leu3ea6Ians/Y7KDrSvYUwK9J+bRGNec4p+0U7LWTjVct4gfIeXKgN9S3i1SK4xtQuFFbVTlJYTWk0VaVJPrNFslUG4n3x81l6taL4I4fOIa+DPZvxAlGHi3LpBIMqYWOQs/TkFnpcI5ZHiCRG1LXFD2rcZk2xHnpJq1rholWcVsFEXUkXHGyMDr26RoXWm0ZUociwDhZdSV5b9LiAPPTpYh1mzVFuq0hKKWMTLOSEgEwFScPQ9uqQmUdIEJpg1pBUk79lDnJRIfsJopeEaHA3bGyCtagzGdlCTTIw9AoTonUXlbri4XcGXCmoC0lZJIyrhGGtKYyeOP2omA4Gi64rRB7tFguP2fYU2ypGoBmjOuyXRPpovyex1qBrM7n/q2qNsXKyn9PSklc1WW2gHqP0+uwx2ioxlw2jSzpEuS6srPakZymxLCWWxWjjCLD0pxXeWcQffA736CXqp0rGlySDrR6XR33GRkfCDWu4pROxpxiqSLi1C8VnTUVzM38Pmuq8nnOos/k7Wrzvfe/jP/yH/8BnP/tZer0er371q/nH//gf88IXvvC4h3YgdKR7i6J9p6yuM4ptXxr8LkQbHodLrolLnUgfLWgFLq7vChF0kGsfDOYLJ+nHSuRxrUmesCwOS/LxM6iyxr/yT5Jd+kOqtQWEdCwlFcbFINaFftahVSRlzokLY/JRjV40wXge8JXHjqEaSK5shotxZYPQpBIOHfV4E+VwHmqnqIxkbBVjqyidCJXXXlIaRW01C2VJNjAkuUNqg3dQDjTjccqgSBgbzdgoLAKFp7YhJeusxMf1X6FBahFM3JUIJJkqRB6EK8iTUKi1GN2MLpyfePn6s/fiXvoSpP8jxOVN1EKNXKzxhYkqUvGAeY8rfVRkAhfHUUdFr9LJqZxmEUUwXBWi3sThXUPUmmERi5GMDopgXpBLR+0EPSspbRAGaUSzxkZjnMR6icCTVpZembBYVvTGFT0zRKThu13pMQMothM2Bz2GVuF8WJ/OpWNJG5aSijwxCOnInlXhX/JixEf/CPv5yxRPWAZXMrYGOdtlynqZMrJqB9mKWNkdCNc09QZu2o5kd5Dvzsj3RtHjvAj2rsX1VC8f8PUf+tCHePvb384rX/lKjDF8//d/P69//ev5zGc+w8LCwuEGcQzoSPcOxF534K411dsXpubipUTQtG3abpz0wRPVh0+uortLIXyQ91OSXAWSU2ue1SJhZTRiYXiRZPRx+MoHEf/vk+BP0U9qjItripMLKAyM4spmn4WiJtsyKB0ubM5KyjJhVGkujnqMrKKONwc66vBmwpHraY9s6SRjK2O7SvDzLW0oBCusZKHWLBSGPDETycSiTELFcFw7tDOJ9RDlChGKf6QGmQhELhCJRGQaEolIdXCKyFLo57C6jHvuw+EzPvUF3PkB8t5F/Nl7w7Z91Z9E/sEfwqhA5BWiMPjKQO3wNrKJs0FsQvlJtC12aFsXVgYl40JQG0laWKR0WKsoas0w/mwbzTC6/VgvWFBh3xgvyZybpKqtlwyMiscm7OtEePrKMqwSFoqUE/UYqaI9n1GUZZDZ3K5TjJ8em0VlWUoM/aQmSSx+VCBedBo+9HHqz20wfFKwub7Ixihnu04mGtZjG8g23Nw16eTQTmW9x7imd7yVodmRZnZ7XNK7CPXGwXP41L73YK1la2tr5vksy8h2tqMBv/mbvznz9wc+8AHuuecePv7xj/Oa17zmcIM4BnSkewPh/e4n8408ydspsP2qOLcvQLPR7fRx40cqRYhslRRYweQiamLxlJZQCk8ig73a2HpSKcmjHt/IaMa15lQ5Ymm0TjauSe/VFFeGZJlkwcvJnfFYqCAP6QQbVcbYaNLSoeI2Wh+qnodGc6kMFaxNJJ5ITy49uRSY2CjifDsyEhPvVdNUvrqghlUYTV4ZtAxV2JUL0WMdbwgk4flE+qCcpA1Ku+CKFCt5RRpVrRbSULikJWRJKALTKihsAfJzX6D+4zXqTUjW10ge+ALuhS8IO0Cr8HoARKiONrG6urRQudDyo0HFcaRaYb2lsCFT4L2gdApnQvZBmyCtWNmQ+h/GNdGhlZG0wrelQiCFQBAVtJycmMxvG0UR92GUiyaXkgWj6JuE2qqomwwWSWUkpVMUNuRkUuXpSctiUrOQ1mRZjfIlrF/AP7JJ+dkB2+dSrmz2WR/nbNUJg5hO3qqbYxUjWS8iyXoq61tkC9b5yfY087eZ03YHE+xFwrufMzfunJ13/s+7XtxuuJ413U9+8pOsrKzMPP+e97yH9773vdd8/2Y0DTl58uQhR3A86Ej3JsHPSUPtPAFn/mqLVbSuEbPvkbs+b1s9hman9nLr5K5bX1K09GkbIqx9kAiUBCP2ILUXHGJ01GNuOke0CFq3WggyJaNlXMbSsMfJrSXOXC6476ktTjx/wPJrltj4bwULOSTKkleWUa0pnaJ0kq1a49EQC4st4aLfpBi360mGNorcB+ELB+iWVVyuoO8EpQoevlUk27BforerFWip0SJEkBofXWyiRKGyZNLSSwxLywVJz6JyULmAXCBTOdXLdH66dmtK8GP8+XXcH3yZ8Zc9H3vsLPCs6cH46DrLyUf4igeusPDVvRApNyIJ1k6VH2T4Hke46RHaobKKdGzplwo16FE6RRXTuWVM8zcRcB1vUEI0G7yMF3WIkrX0LChHJh1aTt1QjRNYIWLqVsR0bjMcSSIluYK1Sgf3qZgFaKauFLCaGjJp6SeGflqTJgata5ZOXkB9w71c+NeXOLd2hkvjnLVKs20Uw6hcVTnB0PjQ7eTjPPDhGDcEa72f6Gk7pqRr4wSu4hJAvYPQbOtvM+e8mUuOrefbj9vFUzvTzvM/685LT1+PyMVLX/pSPvShD808t1uUe/V3et71rnfx9V//9bzkJS85/ACOAR3pHjGcnz3pZvSN28/PKOJM39NWoWqf9KJtXbbjhLdz1ofbdmeN25lzAotACo8Q4dvaEntBfi9EvIJAukp4EhsjTQW1bwz+INlwJE9YVlaeYemUYvPy/SglSZXFe0IlMRoT05nWN9FNSIMaH6KtREa9fxG1lWXQYF5QluW0JpF2QgA+VlcbJ6icooxFQSEVJibb0+z6hnCbNeJMGzJtyFMTCDcDmTFJLfg69uAah69tUH6KX+6tw48NZs1RDNNQ4OvEtBI4OjcVQ03vyhjR04iYJfCNG0HUhPZ1k/OP3+/D0QToVTXSeCRQOQlOYqP9ogAS6UjkdHuD8pWfOEf1owxje5/VTsWoX6BFcO4prYhZjuk9RjsC1tGar7Hd6ylDpiypsijlkNKxdOoi6mueg/3Io1zaWOHSOOdKlbBeSwZ1sH0srKdywRfYOh+j7tAC1CbZ8DvsK+enEey0ENDFc2CWCdrnwLziqVkSnU+ouz1/1c20v/PIdTdcb/WyUorl5eUDv/cd73gHn/zkJ/nwhz98yG8/PnSkewTwc0hzL7QvAO1WIj/ngtFONfud7QszKeXp/2ZE4WOEYIWYRLkwlckTMfqVIkjqSTt9TsmptVqzTut9WGtMZE62Zkgf22Tx7X+Kld/6FFeefgCtXCRCAZjQouQluEiOIlxwU0I7aKbCZE2VI5dhjbGvLT1tWO6VUTvYz5CIs8Gdpqx0IGErooZveN56Mbk50MKRyBjlquiHm0XCTaOMoAPKWM/t7WS/irDYGr7XhVafehiclBa1pbJiWgmsPJm2WCcx6w45qoLUYzi4gXgjROuOTAiBTH3zJWSlmelJFgRVMu9j9C5CVbcWPhSdqeZ3qPhOEnvVvjJWUdZBu6lp1ymUoLISw7S1WYqGaMNPIj2pcKTKk0bxDR11nFeedQn1Z74S/7ufYfyYmUS4a5VksxYMTViiqCyBdI3flVzD3I0Vyi33pOZxcyzshIR3ZpRatQxzzAza59O8SPUwRgh3YnQ7hZ+Zswd65yEj5He+8538x//4H/md3/kdHnjggcN9yDGiI92bhJn1GjH/de074lkHuZaP6j5aiWbJeJbYTeukn9GkbU16F1OcjRuL3HFCNPJ6DVFP0s8IlAjruwKJdeFjpRAkUpHVCf1xzsKlksXPP478n7+R07/4YS586YEYKTs0gtR5hHVIKREOlPRoxOSETqSP67iWnrITEYksq+kv1ag0KCcJzQyZeAO2AFdLTC0wlcLY0Mtb2dDLa5yIaWtLohxaO7T2qMRPWnd8yHnjLbgqtvIYia3FtMgppAVCX62JpvRJidVx3TQSYKrDsao2Zfh8HyqUfXOzIsI6rs7dROayOaRCBQlMrT3WOhLvJhcv5V2QbRSeflKTJhatLDq16MQjk7gurUEms/vI12ArQV4G6cx+rUMltw1uQU1hVUO8KppipNKTCEeiPJk0KBlkVoSA08+9hHjLq+Ejf0D9pQFbl3I26oQto9g2wQBjWHsKG36M8xTWtUh3llB3Cl+4mcezZGt3EJ2ZiXRbBLyPOG0/aef9RrZ3yjpugyY5c6j3Hvi7PO985zv5pV/6JX77t3+bhx9++HBffMzoSPcI0L6DFjtO4HmR70xKq8WTwh8s1QyzEa2ZSUO3I+AmYppvCwhMzpRAuiEqVggSH/paPRIhAhGnEnKp2FQpi4M+Z7+0hjr9Rfzf/kuc/Ylf5onPPggIFI5ERIUj6xAqpJYbwlUCesqSykC2mbb08oo0ivSnJ4BcInT4QYtJyhbng0hE5aBw2LHFFoJqLKlKPalcBqbVwXGtF6ZCGMERCVwdWnGqUlFWoUcZ4k2CcCjlUbG3V0rHUq9iJ5r/jUcJ1iqsDVXEjX2dkh4tLUtLZWhtSny4mZDT8TRjbKqr9aRnN0Tsy8tj0p5D5R7Va9aidbBNVCFX7+PiqTcObxy68OixRYiCrFRkRUrPqNCqNSFeGdvHoqE8nkQFf9xmXd0DZ194Cb7rzyM+/LvYL60xekayPuizXSsGJkS4I+MZW8/IOCrrqb2jcDaSrp9b/LTb8w0BToh6x2v8vNTxPlLKe63dzsO8jNSdiOtY0j0Q3v72t/PzP//z/Mqv/ApLS0ucP38egJWVFXptLfBbHB3p3kD4fdzt7pVqat8x7ifqbT82tJx6dkbWMxHt9A/l91v/fDUkwXhAI1EoaidRNpJwLHYaWxjYUA27WWZUT62RnzqPPP053Dv+Cg/9xC/x6CMP4USMAnHB1s+FCzoxa6ulZzGpybQlj9Ftmlt0z6F6IJd1KEjKNCKRoSJYilAdDAhjkKXBjw1yXKMGBrltUduBuOqRxEXCcwhs7ImVxgWyFSHCtVVQxBqPE4ZlkCjcrEPIqIUnV46eii46iSHRhl6/Qko/IUzngryiqSWDImNc66AtHPtnAVLh6GmLFNCzwQFIpW4SFTszHePERpCgMZ0pS5bV5KsWvSSQi0GoQ/TC/kGqsG+MRTgfDBxqB6XBpwZSR2YtSnuU8iRlgq49pXGUVlE7PylMa46NEi5qcQfz+oe/+hn4rr+A/NSn8V88T/VUzdbmAptlxsAKxhYK6yltSCcX1lE5R+ktla8nhU7XQ1Z2h3lB+7OsmJ4r7fNm3rnVxrzodufr95NS3s/1osMU73//+wF47WtfO/P8Bz7wAd761rce/YAOiY50bxLmrw8dXOhiP1GvnHn9jgtG6yKzX6PueVWak+/zEoGkRqK8IvU62sYJtFWkkomf6tAoBrVmdFmTPDlAn34ScfIE/m3fwgv+7//Ip3/vQayPLTDEwq2mH1d6tHRk2pJpQ5oaktSG1GsOIpNTws2T4K4THXbQMkbPFmqLKGvEsICkRIsanMNaixxDTSD7pg1nsqatDIiQTja1oigSBmXKZpWyWWsulxpHSLMuKMdyEiqOlXAkGtK+DWlvEVO5NZhCYmrJsNZsVilbdbA+rFzIM2RRyamvTTxmoC3BgMCDNYIqRtl1bB0KaWUbiDK16GWJXE2QSxks5LGdSU1dnMo6tCZVCqFM2O+AxCBzh/YuprzFtPc1Hh/j4s2MCAlf5wUWCc7xlV93Af8d34w4dw6++CT2yQGjy5qtUc6gbjx2BZX1sStqlnDHoiQkmN3ceTeZ1nucS1cVNs2JaGcj0uuLbvczljst6g3H/5DvPeD7Drt2fKvhtiDdL3/5y/zDf/gP+a//9b9y/vx57rvvPv7aX/trfP/3fz9pmh738HZF+y62/dhd5aHZKmxqtwO1K4vbz7cvBq27ee2TyWNLPfMNM767Yhrd7nYxaV/smv/vdtcvhAwxrtckIqP2KYnTkzVeLSWJIfbzSpIq4ZlLKzi7zUr5NOnmCPGyF+D+xl/gxX9D8eH/9ZPUzJq+KwHae1IPxoZ14yZadBZEDV453NggvAfnENaGorA8jT1OMghWOA95MAOQsQxXlRVq6BnXmu1aU7ig65zIELUu6JqVqpzoE9dGMq4SBnXCVq1ZqxRPjUJ7SyoFK2lQwZL40HJEqDpWPRHuihzYsUeaQFbbVcKlUnOlkmxWQeJQC1hKBLVXnEwTRKzeTepw3JwL6lpXxr1gc+fCDUIuLUuJINMGpTxyWSNXcljqB9JNktkWJ2ODtnVZ48uohlVYfBWie2ebqDz8NjZUlJdWMnZqxlZPEG46vuGbz+H+ypuQn/wjeOQLVH+8zuaXUi6sLXF+1ONKlTAwgnFMK5fWUVhH4QwlNWNRMBLbWGFw2LnzDkDG7E9Dwlcvi8xmcfaqNG5gRL3ra+ZFtH5ORfROzLsW3CnoXIYOhtuCdD/72c/inOMnf/Inef7zn8+nPvUpvvu7v5vhcMgP/dAPHffwJphb8bjPNV03Q8C7Y14Kun3B2HnBaRO7ZYdh/OQVU4J1fnrBay4sbsfNgUChRAICpFdodIxP/EQ1qBE4qByMrQjqSMOU/GKNWtpCLT2FWFrEP/wwr3nLU/z6v3uIsjV2KTyp9ORKkDeSQzG68h608ajKoaxBJjaoRGUakRtEr4Yqg9xAL/b91XZa+RELl5wTFFYxMJqRDeuVWkBPOYxjEmE3ka9WntRacqXoK0lPC2obuD0cn2bdU2KtCtGi8Qgl8DZKaxqBtQoTo3uY9kAn0ey9rzyptGgV1yhdMCAoo/jIRqUZW4nx4ebEqKCnXFsVUuUuThbvw3ZPJoCFysDmED82QX6yNPjC42qPr0PltakEdRXWrce1ZmQSxkYxdoqtejpugFw6/uxfegb3lm9CPPYYfPEp7FNblBcFw2HKsNaMrGJsW6IXrunBDT8mkqwVBkuN9TUee9W8g1AFEH7LyU1kcx41c3/ePJ8375u5P3n+eol2H9HtnaKMdVhnp7vVEeq2IN03vvGNvPGNb5z8/dznPpfPfe5zvP/977+lSLeN+So0812G5qXL5q0PzSNgu8+TebcLS3Ohm/ztZ0lXIvFChZsHHyIPh8UJh/M+/oQTykVf3kC8gqFJ2Coysg2DPl+QLawh+1+CXg/3l97An0v+C7/4r+9nywcdYImIaWpPInWQo0RinCKtLUkVojo9tkGeMQpIqF6NWJDIfhW0kFdMYEUX1y5ri68trgop45FVDIxk20gqB6kM4wU4YWWI1pOQulUypr9F6Hsd2ZQiescGzYzYLxodmOw4RJdC+egWJDC1wsTqZiU8PdUIkkCuPMuJY0UbFrOwjq2UxXtBXSvq6Gu8WStGVkzG6zxkSrFoFKZWk20U4ypud9z+2sCoxl4Z4YcOO/bYMlRiOyNwVlLXkroOOteF0YwiaQ5NsHfcNmLC6Sva8ab/5Rncm/9MmMOf/xLuiTWq85bBRs5WkTE0ycSarxG7aPpvXSReL0KGxWGxvsZSBzr2dmbuAYgW0U4j3R3kKw5er7Afop2Hq9Z050S0dwrRNjjK9PKdgtuCdHfD5ubmNeW/yrKkLMvJ3zs1Po8KsyftLLHOnJxzhDLamBcB2znp6PD98+60p9/dRAbNRa75384WBy8kwjuUSPAxOvG4yYXRN8/4qVxfQ7ojoxjWCb1RRnrZILOCNL+MyL6Av/de3J//Jv7K8n/n3/7zFc65DCkgk9DTgrRWE8GMysggz1glwaQ+tuJI6dHakqaWJLfohQK1WKEqG6p2pQhm8MMaP3LYcSCycZRJ3K6hdKEIzHlBKqPTjvSBdLUDDLmV9KqahTLFEVWu4lpwIkN/qvGSwmjKkUZVbuJfa03Qky6MRsTiq6Dw5UmFp68dS7pmKatZWSxaGsfTwqnaCgZGsB2kmslkUIzqm6BKVdcKP6rxugqEX6jgiWtc8NcdWsoLnrpQVJXCmBAdWx+lIK3E+Km849CENeehkYysYCN8LA9khr/8tzdwr3ldmHdrV/Bfvkz9VMHosmYwyhjWs364zZxohC1mPZ0nuZIQ9cZo108EL2bnt0BdRcQqXtL2as2ZWa7Zx7mxn0h1r7TxHd2n6+9e8jwsbkvS/eIXv8iP/diP8cM//MN7vu5973sfP/ADP3BEo5o90eed9DtP4Nl13N0JePb97ffOGcdeFdIzKbT6quedr6cEuuNCIoQK/bsiFmSJ+dPHR6EHGzV8a+8ZWUluNFmZkm5b1IURMh2i9XnES6/gT57CfePX8VcfeowP/x+X+S/DZVIpWLCCXKqYuhX0lCR1LqpjeTzT/lEtHJkKVc79rYq8V9OrR4ieRKgQdfrCY4aeugxiEKWTFDZUW5fWY2SIsI0HhQtEHqulhQZ8sLrrFxVSeIZVwtjqGREM4wIBbg1ztHBB8iumnmsTnH0UnkXtkNigV6wMC2lNPy/Je4Z02YV9bcCMPcZIVBmaYUoHYwO18zglyCyUTgYFrlpjhh6NQVQ2tgd5/Nhhh8G1aW1jMdggxjR3s/+a/el8ULpqzCOGRrJtYFjDeuV4/YkRr/5HJ3AP/4kwN9auID71WeonhowvSAbbwTVoGNP2pRPUPvjfeu+veaH23k4I18WItzXBI8mayfkjSWbmvhTJzOfNnGf7IMH9CGXsRbRziXof14jbCZ7dW7j2+967EcdKuu9973uvSYof/ehHecUrXjH5+9y5c7zxjW/kW7/1W/mu7/quPd/77ne/m3e9612Tv7e2tnjwwQevb9CHwF5CGXMj2nahiti9ZaidRt7P3XsYSzu6nZKu9dNIN6T1dqkcBZy42mpQIHfcPBDXdsVEoD64xAQHm0Sm6HFQRpLPFPTENskjn4YXPhd//wP4hx/m6/79w7z4b/0SP/nki4OIgm3UJwKMD/KTQfB/KiEJkApPTzv645zlUcVpNyDt26gsFdp/zFhSVyFdO4m84lhlq+FfK0+aBsLVSwLRl5P12aRwnFJDFgaaUZEyqhMKG9qnrIeh0ZROT8wBwn6WUaYyVGYn0pIrSz+p6ecV+aIhWXSoBYFc0IEsRw5wpJVFFz6aOzAbNcbHxolg/zcM6WQxikITFVQjRTFOGRQp58c9xjFCh1i0Jnz4ic5StROBcK1kaGFoYGA83/P8L7D6L755ctEUjRn9F88zfkYw2MrZHGds1ymDSZTbGBjEMXM18cpdbiMbwr1qTnqDEBIf39OQnGpuBHd8tp+Tbt7veTN5jb92BBw+q108dfuT6164HpehuxHHSrrveMc7+LZv+7Y9X/Oc5zxn8vjcuXO87nWv42u/9mv5qZ/6qWt+/jyLqKPAvPTUTsKalYhUu75npzrUtb5vJ2bv2luk66fFJk3U6/3uqeXmAif26W3UlhFu1nVLJ2aIV40aEYoS/cdPI4ZjxPom7nnPhV6PEz/5Lfydf/hz/KuPvpLaCowEK8NnqkgW3ofPLWP6sjE1T2tPX2mGRqOkp19UZJmZpGvDuqrGeBnWjwUTveFExm6jqFKltEMtxH7ghSS4AQHeWHLG6LxCb1n00CHLlEGdUEUd46Jq+n+nmYlQIAYrSU1fGxaziv5CSb5s0SsCuZQi+hqhVUiH6xrlatTQkUgb26imxg86jl+KwDXGS6pC4eKhDhaJmlGZslWmbNUJzxR6sm6to7JUphzIEJQ7P00FGxdqsWrrSa9ssvrr3xw+eDxGfvFL8NhT+CfWqJ8asb3eY3OUM2gRbtnyxG1uEg5ywW0It52ZEULivW2t5e4gth03t23BmINGvW3MTzUf/Py7U3DYW4q7lHOPl3RPnz7N6dOn9/Xap59+mte97nW8/OUv5wMf+ABSzkuu3trY8653HynlfX3HTseTOWYIM+nlNunuGGO4wLnZoi+hohaV3KU9I1bcxovrxLXGgbIyCOXX01POOkn66JBkWKPWh8iLV+CBe3EPPoj6//41/tb//Yv88//nhSyeymNEFgT9FR4nBNp5ahEKt5qIaixiP6gT9FROaRWLdUWSBL9Z50KaF98IW0ClQr2VimvJiQyCE0FiUk5N6ntZEO6wHlU7UBU5Fu9qahsUnIwXDIzkSiVjpW6MJmVwQlpQjpNp0GHu9epAuCclaiVFLGehzUkKxLgE6xGJRaVhPFo6Mhn1qCWkInymFmF9Gw91HZSunJPUtQokWCVs1JqtWrFZt4wkVLgRaHxwU+GwQuC8RMVjXo5rXjo6z+v/tyv48UuQTz4JT52Hpy5jzw+on6kZX1ZsDHtslhnbdZCQHFlJ4ZrjIma0lNtpSeFlFEOJGmdCgZ9tfWvP5ea3iFmEa2mayzbxtTIm+72JnLx3nnvYHR7NdrhxuC3WdM+dO8drX/taHnroIX7oh36IS5cuTf537733HuPIgDlppBmi8+3+vx2p2Xbaa+7d+LVP6L1SXTPfP2dc7ajXe9fqh2wKVeQkjaxI4sVRon0yU0XqJp8XWocqB8IKwLNdQ+1kLKqSbBvNepWwOO4xLFIWvlSxsLBNtrROevIL6FMJ8t4leM49vOv/TCh+5g94Yu25bNucngrWcQIojaIwwXd3yyhGRjF2wYd1ZAWXyoQirrHmdTA0kMJP9JCXk/B3LtUk+sukD9aBPrT4YDzeRv0nQVC9SkAsZ+GyXZekpSEZh/kwtpK1SvLpdcOGHVOKksxnrKoeZ3qas7nkoX6wOUx7Br0kpoTbz8Ln1zHlH+UanQlEKYAF5dGxjymVngVtWdSOXAV1qKJKouVf2DcDo9mOIhyFFSxo6ElPX1uWtWVBG3JtSXUY/yiuUz+UlDx4+svk3/4SMGfhosb/n/+O6kpNtQbltmY4zBgWiwyrhAtFHsg2Fl2NokDKuOUk1MyN9nyB0HOrSbDUiDjPQmGV3LUFx3s3JdvI300q/yrTjxbRNuu/Aab1/MFu5Pfdm8vu14VZor49I+DQvnfYmPXujHVvC9L94Ac/yKOPPsqjjz56lavErapSst8733nFGG4Pk4Rrfc7V7Qv7I9qd7xHi6hsEIWQoqGp6JOPun1kbm6SW/UyasnKB5BotaEcTBQrUOA/9oGVCb9vQW6/ILxjSp9fQX9pAP+cy+evu4bm/98dsr5+BfGEi3tAH6lrTrxL6dcK20QyNpLByoiltXPCY1daFGwfZREieTDqMEjjflEGFyM8T+mKrQqEHNTqvESqqUSexObd2+Nrhncc7GbdbRFtB2LBjLsjHGbkN+nIV7LNZMAtU0eXIefBO4F34HBElGbEeygo/qHCDGjPwVEVUoXJykqIWQK4cuQrbEQwHfKj0dsFZqY6mDhDNEBQsaMuCdixpw0JS009rkiS0YHkvWFksEHXB4olL6FfeB//jM7jNArdeMvoyFIOU8TgNx6xKGBnNKBJ74QKxNxFu5QR19MOdzourU8ztdh/pm9a0Rt3bzVyjd0a8kzk9pz+3TbSuVcswq1++61vn4jBCF3diRNy1DB0MtwXpvvWtb70ttDXnVznOL6RqY5a4DnZCz7ubDv+7djS+F0KUqyaiGGLmt7wqQmgaP7wPfZnWQS0ElYulz7TIWElqL4CUkdHkdUKuLfk4C+S7VpOdMyxeXkevbqDP9lhZWWP05Q1c7wyypxDSY2tDVhnyoqZXpWzXKSMTFKKak9s4QSXUpKe50QuWIqRUaxnGa0KGltoJhlVCMgztSDkG6gJZGEQe7Ix8YXADgx2DqSS11RN7Q+OgFjWFGzCuLiNTTS1qjG3EQwS11ZhKoscOkQTCEKUJnz2ucQOD2fQUm5rBMIuV0mpyYxBS7WH8UkzzKNZJTKxmbhOuUKHC+0RqWEoq+mlFLzckqYmuSh4zFqjiCr0HK4SW1B9+DLPhqQeScqjZ2OoxrjWF1RRGUdhAtJWTk0i6jIQbUvxTsRTrpw5C7fTyVPhCzhBtmHch2p0sc+yBCRnvvPFsazG3L/bt8/E6SGDv4sVrtxzdrvA7juPB3nt34rYg3dsRs0o6c054mIkmr+cknCHTfa7pzr7GxvE0urqBTJvxhQhXzlwcJWoqxzepIvXx80Lq0DqwAsxEKD8Qb0gxhr7bUgaCTqUjU4qk9vGxIx8bUuVYGRTkWU32aIVOHcmiw28/iTi9gj61jNQCndUobUkKR1I6kjKJ64phmltin68LK3y6RboCJv2yxNYkbwXrdejFrZ1kqSrpDWuShRqZ10gtcMbjxlAO1CTyq5wK1dRA4hP6chWZCnK5QuKCipcFKqcY15p8nCKkB2uRRYXUMTofeOqhZDxK2R5nbFcpm3XCyARzBB2dhlQ0hpAizKDGM9jEaNoyVb1KhSOXlpN5QT+ryPKatOcQ0iNTYDTEXlxHpIbtT0hMJSmLjKJMKI2mMJqtKo2Fa+GGqbQiPoahkZSOyRpu5XxLhSrcgDmmUc5O4m3m1FRhSobecBSNGIv0ISqdvYGcnb8757mYd+M7j4CvE/POxztNe/l6+nQ70u1wLLhR6aa9WhTmRbfzoumdRDsT3bZTyxFXRbre44THOh/8Bnzw6a0mKowN4YY+00SKqHmsUNaTxOhNCU8iExLh2SjTQMIqkHA/rVhaLOmJDcxgQPLsE6D7eOcQosbH1C1VILemnQaChV6iJEaENVrjJDb2pvpIuMYJCg++DHKLA6MZVCkLo5p8syZLDVqHy4YxgrJMGNShL7WIOsUCWJQZ3t1HJU6TupRFmZHJkKIurGBoNLLIsFZQlTVa+4mQxnCUUNQJw5gyH5iwVtqsOyNBN/uTQLIQCN14GSq+ETORbtr4Eac1ea9Gpw694BG+pHp8DT+qKLYStgdLjKqUykoKqymtjOvxMsplNv3XxMdQe8HIhHauQLQtOdBWq5B1jYDK/MvuTIrZO2SMeifEGJc/rp7rB1SCukGR7t0Kz/X06d6dO7wj3ZuEuWncPdPLh6+k3CttfJi767bObXsdtyFfmHV8CeNxeC/xIqYQRSDXsHzq0TJoAjvCCRcqeqe9vEqEv7UI8ojh7/A4q1VIo0pHJj25ylka1SxvVjznqzbg8kVGaz3SZ62g0x6qtGRKUisFNZM+3joa1mvv0UKiCIQ1SQlHci4clBYGtSBVKmotaxZUSj8WLDUesg4mYhjDWLFrfGgRWk40me1jfT9URStJpkMcN7ISWWusExRGoctscvtinGDbhKh2aAPRFZZw4wL0NOQIjAjp8DreUDQEW/rwOMpMT/ajEpAqh1IWnTqkrxh/bpPeyoAkh62LCY9fXGU79hyHNHEwVmj6rqfKUtNj1/wUtslixHRyJNyQ6fAzPbqe4Ju7kxCll1jBJMU8iXZFqDb38bmDzOt9teDNSLLemKpmONySzu2Ero7qYOhI9wbiek+og/bw7b9Yaz/R7dVp5Wmk2zzXJt7d3V0gau1HUpXOBzMAJzDO40XosbUOVNQqrh3UMkSGWobiJimmesRChN7ZRHiUUKTS01OabaPZrhMWv1Cwel/Byp+SuM3LXPzkAuLESVBJiFp90ycqcL75Hj9psZEwId7ah7XIMipUDWNrk5aCTEpyJenp0K6Ty1DA1Kg4mfgdZSR4KWApkfS0xHuPiDcUabS0HTuJq4MAhTZ68jnNzcFmLRkbKGxQoDKxYiVRImpTg5IC5SSeQGpCNEVrgXSbtd+QOYh9t15gC8vWhU3uefEW+VdljD8NG+dyLm8tcG7cY2iCQUFDsHXMHLQJNmhshypxT9OPHY67ddMe7SajYR3YWL3sdlBtQ4rtedXMuybaFUzbioBJmnl2rtuZ37tP9jka5/u8Ob5RuFMIuFvTPRg60r1JmLXzujkn137WavdCu12p3SIkpZ5GuEiUSCaPBSqk/lrrbs33B7eYaZWp8wIvYnWyaCQSBUp6BGIi6CAIBCwnY5mOsXkuEHQg4lRKMuXJlWJJJ9TuDGc2C86e2+bkg4Z7v65GvGIJ/+CDPPDYBX7zJwTnC8XQhEjREcwUtAz9uAt6ahjhYrTbqDwNjWNkDGNfU4kaj0d6SUpCLjSrWUImgylCqmJEORkvrKbN9kzFPBpslK11ZhuIqXTBMH5sDVt+jBMOgSD1CT2R0NeaPhKnQ5Q5NoKyqQb3IaqsonqUi/svVaFF6P6e5SuXL3DPX16E3gL+Y89Qft6w9j80FzbPcGmcs1Zpni50IPpYBDVDsn62zafpHnDxcVshy9Os4TZE7Kmcw/hg3Ge9w8R5057DTb2AFy62BcWKc5FgfY0UsZVIWHCh+Gwe+e6GmXNlTpvejcR+bnpvV3jYc5lg7/fenbTbke4RYL/qUjtbdBoclLSvh+TFjHCAnLYJtcTl5yHUmDoCTYQI0uEnJGxcICBrQ8GSJHjBSgHttkq54wIqBQgbozoBlQz9v03LzUatkSJDCYc651mRIzL5RcRwjHvVy3nDD4+xP/dhPvqHz+O3L2eslRaPJ5eSXIf13Fw2UXb4vjTejyxoiUQjrEA4QSFKKllSUVL4BMoFcqXIlCR3YkK+iWOiGjWzbCimBFZFgqydp5j4y1rGvqYUFUbWaJ+Q+ZSeTFhQip4OdoJNtOxhUildOChMcGXaqAwCwclM8XWnK175VY+hvv3V+DMvwg2HiH/9q5SPjtg8l3F5a4ErRRaEM4xiaAQj4ydFUA1hNlO33SLSftw4BzXVyQ1Be+8xrarliSlGfNS4DM3D1NlqWlDVxMmT+XqAOb9Tae1ar2njMOfoHVc81eG60JHuTcJhKpEPSpY38mSeFcFQV4ljtKuW9xrPhHC9xwjAh+dAgpuSrRQxAvRNNLv73UgT9SohkM6HNWAJVk4roTdrFYuuctRmKERaZkhqnkLWNe4Nfxb5rrfwKuBrP/xRLv7CJr975UH++yXHuDQkMoEEcgJJ6kb1SoBAUGjFgpWMjaZwGaU1GB9MEK0IhCJdSIkLAdIFlSfhQrTbRPMhKgikZF0gyrBGGouOfPDXkUhyn5HRJ1OaXAai7SlBroLnbhYPg20R7rCG7coyto7XnFW8+szTnPn/rOC+7hXAS0Kq+fOfh8eepPj8kK2nUy5vLrBe5mzWwS5wOxLu2NAi3avJdP4cCGiUp6bk66M6mcPEtVw3Id/58zj0TU+jQ4nEYifru80dTVNfsF9by93Hfu2o9/qXkO40Ap51ijrYO+9OdKR7AzG3H6+dBt4ZxR0wpbUf95K9sFtKebfHTZQLVxeV7CReR6guDY9DtGsA7SUmrj2GSETGtg+P9IGGxI79MQ9aiEl62TXvjUpXYyvYNioWCmWorTCWJTsmK59Gnv4D/IMP4O+5B/f1r+T018Ofr2r+ws9/kEt/kPMLTzxEdL4jkZApP9ninm5aXwSFEbEfVVMaPyHKZm212SvNZyGnxNvARvIyTKNESdB8lkhSGWaEFILFVJJKyCXkOvjmJnI6NguMTFhTdR76Gr56yfDShce558ffAOkLG+0mxMWLiCefgi8+jXtina2nU9a2+qwXGeuVZjuu4Y7iGnLlPKWNbT5RQaoh0Wuh3Q7Ufuy8nxCumdCtn752Z5tPXG1vHosg/BklIgHRbhW69k3h7mPdPerdDwHvhRm95X1cF25XhOrlw7/3bkRHuseMeSTaPtGPMj01EZBviqYm7UNq14pOP1k5JBiRe+LabSBe6QUegRNBd1cQcqKNKtV+zzwbSVfHteHwnSG6HNlmvVehRTpJT3svWKxK+ie+iDh/BXHfGfyD9+OXVyBN8W99M6ffCv/7P/pZtp5Y4PzoXi6wShH7W5XwpDKQTekktQ4tMlUU8C+sYBzFo5rNEBCrmePa5s70MtM1TxdfnyhBEvbMVFtawUoSJB6bFqpMBjvDZjxKeE6nnrNik3v751l+aIj+C1+Ne/Gbw5dVFWJrE/Hk03DuEv78BvbpAeU5x9rWKmvjHhtVynaTUrah+ri0jtIS1l+bCLyVHt4vmrW+hk5dXMdtp5UdLsybye3B1XM9zLtpOrndp9vMyZsZQc4j4C5tHNC1DB0MHeneorhZJ3T7br59AZnpzd1xZ7+fO30nHM57pHAYDzoqCbnmvd7HqtGQXrZ75Ch3nsQSEYuyJH7SohornCNRhJYYiRYgopeq9wJjJPqzW+grY+SFTcRTFxAnluD0SfzqKkiJ/Pt/nRPnz3Pydz/B8/77Z9m8uEwpFtnkBDbNozWdiuQqYjpXMraCTSni+vKUaG2MZH2MFudhUqEtpq5GqQw/PeU5kdhJNXf4nyVXDlFVnNDrZH7AyplNslffi//aP42/995A5BcvItbW4PIarG/jL23jLo8wl2qKS5LBZo+1cY/1KomEK6NG8lTMwjjfavPxGO9myLN9bPacF/G17XRyQ7gGGwk3PrfHum74rpBabtBUM08eM00zX11YdWPOp45od8BPi+kO8967ER3p3iTMaz/YzcHnuDDvu9tR7l79iuESrCYXIhej3oZ4Y8MHntmodq/6zd3umiUCJ2S8cEtwEiH8JHVb2GmPr5oUfcVqXitJn7D0NmqSS5uocwPkyhXk0jOIxWAsIFYWYFxCqsn+3PO5Z22L+pFz5F+4xJNPrSKTDJI+aZaQ9RQkKSOn0UJivCJxoSe1FKEwyngorZ9U64ZiorA+3aSOtRD0EzEp2spi0VVIJ3t6ynEyrRF1RTF2uLJG1iNsXdDXFfe+YpPkZffAyefBuER84lOI3hfAWBgWsD7EbZe4zQq7aak3BOOtlOEwZavI2KwStmvFYEK4oQCrKeyqY/tP7d2u67A7j8+1MBvdtiNcv2P+7B61yriA0Qhk7KZKBYcrrLoZuJNTym1cnwzk3cm6HekeAdptAjOuQrcQpr6k174JaMgWwGEnpVbTy2cg3iaFGrt8cZi5F+i9TlwfU9IICd6FSNl5rAjrrcaFlK+ywXlHikaSMkgippuWflHT26rJFgw6H6N6Y2QuEIlApAJvPN54sGC2PeMrGmMkCsfatmfblCyoEbVyFFbilcYnmr5KSZVm4BNqgt5xEdWsSucYiBKLwwuP8OF2IPEJqZcoG4wLcuVJsCxSk1iDtAZb11y2NblylFYytIol7TiTO1Jl2X5M0du6gF66CAqEFggdDCAwHrvtgh50ISmHKeMiYVQmjKqE7TplMzoOjSPhVrGPum56aydruYFwd6aF22jfRO12fNuvN41Xc4tw21Guawu+7COqnPb13vw082Fxp7UJtRHWdLtCqoOgI91jxn7aF/aD/b53t5TyzsftKLcRxbi6eMpOI47JhzQpwJDm21kBHR6L1mfMnnY7U3fTymlB4hOcV0wk/V1YO/Y+6P0GVaZAHoWVDJVk2yhy5diuNbmyUc/ZkkiHlg4lgziGdUEaso4GASOjGBjF2CqeKRTjmMJ2PkTUufKsJJ6TqeVlp85x372bLL1EIV9wD9x3Bn/P6ZC6XlnZ81iIxx9HXLwM5y7hvnCR7U9Zzj2zwjPjBS4UKY8N86jwFFLQuUroqR6L2nPP5ZrFL1v62pLKsE1K+ol7Um3DDUDtJKVVVE5OjAnGVrBeKQpLjHKbliUfH7tIwJY69tJa7Ew6eN6xutZxbkezU6J1zMTAws2Q72R/CTWdb3HuNenmnYVUO9XSDuogdFDcaRHsQXDYG50u0u1wV+Ba5HzQSNwJN7kQzhCzAHBB0q8pgkHOnJ47T9b2ml7zvvCZchIhhc8RQaHIy6iCxKTfNzgHiXj5Flgf6KBwEi0cidQkwqNlUJKCRjs4iPcXNlgCjqxgaAVXShjF9hnvg5RlroK2sfWCZ4YLiPMeWw9YvPQ0+t7LyDMLiBOLsNSHk6ugVbABdC6kf8sShmN44iLu0hBzvmTwlObilWWeGQbCvVQq1quQ8jUuqFmlMlQoD43A+YS+0tHWz5EITxILrWYUsnwjcSkpJ+4/06KpyvlovzeVbWzWcA1+V8Jt7PPax8vvJLldMibN8W6TbfM70Li95rruTjTz9ZrLNncxKXa4tdCR7l2AeYVQ7fXaa6WVfbzcQlgrjTLKSNSEeC01PipVTRLN+4zAr4qcWlGy9xIpBM6HlT3rBVIIZFx3rOy0dth5sMpHIvUUUlB7RWI8iZQtacnpXXYgpbYdHbEy2bNW+kkVL4R140zJiWLTos4YGcVmkXFyrWD5SwX95XWSxTXUkkCt6ii3FcuOrcNXDjdyFM/AaCtla7DC2jjnUpFzsdSs15K1UnClcJTWTYrOtBSkUpLroIecK0+uQltRFmUtQyFZU7wkYoqdicRlHQl2aMSkLahyUNmwH+tYqdwoRrXFKwwWj8MIc/UxmxS47aPorvW+hmybx+H/4Xuct5N5d60Cpmulmbuq45uFbk33oOhIt0OHDh06HArdmu7B0ZHuHYi9oo3DrBt7b6dpvB3RbpMCdsIiUZM0XxN5HLaExE8KtSRSSISP7SFeNy+YoHIippIFRob0aUi3hlackRFoGfpuG5nHZhs8MQp0IYVcRWGIwjoq69msa2pCBS9AIhSZUZRWUVpJIhVbRnKx1KyMeixtWhYvGnrakGtDP61RykW7Pom1CcZKKqtYL3IGdRCm2KzD52xUgq3aM6gda2VN6S11LMRRQpIgyaRibBS5EqRRdjKVkkQGAwkppoIczTZaHwrOGhOCsfEz7j91q0Wo9o7a25hWdlhhMFisMDEubSLdq4/uQY731elmO32uFeVOXn+AgqSd87ydfu6i3huLw+7DLtLt0KFDhw4dDgAv9tbN3hOiI90Ox4Ab1ad7mOj2Wt/tYwlUWFe10eNURi0oe1VU64XD7hArOAwkCosJFdBIPAoZDcud8Div0ARZQRsLeJQLilXNuq1qFKxi9CfE1SNyTJ1vgu+rp7KO2rtJhDkS4xDvyVAUlpCQuIRxnTKyGkjYqAR9LekpSV8n5DK0AQULwlCw1SzpNuIatRds1aG9aGSCjeDIwMg4hrVjZC3rbkQtampRx3VziUKjrGJQ9MiEIhGSVEkSIVAyyEkKwu/ZbfUTPWRP7COe2O65idSj9Y7Sm0nxlBUx3hUOg8HjsNS7tvgcFO11V+dn13UnGRVmTQDdjuh3J5o5vTMqbs/1mxH17hVZ3+no1nQPho50O3To0KHDodB0bh/2vXcjOtLt0KFDhw6HRtenezB0pHsb4GaZa8+Dw019f0UQIBAEYQKPxU96ec1MGnmnIMF+sbN1yVIjhcIJOVucJSQ6amBZdPCd8RrjXPhLCLQVCARayBlbwDZm/V49pbdY76gJBUMhpVthhaEWZfzGIBSiSEhESu0zKpvix8S2ndDKk8pQtJVIEWUdw3c36WWYFjONDFFNy1OYkOYurGPsDZWvGcgBNdUkndsUq0kvGdEj8SmJS9BWkaCD9jRBClOJ4Muz08Wpve2NnvJO559SVJN+3HZauSl0MqKetPTA7EV3r9TvtbCbDGSTJm6nlZv5cKOLoA7a7tQhRrqHXNO9W0n3+IR/O3To0KFDh7sMXaTboUOHDh0OjW5N92DoSPcIMM84fieOOo28qxNSYzreKAz55mmHb/Rtd1RmNuPe7dTbn6ykiVXREh9T2daH/l8vHE5I8MRKZhc8VTHxHTWWBOEl0suJ5q/0YtcK6qnqUewCFYaaGiNN05WKFSakdL3F+TrunqC0pUSC8xYTe1dxMHKaVCgSI0mEREkxqaBOpKBdSNx46VrvqVwwFqi9o3aOyltqDBWGWtSUjKlFifU13k/TqwJFLUqUSFBeI1EoNNprFBrpBYlLJvti3n5oG8i3XX9qUdHWQ54oREVNZOvrXauM2/t3L+zVb7vzAj7bp7vDjaj1OZPx3OSq4Xnn6M5xzz3PvbnRQzpWHGUh1e/8zu/wT//pP+XjH/84zzzzDL/0S7/EW97ylkN993GiSy936NChQ4dDY2r4eLCfg2pSDYdDvuqrvop/8S/+xc3ZkCNCF+l26NChQ4dDwh+6V9vjsdaytbU183yWZWRZdtXr3/SmN/GmN73pUN91K6Ej3ZuEw1jtHQV2TSnD9KZzR5p5ap2mopetvCqF6Pfa1lZ6djdMtj9KSoaHbpJq9q00s4j1w41oBoAUCoOZ2ArCbBW12DHekCKdTZ0GecNp2tR7e5UoQzMmgolRSPfGqk2NIvEJyio0EiXCSJoq4qt2SawgnhrEByefWtSxerrCYiapZUe9YzwG6+voUjxNe0sx3TdKJDH9Lq/aH7C344+lnrymSSm3q5Vd/P/OfdSuNJ6Ha1U375Ye3i2d3N6G9vt2VjgfFXaex/P2wY0Sw7lV4GOC+bDv/eQnP8nKDgvM97znPbz3ve+9AaO7NdGRbocOHTp0ODQO3TIkPC996Uv50Ic+NPP8blHunYSOdDt06NChw6Hgryu97FBKsby8fINHdWujI90jwI1MKe2nUnBnqqudapunQbszrdxUCbdfG4QrdmraqrkG4e1x7ExBNZ89SV/H1HV47VSAY5Jqbuk8y8n/Gs9dNZtC3amDe1UqddbNxvlp+na3FOkk1d0yTA/+siHNqtCUokR5jUaFSmok0keBil32g8NPjOF3OvhYaoyoMb7ERxXkeeNqjoHx5Uy6WQo1Sccjrk6573Zc9nL7aY5LOGYm7ofpXHA7XtPsp3nYMwU9p7p5t3Ty9H97p5XnPX+Y8+mgmJmPd1yXzOHTy3fgztgX7qwFhg4dOnTo0OEWRhfpdujQoUOHQ8MdwOe4De8PFukOBgMeffTRyd+PPfYYjzzyCCdPnuShhx461BiOAx3pHgqHs8oL79xfcuF6NF73eq+81jxvFdt6b2eqjnemnMNr2hW+s/9rp6KvEslopZOb752kmmlXSoeaZhHTpWEb2qnS2VTzbpikv/zuYg5NtXL4++oLSLOF0hPtDcN7JAmlGAVxCq+nKV0hZyqpd00v71FF3VQKW+o9x9dOzcNsurlJcbf30TX3k7/6O3aKXuxMc89LJ8+bg3sJY8xLU85LJe869utII8/DvPfudS7vxzJw/vWi/fytrfV8vdXLB8HHPvYxXve6103+fte73gXAd3zHd/DTP/3ThxrDcaAj3Q4dOnTocEj46zC5OBhZv/a1rz1wdHwroiPdDh06dOhwKHg67eWDoiPdI8b1WoNdb9O/u1qrAdgj7XyVNdxsynmv186+z+2afp6knWeql2OqsJV+a6dQ23tgf9rOu1fahu/ah5iCaN7HjL2hw02rutvp71Y19bwUYlt4YvJ3rBQOKXU30X3ezdZu52dBa3/5enKM2mnOw+yr5vun37X7OGZes4/q46u/c05qeY9U8m7PzU9rH/68mXcMO5s/uJ7q5Y50O3To0KFDhwNir3X6a7zzho7jdkFHuh06dOjQ4VA4SpehOwUd6d6imN/kf9i7yqvRTps1J841q5thfhr5AJXRk7e00s4zOs8wI7rRJJWbZ0QrlXoQ7JUWnQfZ0qW20XpwUl3daEL72Urhtjb0TjQtFjurhdtaxlP959nX7jneOfvrRu2r3b5/Lz3ka33W7PvmpKT3SCXvPa69x3kjcKfpKB8Ohy+kOryoxu2NbtZ06NChQ4cOR4Qu0u3QoUOHDoeDv44itTug/ecw6Ei3Q4cOHTocCt2a7sHRke4NxH7E1vdSdJp9/trrJIdaE7nGPG+3FLWNBmA69rl3tnu0DO313c12zPv83YwWms/abxvMzFsPsL4nYmsQTNd2G2Uui50YNbjW69vj3mt/71R5glmlp70Unq61DTt9kA+Ca332bvPusGu2+/2Ma63FX2sN96DnyoyK2CHWg+cai7THdMSevzcH/tDr5R3pdujQoUOHDgdE5zJ0MHSk26FDhw4dDgl/6Ij9TpB0PAw60j1i7J1CO5iSz34n+0yqq/1Zvv2aqVds856dKbx57UTXTDu3vnuvNoud29+038zbfiHkTUvRNenFmdRvO30+MWRwM8pZTVvOXNWu9kdcQ23pWipP+4kwDn9BvP508WHGcBAP3t3biaYKX9c1njlLJfPSzjuXOe6M1PG14Y9Qe/lOQUe6HTp06NDh0Dj0jV2XXu7QoUOHDh0OAH/49HLXMtThhqI9EfebfjloGvkwk/1aqebd0swN2uk9ybWrM3fDVZXJe6Wbd9kfs1WhV+/X/aR19/rMed8tkFd938SwYdftNwcex+S7D2EYMPv+A1YrX2N+HvjzblBq9SDmBddKK8+cj9czvsOqsd2I7+5wR6Aj3Q4dOnTocCh01n4HR0e6HTp06NDhkLiO6uWOdDtcP+Z5gh48LbifiTy3qpf9CXDsmlb1s6YD84Q9bpiX6B7bKXeRBr9Wenqn0MZu2JmC3mtfTyqzb4JP62FxoHT+Hqnj61m2OGov2b1Syvt5/Xy/3jnbMU/IZZ7QzbWEYXbFnZFqPrSZxF26pnvbGR6UZcnLXvYyhBA88sgjxz2cDh06dLhr4aMQ5OF+OtK9LfB93/d93Hfffcc9jA4dOnToQIj+D/PTKVLdBviN3/gNPvjBD/Lv//2/5zd+4zeOcSTXTgM7P61elXvs5tkq5xskdrBXqmvePN/5npt8PlwrJSWEwl5jfwghr0pPS64W6jhMCnq/45z/vmsfp5vpx3o9OsbXev/0Ndc+hjcK+xUHmXgU70wvH7QzgPnzZ7f3Cj/7mnnvaV8X5o/jNko7X0fLUKdIdYvjwoULfPd3fze//Mu/TL/f39d7yrKkLMvJ31tbWzdreB06dOhwF8J32ssHxG2RXvbe89a3vpW3ve1tvOIVr9j3+973vvexsrIy+XnwwQdv4ig7dOjQ4e6C5/Dp5bt1TfdYI933vve9/MAP/MCer/noRz/KRz7yEba2tnj3u999oM9/97vfzbve9a7J31tbWzeBeFtaue3UkWuJOIjr1IE94J2k93tU7rbSXjNVzn6X53a+Z05q7NrjuXHpsnlpu+b5dhJy9225cSlPuI7KzWvgOFOz+33+MLjelPp+q5D3W728n3NrNgu6v/HvJyU9m2q+jVLKHa4Lx0q673jHO/i2b/u2PV/znOc8hx/8wR/k937v98iybOZ/r3jFK/j2b/92fuZnfmbX92ZZdtV7OnTo0KHDjUInA3lQHCvpnj59mtOnT1/zdT/6oz/KD/7gD07+PnfuHG94wxv4hV/4BV71qlfdzCF26NChQ4c90a3pHgS3RSHVQw89NPP34uIiAM973vN44IEHjn5ArTu0tviAc+Pp8+La1Y9Xf+yNSTHt+X1tO789UmWHSQMeZvz7LcLYa6ywn/HejPKFm50SvNFjvoZd33UIsrRxrWO163tu8Hy7WTrV83DV+PchruF92Xps2y+6IWM6GnSKVAfFbUG6HTp06NDh1kRXvXww3Jak+5znPOeu7fHq0KFDh1sFvuvTPTBuS9I9brTTIqKVFpq1ymulkW6iCMJuuKXm8q1oZXat43ErjnkebsdtOeLz4Siw73NunuXnzJLVrXQCXwse9mldejVuwbl5BOhIt0OHDh06HBqHXxe/nW4ubhzuvFvODh06dOjQ4RZFF+leJ2ZTze3n243vh/L9ujm4pXLPx4R5laW34533RNTkFppj18Jx7GZxi+yfOeffbTn3AKKN/eHfe/ehI90OHTp06HB4dOIYB0JHuh06dOjQ4dA4bJR+d1JuR7odOnTo0OHQ6NLLB0VHujcQc+/47tI0Soejw+27JnhE6M7Bm4dD79u785h0pNuhQ4cOHQ6N7obvYOhahjp06NChw4Fxzz33EB11D/kJnrNnz97AEd0eEP4u0uLa2tpiZWUFUNxSbTwdOnTocFMQFKM2NzdZXl6+sZ/sPVJKQux20PjNAY6LFy9y5syZGzquWx1dpNuhQ4cOHQ4MIQQf+tCHCAR6kNitKb6Sdx3hQke6HTp06NDhkHjNa15DyBoepII5EPRwuH0zhnTLoyPdDh06dOhwaPzxH3+G/a/thij3Ax/4AP1+/+YO7BZFt6bboUOHDncsbt6abhti4hylrvHKsJZrjEGpa732zkQX6Xbo0KFDh+vC+fPPcO1oN0S5//k//+e7lnChi3Q7dOjQ4Q7G0US6AEIoQiQ77/oafHcPbwV4Z6CLdDt06NChw3VjMNiKj3aL40IU/MgjnzjCEd2a6Ei3Q4cOHTpcNxYWFviX//JfsnsLkQMEX/VVX3X0A7vF0JFuhw4dOnS4IfjO7/zO+KhNuiHKffLJJ45hRLceOtLt0KFDhw43BEop/tN/+k9Mo92wpgyCBx544FjHdqugI90OHTp06HDD8KY3vYmpYEaIeDc21o9zSLcUOtLt0KFDhw43DEIIPvaxj9K0CP3oj/5o7BrpAHdZy9Dm5iarq6uEe42uZahDhw53OgLxbWxsHDnxBcEMT1mWpGl6pN99K+Ou8tPd3m60Pu/uPrEOHTrcXdje3j5y0r3b+3Hn4a6KdJ1znDt3jqWlJYQ42kh3a2uLBx98kCeffPKmN6nfiui2v9v+u3X7j3Pbvfdsb29z3333RRu+DseNuyrSlVIeewXd8vLyXXfRaaPb/m7779btP65t79ZTby10tz4dOnTo0KHDEaEj3Q4dOnTo0OGI0JHuESHLMt7znveQZdlxD+VY0G1/t/136/bfzdve4WrcVYVUHTp06NChw3Gii3Q7dOjQoUOHI0JHuh06dOjQocMRoSPdDh06dOjQ4YjQkW6HDh06dOhwROhI9xhRliUve9nLEELwyCOPHPdwjgRf/vKX+Zt/82/y8MMP0+v1eN7znsd73vMeqqo67qHdNPz4j/84Dz/8MHme8/KXv5z/9t/+23EP6Ujwvve9j1e+8pUsLS1xzz338Ja3vIXPfe5zxz2sY8P73vc+hBB87/d+73EPpcMxoiPdY8T3fd/3cd999x33MI4Un/3sZ3HO8ZM/+ZN8+tOf5p//83/OT/zET/D3//7fP+6h3RT8wi/8At/7vd/L93//9/OJT3yCb/iGb+BNb3oTTzxx5xt6f+hDH+Ltb387v/d7v8dv/dZvYYzh9a9/PcPh8LiHduT46Ec/yk/91E/x0pe+9LiH0uG44TscC37913/dv+hFL/Kf/vSnPeA/8YlPHPeQjg3/5J/8E//www8f9zBuCr7ma77Gv+1tb5t57kUvepH/e3/v7x3TiI4PFy9e9ID/0Ic+dNxDOVJsb2/7F7zgBf63fuu3/Dd+4zf67/me7znuIXU4RnSR7jHgwoULfPd3fzc/+7M/S7/fP+7hHDs2Nzc5efLkcQ/jhqOqKj7+8Y/z+te/fub517/+9XzkIx85plEdHzY3NwHuyGO9F97+9rfz5je/mW/6pm867qF0uAVwVxke3Arw3vPWt76Vt73tbbziFa/gy1/+8nEP6VjxxS9+kR/7sR/jh3/4h497KDccly9fxlrL2bNnZ54/e/Ys58+fP6ZRHQ+897zrXe/i67/+63nJS15y3MM5Mvzbf/tv+YM/+AM++tGPHvdQOtwi6CLdG4T3vve9CCH2/PnYxz7Gj/3Yj7G1tcW73/3u4x7yDcV+t7+Nc+fO8cY3vpFv/dZv5bu+67uOaeQ3HzttJL33R24tedx4xzvewSc/+Un+zb/5N8c9lCPDk08+yfd8z/fwcz/3c+R5ftzD6XCLoJOBvEG4fPkyly9f3vM1z3nOc/i2b/s2fvVXf3XmomutRSnFt3/7t/MzP/MzN3uoNwX73f7m4nPu3Dle97rX8apXvYqf/umfviO9Pquqot/v8+/+3b/jW77lWybPf8/3fA+PPPIIH/rQh45xdEeHd77znfzyL/8yv/M7v8PDDz983MM5MvzyL/8y3/It34JSavKctRYhBFJKyrKc+V+HuwMd6R4xnnjiCba2tiZ/nzt3jje84Q384i/+Iq961auO3e/3KPD000/zute9jpe//OX83M/93B194XnVq17Fy1/+cn78x3988tyLX/xi/uJf/Iu8733vO8aR3Xx473nnO9/JL/3SL/Hbv/3bvOAFLzjuIR0ptre3efzxx2ee+87v/E5e9KIX8Xf/7t+9q9LsHabo1nSPGA899NDM34uLiwA873nPuysI99y5c7z2ta/loYce4od+6Ie4dOnS5H/33nvvMY7s5uBd73oXf/2v/3Ve8YpX8LVf+7X81E/9FE888QRve9vbjntoNx1vf/vb+fmf/3l+5Vd+haWlpck69srKCr1e75hHd/OxtLR0FbEuLCxw6tSpjnDvYnSk2+FI8cEPfpBHH32URx999KqbjDsx6fJX/+pf5cqVK/yDf/APeOaZZ3jJS17Cr//6r/PsZz/7uId20/H+978fgNe+9rUzz3/gAx/grW9969EPqEOHWwBderlDhw4dOnQ4Itx51SsdOnTo0KHDLYqOdDt06NChQ4cjQke6HTp06NChwxGhI90OHTp06NDhiNCRbocOHTp06HBE6Ei3Q4cOHTp0OCJ0pNuhQ4cOHTocETrS7dChQ4cOHY4IHel26NChQ4cOR4SOdDt06NChQ4cjQke6HTp06NChwxGhI90OHW4SLl26xL333ss/+kf/aPLc7//+75OmKR/84AePcWQdOnQ4LnSGBx063ET8+q//Om95y1v4yEc+wote9CK++qu/mje/+c38yI/8yHEPrUOHDseAjnQ7dLjJePvb385/+S//hVe+8pX84R/+IR/96EfJ8/y4h9WhQ4djQEe6HTrcZIzHY17ykpfw5JNP8rGPfYyXvvSlxz2kDh06HBO6Nd0OHW4yvvSlL3Hu3Dmcczz++OPHPZwOHTocI7pIt0OHm4iqqviar/kaXvayl/GiF72If/bP/hl/9Ed/xNmzZ497aB06dDgGdKTbocNNxN/5O3+HX/zFX+QP//APWVxc5HWvex1LS0v82q/92nEPrUOHDseALr3cocNNwm//9m/zIz/yI/zsz/4sy8vLSCn52Z/9WT784Q/z/ve//7iH16FDh2NAF+l26NChQ4cOR4Qu0u3QoUOHDh2OCB3pdujQoUOHDkeEjnQ7dOjQoUOHI0JHuh06dOjQocMRoSPdDh06dOjQ4YjQkW6HDh06dOhwROhIt0OHDh06dDgidKTboUOHDh06HBE60u3QoUOHDh2OCB3pdujQoUOHDkeEjnQ7dOjQoUOHI8L/HxkDNzFi8A8uAAAAAElFTkSuQmCC","text/plain":["
"]},"metadata":{},"output_type":"display_data"}],"source":["fig, axs = plt.subplots(n_modes, 1, tight_layout=True, figsize=(5, 4 * n_modes))\n","\n","for i, (ax, freq) in enumerate(zip(axs, resonance_data[\"freq\"])):\n"," sim_data_field.plot_field(\"field_xy_\" + str(i), \"E\", \"abs\", ax=ax)\n"," ax.set_title(f\"Resonance: {freq:.3e} Hz\")\n","plt.show()"]}],"metadata":{"description":"This notebook demonstrates how to set up the resonance finder in Tidy3D FDTD.","feature_image":"","kernelspec":{"display_name":"Python 3 (ipykernel)","language":"python","name":"python3"},"keywords":"resonance finder, cavity resonance, quality factor, nanocavity resonance, FDTD cavity, FDTD resonance, FDTD quality factor, FDTD nanocavity, Tidy3D, FDTD","language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.11.5"},"title":"Setting up the resonance finder in Tidy3D | Flexcompute","widgets":{"application/vnd.jupyter.widget-state+json":{"state":{"09fe8c9fda4d4770a6e69f05681b8cd0":{"model_module":"@jupyter-widgets/output","model_module_version":"1.0.0","model_name":"OutputModel","state":{"_dom_classes":[],"_model_module":"@jupyter-widgets/output","_model_module_version":"1.0.0","_model_name":"OutputModel","_view_count":null,"_view_module":"@jupyter-widgets/output","_view_module_version":"1.0.0","_view_name":"OutputView","layout":"IPY_MODEL_c0cd67d174b84c9e902bddc1057b8438","msg_id":"","outputs":[{"data":{"text/html":"
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In this situation, the [Resonance Finder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html#tidy3d.plugins.resonance.ResonanceFinder.html) plugin allows one to find resonances and extract their information from time domain field monitors without the necessity of waiting for the fields to completely decay. The resonance information consisting of frequency $f$, decay rate $\\alpha$, Q-factor, amplitude $a$, and phase $\\phi$ is obtained from a time series of the form:\n", + "\n", + "$$\n", + "f(t) = \\sum_{k}a_{k}e^{i\\phi_{k}}e^{-2\\pi if_{k}t-\\alpha_{k}t},\n", + "$$\n", + "\n", + "where $k$ is the frequency of interest index. The resonance finder algorithm was derived from V. A. Mandelshtam, and H. S. Taylor, \"Harmonic inversion of time signals and its applications,\" *J. Chem. Phys.* 107(17), 6756–6769 (1997), [DOI: 10.1063/1.475324](https://doi.org/10.1063/1.475324). This notebook illustrates the tool usage through the example of a simple photonic cavity. More examples on using the resonance finder in different applications are available in [Optimized photonic crystal L3 cavity](https://www.flexcompute.com/tidy3d/examples/notebooks/OptimizedL3/), [Band structure calculation of a photonic crystal slab](https://www.flexcompute.com/tidy3d/examples/notebooks/Bandstructure/), or [Bistability in photonic crystal microcavities](https://www.flexcompute.com/tidy3d/examples/notebooks/BistablePCCavity/) notebooks. \n", + "\n", + "If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/tidy3d/learning-center/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it.\n", + "\n", + "To start, we need to import the Tidy3D resonance finder plugin as below:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# Standard python imports.\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Tidy3D imports.\n", + "import tidy3d as td\n", + "import tidy3d.web as web\n", + "from tidy3d.plugins.resonance import ResonanceFinder" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Microdisk Cavity Set Up\n", + "To illustrate the resonance finder usage, we will define a simple GaAs microdisk cavity." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total runtime = 5.07 ps\n", + "Start monitoring fields after 0.51 ps\n" + ] + } + ], + "source": [ + "# Simulation wavelength\n", + "wl_min = 1.9\n", + "wl_max = 2.0\n", + "n_wl = 101\n", + "wl_c = (wl_min + wl_max) / 2\n", + "wl_range = np.linspace(wl_min, wl_max, n_wl)\n", + "freq_c = td.C_0 / wl_c\n", + "freq_range = td.C_0 / wl_range\n", + "freq_bw = 0.5 * (freq_range[0] - freq_range[-1])\n", + "\n", + "# Simulation runtime\n", + "runtime_fwidth = 20 # In units of 1/frequency bandwidth of the source.\n", + "t_start_fwidth = 2 # Time to start monitoring after source has decayed, units of 1/frequency bandwidth.\n", + "run_time = runtime_fwidth / freq_bw\n", + "t_start = t_start_fwidth / freq_bw\n", + "print(f\"Total runtime = {(run_time*1e12):.2f} ps\")\n", + "print(f\"Start monitoring fields after {(t_start*1e12):.2f} ps\")\n", + "\n", + "# Microdisk geometry\n", + "r = 2.60\n", + "t = 0.16\n", + "\n", + "# Microdisk material\n", + "n = 3.50\n", + "mat_disk = td.Medium(permittivity=n ** 2)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The microdisk structure is obtained using a simple cylinder." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Simulation size.\n", + "pml_gap = 0.6 * wl_max\n", + "size_x = 2 * (r + pml_gap)\n", + "size_y = size_x\n", + "size_z = t + 2 * pml_gap\n", + "\n", + "# Microdisk.\n", + "microdisk = td.Structure(\n", + " geometry=td.Cylinder(center=(0, 0, 0), radius=r, length=t, axis=2),\n", + " medium=mat_disk,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We will use several point dipole sources randomly distributed within a squared region bounded by the microdisk to excite the cavity modes. Reproducibility between simulation runs is ensured by seeding the random generator. We limit the dipole polarizations to only one direction as we will include 8-fold symmetry." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "num_dipoles = 7\n", + "rng = np.random.default_rng(4321)\n", + "\n", + "# Squared region within microdisk.\n", + "side_x = r * np.cos(45 * np.pi / 180)\n", + "side_y = r * np.cos(45 * np.pi / 180)\n", + "\n", + "# Build random positions and phases to dipoles.\n", + "dip_positions = rng.uniform([0, 0, 0], [side_x, side_y, 0], [num_dipoles, 3])\n", + "dip_phases = rng.uniform(0, 2 * np.pi, num_dipoles)\n", + "\n", + "# Dipoles\n", + "pulses = []\n", + "dipoles = []\n", + "for i in range(num_dipoles):\n", + " pulse = td.GaussianPulse(freq0=freq_c, fwidth=freq_bw, phase=dip_phases[i])\n", + " pulses.append(pulse)\n", + " dipoles.append(\n", + " td.PointDipole(\n", + " source_time=pulse,\n", + " center=tuple(dip_positions[i]),\n", + " polarization=\"Ey\",\n", + " name=\"dip_source_\" + str(i),\n", + " )\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The [Resonance Finder](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html#tidy3d.plugins.resonance.ResonanceFinder.html) plugin needs `FieldTimeMonitors` to record the field as a function of time. So, we will include them at several random locations. Importantly, we start the monitors after the source pulse has decayed." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
[11:34:46] WARNING: Default value for the field monitor 'colocate' setting has  \n",
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Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "num_monitors = 7\n", + "\n", + "# Random monitor positions.\n", + "mon_positions = rng.uniform([0, 0, 0], [side_x, side_y, 0], [num_dipoles, 3])\n", + "\n", + "# Monitor list.\n", + "monitors_time = []\n", + "for i in range(num_monitors):\n", + " monitors_time.append(\n", + " td.FieldTimeMonitor(\n", + " fields=[\"Ey\"],\n", + " center=tuple(mon_positions[i]),\n", + " size=(0, 0, 0),\n", + " start=t_start,\n", + " name=\"monitor_time_\" + str(i),\n", + " )\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Microdisk Cavity Simulation\n", + "\n", + "Now, we can build and run the simulation. It is worth mentioning that we will run the simulation for a shorter `run_time` period, thus not waiting a very long time for the fields to decay fully." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + " \n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sim = td.Simulation(\n", + " center=(0, 0, 0),\n", + " size=(size_x, size_y, size_z),\n", + " grid_spec=td.GridSpec.auto(min_steps_per_wvl=20, wavelength=wl_c),\n", + " structures=[microdisk],\n", + " sources=dipoles,\n", + " monitors=monitors_time,\n", + " run_time=run_time,\n", + " shutoff=0,\n", + " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", + " normalize_index=None,\n", + " symmetry=(1, -1, 1),\n", + ")\n", + "\n", + "sim.plot_3d(width=400, height=400)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Before running the simulation, let's look at the source and monitor positions and certify we are measuring the fields after the sources have fully decayed." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(12, 5))\n", + "sim.plot(z=0.0, ax=ax1)\n", + "\n", + "plot_time = 3 / freq_bw\n", + "sim.sources[0].source_time.plot(\n", + " times=np.linspace(0, plot_time, 1001), val=\"abs\", ax=ax2\n", + ")\n", + "ax2.set_xlim(0, plot_time)\n", + "ax2.vlines(t_start, 0, 1, linewidth=2, color=\"g\", alpha=0.4)\n", + "ax2.legend([\"source\", \"start time\"])\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "job = web.Job(simulation=sim, task_name=\"microdisk\", verbose=False)\n", + "sim_data = job.run(path=\"data/simulation_data.hdf5\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Cavity Resonance Information\n", + "Now, we can analyze the simulation data and calculate the resonance information from the time domain fields. First, let's look at one of the `FieldTimeMonitors` data. As expected, it is clear from the source signal, and a decaying oscillating pattern due to the cavity resonances is shown." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(8, 4))\n", + "\n", + "ax1.plot(\n", + " sim_data.monitor_data[\"monitor_time_0\"].Ey.t * 1e12,\n", + " np.real(sim_data.monitor_data[\"monitor_time_0\"].Ey.squeeze()),\n", + ")\n", + "ax1.set_title(\"FieldTimeMonitor data\")\n", + "ax1.set_xlabel(\"time (ps)\")\n", + "ax1.set_ylabel(\"Real{Ey}\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We first construct a `ResonanceFinder` object storing our parameters and then call `run()` on our list of `FieldTimeData` objects. This will add up the signals from all monitors before searching for resonances. Additionally, the `ResonanceFinder` class has the methods [run_raw_signal](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html) and [run_scalar_field_time](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.resonance.ResonanceFinder.html) which are helpful case the signal takes another form.\n", + "\n", + "The `run()` method returns an `xr.Dataset` containing the decay rate, Q factor, amplitude, phase, and estimation error for each resonance as a function of frequency." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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decayQamplitudephaseerror
freq
1.541813e+141.697680e+112.853158e+03910.3311550.8067300.003234
1.565147e+141.050417e+134.681052e+01345.3886182.0843780.041756
1.568775e+142.717331e+081.813710e+06389.3768432.5597570.002555
1.592080e+146.269166e+127.978200e+01208.164442-2.2193130.036356
\n", + "
" + ], + "text/plain": [ + " decay Q amplitude phase error\n", + "freq \n", + "1.541813e+14 1.697680e+11 2.853158e+03 910.331155 0.806730 0.003234\n", + "1.565147e+14 1.050417e+13 4.681052e+01 345.388618 2.084378 0.041756\n", + "1.568775e+14 2.717331e+08 1.813710e+06 389.376843 2.559757 0.002555\n", + "1.592080e+14 6.269166e+12 7.978200e+01 208.164442 -2.219313 0.036356" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "resonance_finder = ResonanceFinder(freq_window=(freq_range[-1], freq_range[0]))\n", + "resonance_data = resonance_finder.run(signals=sim_data.data)\n", + "resonance_data.to_dataframe()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The microdisk cavity has four resonances, two of which have high Q-factors above $10^{3}$ and minor estimation errors. One can use this information to filter out undesired modes. The following graph shows the highest Q-factor resonances as peaks in the Fourier-transformed field data." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(7, 4))\n", + "\n", + "time_response = sim_data[\"monitor_time_0\"].Ey.squeeze()\n", + "freq_response = np.abs(np.fft.fft(time_response))\n", + "freqs = np.linspace(0, 1/sim_data.simulation.dt, len(time_response))\n", + "plot_inds = np.where((freq_range[-1] < freqs) & (freqs < freq_range[0]))\n", + "ax1.plot(freqs[plot_inds], freq_response[plot_inds])\n", + "ax1.set_xlabel(\"Frequency (Hz)\")\n", + "ax1.set_ylabel(\"Amplitude\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Cavity Mode Field\n", + "\n", + "Lastly, we will see the field of the cavity mode field distributions. So, we will rerun the simulation using `FieldMonitors` to get the frequency-domain fields at each cavity resonance. Here, an [Apodization](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ApodizationSpec.html) object is employed to exclude the source signal from the Fourier-transformed fields." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
[11:35:52] WARNING: Default value for the field monitor 'colocate' setting has  \n",
+       "           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n",
+       "           colocated to the grid boundaries. Set to 'False' to get the raw      \n",
+       "           fields on the Yee grid instead.                                      \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m[11:35:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
           WARNING: Default value for the field monitor 'colocate' setting has  \n",
+       "           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n",
+       "           colocated to the grid boundaries. Set to 'False' to get the raw      \n",
+       "           fields on the Yee grid instead.                                      \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
           WARNING: Default value for the field monitor 'colocate' setting has  \n",
+       "           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n",
+       "           colocated to the grid boundaries. Set to 'False' to get the raw      \n",
+       "           fields on the Yee grid instead.                                      \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
           WARNING: Default value for the field monitor 'colocate' setting has  \n",
+       "           changed to 'True' in Tidy3D 2.4.0. All field components will be      \n",
+       "           colocated to the grid boundaries. Set to 'False' to get the raw      \n",
+       "           fields on the Yee grid instead.                                      \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: Default value for the field monitor \u001b[0m\u001b[32m'colocate'\u001b[0m\u001b[31m setting has \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mchanged to \u001b[0m\u001b[32m'True'\u001b[0m\u001b[31m in Tidy3D \u001b[0m\u001b[1;36m2.4\u001b[0m\u001b[31m.\u001b[0m\u001b[1;36m0\u001b[0m\u001b[31m. All field components will be \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mcolocated to the grid boundaries. Set to \u001b[0m\u001b[32m'False'\u001b[0m\u001b[31m to get the raw \u001b[0m\n", + "\u001b[2;36m \u001b[0m\u001b[31mfields on the Yee grid instead. \u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Apodization to exclude the source pulse from the frequency-domain monitors.\n", + "apodization = td.ApodizationSpec(start=t_start, width=4e-13)\n", + "n_modes = resonance_data[\"freq\"].size\n", + "\n", + "# Field monitor.\n", + "mon = [\n", + " td.FieldMonitor(\n", + " center=[0, 0, 0.04],\n", + " size=[td.inf, td.inf, 0],\n", + " freqs=resonance_data[\"freq\"][i],\n", + " name=\"field_xy_\" + str(i),\n", + " apodization=apodization,\n", + " )\n", + " for i in range(n_modes)\n", + "]\n", + "\n", + "sim_field = sim.copy(update={\"monitors\": mon})\n", + "job = web.Job(simulation=sim_field, task_name=\"microdisk_field\", verbose=False)\n", + "sim_data_field = job.run(path=\"data/simulation_data.hdf5\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Two high Q-factor whispering-gallery modes are well confined within the microdisk, whereas the others have an intense energy leakage." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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