diff --git a/CharacteristicImpedanceCalculator.ipynb b/CharacteristicImpedanceCalculator.ipynb index 22e6bff5..6843aa37 100644 --- a/CharacteristicImpedanceCalculator.ipynb +++ b/CharacteristicImpedanceCalculator.ipynb @@ -8,7 +8,7 @@ "\n", "In this tutorial notebook, we explore the use of Tidy3D to compute the characteristic impedance of transmission lines. The characteristic impedance is a fundamental parameter in the design of transmission lines that affects signal integrity and power distribution. This notebook also serves to introduce [LumpedElements](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/lumped_elements.html) and path integrals, which are components that are used to set up [LumpedPorts](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.smatrix.LumpedPort.html#tidy3d.plugins.smatrix.LumpedPort) in the [smatrix](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/plugins/smatrix.html) plugin.\n", "\n", - "The microstrip, a type of transmission line with a conductor strip separated from a ground plane by a dielectric layer, will serve as our example for the study. We will demonstrate how to use the post processing tools available in the `microwave` plugin to determine the voltage and current distribution along the microstrip both in the time and frequency domains.\n", + "The microstrip, a type of transmission line with a conductor strip separated from a ground plane by a dielectric layer, will serve as our example for the study. We will demonstrate how to use the post-processing tools available in the `microwave` plugin to determine the voltage and current distribution along the microstrip both in the time and frequency domains.\n", "\n", "The notebook is structured as follows:\n", "\n", @@ -18,7 +18,11 @@ "\n", "3. Calculation of the characteristic impedance.\n", "\n", - "4. Final simulation of a microstrip terminated by a matched load.\n", + "4. Summary of the three common definitions for the impedance of transmission lines.\n", + "\n", + "5. Example simulation of a microstrip terminated by a matched load.\n", + "\n", + "5. Example of calculating the impedance of a lossy microstrip.\n", "\n", "By the end of this notebook, you will have a clear understanding of how to use Tidy3D for simulating and analyzing the characteristic impedance of transmission lines, as well as many of the building blocks used within microwave simulations." ] @@ -33,13 +37,15 @@ "source": [ "# standard python imports\n", "import matplotlib.pyplot as plt\n", - "import matplotlib.ticker as ticker\n", "import numpy as np\n", "\n", "# tidy3D imports\n", "import tidy3d as td\n", "import tidy3d.plugins.microwave as microwave\n", + "from skrf import Frequency\n", + "from skrf.media.mline import MLine\n", "from tidy3d import web\n", + "from tidy3d.plugins.dispersion import FastDispersionFitter\n", "\n", "# We set the logging level to \"ERROR\". Otherwise there are numerous warnings due to the proximity of the structure to PML boundaries.\n", "td.config.logging_level = \"ERROR\"" @@ -51,7 +57,7 @@ "source": [ "## Setting up a Microstrip Simulation\n", "\n", - "The microstrip transmission line that we wish to characterize is presented below. It is characterized by a `width`, `height`, `thickness`, and substrate electric permittivity $\\epsilon_r$. For simplicity, conductors are assumed to be perfect electric conductors, and the microstrip will be modeled with an infinitesimally small `thickness`, which we will implement using a `Medium2D`.\n", + "The microstrip transmission line that we wish to characterize is presented below. It is characterized by a `width`, `height`, `thickness`, and substrate electric permittivity $\\epsilon_r$. For simplicity, conductors are assumed to be perfect electric conductors.\n", "\n", "\"Schematic\n", "\n", @@ -68,25 +74,24 @@ "source": [ "# Frequency range of interest is from 0.1 GHz to 10 GHz\n", "freq_start = 1e8\n", - "freq_stop = 100e8\n", + "freq_stop = 10e9\n", "freq0 = (freq_stop) / 2\n", "fwidth = freq_stop - freq_start\n", "wavelength0 = td.C_0 / freq0\n", - "freqs = np.linspace(freq_start, freq_stop, 100)\n", + "freqs = np.linspace(freq_start, freq_stop, 50)\n", "\n", "# Fields should decay rapidly in this notebook, since we are using PMLs.\n", "# Later we will use a matched load that also quickly dissipates power.\n", - "run_time = 60 / fwidth\n", - "\n", - "gaussian = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n", + "run_time = 30 / fwidth\n", "\n", + "gaussian = td.GaussianPulse.from_frequency_range(freq_start, freq_stop, remove_dc_component=True)\n", "# Default units in Tidy3D are microns\n", "mm = 1e3\n", "# Microstrip parameters (thickness is assumed 0)\n", "length = 40 * mm\n", "width = 3 * mm\n", "height = 1 * mm\n", - "thickness = 0.0\n", + "thickness = 0.035 * mm\n", "\n", "# Size and offset of simulation, so that the microstrip will terminate inside the PML\n", "sim_size = (length + wavelength0 / 2, 3 * width + wavelength0 / 2, height + wavelength0 / 2)\n", @@ -96,7 +101,6 @@ "# Substrate has permittivity of 4.4\n", "air = td.Medium()\n", "pec = td.PECMedium()\n", - "pec2d = td.Medium2D(ss=pec, tt=pec)\n", "diel = td.Medium(permittivity=4.4)\n", "\n", "# Create a structure representing a microstrip along the x axis\n", @@ -106,7 +110,7 @@ " center=strip_center,\n", " size=[length, width, thickness],\n", " ),\n", - " medium=pec2d,\n", + " medium=pec,\n", ")\n", "\n", "# Create a structure representing the substrate\n", @@ -119,15 +123,15 @@ ")\n", "\n", "# Use a refined mesh near the microstrip, where the fields are mostly contained\n", - "dl = width / 50\n", + "dl = thickness\n", "mesh_overrides = [\n", " td.MeshOverrideStructure(\n", " geometry=td.Box(\n", " center=strip_center,\n", - " size=[length + 2 * width, 4 * width, 4 * height],\n", + " size=[length + 2 * width, 2 * width, 2 * height],\n", " ),\n", - " dl=[dl, dl, dl],\n", - " )\n", + " dl=[0.1 * mm, dl, dl],\n", + " ),\n", "]\n", "\n", "# Place an excitation at the left (x min) side of the microstrip\n", @@ -167,7 +171,7 @@ "\n", "\"Schematic\n", "\n", - "In order to perform these computations, we need to set up the `Tidy3D` simulation to record the electric and magnetic fields at these locations. One option would be to use one monitor that is large enough to encompass both integration paths. We can also choose two monitors that will be independently used for the voltage and current computations.\n", + "In order to perform these computations, we need to set up the `Tidy3D` simulation to record the electric and magnetic fields at these locations. One option is to use a monitor that is large enough to encompass both integration paths. We can also choose two monitors that will be independently used for the voltage and current computations.\n", "\n", "In the next cell, monitors for recording the time domain and frequency domain fields are created. An additional monitor is added for plotting the field along the direction of propagation." ] @@ -188,6 +192,7 @@ " size=[length + 4 * width, 4 * width, 0],\n", " freqs=[freq0],\n", " name=\"propagate\",\n", + " colocate=False,\n", ")\n", "\n", "# Frequency domain monitor for computing both voltage and current\n", @@ -196,6 +201,18 @@ " size=[0, 4 * width, 4 * height],\n", " freqs=freqs,\n", " name=\"freq_yz\",\n", + " colocate=False,\n", + ")\n", + "\n", + "# Mode solver monitor, which will be used as an alternate approach for computing impedance.\n", + "mode_spec = td.ModeSpec(num_modes=1, target_neff=np.sqrt(4.4))\n", + "mode_yz = td.ModeSolverMonitor(\n", + " center=[0, 0, 2 * height],\n", + " size=[0, td.inf, td.inf],\n", + " freqs=freqs,\n", + " name=\"mode_yz\",\n", + " colocate=False,\n", + " mode_spec=mode_spec,\n", ")\n", "\n", "# Time monitor for computing voltage\n", @@ -205,6 +222,7 @@ " fields=[\"Ez\"],\n", " interval=40,\n", " name=\"time_voltage_yz\",\n", + " colocate=False,\n", ")\n", "\n", "# Time monitor for computing current\n", @@ -214,6 +232,7 @@ " fields=[\"Hy\", \"Hz\"],\n", " interval=40,\n", " name=\"time_current_yz\",\n", + " colocate=False,\n", ")" ] }, @@ -221,7 +240,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Now, the simulation is set up using the created components. Before running the simulation we also plot the structure." + "Now, the simulation is set up using the created components. Before running the simulation, we choose to plot the created structure." ] }, { @@ -231,7 +250,7 @@ "outputs": [ { "data": { - "image/png": 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2AQDMZrNxw65pGvLy8vzeBtajEOtRgPUoxHoUCqZ6yLKMSpUqAYBRj5kzZ+LkyZOoU6eO39tFREREVBxDECdVrlwZJpMJijkcgC+eBNGMd5M0AIoS5oNjAICABKBKnRsgir8NJQTC1JyCNkgKIhWzj9pQNkXNgywKQqB8JQIIwJM3klBhUgs6EhbFDCEpDrbwAdbDwHoUYj2sWA9DcNVDQIJm/UkjASgIQipXruz/NhERERGVgiGIkwpfgZEA2cs3mJpmE0fIADRIgC8eHRYCgACUMECSbZabLNmALEOTFciaCiEJaH7uWMhqHmRJQFPCIGsqTLDAokT6tWMhaSpMllwIpeB/D5OwwKKEQXi77mVhPQysRyHWw4r1MARbPYQkQ1ZzCxbLCqAVBER8jZSIiIiCBV/QDTRNg4yCm0RNUqBZf4MnQwU0zT9tsN7ASkKDxRQJ1RQJVTEX/IZT9d9j1bKaB0XNg6qYoZoiYTFFQhJawc21nx5zL+hQZENIMizWNghJLrg+mu9eUbLBehhYj0KshxXrYQjOekRAQIIEAUnz/6tBRERERI4wBAmkYgEIJBmQZP8GIcVuYPXfHmqK2a8di6IdCv23uUJW/NqxKN6hgCQBkuTfjgXrYWA9CrEeVqyHIZjrAUkuDELgpzCfiIiIyEkMQQKltABE568gxN4NrN5EP3UsSutQGE30U8ei1A6F8aGfOhash4H1KMR6WLEehlCoh5AUaxBCREREFFwYggRCWQGIztdBiIMbWKOpPu5YlNWhMJrq445FmR0KYyUfdyxYDwPrUYj1sGI9DKFUDyGb4N/5eoiIiIgcYwjib84EIDpfBSFCQFFzHN7AGk32UcfCmQ6F0WQfdSyc6lAYK/uoY+Fkh0LHeugrsx5Gk1kPA+uhrxwc9SgxCxkRERFRgPHuxJ9cCUB03g5ChAYJGiQhnLqB1Xm7Y+FKh0Ln7Y6FSx0KYyMvdyxc7FDoWA99I9ZDx3oUYj30jYKjHkRERETBhCGICxRFAdx9uNedAETnrSBEaJCtg9SpSrjLN7De6li406HQeatj4VaHwtjYSx0LDzsUrIe+MeuhYz0KsR76xsFRDyIiIqJgwRDERTIEIFwMITwJQHSeBiFCgywK2iAguX0D62nHwpMOhc7TjoVHHQpjJx52LLzUoWA99J2wHjrWoxDroe8kOOpBREREFAwYgrhAswYPslCdD0K8EYDo3A1CigQgGmTP2gD3Oxbe6FDo3O1YeKVDYezMzY6FlzsUrIe+M9ZDx3oUYj30nQVHPYiIiIgCjSGIC4QQ0GMHp4IQbwYgOleDEJsAxEttgOsdC292KHSudiy82qEwdupix8JHHQrWQ98p66FjPQqxHvpOg6MeRERERIHEEMRlckGYAAdBiC8CEJ2zQUjxAET2brmd7Vj4okOhc7Zj4ZMOhbFzJzsWPu5QsB76zlkPHetRiPXQdx4c9SAiIiIKFIYg7pAdBCG+DEB0joIQHwcgOkcdC192KHSOOhY+7VAYB3HQsfBTh4L10A/CeuhYj0Ksh36Q4KgHERERUSAwBHGXvSDEHwGIzl4Q4qcARGevY+GPDoXOXsfCLx0Knb2OhZ87FKyHFethYD0KsR5WQVIPIiIiIn9jCOKJ4kGIpvovANGVCEJUvwYguuIdC392KHTFOxaSZvFfh0JXomNhCUiHgvWwYj0MrEch1sMqSOpBRERE5E+mQDcg5MkyNK0ggJCtw6b6LQDRSQVHlkWRNvgxANHpnQfF+ttVf3YodHrHwmTJhsmS498Ohc7asdDbACAgHQrWw4r1MLAehVgPqyCpBxEREZG/8EkQIiIiIiIiIqoQGIJ4qugYINbL6dT0ud5kMwaItQ3OTJ/rZUUfKXdlOkpvsn2nPsLp6Si9yuad+gjnp6P0MtbDivUwsB6FWA+rIKkHERERkb8wBPFE8UFQZcW56XO9qcQgqIpz0+d6WfF36p2djtKbig8qKGSTU9NRelWJQQVNzk1H6WWshxXrYWA9CrEeVkFSDyIiIiJ/YgjiLnuzwDiaPteb7M0C42j6XC+zN6igPzsW9mZVcDQdpVfZm1XB0XSUXsZ6WLEeBtajEOthFST1ICIiIvI3hiDucDQNrj+CEEfT4PopCHE0q4I/OhaOppX0S8fC0bSSfupYsB76QVgPHetRiPXQDxIc9SAiIiIKBIYgLnMQgOh8GYQ4CkB0Pg5CnJ1W0pcdC0cdCp1POxaOOhRGY33bsWA99J2zHjrWoxDroe88OOpBREREFCgMQVwgSZJxwZyaBtcXQYizAYiueBDipTDG2Q6FzhcdC2c7FDqfdCyc7VAYjfZNx4L10HfKeuhYj0Ksh77T4KgHERERUSAxBHGBbA0cnApACjfyXhDiagCiswlCNI+DEFc7FDpvdixc7VDovNqxcLVDYTTeux0L1kPfGeuhYz0KsR76zoKjHkRERESBxhDERRok5wMQnTeCEHcDEF2RIESCcPtG1t0Ohc4bHQt3OxQ6r3Qs3O1Q6LzUsWA99J2wHjrWoxDroe8kOOpBREREFAwYgrhAVVUArt3AGjwJQjwNQHSSDM1ackXNdflG1tMOhc6TjoWnHQqdRx0LTzsUOg87FqyHvjHroWM9CrEe+sbBUQ8iIiKiYMEQxJ/cCUK8FYDoJBkCMoQkuXQj660Ohc6djoW3OhQ6tzoW3upQ6NzsWLAe+kash471KMR66BsFRz2IiIiIgglDEH9zJQjxdgCikySoSoTTN7Le7lDoXOlYeLtDoXOpY+HtDoXOxY4F66GvzHoYTWY9DKyHvnJw1EOCb6ZnJyIiInIXQ5BAcCYI8VUAonPyRtZXHQqdMx0LX3UodE51LHzVodCxHgbWoxDrYcV6GEKpHpJmcfcFUiIiIiKfYQgSKGUFIb4OQHQObmR93aHQldWx8HWHQldmx8LXHQod62FgPQqxHlashyEU6iEJFRIEvDCxLxEREZFXMQQJpNKCEH8FIDo7N7L+6lDoSutY+KtDoSu1Y+GvDoWO9TCwHoVYDyvWwxDM9YDQrAGIBMHbDCIiIgoypkA3oMKTZWgaIEM1wg/ATwGIznoja7Jkw2TJhiYrkDXVbx0KnX4sRc2DJFTImuq3DoVO71jo1wKA/zoUOtbDwHoUYj2sWA9DMNZDSHJhACKbAA6eSkREREGGv6IJBnLh1LUACv7srwBEZ72RBQBZU6HJil87FDpNMRudGgB+7VDoCjoWEZCEZu1QRPivQ6FjPQysRyHWw4r1MARbPSShFgQgkp/bQEREROQkhiDBQGiQi4ygL0NzbvpcL5O1/CJ/VgMy/aGkqUaHonib/EYIKEXe9VfUPOemo/Qy1sOK9TCwHoVYD6sgrIcEEZCfYURERETOYAgSaMXGAHF6+lwvK/pOfX5YlNPTH3pT0Xfq88OinJ6O0quKvVPv9HSUXsZ6WLEeBtajEOthFYT1sJgqFSyDBmgMQoiIiCj4MAQJpNIGQXVm+lwvKzGooJPTH3pTaYMKOjMdpVeVMqigU9NRehnrYcV6GFiPQqyHVRDXQx8MVYYKgEEIERERBReGIIFS1iwwfgxC7M6q4MeORVmzKvitY1HGrAr+7FiwHlasR+GhWA8D62EVAvXQjCCEiIiIKLjw/iQQnJkG1w9BiMNpJf3QsXBmWkmfdyycmFbSHx0L1sOK9Sg8BOthYD2sQqYeMjQOjkpERERBiCGIvzkTgOh8GIQ4vIHV+bBj4UyHQuezjoUTHQpjVR92LFgPK9ajcNesh4H1sAq5esjQ4N/ZcoiIiIgcYQjiT64EIDpfBCFCg6zlO76B1fmgY+FKh0Ln9Y6FCx0KYxMfdCyc7lDoWI/CTVgPA+thxXoUbhIM9WAIQkREREGGIYgLZGdCC3vcCUAKD+y1IEQSKiQIaHKYkzew+obe61i406HQea1j4UaHwtjUix0L1zsUVqxH4aash4H1sGI9CjcNhnoQERERBZGgC0HS0tLQoUMHVK5cGTVr1kRqaiqOHDlis05OTg5Gjx6NatWqITo6Gv369cO5c+fK3K8QAlOnTkWtWrUQGRmJ5ORkHD161KW2SZIEyZ2R7j0JQHReCEIkzQIJAgKSezewXuhYeNKh0HncsfCgQ2HswgsdC487FKxH4S5YDwPrYcV6FO4iGOpBREREFCSCLgTZunUrRo8eje+//x7r169Hfn4+evTogaysLGOdZ555Bl999RVWrlyJrVu34syZM3jggQfK3O+//vUvvPnmm1i0aBF2796NqKgopKSkICcnx+m2CSEgoSBMcH4jLwQgOg+CkKIBCCQP2uBBx8IbHQqd2x0LL3QojF150LHwWoeC9SjcFethYD2sWI/CXQVDPYiIiIiCgCSED+fP84ILFy6gZs2a2Lp1K+644w5kZGSgRo0aWLZsGR588EEAwOHDh9GsWTPs2rULt956a4l9CCGQmJiIZ599Fs899xwAICMjA/Hx8ViyZAkefvhhh+3IzMzErFmzYDKbIQEQkCBkU9kbeTMAKUrTIMO6X0lxGGoUDUCEpECCQL45GsKTMMTFm3NvdiiKcunm3IsdiqJcPTefdChYDwPrUYj1sGI9DL6uhyQ0hOVdswbuEqCpeHn6VGRkZCAmJsYr50BERETkiaB7EqS4jIwMAEDVqlUBAPv27UN+fj6Sk5ONdZo2bYp69eph165dpe7j2LFjSE9Pt9kmNjYWnTp1srtNbm4uMjMzbb4AQECGgAQJouwnQnwVgAAuPRFiE4A4Cm1c4cJvWH3VoQBc+A2rjzoUgGu/YfXZb1RZj8Jdsx4G1sOK9SjcdTDUg4iIiCiAgjoE0TQN48aNw+23346WLVsCANLT02E2mxEXF2ezbnx8PNLT00vdj748Pj7e6W3S0tIQGxtrfNWtW9f4TMimsoMQXwYgOieCEJ8FIMYBHHcsfNmh0DnsWPiwQ2EcwomOhc87FKxH4SFYDwPrYcV6FB4iGOpBREREFCBBHYKMHj0ahw4dwvLly/1+7EmTJiEjI8P4OnnypM3ndoMQfwQgujKCEJ8HIMaB7Hcs/NGh0NntWPihQ2EcqoyOhd86FKxH4aFYDwPrYcV6FB4qGOpBREREFAA+7B17ZsyYMVi9ejW2bduGOnXqGMsTEhKQl5eHK1eu2DwNcu7cOSQkJJS6L335uXPnUKtWLZtt2rZtW+o24eHhCA8PL71x1ptFISmAKAgboOVDQIZsnT1Gg1xwE+3rIVckCZooOK4sVGhCQIJmHbdEb2ORNghR8IlQIXmxbapihmLJhSn/OiymCACAyZIDIclQFTMkoRU0yIeEpECVTVAsuYDQIKx/LuhQFLTJk6kynWVRwmGy5MCUfx2qKRySZoGi5kNVwgrGZPFDG1iPQqxHAdajEOtRyPv10Hz/c4+IiIjIA0EXgggh8NRTT+Hzzz/Hli1b0LBhQ5vP27Vrh7CwMGzcuBH9+vUDABw5cgR//vknkpKSSt1nw4YNkZCQgI0bNxqhR2ZmJnbv3o0nnnjCpbYV/G6wyA2epEAIreCJEGsAIiBDkiT4/C7aaIMEIWRI0IwQRp8FRirRhoLvZU0FJO+2TyhhgKZC0fILvpdNELIC2Y3pfN0mydCUsIJjqnkFIZFshmwNfvxFU8yQhArF+lteTQmDJMmQ/NgG1qMQ62HFehhYj0JerYf1+pX82UNEREQUHIIuBBk9ejSWLVuGL774ApUrVzbG7IiNjUVkZCRiY2MxfPhwjB8/HlWrVkVMTAyeeuopJCUl2cwM07RpU6SlpaFv376QJAnjxo3DK6+8gsaNG6Nhw4aYMmUKEhMTkZqa6nTbrly5grjEKoBS/LIJmPKzAQCaLENTIjy9DG6R1RzIWsENqCUsEkApj3NbX9fJrHIjNJOdJ12IiIjcIFtyEXP598KZy1QXppQnIiIi8oOgC0EWLlwIALjzzjttli9evBhDhw4FAMyZMweyLKNfv37Izc1FSkoKFixYYLP+kSNHjJllAGDChAnIysrCyJEjceXKFXTu3Bnr1q1DRITzgYWmaQXTyhZ9T9v6DnfBb/AUyJoKIVS/v0ctq3mQhYCmmCBrBb/RK+29dkkDAAHNFA7VFOnXNhIRUQUgyYAkF4xpovnxyRoiIiIiJ0hC8OVdZ2RmZmLChAmoUrcxYAorWFjKIHaBGFCu+DHLGuBP0lTIQsWV6k0ZghARkVcplmzEXTwMTVIKQhBLPl6d/BwyMjIQExMT6OYRERERBffsMEHNzij+Dqc/9LLSQhdnpj8kIiIiIiIiqmgYgrjDwTSG/gpCynrqhEEIERERERERkS2GIK5yEIDofB2EOPPaDYMQIiIiIiIiokIMQVykaHkOAxCdr4IQV8YdKRGEcNpCIiIiIiIiqqAYgrjAbDY7HYDovB2EuDPwatEgRLHketwGIiIiIiIiolDEEMQFsixDVcxOByA6bwUhnsw8UzQIkTTV7TYQERERERERhSqGIC7Izc2FkFwLQHSeBiHemHq3IAiJAF+JISIiIiIioorIFOgGhBLh4cCienihWEMQZ8MMbwQgBkl2O8ghIiIiIiIiCmUMQfzM1SDEqwGITpK8sx8iIqIySIKvXxIREVFwYQgSAM4GIT4JQIiIiPxA0lTj5xwRERFRsGAIEiCOghAGIEREFLKEBpOaC03i0GNEREQUXBiCBJC9IIQBCBERhSwhYFJzIWQFqsTbDCIiIgouvDsJsOJBiP5nBiBERBSKJKFCSDIspkhAtQS6OUREREQ2GIIEgeJBCAMQIiIKZaopnINwExERUVDiy7pEREREREREVCHwSZAgUHQMEMD56XOJiIiCkWLJhSVMCXQziIiIiEpgCBJg9gZBZRBCREShSEgKZC0PJks2LLzNICIioiDD12ECyF4AoilmqIoZipoHuciAqUREREFPkmAxRUASGhSNP8OIKHht2bIFkiRhy5YtgW4KEfkRQ5AAcTQNLoMQIiIKWdbZYSShBbolRERYsGABlixZEuhmuGXZsmWYO3duoJth4/3330ezZs0QERGBxo0b46233nJ629zcXEycOBGJiYmIjIxEp06dsH79+lLX3blzJzp37oxKlSohISEBY8eOxbVr17x1GlSBMQQJAEcBiI5BCBERhSohK8ZYV0REgWQvBLnjjjuQnZ2NO+64w/+NclKwhSDvvPMOHnvsMbRo0QJvvfUWkpKSMHbsWMyaNcup7YcOHYrZs2fjb3/7G+bNmwdFUXDPPfdgx44dNusdPHgQ3bt3x/Xr1zF79mw89thjePfdd9G/f39fnBZVMHxZ18+cDUB0xafP9coYIUJ4vg8iIiIHhMTBUYmCRVZWFqKiogLdjKAiyzIiIiIC3YyQkZ2djX/84x/o3bs3Pv30UwDAiBEjoGkaXn75ZYwcORJVqlSxu/0PP/yA5cuX47XXXsNzzz0HABg8eDBatmyJCRMmYOfOnca6L774IqpUqYItW7YgJiYGANCgQQOMGDEC3377LXr06OHDM6Xyjk+CuECSJI+2dzUA0Xn1iRChQRKqZ/sgIiIiooA5ffo0hg8fjsTERISHh6Nhw4Z44oknkJdXcJ+4ZMkSSJKErVu34sknn0TNmjVRp04dY/sFCxagRYsWCA8PR2JiIkaPHo0rV67YHOPo0aPo168fEhISEBERgTp16uDhhx9GRkaGsc769evRuXNnxMXFITo6Gk2aNMGLL77osP3ObJebm4tp06ahUaNGCA8PR926dTFhwgTk5uaW2N/HH3+Mjh07olKlSqhSpQruuOMOfPvttwAKOs4//fQTtm7dCkmSIEkS7rzzTgD2xwRZuXIl2rVrh8jISFSvXh2DBg3C6dOnbdYZOnQooqOjcfr0aaSmpiI6Oho1atTAc889B1V1fK/9xRdfoHfv3kYNb7zxRrz88ss22955551Ys2YNTpw4YbS9QYMGdve5ePFiSJKEDz74wGb5zJkzIUkS1q5d67BdZdm8eTMuXbqEJ5980mb56NGjkZWVhTVr1pS5/aeffgpFUTBy5EhjWUREBIYPH45du3bh5MmTAIDMzEysX78egwYNMgIQoCAwiY6OxieffOLReRDxSRAXhIeHQxIqBMJc3tbdAETnjSdCJE2FyZIDIbPsRERERKHozJkz6NixI65cuYKRI0eiadOmOH36ND799FNcv34dZnPhPeKTTz6JGjVqYOrUqcjKygIATJ8+HTNmzEBycjKeeOIJHDlyBAsXLsSePXvw3XffISwsDHl5eUhJSUFubi6eeuopJCQk4PTp01i9ejWuXLmC2NhY/PTTT7j33nvRunVrvPTSSwgPD8dvv/2G7777rsz2O7Odpmno06cPduzYgZEjR6JZs2b48ccfMWfOHPz6669YtWqVse6MGTMwffp03HbbbXjppZdgNpuxe/dubNq0CT169MDcuXPx1FNPITo6Gv/4xz8AAPHx8Xbbt2TJEgwbNgwdOnRAWloazp07h3nz5uG7777DgQMHEBcXZ6yrqipSUlLQqVMnvP7669iwYQPeeOMN3HjjjXjiiSfKvA5LlixBdHQ0xo8fj+joaGzatAlTp05FZmYmXnvtNQDAP/7xD2RkZODUqVOYM2cOACA6OtruPocNG4bPPvsM48ePx9133426devixx9/xIwZMzB8+HDcc889xrqXL192KqypVKkSKlWqBAA4cOAAAKB9+/Y267Rr1w6yLOPAgQMYNGiQ3X0dOHAAN910k02wAQAdO3YEUPAKjN5mi8VS4jhmsxlt27Y12kHkLvaGXaBpmjXICIOQnX/E19MAxDi+B0FIQQCSDSHJLrWdiIiIiILHpEmTkJ6ejt27d9t0El966SWIYq88V61aFRs3boSiFNz7XbhwAWlpaejRowe+/vpryHLBQ+FNmzbFmDFj8PHHH2PYsGH4+eefcezYMaxcuRIPPvigsb+pU6caf16/fj3y8vLw9ddfo3r16k6335ntli1bhg0bNmDr1q3o3Lmzsbxly5YYNWoUdu7cidtuuw2//fYbXnrpJfTt2xeffvqpcT4AjGuRmpqKyZMnG090lCU/Px8TJ05Ey5YtsW3bNuNVmc6dO+Pee+/FnDlzMGPGDGP9nJwcDBgwAFOmTAEAjBo1Crfccgvef/99hyHIsmXLEBkZaXw/atQojBo1CgsWLMArr7yC8PBw3H333ahduzYuX77ssO26f//732jRogWGDx+O1atXY8iQIUhISMDs2bNt1rv55ptx4sQJh/ubNm0apk+fDgA4e/YsFEVBzZo1bdYxm82oVq0azpw5U+a+zp49i1q1apVYri/Ttz979qzN8uLrbt++3WG7icrC12FckJeXByHJMFmyIWnOvVLirQBE586rMUUDENUU7nEbiIiIiMj/NE3DqlWrcN9995X4LTlQ8tXtESNGGAEIAGzYsAF5eXkYN26cTWAwYsQIxMTEGK8zxMbGAgC++eYbXL9+vdS26E9EfPHFF9A052eCcma7lStXolmzZmjatCkuXrxofHXr1g1AwWsZALBq1SpomoapU6fanA/g3mvse/fuxfnz5/Hkk0/ajBXSu3dvNG3atNTXPUaNGmXzfZcuXfDHH384PFbRAOTq1au4ePEiunTpguvXr+Pw4cMut12XkJCAt99+G+vXr0eXLl1w8OBBfPDBByWevli6dCnWr1/v8Gvw4MHGNtnZ2TZPGhUVERGB7OzsMtuWnZ2N8PCSfRH9Wuvb6/+1t66j4xA5widBXKTKZkiwwGTJhsUUWeZTFd4OQHSuPBFSNADhdIVEREREoevChQvIzMxEy5YtnVq/YcOGNt/rv/lv0qSJzXKz2YwbbrjB+Lxhw4YYP348Zs+ejaVLl6JLly7o06cPBg0aZAQkAwYMwHvvvYfHHnsML7zwArp3744HHngADz74YIlAoihntjt69Ch++eUX1KhRo9R9nD9/HgDw+++/Q5ZlNG/e3Knr4Yi96wMUPC1TfAaTiIiIEm2sUqUKLl++7PBYP/30EyZPnoxNmzYhMzPT5rOi46644+GHH8bHH3+MNWvWYOTIkejevXuJdW6//XaX9xsZGWmMO1NcTk6OTbBjb/vSxnTJyckxPi/6X3vrOjoOkSMMQVwlSbAokTBZsssMQnwVgOicCUKKByCQJIATwxARERFVCJ50Ft944w0MHToUX3zxBb799luMHTsWaWlp+P7771GnTh1ERkZi27Zt2Lx5M9asWYN169ZhxYoV6NatG7799lubJ1CKt8nRdpqmoVWrViVe4dDVrVvX7fPyJnvn6MiVK1fQtWtXxMTE4KWXXsKNN96IiIgI7N+/HxMnTnTpyZrSXLp0CXv37gUA/Pzzz9A0rUQwdeHCBafGBImOjjbGIalVqxZUVcX58+dtXonJy8vDpUuXkJiYWOa+atWqVWKAWaDw9Rd9e/01GH158XUdHYfIEb4O4w5JKgg/7Lwa4+sARFfWqzGlBiBEREREFLJq1KiBmJgYHDp0yK3t69evDwA4cuSIzfK8vDwcO3bM+FzXqlUrTJ48Gdu2bcP27dtx+vRpLFq0yPhclmV0794ds2fPxs8//4x//vOf2LRpk/G6ij2Otrvxxhvx119/oXv37khOTi7xpT+pceONN0LTNPz8889lHs/ZV2PsXR99WfHr464tW7bg0qVLWLJkCZ5++mnce++9SE5OLnV6WXde6xk9ejSuXr2KtLQ07NixA3Pnzi2xTocOHVCrVi2HX6+//rqxTdu2bQHACFh0e/fuhaZpxuf2tG3bFr/++muJJ192795ts/+WLVvCZDKVOE5eXh4OHjzo8DhEjjAEcZedIMRfAYiutCCEAQgRERFR+SPLMlJTU/HVV1+V6CACKDEwanHJyckwm8148803bdZ9//33kZGRgd69ewMomKLUYrHYbNuqVSvIsmy8ovDXX3+V2L/eOS3tNQadM9s99NBDOH36NP7973+XWDc7O9uY6SY1NRWyLOOll14q8fRE0fOLiooqMQVwadq3b4+aNWti0aJFNufw9ddf45dffjGuj6f0J0iKtjEvLw8LFiwosW5UVJRLr8d8+umnWLFiBV599VW88MILePjhhzF58mT8+uuvNuu5MyZIt27dULVqVSxcuNBmXwsXLkSlSpVsrs/Fixdx+PBhmzFlHnzwQaiqinfffddYlpubi8WLF6NTp07GEz6xsbFITk7Gxx9/jKtXrxrrfvTRR7h27Rr69+/v9PUgKg1fh/GENQjRX43RZAWypvotANEVfTVGEipkTWUAQkRERFQOzZw5E99++y26du1qTB979uxZrFy5Ejt27LCZwrW4GjVqYNKkSZgxYwZ69uyJPn364MiRI1iwYAE6dOhgzECyadMmjBkzBv3798dNN90Ei8WCjz76CIqioF+/fgAKZqPZtm0bevfujfr16+P8+fNYsGAB6tSpYzOjS3HObPfoo4/ik08+wahRo7B582bcfvvtUFUVhw8fxieffIJvvvkG7du3R6NGjfCPf/wDL7/8Mrp06YIHHngA4eHh2LNnDxITE5GWlgagYArXhQsX4pVXXkGjRo1Qs2ZNY5DVosLCwjBr1iwMGzYMXbt2xcCBA40pchs0aIBnnnnG3bLZuO2221ClShUMGTIEY8eOhSRJ+Oijj0oNsdq1a4cVK1Zg/Pjx6NChA6Kjo3HfffeVut/z58/jiSeewF133YUxY8YAAObPn4/Nmzdj6NCh2LFjh/FajLtjgrz88ssYPXo0+vfvj5SUFGzfvh0ff/wx/vnPf6Jq1arGuvPnz8eMGTOwefNm3HnnnQCATp06oX///pg0aRLOnz+PRo0a4T//+Q+OHz+O999/3+ZY//znP3HbbbcZf89PnTqFN954Az169EDPnj1dbjtRUQxBPGUNQsLysyBrKjRZ8WsAotMUsxGAAGAAQkRERFQO1a5dG7t378aUKVOwdOlSZGZmonbt2ujVqxcqVarkcPvp06ejRo0amD9/Pp555hlUrVoVI0eOxMyZMxEWFgYAaNOmDVJSUvDVV1/h9OnTqFSpEtq0aYOvv/4at956KwCgT58+OH78OD744ANcvHgR1atXR9euXTFjxgxj8NTSOLOdLMtYtWoV5syZgw8//BCff/45KlWqhBtuuAFPP/00brrpJmN/L730Eho2bIi33noL//jHP1CpUiW0bt0ajz76qLHO1KlTceLECfzrX//C1atX0bVr11JDEAAYOnQoKlWqhFdffRUTJ05EVFQU+vbti1mzZpUZMLmiWrVqWL16NZ599llMnjwZVapUwaBBg9C9e3ekpKTYrPvkk0/i4MGDWLx4MebMmYP69evbDUGeeOIJ48kK/TWaatWq4d1338X999+P119/HRMmTPCo7U8++STCwsLwxhtv4Msvv0TdunUxZ84cPP30005t/+GHH2LKlCn46KOPcPnyZbRu3RqrV6/GHXfcYbPeLbfcgg0bNmDixIl45plnULlyZQwfPtwItog8IQlHz80RgILHAidMmIAqdRsDpjCbz/RXYHSOZo3xBf0VGJ29p1EkTYUsVFyp3hSqiSMrExGR9yiWbMRdPAxNUgp+Dlry8erk55CRkVFiekYiIiKiQOCYIB4qOgZIfliU3cFSfanoGCD5YVF2B0slIiIiIiIiqsgYgnigxCCoDmaN8YXSBkEta9YYIiIiIiIiooqKIYib7M4C48cgpKxZYBiEEBEReW7hwoVo3bo1YmJiEBMTg6SkJHz99ddlbrNy5Uo0bdoUERERaNWqFdauXeun1hIREZEjDEHc4HAaXD8EIc5Mg8sghIiIyDN16tTBq6++in379mHv3r3o1q0b7r//fvz000+lrr9z504MHDgQw4cPx4EDB5CamorU1FQcOnTIzy0nIiKi0nBgVCfpA6NWq90ACjTnpsEVoiAEEZpXB0t1JgApqmhoIySFA6MSEZFPVJSBUatWrYrXXnsNw4cPL/HZgAEDkJWVhdWrVxvLbr31VrRt2xaLFi3yZzOJiIioFJwi1wUmkwmKZoEaFuHcNLjWJ0JMlmyYLNleCUJcDUAAGG1V1DyosgmQ+AAQERGRq1RVxcqVK5GVlYWkpKRS19m1axfGjx9vsywlJQWrVq0qc9+5ubnIzc01vtc0DX/99ReqVatmTHVJRERE9gkhcPXqVSQmJkKW7fd5GYK4wGQyQZVNzgUgOi8GIe4EIDojCLHkQlPCHKxNREREuh9//BFJSUnIyclBdHQ0Pv/8czRv3rzUddPT0xEfH2+zLD4+Hunp6WUeIy0tDTNmzPBam4mIiCqqkydPok6dOnY/ZwjiAovFAk12I0DwQhDiSQCi0xQzIDTIQnN5WyIiooqqSZMmOHjwIDIyMvDpp59iyJAh2Lp1q90gxB2TJk2yeYIkIyMD9erVw8ltryImOsJrxyEiIiqvMq/loO4dL6By5cplrscQxAUWi8X9jT0IQrwRgOiEHAah5bu9PRERUUVjNpvRqFEjAEC7du2wZ88ezJs3D++8806JdRMSEnDu3DmbZefOnUNCQkKZxwgPD0d4eHiJ5THREYipzDG8iIiInOXoNVIODuFPbswa480ApHCnLDsREflBOR17XdM0m/E7ikpKSsLGjRttlq1fv97uGCJERETkX3wSxN9ceCLEJwEIERGRPwgBRQv96dknTZqEXr16oV69erh69SqWLVuGLVu24JtvvgEADB48GLVr10ZaWhoA4Omnn0bXrl3xxhtvoHfv3li+fDn27t2Ld999N5CnQURERFYMQQLBiSCEAQgREYWuginiUQ7GoDp//jwGDx6Ms2fPIjY2Fq1bt8Y333yDu+++GwDw559/2oxAf9ttt2HZsmWYPHkyXnzxRTRu3BirVq1Cy5YtA3UKREREVARDkEApIwhhAEJERKFMseRCgoDFldnUgtT7779f5udbtmwpsax///7o37+/j1pEREREnuDgEIFUyhghDECIiCiUSZoKSWjWn2/uTQlPRERE5CsMQQKtWBDCAISIiEKbgMUU4fJU8ERERET+EHQhyLZt23DfffchMTERkiRh1apVNp8LITB16lTUqlULkZGRSE5OxtGjRx3u9+2330aDBg0QERGBTp064YcffvDRGbhBkqAWeWRYVcwMQIiIKERJnIWMiIiIglbQ3aVkZWWhTZs2ePvtt0v9/F//+hfefPNNLFq0CLt370ZUVBRSUlKQk5Njd58rVqzA+PHjMW3aNOzfvx9t2rRBSkoKzp8/76vTcEnBKzA5EJJsfSIkx6npc4mIiIKPgKTlB7oRRERERKUKuhCkV69eeOWVV9C3b98SnwkhMHfuXEyePBn3338/WrdujQ8//BBnzpwp8cRIUbNnz8aIESMwbNgwNG/eHIsWLUKlSpXwwQcf+PBMnFN8DJDiY4QQERGFEiHJUNR8yGroT49LRERE5U/QhSBlOXbsGNLT05GcnGwsi42NRadOnbBr165St8nLy8O+fftstpFlGcnJyXa3AYDc3FxkZmbafHlbqYOgljJYKhERUciQZKhKGBQ1DzKfCCEiIqIgE1IhSHp6OgAgPj7eZnl8fLzxWXEXL16EqqoubQMAaWlpiI2NNb7q1q3rYettlTkLDIMQIiIKYUIOg6qYoWiWQDeFiIiIyEZIhSD+NGnSJGRkZBhfJ0+e9Nq+nZoGl0EIERGFME0xQ5VNgW4GERERkY2QCkESEhIAAOfOnbNZfu7cOeOz4qpXrw5FUVzaBgDCw8MRExNj8+UNTgUgxsoMQoiIKHRpcligm0BERERkI6RCkIYNGyIhIQEbN240lmVmZmL37t1ISkoqdRuz2Yx27drZbKNpGjZu3Gh3G19xKQAxNvJ2ECIYphAREREREVGFFHTPqV67dg2//fab8f2xY8dw8OBBVK1aFfXq1cO4cePwyiuvoHHjxmjYsCGmTJmCxMREpKamGtt0794dffv2xZgxYwAA48ePx5AhQ9C+fXt07NgRc+fORVZWFoYNG+ZS28xmMyCEW+flVgBibFwQhJgs2TBZsgtCEVlxvRFCQLHkunZsIiIiIiIionIi6EKQvXv34q677jK+Hz9+PABgyJAhWLJkCSZMmICsrCyMHDkSV65cQefOnbFu3TpEREQY2/z++++4ePGi8f2AAQNw4cIFTJ06Fenp6Wjbti3WrVtXYrBUR2RZhqLlQRVhLgUJHgUgxk48DEKEKHiSRGjQZLPrxyciIiIiIiIKcZIQbj7aUMFkZmZi4sSJqJ5QG1BMTocZXglAiioSZjgdhBTdRgmHDIEr1ZtCNUV61hYiIqIiFEs24i4ehiYpBT+fLPl4dfJzyMjI8NrYWhVFZmYmYmNjkbF/LmIq8+c1ERGRI5lXsxF7yziH9x0hNSZIoAkhoCpmSEKDyZLt8NUYrwcggOtjhBQLTSCx5ERERERERFQxsUfsIiEpsJgiHQYhPglAjJ07GYS489QIERERERERUTnFEMQNQi47CPFpAGIcxEEQwgCEiIiIiIiIyAZDEDfZC0L8EoDo7AUhDECIiIiIiIiISmAI4oHiQYikWfwXgOhKBCEWBiBEREREREREpWAI4iHbICTHvwGIziYIyWEAQkRERERERFQKhiBEREREREREVCEwBPGQ7RggEU5Pn+tVNmOARDg/fS4RERERERFRBcIQxAPFB0EVssmp6XO9qsQgqCbnps8lIiIiIiIiqmAYgrjJ3iwwjqbP9Sp7s8A4mj6XiIiIiIiIqAJiCOIGR9Pg+iUIcTQNLoMQIiIiIiIiIhsMQVwkibIDEJ1PgxBHAYjRWAYhRERERERERDqGIC6QJAmKmuf0NLg+CUKcDUAKG20ThEBonreBiIiIiIiIKAQxBHFBeHi40wGIzqtBiKsBiM4mCMnx78w1REREREREREGCIYgLNE2DKpudDkB0XglC3A1AdEWCEEnwtRgiIiIiIiKqeBiCuCAvL8/lAETnURDiaQCikySopnAA7p0DERERERERUShjCOJHbgUh3gpADJIX9kFEREREREQUekyBbkBFowchJks2TJbssscX8XoAQkRE/lQJV3GLstVm2X61K66jcoBa5F+ylh/oJhARERHZ4JMgAeDUEyEMQIiIKITJah4UzRLoZhARERHZYAgSIGUGIQxAiIgohElaPhQ1D6rMB06JiIgouDAECaBSgxAGIEREFMqEBkXNh6qYoclhgW4NERERkQ2GIAFWPAhhAEJERKFMEhpUJQyaYg50U4iIiIhKYAgSBAqCkAhIQrMGIBEMQIiIKERJEHwChIiIiIIUQ5BgIAQUNc/4VlHznJs+l4iIKOgIQGiBboTXpKWloUOHDqhcuTJq1qyJ1NRUHDlyxOF2K1euRNOmTREREYFWrVph7dq1fmgtEREROcIQJNCKjQHicNYYIiKioCbBZMmBpKmBbohXbN26FaNHj8b333+P9evXIz8/Hz169EBWVpbdbXbu3ImBAwdi+PDhOHDgAFJTU5GamopDhw75seVERERUGg7bHkh2BkG1mCKN8UEspkhAkgLcUCIiIucIWQGsYb5FCv3bjHXr1tl8v2TJEtSsWRP79u3DHXfcUeo28+bNQ8+ePfH8888DAF5++WWsX78e8+fPx6JFi0rdJjc3F7m5ucb3mZmZXjoDIiIiKopPggRKGbPAlDl9LhERUZBTTeEQkmzzqmd5kZGRAQCoWrWq3XV27dqF5ORkm2UpKSnYtWuX3W3S0tIQGxtrfNWtW9c7DSYiIiIbDEECwYlpcBmEEBFR6JIKfr5J5es2Q9M0jBs3Drfffjtatmxpd7309HTEx8fbLIuPj0d6errdbSZNmoSMjAzj6+TJk15rNxERERUK/edUQ40TAYixqjUI4asxREQUciQJqly+pskdPXo0Dh06hB07dnh93+Hh4QgPD/f6fomIiMiWWyHIn3/+iRMnTuD69euoUaMGWrRowR/cznAhADE28UUQUo5G7ScioiAWwOA+NzcXu3fvtrlfufnmm9GwYUO39jdmzBisXr0a27ZtQ506dcpcNyEhAefOnbNZdu7cOSQkJLh1bCIiIvIep0OQ48ePY+HChVi+fDlOnToFUeT1DLPZjC5dumDkyJHo168fZLl8Pf6qM5k8eHDGjQDE2NSLQYik5UNiCEJEROXUd999h3nz5uGrr75Cfn4+YmNjERkZib/++gu5ubm44YYbMHLkSIwaNQqVK1d2uD8hBJ566il8/vnn2LJli1MhSlJSEjZu3Ihx48YZy9avX4+kpCRPTo2IiIi8wKm0YuzYsWjTpg2OHTuGV155BT///DMyMjKQl5eH9PR0rF27Fp07d8bUqVPRunVr7Nmzx9ftDgiTyQRZy3d9Qw8CEGMXXhgjRFbzoKj55e4dbSIiIgDo06cPBgwYgAYNGuDbb7/F1atXcenSJZw6dQrXr1/H0aNHMXnyZGzcuBE33XQT1q9f73Cfo0ePxscff4xly5ahcuXKSE9PR3p6OrKzs411Bg8ejEmTJhnfP/3001i3bh3eeOMNHD58GNOnT8fevXsxZswYn5w3EREROc+pRxuioqLwxx9/oFq1aiU+q1mzJrp164Zu3bph2rRpWLduHU6ePIkOHTp4vbGBZrFYoGgWQM2Dpjj5nrMXAhBjVx48EVIQgORBVcIgMQQhIqJyqHfv3vh//+//ISwsrNTPb7jhBtxwww0YMmQIfv75Z5w9e9bhPhcuXAgAuPPOO22WL168GEOHDgVQ8Jpw0adgb7vtNixbtgyTJ0/Giy++iMaNG2PVqlVlDqZKRERE/uFUCJKWlub0Dnv27Ol2Y4KdxWKBKpuMKf8cBiFeDECMXboRhBQGIGYISYEkVI/bQUREFGwef/xxp9dt3rw5mjdv7nA94cSTl1u2bCmxrH///ujfv7/T7SEiIiL/4OwwLtLkMEASjoMQHwQgxq5dCEKKBiCaYoakMQAhIqKK5dq1a9A02/GwYmJiAtQaIiIiCiSX34u4dOkSRo8ejebNm6N69eqoWrWqzVdFoClmqIoZipoH2RqG2PBhAGIcwokxQooHIERERBXFsWPH0Lt3b0RFRSE2NhZVqlRBlSpVEBcXhypVqgS6eURERBQgLj8J8uijj+K3337D8OHDER8fDymA098Fkh4qlHgixA8BiK6sJ0IYgBARUUU2aNAgCCHwwQcfVOj7FSIiIrLlcgiyfft27NixA23atPFFe0JKiSBEDvNbAKIrLQiRtXwGIEREVKH997//xb59+9CkSZNAN4WIiIiCiMuvwzRt2tRmWriKruirMWH5WX4NQHRFX40Jy89iAEJERBVehw4dcPLkyUA3g4iIiIKMy0+CLFiwAC+88AKmTp2Kli1blpiGriIONKbJYUWeBlH8GoDohKxAkxXI1oFPNbn06QGJiIgqgvfeew+jRo3C6dOnS71fad26dYBaRkRERIHkcggSFxeHzMxMdOvWzWa5EAKSJEFVK9jsI9YxQAAYIYRQ8/z+FIas5kHWVKMNzk6fS0REVB5duHABv//+O4YNG2YskySp4t6vEBEREQA3QpC//e1vCAsLw7JlyzjQWCmDoArrgKRAGdPnelnxQVA1awjCIISIKLAicQ2NpB9tlv2CdriOygFqUcXx97//HTfffDP+7//+j/crREREZHA5BDl06BAOHDjAgcbszAJjd9YYHyltFpiyZo0hotBw9dI55FzLDHQzyFOmC8ipftVm0aWLx3DBci1ADfItMyyIlnJhgQQBCZIWuKctTpw4gS+//BKNGjUKWBuIiIgo+LgcgrRv3x4nT56s2CGIg2lw/RWElDUNLoMQotBjUa7jr7j/IefaVezbuxiWfBVXNlyBepWP7Yeq+tWB2x60Xfb1pz/gxMXAtMfXqlSpgoceegjZ2dnIz88vMQ6HP3Xr1g3//e9/GYIQERGRDZdDkKeeegpPP/00nn/+ebRq1ariDTTmIADR+ToIKSsAMZpaWhBCREEvPzcblnwVw/sB9z4KRGmBbhG5y6wBtYplWDd3A/JcnpstNGTlAntPAmEKYJKBy1cdb+Mr9913H5555hn8+OOPpd6v9OnTJ0AtIyIiokByOQQZMGAAgIJ3bXUVaaAxRcuDJMGpaXB9FYQ4E4DoigchKqfNJQoZtWoAbeoCMXyIK3TlAEi3XVQtAUBEIBrje39dA36+AESYAbMJyM0PXFtGjRoFAHjppZdKfFYR7leIiIiodC6HIMeOHfNFO0KC2WwueAIkLMrpaXC9HYS4EoDoigYhiiUXQuH0uUREVL5pGh+hIiIiopJcDkHq16/vi3aEBFmWoSpmpwMQnbeCEHcCEJ0RhORfBwI4UB0RUYUjAFgAaADK6WswRERERKHC5RAEAM6cOYMdO3bg/PnzJX7TMnbsWK80zJG3334br732GtLT09GmTRu89dZb6Nixo931V65ciSlTpuD48eNo3LgxZs2ahXvuucelY+bm5iJSci0A0XkahHgSgOgKgpAIKFoAn08mIqpIMgFcQUEQovsVQF0AVQLRoIplz5492Lx5c6n3K7Nnzw5Qq4iIiCiQXA5BlixZgscffxxmsxnVqlWDVGTGEUmS/BKCrFixAuPHj8eiRYvQqVMnzJ07FykpKThy5Ahq1qxZYv2dO3di4MCBSEtLw7333otly5YhNTUV+/fvR8uWLZ0+rhDC8UplcDcI8UYAYpBkCDeDHCIicsFlAKdKWW4BoL9ZyiDEZ2bOnInJkyejSZMmiI+PL3G/QkRERBWTyyHIlClTMHXqVEyaNAmyHJjnemfPno0RI0Zg2LBhAIBFixZhzZo1+OCDD/DCCy+UWH/evHno2bMnnn/+eQDAyy+/jPXr12P+/PlYtGiRX9vuahDi1QBEx5s/IiLfEig9ACnqFIA4AOX4n2RVc+uBU6+YN28ePvjgAwwdOjRgbSAiIqLg43KKcf36dTz88MMBC0Dy8vKwb98+JCcnG8tkWUZycjJ27dpV6ja7du2yWR8AUlJS7K4PFLz6kpmZafPlLZpihqqYoah5kK1hSGl8EoAQEZHvXQPg6M3DfOt65VSeJQw5lsA96iLLMm6//faAHZ+IiIiCk8tJxvDhw7Fy5UpftMUpFy9ehKqqiI+Pt1keHx+P9PT0UrdJT093aX0ASEtLQ2xsrPFVt25dzxtfhKMghAEIEVEIc3bopXI6RFO+xYSLmdUhSYEbiPuZZ57B22+/HbDjExERUXBy+TlVfVyNdevWoVWrVggLs51utbwMNDZp0iSMHz/e+D4zMxOvvPKKV49h79UYBiBERCHO2ZnIy+GM5ZqQkHmtCsLD8qGIjIC147nnnkPv3r1x4403onnz5iXuVz777LMAtYyIiIgCya0Q5JtvvkGTJk0AwO8DjVWvXh2KouDcuXM2y8+dO4eEhIRSt0lISHBpfQAIDw9HeHi45w12oHgQov+ZAQgRUQiLRkHAUdaTHmHW9cqZPEs4TIqKajEXcfFy4MYEGTt2LDZv3oy77rqrxEDuREREVHG5fHfyxhtvBHSgMbPZjHbt2mHjxo1ITU0FAGiaho0bN2LMmDGlbpOUlISNGzdi3LhxxrL169cjKSnJDy12rHgQwgCEiCjESQDqoHAWmNLUQbkcFFWCQJXoK5Alz2ZU89R//vMf/L//9//Qu3fvgLaDiIiIgovLIUh4eHjABxobP348hgwZgvbt26Njx46YO3cusrKyjNliBg8ejNq1ayMtLQ0A8PTTT6Nr165444030Lt3byxfvhx79+7Fu+++G8jTICKi8qwKCp4EOY2C2WJ0JgB1welxfaxq1aq48cYbA90MIiIiCjIuD4z69NNP46233vJFW5w2YMAAvP7665g6dSratm2LgwcPYt26dcbgp3/++SfOnj1rrH/bbbdh2bJlePfdd9GmTRt8+umnWLVqFVq2bBmoU7BRdAwQZ2aNISKiEBGDgmlwKwOIsv73JpTrAERAwuVrVaCJwD7mMn36dEybNg3Xr18PaDuIiIgouLj8JMgPP/yATZs2YfXq1WjRokXABhobM2aM3ddftmzZUmJZ//790b9/fx+3ynX2BkEtPlgqERGFKAnlcgBUe8ymXFzLjsKlzOoQARwY9c0338Tvv/+O+Ph4NGjQoMT9yv79+wPUMqIAEAIQlkC3gqgkyQRwzCbyM5dDkLi4ODzwwAO+aEuFYy8AsTdrDBFVLH+eAf6bBURpgW4JucusAbWKzRJ79iqQ5/JzmKEhKxfIyRUwK5dxPTcO+ZbAPfKijxtGRCgIQC7uCnQriEqqngRIFeg3BRQUXA5BFi9e7It2VDiOpsFlEEJU8ZjUSqh56VZEXbmES5+/iTmfA3MC3SjySP3qwMsP2i6b8ilw4mJg2uNrVaoADz0EZGdbAFxEjRo1AtaWadOmBezYREREFLwCN3ddBeYoANExCCGqmKLiquHRN1bgesZfgW4KeaiG6QLqVV9ts6xX4r24YAlcOOBLZlgQJ2UgGhIEJEiafx+/F0JwKlwiR64eDXQLiIDKjQPdAqrAnApBevbsienTp+PWW28tc72rV69iwYIFiI6OxujRo73SwPLG2QBE55MgRAR22kIiciwqrhqi4qoFuhnkoUpIwCnFNsyqVLsVaqBygFrkW4olG6aLhyFLCoSsAJZ8vx6/RYsWmDp1Kh544AGYzfZ/Xh49ehSzZ89G/fr18cILL/ixhURERBRoToUg/fv3R79+/RAbG4v77rsP7du3R2JiIiIiInD58mX8/PPP2LFjB9auXYvevXvjtdde83W7A8LT3y65GoDovBqECA2SUB2vR0REFGLeeustTJw4EU8++STuvvtuu/crP/30E8aMGYMnnngi0E0mCpxK9QFJCXQrqCIRKnD9RKBbQeRcCDJ8+HAMGjQIK1euxIoVK/Duu+8iI6NgxHdJktC8eXOkpKRgz549aNasmU8bHEjh4eGQhArhxjD/7gYgOm8EIZKmwmTJgZD5FhQREZU/3bt3x969e7Fjxw6sWLECS5cuxYkTJ5CdnY3q1avj5ptvxuDBg/G3v/0NVaqU43mKiZwhKYDMEIT8iAO9U5BwujccHh6OQYMGYdCgQQCAjIwMZGdno1q1aiWmnSuvNE2zBhlhBY/5OsnTAMQ4vgdBSEEAkg0hyS61nYiIKNR07twZnTt3DnQziIiIKAi5/UhAbGwsYmNjvdmWoJeXlwchyTBZsmExRToVJngrANG5E4QUDUBUxQxZMIYlIiIiIiKiikcOdANCjSqbjSBE0soeW8PbAYhOU8xQFTMUNQ+yNQyxp2gAYjFFAuCo+URERERERFQxMQRxlSQVPAXiIAjxVQCicyYIKRGAcNpAIiIiIiIiqsAYgrjDQRDi6wBEV1YQwgCEiIjIc9u2bcN9992HxMRESJKEVatWOdxmy5YtuOWWWxAeHo5GjRphyZIlPm8nEREROYchiLvsBCH+CkB0pQUhDECIiIi8IysrC23atMHbb7/t1PrHjh1D7969cdddd+HgwYMYN24cHnvsMXzzzTc+bikRERE5w+UQZMiQIdi2bZsv2hJ6igUhiiXbrwGIrmgQoliyGYAQEVGF161bN8yYMaPE8suXL6Nbt25O76dXr1545ZVX0LdvX6fWX7RoERo2bIg33ngDzZo1w5gxY/Dggw9izpw5Th+TiIiIfMfl2WEyMjKQnJyM+vXrY9iwYRgyZAhq167ti7aFBmsQEpafBVlTocmKXwMQnaaYIQkVsvWJFAYgRERUkW3ZsgU//vgjDhw4gKVLlyIqKgpAwUxvW7du9dlxd+3aheTkZJtlKSkpGDduXJnb5ebmIjc31/g+MzPTF80jcpEFUPh3kVygxsCDCUiJ/MLlv6GrVq3ChQsX8NFHH+E///kPpk2bhuTkZAwfPhz3338/wsLCfNHOoCZr+UX+rELTVKemz/UmSSsMQPQ2BSKMISIiChYbNmzA448/jltvvRVfffUVGjRo4PNjpqenIz4+3mZZfHw8MjMzkZ2djcjIyFK3S0tLK/XJlRW7j6BSZLhP2koVhwwLbpDSAQA1pIJQ46JIh0DZ96uVKmWiVcs9Pm8flR8/HuqA69djSv1Mgorq1r9/F84V/H384+hhaAxNyEuuZ+c6XgluxnQ1atTA+PHjMX78eOzfvx+LFy/Go48+iujoaAwaNAhPPvkkGjdu7M6uQ47NGCByGEzW11Espki/BSHFxwCRtXwo1vFBGIQQEVFFVatWLWzduhXDhg1Dhw4dsHLlSjRr1izQzSrVpEmTMH78eOP7zMxM1K1bN4AtIgJycqLw46EOgW5GUFBgQYx02WZZpqgClR14Gzk5UYFuApFDHv1fe/bsWaxfvx7r16+Hoii455578OOPP6J58+b417/+hWeeecZb7QxKpQ2CajFF+jUIKW0QVL0tDEKIiKiikqyvhIaHh2PZsmV45ZVX0LNnT0ycONGnx01ISMC5c+dslp07dw4xMTF2nwLR2xkezic+KLhommL3t/oVjYJ8REjZNsuui8pQUfGegicKdS6HIPn5+fjyyy+xePFifPvtt2jdujXGjRuHRx55BDExBf9Ifv755/j73/9erkMQu7PAWMcI8UcQUtYsMAxCiIioIhNC2Hw/efJkNGvWDEOGDPHpcZOSkrB27VqbZevXr0dSUpJPj0tERETOcTkEqVWrFjRNw8CBA/HDDz+gbdu2Jda56667EBcX54XmBSeH0+D6IQhxZhpcBiFERFRRHTt2DDVq1LBZ1q9fPzRt2hR79+51ej/Xrl3Db7/9ZrPfgwcPomrVqqhXrx4mTZqE06dP48MPPwQAjBo1CvPnz8eECRPw97//HZs2bcInn3yCNWvWeOfEiIiIyCMuhyBz5sxB//79ERERYXeduLg4HDt2zKOGBStZy4cCzfE0uD4MQpwJQHTFgxAh+XfAViIiokCoX79+qctbtGiBFi1aOL2fvXv34q677jK+18ftGDJkCJYsWYKzZ8/izz//ND5v2LAh1qxZg2eeeQbz5s1DnTp18N577yElJcXNMyEiIiJvcjkEefTRR33RjpBgMpmgaBaoYRHOPVXhgyDElQBEVzQIUWUTIMketYGIiKiiuPPOO0u8WlPUkiVLSt3mwIEDPmwVERERuYu9YReYTCaossm110qsQYiQZJgs2ZCKTGPrKncCEJ2mmKEqZihqPiA0t9tAREREREREFKo4p5MLLBYLNNmNEaC98ESIJwGITlPMgNAgMwQhIiIiqtBkaOAdofMkaJCKXbGCZe7/grOikfk3joIEQxAXWCwW9zf2IAjxRgCiE3IYhJbv9vZEREREFPqqSucD3YSQIkNFlHTVZpkEAQ0cb48o1PB1GH9y49UYbwYghTtl2YmIyA/KGEuDiIiIKBD4JIi/ufBEiE8CECIiIn8QAoqWF+hWEFExF0TtQDchJCnIL/HUx1+iJlS48ao84TfRKtBNoAqMjwQEghNPhDAAISKi0CUKfr5xDCoiIiIKMnwSJFDKeCKEAQgREYUyxZILCQIWV2ZTIyKf0aDgD9Es0M0IaWbkQCv2++OTohHyEBGgFhGRuxiCBFIpQQgABiBEROXEdVTGDvXeQDfDryRNhSQ0WMIqQWh8EoQoOEjQeNvvEQ0miGKvw2gw8boShSC+DhNoxV6NYQBCREShTcBiinB5KngiIiIif2AIEgwkCWqRR4ZVxcwAhIiIQpTEWciIiIgoaPEuJQgUjAGSAyHJ1idCcpyaPpeIiCj4CEhafqAbQURERFQqhiABVnwQVEezxhAREQUzIclQ1HzIKqfHJSIiouDDECSASp0Fxonpc4mIiIKWJENVwqCoeZD5RAgREREFGQ5nHCBlToNbxvS5REREwU7IYVAlGUp+TqCbEvLMyAMnGiYKvDDkQYGlxDKA4/gRBQsLnHsKlSFIAJQZgBgrMQghIqLQpSlmQLU4XpHKVFf6DVESb9eIAk1BPqpK54stFVARFpD2EFFJWZJz9x18HcbPnApAjJX5agwREYUuTWbngIiIiIILQxA/cikAMTbydhAiGKYQERERERFRhcQQxAVmsxkQwq1t3QpAjI29FIQIAcWSC8C9cyAiIiIiIiIKZXzJ1AWyLEPR8qCKMJdCDI8CEGMnHo4RIkRBgCI0aDKHWCMiIgoFJ0UjVBL8uU0UaGHIRfFBUE+JG5GP8MA0iIhKuC7yAGx1uB5DEBfk5uaistCMEMKZMMMrAYixMzeDkCIBiMUUAZlPghAREYWEPJhhYieLKAgIqMW6TvkwI4//fxIFDefmhuHrMC4RQkBVzJCsQYijV2O8GoAYO3Xx1RibACQSkFhyIiIiIiIiqpjYI3aRkBRYTJEOgxCfBCDGzp0MQooFIJxil4iIiIiIiCoyhiBuEHLZQYhPAxDjIA6CEAYgRERERERERDYYgrjJXhDilwBEZy8IYQBCREREREREVAJDEA8UD0IkzeK/AERXIgixMAAhIiIiIiIiKgVDEA/ZBiE5/g1AdDZBSA4DECIiIiIiIqJSBFUI8tlnn6FHjx6oVq0aJEnCwYMHS6yTk5OD0aNHo1q1aoiOjka/fv1w7ty5MvcrhMDUqVNRq1YtREZGIjk5GUePHvXRWRARERERERFRMAqqECQrKwudO3fGrFmz7K7zzDPP4KuvvsLKlSuxdetWnDlzBg888ECZ+/3Xv/6FN998E4sWLcLu3bsRFRWFlJQU5OTkeNxm2zFAIpyePterbMYAiXB++lwiIiIiIiKiCsQU6AYU9eijjwIAjh8/XurnGRkZeP/997Fs2TJ069YNALB48WI0a9YM33//PW699dYS2wghMHfuXEyePBn3338/AODDDz9EfHw8Vq1ahYcfftjt9pY2CKrFFAmTJRsmS7Z/XospZRBUi6TYtIGvxRAREREREREF2ZMgjuzbtw/5+flITk42ljVt2hT16tXDrl27St3m2LFjSE9Pt9kmNjYWnTp1srsNAOTm5iIzM9Pmqyh7s8A4mj7Xq+zNAuNo+lwiIiIiIiKiCiikQpD09HSYzWbExcXZLI+Pj0d6errdbfR1nN0GANLS0hAbG2t81a1b1/jM0TS4fglCHE2DyyCEiIiIiIiIyEbAQpClS5ciOjra+Nq+fXugmlKqSZMmISMjw/g6efIkAEASZQcgOp8GIY4CEB2DECIiIiIiIiJDwMYE6dOnDzp16mR8X7t2bYfbJCQkIC8vD1euXLF5GuTcuXNISEiwu42+Tq1atWy2adu2rd1jhYeHIzw83GaZJElQ1DwIxeTUeB96EOLVMUKcDUAKG23bBiW87PWJiIiIiIiIyqmAPQlSuXJlNGrUyPiKjIx0uE27du0QFhaGjRs3GsuOHDmCP//8E0lJSaVu07BhQyQkJNhsk5mZid27d9vdxp7w8HCHT4AU59UnQlwNQHQ2T4Tk+HfmGiIiIiIiIqIgEVSzw/z111/4888/cebMGQAFAQdQ8DRHQkICYmNjMXz4cIwfPx5Vq1ZFTEwMnnrqKSQlJdnMDNO0aVOkpaWhb9++kCQJ48aNwyuvvILGjRujYcOGmDJlChITE5GamupS+zRNgyqbXX6awytPhLgbgOj0J0Lyr0MSfC2GiIiIiIiIKp6gGhj1yy+/xM0334zevXsDAB5++GHcfPPNWLRokbHOnDlzcO+996Jfv3644447kJCQgM8++8xmP0eOHEFGRobx/YQJE/DUU09h5MiR6NChA65du4Z169YhIiLCpfbl5eW5/TqLR0+EeBqA6CQJqikcgI+n7SUiIipn3n77bTRo0AARERHo1KkTfvjhhzLXX7lyJZo2bYqIiAi0atUKa9eu9VNLiYiIqCxB9STI0KFDMXTo0DLXiYiIwNtvv423337b7jqiWMAgSRJeeuklvPTSS95optvceiLEWwGIQfLCPoiIiCqOFStWYPz48Vi0aBE6deqEuXPnIiUlBUeOHEHNmjVLrL9z504MHDgQaWlpuPfee7Fs2TKkpqZi//79aNmypUvHlqFChsVbp0JEbpJggQS1xDL+/0kUPGQ498ZDUIUgFYFLQYjXAxAiIiL/kbX8QDfBK2bPno0RI0Zg2LBhAIBFixZhzZo1+OCDD/DCCy+UWH/evHno2bMnnn/+eQDAyy+/jPXr12P+/Pk2T7c6o6F0BFESb9eIAk1BPqpK522WydCgIixALSKi4rIk50JJ/lQNAKeCEAYgREQUwmQ1D4oW+r8hzcvLw759+zBp0iRjmSzLSE5Oxq5du0rdZteuXRg/frzNspSUFKxatcrucXJzc5Gbm2t8n5mZCQD49c+riAznPQBRoCmwIEbKsVmWKa5CZXeKKGhk5/JJkKBWZhDCAISIiEKYpOVD0SxQ5dC/zbh48SJUVUV8fLzN8vj4eBw+fLjUbdLT00tdPz093e5x0tLSMGPGDJtlsgw8MXO/my0nIt87HugGEJEbQv/uJISVGoQADECIiCh0CQ2Kmg/VFA5NcCBuZ02aNMnm6ZHMzEzUrVsXH/8LaHZDABtGREQUIn75Axg0wfF6DEECrHgQAoABCBERhSxJaFCVMGiKGbCE/pgg1atXh6IoOHfunM3yc+fOISEhodRtEhISXFofAMLDwxEeHl5iebMbgFtauNFwIiIiKhVDkCBQEIREwGQpeM/QYopgAEJERCFKgpDLz0CBZrMZ7dq1w8aNG5GamgoA0DQNGzduxJgxY0rdJikpCRs3bsS4ceOMZevXr0dSUpLTx9VnuvvlD7ebTkREVKHoPzOLzxZbHEOQYCAEFDXP+FZR82CRFMfT5xIREQUdAQgNQPkJ88ePH48hQ4agffv26NixI+bOnYusrCxjtpjBgwejdu3aSEtLAwA8/fTT6Nq1K9544w307t0by5cvx969e/Huu+86fcyrV68CcO6xXiIiIip09epVxMbG2v2cIUigFRsEFYBz0+cSEREFJQkmSw4skoyyfw8TOgYMGIALFy5g6tSpSE9PR9u2bbFu3Tpj8NM///wTsiwb6992221YtmwZJk+ejBdffBGNGzfGqlWr0LJlS6ePmZiYiJMnT6Jy5cqQQuheQB/L5OTJk4iJiQl0cyoEXnP/4vX2P15z/wvVay6EwNWrV5GYmFjmegxBAsnOLDAOp88lIiIKUkJWAKEV/AyTys9txpgxY+y+/rJly5YSy/r374/+/fu7fTxZllGnTh23tw+0mJiYkLpxLg94zf2L19v/eM39LxSveVlPgOhkh2uQb5QxDa4+WKpkvYmEg3eaiIiIgolqCoeQZJtXPYmIiIiCAUOQQCgjADFWYRBCREQhSyr4+SbxNoOIiIiCC+9O/M2JAMRYlUEIERGFKkmCKpsD3Qrys/DwcEybNq3U6X7JN3jN/YvX2/94zf2vvF9zSTiaP4YAFAwOM2HCBFSp2xgwuTn1nwsBSFGSpsJkyYaQZI/HCJE0FbKWjys1mkO1DsRKRETkDYolG3EXD0OTlIKfcZZ8vDr5OWRkZITcO8VERERUPvFJEBeYTB4M8OZmAAJ494kQScuHJDS3tyciIiIiIiIKVQxBXGAymSBr+a5v6EEAYuzCC0GIrOZBUfP5jjYRERERERFVSOwNu8BisUDRLJBdGe3eCwGIsSsPgpCCACQPqhIGMAQhIiIiIiKiCoi9YRdYLBaosgmKmudcEOLFAMTYpRtBSGEAYoaQ3RzPhIiIiIiIiCjEMQRxkSaHQVXMjoMQHwQgxq5dCEKKBiCawlH6iYiIiIiIqOJiCOIGTTGXHYT4MAAxDuFEEMIAhIiIiHxp1KhRkCQJc+fOdbju22+/jQYNGiAiIgKdOnXCDz/84PsGlgP5+fmYOHEiWrVqhaioKCQmJmLw4ME4c+aMw215zd3j6nVbuXIlmjZtioiICLRq1Qpr1671U0tDX1paGjp06IDKlSujZs2aSE1NxZEjRxxux2vuHa+++iokScK4cePKXK+8XW+GIG6yG4T4IQAxDlVGEMIAhIiIiHzp888/x/fff4/ExESH665YsQLjx4/HtGnTsH//frRp0wYpKSk4f/68H1oa2q5fv479+/djypQp2L9/Pz777DMcOXIEffr0KXM7XnP3uHrddu7ciYEDB2L48OE4cOAAUlNTkZqaikOHDvm55aFp69atGD16NL7//nusX78e+fn56NGjB7Kysuxuw2vuHXv27ME777yD1q1bl7leebzekhAezLdagWRmZmLChAmoUrcxYCocV8MmbJDD/BaAFCVpKkyWbAhJhsUUCVnLtxuASJoKWai4Ur0pVFOkX9pHREQVg2LJRtzFw9AkpeBnoCUfr05+DhkZGYiJiQl088iLTp8+jU6dOuGbb75B7969MW7cuDJ/k9ipUyd06NAB8+fPBwBomoa6deviqaeewgsvvOCnVpcfe/bsQceOHXHixAnUq1ev1HV4zd3j6nUbMGAAsrKysHr1amPZrbfeirZt22LRokV+a3d5ceHCBdSsWRNbt27FHXfcUeo6vOaeu3btGm655RYsWLAAr7zyCtq2bWv3ib7yeL35JIiHij4REpaf5fcABLB9IiQsP4tPgBAREZHPaJqGRx99FM8//zxatGjhcP28vDzs27cPycnJxjJZlpGcnIxdu3b5sqnlVkZGBiRJQlxcXKmf85q7x53rtmvXLpv1ASAlJYXX2U0ZGRkAgKpVq9pdh9fcc6NHj0bv3r1LXMfSlMfrbQp0A8oDTQ6DYn0lRpMVvwYgOiEr0GQFsqYabSIiIiLytlmzZsFkMmHs2LFOrX/x4kWoqor4+Hib5fHx8Th8+LAvmliu5eTkYOLEiRg4cKDdJ6x4zd3jznVLT08vdf309HSftbO80jQN48aNw+23346WLVvaXY/X3DPLly/H/v37sWfPHqfWL4/Xm0+CeMo6BggAI4RwavpcL5PVPMiaCs0awDg7fS4RERGRPUuXLkV0dLTxtXXrVsybNw9LliyBJEmBbl65VPyab9++3fgsPz8fDz30EIQQWLhwYQBbSeR9o0ePxqFDh7B8+fJAN6XcOnnyJJ5++mksXboUERERgW5OwPBJEE+UMgiqsI4RAsBvr6MUHwRVs44RYrJkw2KKBHiTQkRERG7o06cPOnXqZHy/cuVKnD9/3mYcClVV8eyzz2Lu3Lk4fvx4iX1Ur14diqLg3LlzNsvPnTuHhIQEn7U9VBW/5rVr1wZQGICcOHECmzZtKnOcHV5z97hz3RISEnidvWDMmDFYvXo1tm3bhjp16pS5Lq+5+/bt24fz58/jlltuMZapqopt27Zh/vz5yM3NhaLYvtVQHq83nwRxl51ZYBxOn+tlpc0C48z0uURERESOVK5cGY0aNTK+Ro4cif/97384ePCg8ZWYmIjnn38e33zzTan7MJvNaNeuHTZu3Ggs0zQNGzduRFJSkr9OJWQUv+aRkZFGAHL06FFs2LAB1apVK3MfvObucee6JSUl2awPAOvXr+d1dpIQAmPGjMHnn3+OTZs2oWHDhg634TV3X/fu3fHjjz/a/Bvevn17/O1vf8PBgwdLBCBA+bzefBLEHQ6mwdXDCF8/EVLWNLh6EMInQoiIiMhbqlWrVqIDHhYWhoSEBDRp0sRY1r17d/Tt2xdjxowBAIwfPx5DhgxB+/bt0bFjR8ydOxdZWVkYNmyYX9sfivLz8/Hggw9i//79WL16NVRVNd7Fr1q1KszmgntAXnPvcHTdBg8ejNq1ayMtLQ0A8PTTT6Nr165444030Lt3byxfvhx79+7Fu+++G8jTCBmjR4/GsmXL8MUXX6By5crG3+3Y2FhERhbMZMlr7j2VK1cuMd5KVFQUqlWrZiyvCNebIYirHAQgOl8HIWUFIEZTSwtCiIiIiHzs999/x8WLF43vBwwYgAsXLmDq1KlIT09H27ZtsW7duhKD7VFJp0+fxpdffgkAaNu2rc1nmzdvxp133gmA19xbHF23P//8E7Jc+DD9bbfdhmXLlmHy5Ml48cUX0bhxY6xatarMgT2pkD62jf73WLd48WIMHToUAK+5v1WE6y0JwXclnJGZmYkJEyagemI9yBKcngbXmbDCVa7uU7KOESIkGapihiw0XKneFCpDESIi8iLFko24i4ehSdaZ0iz5eHXyc8jIyChz/AIiIiIif+GYIC4wm80OnwApzttjhLgTqhQdI0Sx5HrcBiIiIiIiIqJQxBDEBbJc8CSFswGIzltBiCdPlRQNQiRNdbsNRERERERERKGKIYgLcnNzISTXAhCdp0GIN16rKQhCIgDwDSgiIiIiIiKqeDgwqgs8HT7F3cFSvTquiCS7HeQQERERERERhTKGIH7mahDii4FVOVUuERH5gyT4+iUREREFF4YgAeBsEOKTAISIiMgPJE01fs4RERERBQuGIAHiKAhhAEJERCFLaDCpudAkDj1GREREwYV3JwFkb7BUBiBERBSyhIDJkgMhyVBl/gwjotDx/vvvo0ePHgE59gsvvICnnnoqIMcmqmgYggRY8SCEAQgREYUySagQkgyLKZJjUBFRyMjJycGUKVMwbdq0gBz/ueeew3/+8x/88ccfATk+UUXCECQIFA1CGIAQEVGoU03hDECIKKR8+umniImJwe233x6Q41evXh0pKSlYuHBhQI5PVJEwBCEiIiIionLhww8/RLVq1ZCbm2uzPDU1FY8++qjd7ZYvX4777rvPZtnQoUORmpqKmTNnIj4+HnFxcXjppZdgsVjw/PPPo2rVqqhTpw4WL15sbHP8+HFIkoRPPvkEXbp0QWRkJDp06IBff/0Ve/bsQfv27REdHY1evXrhwoULNse77777sHz5ci9cBSIqC0OQIFD0FZjSxgghIiIKJYolFxAi0M0gogqof//+UFUVX375pbHs/PnzWLNmDf7+97/b3W7Hjh1o3759ieWbNm3CmTNnsG3bNsyePRvTpk3DvffeiypVqmD37t0YNWoUHn/8cZw6dcpmu2nTpmHy5MnYv38/TCYTHnnkEUyYMAHz5s3D9u3b8dtvv2Hq1Kk223Ts2BGnTp3C8ePHPbsIRFQmhiABVnwMEHuDpRIREYUCISmQhAaTJZtBCBH5XWRkJB555BGbpzM+/vhj1KtXD3feeWep21y5cgUZGRlITEws8VnVqlXx5ptvokmTJvj73/+OJk2a4Pr163jxxRfRuHFjTJo0CWazGTt27LDZ7rnnnkNKSgqaNWuGp59+Gvv27cOUKVNw++234+abb8bw4cOxefNmm2304584ccLDq0BEZWEIEkD2BkFlEEJERCFLkmAxRUASGhSNP8OIyP9GjBiBb7/9FqdPnwYALFmyBEOHDoVkZ6yi7OxsAEBERESJz1q0aAFZLuwyxcfHo1WrVsb3iqKgWrVqOH/+vM12rVu3ttkGgM128fHxJbaJjIwEAFy/ft3xSRKR20yBbkBF5WgWGH2ZYg1BOFAqERGFDOvsMEpeVqBbQkQV0M0334w2bdrgww8/RI8ePfDTTz9hzZo1dtevVq0aJEnC5cuXS3wWFhZm870kSaUu0zTN7nZ6+FJ8WfFt/vrrLwBAjRo1yjo9IvIQnwQJAGenweUTIUREFKqErEBlgE9EAfLYY49hyZIlWLx4MZKTk1G3bl2765rNZjRv3hw///yzH1tY0qFDhxAWFoYWLVoEtB1E5R1DED9zNgDR+SQI4TvaRETkB0JSAt0EIqqgHnnkEZw6dQr//ve/yxwQVZeSklJiXA9/2759uzGjDBH5DkMQF9h7j9BZrgYgOq8GIUKDJFTP9kFEREREFMRiY2PRr18/REdHIzU11eH6w4cPx9q1a5GRkeH7xtmxfPlyjBgxImDHJ6ooJCH4WIAzMjMzMXXqVFSqnggRVnLQJEfcDUC8uQ9JU2HKvw4hm3C5ZguoJqbMRETkPYolG3EXD0OTFAhZASz5eHXyc8jIyEBMTEygm0dEFUz37t3RokULvPnmm06t379/f9xyyy2YNGmSj1tW0tdff41nn30W//vf/2AycdhGIl8Kmv/D8vPzMXnyZKxduxZ//PEHYmNjkZycjFdffdVmuqq//voLTz31FL766ivIsox+/fph3rx5iI6OtrvvnJwcPPvss1i+fDlyc3ORkpKCBQsWGCM1O0sIAUXNhSorgOT8QzSSlg9FzYeqhBVMHai59ySGkBSosgmKJRcQGoQc5ngjY2MNJksOBCQISYJsyXWrDURERPbI1p9PgARJg/XPRET+dfnyZWzZsgVbtmzBggULnN7utddew1dffeXDltmXlZWFxYsXMwAh8oOgeRIkIyMDDz74IEaMGIE2bdrg8uXLePrpp6GqKvbu3Wus16tXL5w9exbvvPMO8vPzMWzYMHTo0AHLli2zu+8nnngCa9aswZIlSxAbG4sxY8ZAlmV89913TrcvMzMTr776Kszh4QAAARlw5vUYoUGCgIDkUnDi1X0KAQkFN6LC+gaUagr3rD1CWF+rkQp+2+eEgvBHFLwj7uGrRW7vU2iQhAYhyd6thyv7dOPa+WKfrIe+PuthYD0MrIe+vovXTmgFQT1QcI5C4KXpU/kkCBH5VYMGDXD58mVMmTIFzz33XKCbQ0RBJmhCkNLs2bMHHTt2xIkTJ1CvXj388ssvaN68Ofbs2YP27dsDANatW4d77rkHp06dsnliRJeRkYEaNWpg2bJlePDBBwEAhw8fRrNmzbBr1y7ceuutTrUlMzMTs2bNgmIOh4yCS6ah7JtISVggARAAhOTdVNfpfQsNsjUA0SADkCBBIN9cCR4PCaM/XSLJBaEK7N3UCyiWXEhCg8UU4b2beRf3bfNEjitP0TjB6X07fc3cwHq4vm/Ww8B6GCuyHkZz3amHhrC869aQXgKEhpcZghAREVEQCernrTIyMiBJEuLi4gAAu3btQlxcnBGAAEBycjJkWcbu3bvRt2/fEvvYt28f8vPzkZycbCxr2rQp6tWrV2YIkpubi9zcwldGMjMzrX+SoEkyZKFChgZNSIBc8kZW0vSQQoKQvX+ZhRQGaBZIEIBQSz+GViQAkayv8OiZl6QU/CbQIwoskgyTJRuKmgeLKbLkbzeFgMmSDQkClrBK3vvNbhGWMAUmSzZMai4spshSjyGreVA0C1RTuNtjspRFWF+RUtQ8qJJc6jEkTYVJzYWQldKvlcdYDx3rUYj10LEeOl/WQxLW8MMIQbzceCIiIiIPBe3sMDk5OZg4cSIGDhxo/PYoPT0dNWvWtFnPZDKhatWqSE9PL3U/6enpMJvNRpCii4+Pt7sNAKSlpSE2Ntb4splbXJILQgUAMlRAs33nWbKGE74KQHRCNkFYn+yQNIvth5pW0DYUCUB80oaCG2RJaDBZsm2n39U7FEKze7PvFZJUsH9rB6f4mCveGJTWGWXN4iNpKkyWbAhJ9lEHrwDrUYj1sGI9DKxHoWCoBxEREVEgBCwEWbp0KaKjo42v7du3G5/l5+fjoYceghACCxcuDEj7Jk2ahIyMDOPr5MmTtivYCUL8FYDoSg1C/BSAFLahlI6FvzoUOjsdC391KHSldSz83aFgPQqxHlash4H1KBQM9SAiIiLyt4C9DtOnTx906tTJ+L527doACgOQEydOYNOmTTbvECckJOD8+fM2+7FYLPjrr7+QkJBQ6nESEhKQl5eHK1eu2DwNcu7cObvbAEB4eDjCrYOg2iUVvGxS8GqMCqFpfg1AdEI2Fb4ao/8X/glACttQ0LEwWbILOhaA/zoUOmvHQm+DJiuQNdVvHQqdfixFzYMkVMia6vcOBetRiPWwYj0MrEehYKgHERERkT8F7EmQypUro1GjRsZXZGSkEYAcPXoUGzZsQLVq1Wy2SUpKwpUrV7Bv3z5j2aZNm6Bpmk2gUlS7du0QFhaGjRs3GsuOHDmCP//8E0lJSZ6fSJEnQgIRgOiKPhEC+DcAKWyDAospApJ19gGLKcJ/HQqdtWMBALKmQpMVv3YodJpiNjo1AALSoWA9CrEeVqyHgfUoFAz1ICIiIvKXoBkTJD8/Hw8++CD27t2LpUuXQlVVpKenIz09HXl5BY/pNmvWDD179sSIESPwww8/4LvvvsOYMWPw8MMPGzPDnD59Gk2bNsUPP/wAAIiNjcXw4cMxfvx4bN68Gfv27cOwYcOQlJTk9MwwjkiicEyQgqcxtDLW9hHrUyiltclvhIBS5N1yRc2zfefeT2Qtv8if1RLv3PuDpKlGh6J4m/yG9TCwHoVYDyvWwxAU9SAiIiLyk6CZHeb06dP48ssvAQBt27a1+Wzz5s248847ARSMJTJmzBh0794dsiyjX79+ePPNN4118/PzceTIEVy/ft1YNmfOHGPd3NxcpKSkYMGCBV5pt80YIMasMWpBDlLKrDE+UWwMEEloxqsxfnsqpdg79QCMx7z9+VtFm3fq5TCbNvjrt7zF36mXtXyjs+W33/KyHgbWoxDrYcV6GIKiHkRERER+JAkRgF99haDMzEzMmjULijkCsN6cljoIqtAgC2sgAcX3QYidQVDtDtAqBCQI5JujvTBFbuE+SxtU0N8D7JU6qKCfBzy0d85+HfCQ9TCwHoVYDyvWw+CLekhCQ1jeNQh9ilxNxcvTpyIjI8NmjC8iIiKiQAma12FCjd2QwcH0uV5VxiwwZU6f601l3LSXOR2ll9m9aXcwHaU3ldWJKms6Sq9iPQoPxXoYWA8r1qPwUMFQDyIiIqIAYAjiBofT4PojCHFiGlyfByFO/NbSHx0Lh7+19EPHwpnfIvu8Y8F6FB6C9TCwHlasR+EhgqEeRERERAHCEMRFEpycBteXQYgTAYjOZ0GIC49t+7Jj4fRj2z7sWLjyGL3POhasR+GuWQ8D62HFehTuOhjqQURERBRADEFcIMsyJMD5aXB9EYS4EIDobIIQ4YWbaTfeW/dFx8Ll99Z90LFwZxwBr3csWI/CXbIeBtbDivUo3GUw1IOIiIgowBiCuECSCiahdWnGFW8GIW4EILqiQQg8mT7Xg4H7vNmxcHvgPi92LDwZSNFrHQvWo3BXrIeB9bBiPQp3FQz1ICIiIgoCDEFcIISAcOeSeSMI8SAA0RUNQty6kfXCzAXe6Fh4PJOEFzoW3phJwuOOBetRuAvWw8B6WLEehbsIhnoQERERBQmGIC7QPHmKw5MgxAsBiE5ICgQkyFq+azeyXpy60ZOOhdem0vSgY+HNqTTd7liwHoWbsh4G1sOK9SjcNBjqQURERBREGIL4kztBiBcDEJt2yGHO38h6sUNh7NKNjoXXOhQ6NzoW3uxQ6FzuWLAehZuwHgbWw4r1KNwkGOoB3001TEREROQOhiD+5koQ4osARN+1szeyPuhQGLt2oWPh9Q6FzoWOhS86FDrWw4r1KNw162FgPaxCrh4aZIYgREREFGQYggSCM0GIDwMQ4xCObmR92KEwDuFEx8JnHQqdEx0LX3YodKyHFetReAjWw8B6WIVMPTTI3piNjIiIiMjLGIIESllBiB8CEONQ9m5k/dChMA5VRsfC5x0KXRkdC390KHSshxXrUXgo1sPAeliFQD1kFPxM88LE8ERERERexRAkkEoLQvwYgOhK3Mj6sUOhK61j4bcOha6UjoU/OxQ61sOK9TCwHoVYD6sgrodkBCAKeJtBREREwcYU6AZUeFLB78tkoRrhB+C/AMQ4nvWmXbHeyAPwW4dCp3csTJZshOVnAYD/OhQ6a8fCZMku6NwAfu1Q6FgPK9bDwHoUYj2sgrAe+kCoGmRAlgE3pvQlIiIi8iX+iiYYSHLBDaOVBtmvAYhxXDmsyJ8Vv3YodEJWoBU5btE2+Y0kQS3SkVEVs187FDrWw4r1MLAehVgPqyCsh4AUkJ9hRERERM7gXUow0DTj/WkABX92Zvpcb7I+Ug4UdChkTXVy+kPvktU8yJpqdCycnY7SmwoeKc+BkGTro+Y5Tk1H6VWsh4H1KMR6WLEehmCrh5AUSBCQOCgqERERBSmGIIFWbAwQp6fP9aZi79Srpkjnpj/0sqLv1KumSKeno/Sm4u/UOzsdpVexHgbWoxDrYcV6GIKzHhEQkAqCEM3inzYQERERuYAhSCCVNgiqM9PnepOdQQUdTn/oZaUNKujMdJTeVOqggk5MR+lVrIeB9SjEelixHoZgrgckuTAI4fwwREREFGQYggRKWbPA+CsIcTCrgr86FmXNquCvjkWZsyr4q2PBehhYj0KshxXrYQiFeghJsQYhRERERMGFIUggODMNrq+DECenlfR1x8KZaSV93bFwalpJX3csWA8D61GI9bBiPQyhVA8hm+DfEVKIiIiIHGMI4m/OBCA6XwUhQkBRcxzewBpN9lHHwpkOhdFkH3UsnOpQGCv7qGPhZIdCx3roK7MeRpNZDwProa8cHPUQvM0gIiKiIMO7E39yJQDReTsIERokaJCEcOoGVuftjoUrHQqdtzsWLnUojI283LFwsUOhYz30jVgPHetRiPXQNwqOehAREREFE4YgLlAUBXD34V53AhCdt4IQUTgVr6qEu3wD662OhTsdCp23OhZudSiMjb3UsfCwQ8F66BuzHjrWoxDroW8cHPUgIiIiChYMQVwkQwDCxRDCkwBE52kQIjTIoqANApLbN7Cediw86VDoPO1YeNShMHbiYcfCSx0K1kPfCeuhYz0KsR76ToKjHkRERETBgCGICzRr8CAL1fkgxBsBiM7dIKRIAKJB9qwNcL9j4Y0Ohc7djoVXOhTGztzsWHi5Q8F66DtjPXSsRyHWQ99ZcNSDiIiIKNAYgrhACAE9dnAqCPFmAKJzNQixCUC81Aa43rHwZodC52rHwqsdCmOnLnYsfNShYD30nbIeOtajEOuh7zQ46kFEREQUSAxBXCYXhAlwEIT4IgDRORuEFA9AZO+W29mOhS86FDpnOxY+6VAYO3eyY+HjDgXroe+c9dCxHoVYD33nwVEPIiIiokBhCOIO2UEQ4ssAROcoCPFxAKJz1LHwZYdC56hj4dMOhXEQBx0LP3UoWA/9IKyHjvUoxHroBwmOehAREREFAkMQd9kLQvwRgOjsBSF+CkB09joW/uhQ6Ox1LPzSodDZ61j4uUPBelixHgbWoxDrYRUk9SAiIiLyN4YgnigehGiq/wIQXYkgRPVrAKIr3rHwZ4dCV7xjIWkW/3UodCU6FpaAdChYDyvWw8B6FGI9rIKkHkRERET+ZAp0A0KeLEPTCgII2Tpsqt8CEJ1UcGRZFGmDHwMQnd55UKy/XfVnh0KndyxMlmyYLDn+7VDorB0LvQ0AAtKhYD2sWA8D61GI9bAKknoQERER+QufBCEiIiIiIiKiCoEhiKeKjgFivZxOTZ/rTTZjgFjb4Mz0uV5W9JFyV6aj9Cbbd+ojnJ6O0qts3qmPcH46Si9jPaxYDwPrUYj1sAqSehARERH5C0MQTxQfBFVWnJs+15tKDIKqODd9rpcVf6fe2ekovan4oIJCNjk1HaVXlRhU0OTcdJRexnpYsR4G1qMQ62EVJPUgIiIi8ieGIO6yNwuMo+lzvcneLDCOps/1MnuDCvqzY2FvVgVH01F6lb1ZFRxNR+llrIcV62FgPQqxHlZBUg8iIiIif2MI4g5H0+D6IwhxNA2un4IQR7Mq+KNj4WhaSb90LBxNK+mnjgXroR+E9dCxHoVYD/0gwVEPIiIiokBgCOIyBwGIzpdBiKMAROfjIMTZaSV92bFw1KHQ+bRj4ahDYTTWtx0L1kPfOeuhYz0KsR76zoOjHkRERESBwhDEBZIkGRfMqWlwfRGEOBuA6IoHIV4KY5ztUOh80bFwtkOh80nHwtkOhdFo33QsWA99p6yHjvUoxHroOw2OehAREREFEkMQF8jWwMGpAKRwI+8FIa4GIDqbIETzOAhxtUOh82bHwtUOhc6rHQtXOxRG473bsWA99J2xHjrWoxDroe8sOOpBREREFGgMQVykQXI+ANF5IwhxNwDRFQlCJAi3b2Td7VDovNGxcLdDofNKx8LdDoXOSx0L1kPfCeuhYz0KsR76ToKjHkRERETBwBToBoQKIQRUVYWimAA3bwA1FKROslChCQ2AszfDAjKEsQ9AeNwGJT8bQlMhJOdvhmUtH4pmgSqboAkJsOS72QYJgAwlPwdQLdDkMKe3lYQKRc2DJslQJROgWtxqgwBgkUxQ1DwoWhZU2ex850QIKFoeIDRYFDOEprk93ooFJigiD0peFlTFzHqwHqxHEaxHgdCqR5GnDYVkbX3Bz1AiIiKiYCAJ3pk45dSpU6hbt26gm0FERBRyTp48iTp16gS6GUREREQMQZylaRrOnDmDypUrQ3LxceZgkpmZibp16+LkyZOIiYkJdHN8pqKcJ1BxzrWinCdQcc61opwnUHHOtfh5CiFw9epVJCYmGuNqEREREQUSX4dxkizL5eq3WDExMeX6RlxXUc4TqDjnWlHOE6g451pRzhOoOOda9DxjY2MD3BoiIiKiQvy1DBERERERERFVCAxBiIiIiIiIiKhCYAhSwYSHh2PatGkIDw8PdFN8qqKcJ1BxzrWinCdQcc61opwnUHHOtaKcJxEREYUuDoxKRERERERERBUCnwQhIiIiIiIiogqBIQgRERERERERVQgMQYiIiIiIiIioQmAIQkREREREREQVAkOQcuKXX35Bnz59EBsbi6ioKHTo0AF//vmn8XlOTg5Gjx6NatWqITo6Gv369cO5c+fK3KcQAlOnTkWtWrUQGRmJ5ORkHD161NenYtfQoUMhSZLNV8+ePW3W+euvv/C3v/0NMTExiIuLw/Dhw3Ht2rUy9+vOtfGnUaNGQZIkzJ0712Z5eTjX6dOno2nTpoiKikKVKlWQnJyM3bt326xTHs4zPz8fEydORKtWrRAVFYXExEQMHjwYZ86csVmvPJzrZ599hh49eqBatWqQJAkHDx4ssU55+PeoNG+//TYaNGiAiIgIdOrUCT/88EOZ669cuRJNmzZFREQEWrVqhbVr1/qppc7Ztm0b7rvvPiQmJkKSJKxatcrmc3dr4up1IiIiIvImhiDlwO+//47OnTujadOm2LJlC/73v/9hypQpiIiIMNZ55pln8NVXX2HlypXYunUrzpw5gwceeKDM/f7rX//Cm2++iUWLFmH37t2IiopCSkoKcnJyfH1KdvXs2RNnz541vv7v//7P5vO//e1v+Omnn7B+/XqsXr0a27Ztw8iRI8vcpzvXxl8+//xzfP/990hMTCzxWXk415tuugnz58/Hjz/+iB07dqBBgwbo0aMHLly4YKxTHs7z+vXr2L9/P6ZMmYL9+/fjs88+w5EjR9CnTx+b9crDuWZlZaFz586YNWuW3XXKy79HRa1YsQLjx4/HtGnTsH//frRp0wYpKSk4f/58qevv3LkTAwcOxPDhw3HgwAGkpqYiNTUVhw4d8nPL7cvKykKbNm3w9ttvl/q5OzVx9ToREREReZ2gkDdgwAAxaNAgu59fuXJFhIWFiZUrVxrLfvnlFwFA7Nq1q9RtNE0TCQkJ4rXXXrPZT3h4uPi///s/7zXeBUOGDBH333+/3c9//vlnAUDs2bPHWPb1118LSZLE6dOnS93GnWvjL6dOnRK1a9cWhw4dEvXr1xdz5swxPitv56rLyMgQAMSGDRuEEOX3PIUQ4ocffhAAxIkTJ4QQ5e9cjx07JgCIAwcO2CwvL/8eFdexY0cxevRo43tVVUViYqJIS0srdf2HHnpI9O7d22ZZp06dxOOPP+7TdroLgPj888+N792tiavXiYiIiMjb+CRIiNM0DWvWrMFNN92ElJQU1KxZE506dbJ5bHnfvn3Iz89HcnKysaxp06aoV68edu3aVep+jx07hvT0dJttYmNj0alTJ7vb+MOWLVtQs2ZNNGnSBE888QQuXbpkfLZr1y7ExcWhffv2xrLk5GTIslziFQudO9fGHzRNw6OPPornn38eLVq0KPF5eTpXXV5eHt59913ExsaiTZs2AMrneeoyMjIgSRLi4uIAlO9zLao8/Xuky8vLw759+2zaJ8sykpOT7bZv165dNusDQEpKSlCcjzPcqYk714mIiIjI2xiChLjz58/j2rVrePXVV9GzZ098++236Nu3Lx544AFs3boVAJCeng6z2Wx0tnTx8fFIT08vdb/68vj4eKe38bWePXviww8/xMaNGzFr1ixs3boVvXr1gqqqAAraXLNmTZttTCYTqlatWuZ5unpt/GHWrFkwmUwYO3ZsqZ+Xp3NdvXo1oqOjERERgTlz5mD9+vWoXr06gPJ1nkXl5ORg4sSJGDhwIGJiYgCU33Mtrrz8e1TUxYsXoaqqS+1LT08P2vNxhjs1cec6EREREXkbQ5AQs3TpUkRHRxtfR44cAQDcf//9eOaZZ9C2bVu88MILuPfee7Fo0aIAt9Z9xc9z+/btePjhh9GnTx+0atUKqampWL16Nfbs2YMtW7YEurkeKX6uW7duxbx587BkyRJIkhTo5nlNaTUFgLvuugsHDx7Ezp070bNnTzz00EMhPz6AvXMFCgZJfeihhyCEwMKFCwPYSs+VdZ5ERERERMHIFOgGkGv69OmDTp06Gd/XqFEDJpMJzZs3t1mvWbNm2LFjBwAgISEBeXl5uHLlis1vX8+dO4eEhIRSj6MvP3fuHGrVqmWzTdu2bb10NvYVP8/atWuXWOeGG25A9erV8dtvv6F79+5ISEgo0Xm2WCz466+/yjxPV6+NtxU/15UrV+L8+fOoV6+esUxVVTz77LOYO3cujh8/HpLnaq+mUVFRaNSoERo1aoRbb70VjRs3xvvvv49JkyaF5HkC9s9VD0BOnDiBTZs2GU+B6O0OtXN15v/T4kLx3yNHqlevDkVRSsxw4+icXFk/2LhTE3euExEREZG38UmQEFO5cmWjw9ioUSPExsaiQ4cOxhMhul9//RX169cHALRr1w5hYWHYuHGj8fmRI0fw559/IikpqdTjNGzYEAkJCTbbZGZmYvfu3Xa38abi5xkZGVlinVOnTuHSpUvGDXhSUhKuXLmCffv2Gets2rQJmqbZdNSKcufaeFvxcx05ciT+97//4eDBg8ZXYmIinn/+eXzzzTcAQvNcnakpUDAeSm5uLoDQPE+g9HPVA5CjR49iw4YNqFatms02oXiuzta0qFD898gRs9mMdu3a2bRP0zRs3LjRbvuSkpJs1geA9evXB8X5OMOdmrhznYiIiIi8LtAjs5LnPvvsMxEWFibeffddcfToUfHWW28JRVHE9u3bjXVGjRol6tWrJzZt2iT27t0rkpKSRFJSks1+mjRpIj777DPj+1dffVXExcWJL774Qvzvf/8T999/v2jYsKHIzs7227nprl69Kp577jmxa9cucezYMbFhwwZxyy23iMaNG4ucnBxjvZ49e4qbb75Z7N69W+zYsUM0btxYDBw40Pj81KlTokmTJmL37t3GMmeuTaAVnx1GiNA/12vXrolJkyaJXbt2iePHj4u9e/eKYcOGifDwcHHo0CFjvVA/TyGEyMvLE3369BF16tQRBw8eFGfPnjW+cnNzjfXKw7leunRJHDhwQKxZs0YAEMuXLxcHDhwQZ8+edanNwfzvUWmWL18uwsPDxZIlS8TPP/8sRo4cKeLi4kR6eroQQohHH31UvPDCC8b63333nTCZTOL1118Xv/zyi5g2bZoICwsTP/74Y6BOoYSrV6+KAwcOiAMHDggAYvbs2eLAgQPGjEbO1KRbt27irbfeMr53dJ2IiIiIfI0hSDnx/vvvi0aNGomIiAjRpk0bsWrVKpvPs7OzxZNPPimqVKkiKlWqJPr27WvTKRGiYArExYsXG99rmiamTJki4uPjRXh4uOjevbs4cuSIP06nhOvXr4sePXqIGjVqiLCwMFG/fn0xYsSIEjfOly5dEgMHDhTR0dEiJiZGDBs2TFy9etX4XJ+2c/PmzcYyZ65NoJUWgoT6uWZnZ4u+ffuKxMREYTabRa1atUSfPn3EDz/8YLNeqJ9n0TaW9lW03eXhXBcvXlzqeU6bNs2lNgfzv0f2vPXWW6JevXrCbDaLjh07iu+//974rGvXrmLIkCE263/yySfipptuEmazWbRo0UKsWbPGzy0u2+bNm0utpX4eztSkfv36NrUXouzrRERERORrkhBC+O+5EyIiIiIiIiKiwOCYIERERERERERUITAEISIiIiIiIqIKgSEIEREREREREVUIDEGIiIiIiIiIqEJgCEJEREREREREFQJDECIiIiIiIiKqEBiCEBEREREREVGFwBCEiIiIiIiIiCoEhiBEFLTef/999OjRIyDHfuGFF/DUU08F5NhEREREROQbkhBCBLoRRETF5eTk4IYbbsDKlStx++23+/34Fy9exA033ICDBw/ihhtu8PvxiYiIiIjI+/gkCBEFpU8//RQxMTEBCUAAoHr16khJScHChQsDcnwiIiIiIvI+hiBE5FMXLlxAQkICZs6caSzbuXMnzGYzNm7caHe75cuX47777rNZNnToUKSmpmLmzJmIj49HXFwcXnrpJVgsFjz//POoWrUq6tSpg8WLFxvbHD9+HJIk4ZNPPkGXLl0QGRmJDh064Ndff8WePXvQvn17REdHo1evXrhw4YLN8e677z4sX77cS1eCiIiIiIgCjSEIEflUjRo18MEHH2D69OnYu3cvrl69ikcffRRjxoxB9+7d7W63Y8cOtG/fvsTyTZs24cyZM9i2bRtmz56NadOm4d5770WVKlWwe/dujBo1Co8//jhOnTpls920adMwefJk7N+/HyaTCY888ggmTJiAefPmYfv27fjtt98wdepUm206duyIU6dO4fjx4165FkREREREFFgcE4SI/GL06NHYsGED2rdvjx9//BF79uxBeHh4qeteuXIFVapUwbZt29ClSxdj+dChQ7Flyxb88ccfkOWCDLdp06aoWbMmtm3bBgBQVRWxsbF477338PDDD+P48eNo2LAh3nvvPQwfPhxAwVMmAwcOxMaNG9GtWzcAwKuvvoolS5bg8OHDxvEyMzMRGxuLLVu2oGvXrj65LkRERERE5D+mQDeAiCqG119/HS1btsTKlSuxb98+uwEIAGRnZwMAIiIiSnzWokULIwABgPj4eLRs2dL4XlEUVKtWDefPn7fZrnXr1jbbAECrVq1slhXfJjIyEgBw/fp1h+dHRERERETBj6/DEJFf/P777zhz5gw0TXP4ekm1atUgSRIuX75c4rOwsDCb7yVJKnWZpml2t5MkqdRlxbf566+/ABS80kNERERERKGPIQgR+VxeXh4GDRqEAQMG4OWXX8Zjjz1W4qmLosxmM5o3b46ff/7Zj60s6dChQwgLC0OLFi0C2g4iIiIiIvIOhiBE5HP/+Mc/kJGRgTfffBMTJ07ETTfdhL///e9lbpOSkoIdO3b4qYWl2759uzGjDBERERERhT6GIETkU1u2bMHcuXPx0UcfISYmBrIs46OPPsL27duxcOFCu9sNHz4ca9euRUZGhh9ba2v58uUYMWJEwI5PRERERETexdlhiCho9e/fH7fccgsmTZr0/9u5YyKAQSCIolekxC0yEIEMfOCFPi6STPY9A9f/2bnHb6+1qvdee++6Lj+kAQDgDyxBgM8aY1Rr7ZXb55yacwogAADwI5YgAAAAQARLEAAAACCCCAIAAABEEEEAAACACCIIAAAAEEEEAQAAACKIIAAAAEAEEQQAAACIIIIAAAAAEUQQAAAAIMIN6FvWm/x+1o4AAAAASUVORK5CYII=", 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", "text/plain": [ "
" ] @@ -256,33 +275,22 @@ " min_steps_per_wvl=20,\n", " wavelength=td.C_0 / freq_stop,\n", " override_structures=mesh_overrides,\n", + " snapping_points=(strip.geometry.bounds[0], strip.geometry.bounds[1]),\n", " ),\n", " structures=[substrate, strip],\n", " sources=[uniform_current],\n", - " monitors=[propagate_mon, freq_yz, time_voltage_yz, time_current_yz],\n", + " monitors=[propagate_mon, freq_yz, mode_yz, time_voltage_yz, time_current_yz],\n", " run_time=run_time,\n", " boundary_spec=boundary_spec,\n", + " plot_length_units=\"mm\",\n", ")\n", "\n", - "# Formatter to aid plotting in units of millimeters\n", - "formatter = ticker.FuncFormatter(lambda y, _: f\"{(1e-3) * y}\")\n", - "\n", - "\n", - "def update_axis_with_format(axis, format, xlbl, ylbl):\n", - " axis.set_xlabel(xlbl)\n", - " axis.set_ylabel(ylbl)\n", - " axis.xaxis.set_major_formatter(format)\n", - " axis.yaxis.set_major_formatter(format)\n", - "\n", - "\n", "# Plot the current simulation setup and scale to millimeters\n", "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(11, 4))\n", "\n", "sim.plot(z=height, ax=ax1)\n", "sim.plot(x=0, ax=ax2, vlim=[0, 3 * mm], hlim=[-5 * mm, 5 * mm])\n", - "update_axis_with_format(ax1, formatter, \"x (mm)\", \"y (mm)\")\n", "ax1.set_title(\"Top view of microstrip\")\n", - "update_axis_with_format(ax2, formatter, \"y (mm)\", \"z (mm)\")\n", "\n", "plt.show()" ] @@ -304,13 +312,13 @@ { "data": { "text/html": [ - "
11:23:11 EDT Created task 'impedance_calc' with task_id                         \n",
-       "             'fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed' and task_type 'FDTD'.  \n",
+       "
13:42:07 EDT Created task 'impedance_calc' with task_id                         \n",
+       "             'fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f' and task_type 'FDTD'.  \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m11:23:11 EDT\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'impedance_calc'\u001b[0m with task_id \n", - "\u001b[2;36m \u001b[0m\u001b[32m'fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n" + "\u001b[2;36m13:42:07 EDT\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'impedance_calc'\u001b[0m with task_id \n", + "\u001b[2;36m \u001b[0m\u001b[32m'fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n" ] }, "metadata": {}, @@ -320,14 +328,27 @@ "data": { "text/html": [ "
             View task using web UI at                                          \n",
-       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e\n",
-       "             4-4b43-b1d8-1a7d1ee21bed'.                                         \n",
+       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0\n",
+       "             c-46ab-ad17-e6cd089fcc7f'.                                         \n",
        "
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             Task folder: 'default'.                                            \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=974872;https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\. \n" ] }, "metadata": {}, @@ -336,7 +357,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "5b2a2b2361a4488ca29656791597df84", + "model_id": "798fde0c51df48029eb04d862347012e", "version_major": 2, "version_minor": 0 }, @@ -360,11 +381,15 @@ { "data": { "text/html": [ - "
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13:42:21 EDT Maximum FlexCredit cost: 0.225. Minimum cost depends on task       \n",
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+       "             FlexCredit cost after a simulation run.                            \n",
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\n" ], "text/plain": [ - "\n" + "\u001b[2;36m13:42:21 EDT\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.225\u001b[0m. Minimum cost depends on task \n", + "\u001b[2;36m \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n", + "\u001b[2;36m \u001b[0mFlexCredit cost after a simulation run. \n" ] }, "metadata": {}, @@ -373,11 +398,11 @@ { "data": { "text/html": [ - "
11:23:13 EDT status = queued                                                    \n",
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13:42:29 EDT status = queued                                                    \n",
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11:23:16 EDT status = preprocess                                                \n",
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11:23:17 EDT Maximum FlexCredit cost: 0.252. Use 'web.real_cost(task_id)' to get\n",
-       "             the billed FlexCredit cost after a simulation run.                 \n",
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             starting up solver                                                 \n",
+       "
14:03:58 EDT starting up solver                                                 \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mstarting up solver \n" + "\u001b[2;36m14:03:58 EDT\u001b[0m\u001b[2;36m \u001b[0mstarting up solver \n" ] }, "metadata": {}, @@ -483,7 +480,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "df2b94114216438dbec0456f5c06b685", + "model_id": "cd57f2860b89463db9a46596e9b5b29f", "version_major": 2, "version_minor": 0 }, @@ -497,11 +494,11 @@ { "data": { "text/html": [ - "
11:23:27 EDT early shutoff detected at 8%, exiting.                             \n",
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14:04:11 EDT early shutoff detected at 24%, exiting.                            \n",
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11:23:29 EDT status = success                                                   \n",
+       "
14:04:18 EDT status = success                                                   \n",
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11:23:30 EDT View simulation result at                                          \n",
-       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e\n",
-       "             4-4b43-b1d8-1a7d1ee21bed'.                                         \n",
+       "
14:04:20 EDT View simulation result at                                          \n",
+       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0\n",
+       "             c-46ab-ad17-e6cd089fcc7f'.                                         \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m11:23:30 EDT\u001b[0m\u001b[2;36m \u001b[0mView simulation result at \n", - "\u001b[2;36m \u001b[0m\u001b]8;id=513813;https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=328339;https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=513813;https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=636013;https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=513813;https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed\u001b\\\u001b[4;34m-ab7b2552-41e\u001b[0m\u001b]8;;\u001b\\\n", - "\u001b[2;36m \u001b[0m\u001b]8;id=513813;https://tidy3d.simulation.cloud/workbench?taskId=fdve-ab7b2552-41e4-4b43-b1d8-1a7d1ee21bed\u001b\\\u001b[4;34m4-4b43-b1d8-1a7d1ee21bed'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m \n" + "\u001b[2;36m14:04:20 EDT\u001b[0m\u001b[2;36m \u001b[0mView simulation result at \n", + "\u001b[2;36m \u001b[0m\u001b]8;id=886580;https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=847868;https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=886580;https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=489584;https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=886580;https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f\u001b\\\u001b[4;34m-b35577f2-4d0\u001b[0m\u001b]8;;\u001b\\\n", + "\u001b[2;36m \u001b[0m\u001b]8;id=886580;https://tidy3d.simulation.cloud/workbench?taskId=fdve-b35577f2-4d0c-46ab-ad17-e6cd089fcc7f\u001b\\\u001b[4;34mc-46ab-ad17-e6cd089fcc7f'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m \n" ] }, "metadata": {}, @@ -600,7 +584,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "bcf3a798d31e4d05ad942630cabf91aa", + "model_id": "de9eb734bb5f45ed934dd6c53cba4a6b", "version_major": 2, "version_minor": 0 }, @@ -624,24 +608,11 @@ { "data": { "text/html": [ - "
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11:23:32 EDT loading simulation from simulation_data.hdf5                       \n",
+       "
14:04:28 EDT loading simulation from simulation_data.hdf5                       \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m11:23:32 EDT\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5 \n" + "\u001b[2;36m14:04:28 EDT\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5 \n" ] }, "metadata": {}, @@ -649,7 +620,7 @@ } ], "source": [ - "sim_data = web.run(sim, \"impedance_calc\")" + "sim_data = web.run(sim, \"impedance_calc\", solver_version=\"release-25.2.4\")" ] }, { @@ -666,7 +637,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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" ] @@ -689,15 +660,12 @@ "# Plot Ez field in the xy plane\n", "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(8, 3))\n", "sim_data.plot_field(field_monitor_name=\"propagate\", field_name=\"Ez\", val=\"abs\", f=freq0, ax=ax1)\n", - "update_axis_with_format(ax1, formatter, \"x (mm)\", \"y (mm)\")\n", "ax1.set_title(\"Cross section at z = 0.5 mm\")\n", "\n", "# Plot both the Ex and Ez fields in the xz plane\n", "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(12, 3))\n", "sim_data.plot_field(field_monitor_name=\"freq_yz\", field_name=\"Ex\", val=\"abs\", f=freq0, ax=ax1)\n", "sim_data.plot_field(field_monitor_name=\"freq_yz\", field_name=\"Ez\", val=\"abs\", f=freq0, ax=ax2)\n", - "update_axis_with_format(ax1, formatter, \"y (mm)\", \"z (mm)\")\n", - "update_axis_with_format(ax2, formatter, \"y (mm)\", \"z (mm)\")\n", "ax1.set_title(\"Cross section at x = 0.0 mm\")\n", "ax2.set_title(\"Cross section at x = 0.0 mm\")\n", "plt.show()" @@ -719,7 +687,7 @@ "outputs": [ { "data": { - "image/png": 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", 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DsmXLmDNnjv13xpo1a0hPT+eRRx5xaG+DwUCbNm3s9TolJYW9e/cyaNAgh/p81113FfmbpbSU9vfZjdhiXrVqVYEh/wLlITrVAsVhm4hs/vz5AJw5c4a///6bAQMGYDAYgPyhuzcOWbJhG+bqzpcX5Hc02rZtS0BAAJGRkURFRfHVV185FISTJ0+i1+uJjY11eG2tWrUc/n/hwgXS09OZMWMGUVFRDo8hQ4YAFHrtuDNUq1bN4f+2HwdpaWklvjYgIICoqKgCr7/xtSdPnqRSpUoFfjAV9f7e/F4UF6utSNw8TDosLKxA/M60h6t8/fXXzJ49m2nTptG2bVv7+vj4eCRJonbt2gXa6/Dhw/a2srnXrl3bYbt+fn7UrFnT7biKozTtfTOdOnWiX79+TJgwgfLly3Pfffcxe/bsAtfHCQQCQVGEhoYCFHsLzNJSVF0pbH18fDwrV64s8N3drVs3oGCtlfM7tSRKu6+SXm/7TXLzb5CYmBjCw8M9Vq+tVqtDLd60aRPdunUjODiY8PBwoqKieO211wDcrtkrV65kwoQJjB07ln79+tnXx8fHA9ClS5cCbb569eoS6zVQ6G9IOZAzt2JjYxkzZgwzZ86kfPny9OjRgy+++EJcT61QxDXVAsXRokUL6tWrx48//shrr73Gjz/+iCRJHp/1+++//6ZPnz507NiRL7/8kooVK+Ln58fs2bPtHXxXsE2O8vjjjzNo0KBCn9O4cWO3YrUdXLgZ6aaJvlx5bWkobubQovZX2Pob45e7PQC2b9/O//73P4YNG8aIESMc/ma1WtHpdPzxxx+Fxla2bFm39nkzRU12c/NEcTdSmvYubP+//vorW7duZenSpaxatYonn3ySKVOmsHXrVtk8BQKBdgkNDaVSpUocOHDAqee7871XVF0pbL3VauWuu+7i5ZdfLvQ1derUcfi/nN+pJVHafTn7+pImUrMhV72+MYbjx4/TtWtX6tWrx9SpU6latSplypRhxYoVfPzxxw6TxTlLYmIijz32GHfddRcTJ050+Jtte9999519tNmNGI2e794Ulbty59aUKVMYPHgwS5YsYfXq1YwaNYpJkyaxdetWj10XLnAP0akWKJLHHnuM8ePHs2/fPubPn0/t2rXtsyNC/n0Njx49WuB1R44csf+9KIoqPAsXLiQgIIBVq1Y53J5o9uzZDs+rXr06VquVxMREh6OfN8/mGRUVRUhICBaLxX60XC1Ur16dP//8k6tXrzqcrXbm/ZULZ9vDWS5cuMCDDz5I06ZN7bO63khcXBySJBEbG1vgB9iN2Nzj4+Pp0qWLfb3JZCIxMZEmTZoUG4ftqHV6errDendHVxRFST+w2rZtS9u2bXn33XeZP38+jz32GD/99BPDhg2TNQ6BQKBN7rnnHmbMmMGWLVto165dsc/19PdeXFwc165dk7XWOttJ9TW23yTx8fH20WSQP1Fqenq6V+r10qVLyc3N5ffff3c4U2sbhu0q2dnZPPDAA4SHh/Pjjz+i1zsOrI2LiwOgQoUKxbb5jfX6Zgr7DVkYERERBfI2Ly+PlJQUp17vDCXl2m233cZtt93GuHHj2Lx5M7fffjvTp08vcLBB4FvE8G+BIrGdlX7jjTfYu3dvgbPUvXr1Yvv27WzZssW+LjMzkxkzZlCjRo1ir5Wx3evy5i9Jg8GATqdzOPqYlJTE4sWLHZ5nuxbpyy+/dFg/bdq0Atvr168fCxcuLPRovjO3wPIVvXr1wmKx8Pnnnzus//jjj9HpdNx9990ej8HZ9nAGi8XCgAEDyMvLY+HChYXeI/KBBx7AYDAwYcKEAkeUJUni0qVLALRs2ZKoqCimT59OXl6e/Tlz5swpkFOFERoaSvny5Qtc43dzPpWWovI8LS2tgF/Tpk0BxBBwgUDgNC+//DLBwcEMGzaMc+fOFfj78ePH+fTTTwHPf+899NBDbNmyhVWrVhX4W3p6usO1v85S1Heo0ujVqxdAgRnOp06dCuDSnTLcxXZ29sbacuXKFbcPgo8cOZJjx46xaNEih2vfbfTo0YPQ0FDee++9QucGsf2+qlixIk2bNmXu3LkOQ6bXrFnj9Nw7cXFxBfJ2xowZxY6ycJWici0jI6NA7t52223o9XpRrxWIOFMtUCSxsbG0b9+eJUuWABToVL/66qv8+OOP3H333YwaNYrIyEjmzp1LYmIiCxcuLHBU80ZatGgBwKhRo+jRo4d9crTevXszdepUevbsyaOPPsr58+f54osvqFWrFvv27XN4fb9+/fjkk0+4dOmS/ZZax44dAxyPOL7//vusX7+eNm3aMHz4cBo0aMDly5fZvXs3f/75J5cvX5btPZOTe++9l86dO/P666+TlJREkyZNWL16NUuWLGH06NH2o8SexNn2cIbp06ezbt06Ro4cWeDIeXR0NHfddRdxcXFMnDiRsWPHkpSURN++fQkJCSExMZFFixYxYsQIXnzxRfz8/Jg4cSJPPfUUXbp04eGHHyYxMZHZs2c7fU31sGHDeP/99xk2bBgtW7Zk48aN9vyRi6ZNm2IwGPjggw+4cuUK/v7+dOnShfnz5/Pll19y//33ExcXx9WrV/nmm28IDQ21/zgTCASCkoiLi2P+/Pk8/PDD1K9fn4EDB9KoUSPy8vLYvHkzCxYscLiPrye/91566SV+//137rnnHgYPHkyLFi3IzMxk//79/PrrryQlJVG+fHmXtlnUbwWl0aRJEwYNGsSMGTNIT0+nU6dObN++nblz59K3b186d+7s8Ri6d+9OmTJluPfee3nqqae4du0a33zzDRUqVHD5jO7y5cuZN28e/fr1Y9++fQ71vmzZsvTt25fQ0FC++uornnjiCZo3b86AAQOIiori1KlTLF++nNtvv91+UmDSpEn07t2bO+64gyeffJLLly8zbdo0GjZsyLVr10qMZ9iwYYwcOZJ+/fpx11138e+//7Jq1SqX86k44uLiCA8PZ/r06YSEhBAcHEybNm34999/efbZZ+nfvz916tTBbDbz3Xff2U/aCJSF6FQLFMtjjz3G5s2bad26dYEJOKKjo9m8eTOvvPIK06ZNIycnh8aNG7N06dISj8o+8MADPPfcc/z00098//33SJLEgAED6NKlC7NmzeL9999n9OjRxMbG8sEHH5CUlFSgEzdv3jxiYmL48ccfWbRoEd26dePnn3+mbt26BAQEOMS5fft23n77bX777Te+/PJLypUrR8OGDYu8x7AS0Ov1/P7777zxxhv8/PPPzJ49mxo1avDhhx/aZxT1NK60R0nYjlpPnz6d6dOnO/ytU6dO3HXXXUD+wZo6derw8ccfM2HCBCB/gpbu3bvTp08f+2tGjBiBxWLhww8/5KWXXuK2227j999/Z/z48U7F88Ybb3DhwgV+/fVXfvnlF+6++27++OMPh3twlpaYmBimT5/OpEmTGDp0KBaLhfXr19t/cP3000+cO3eOsLAwWrduzQ8//FDsBDYCgUBwM3369GHfvn18+OGHLFmyhK+++gp/f38aN27MlClTGD58uP25nvzeCwoKYsOGDbz33nssWLCAefPmERoaSp06dZgwYYJbd2Yo6reCEpk5cyY1a9Zkzpw5LFq0iJiYGMaOHcubb77plf3XrVuXX3/9lXHjxvHiiy8SExPD008/TVRUVIGZw0vCVq8XLlzIwoULHf5WvXp1+vbtC8Cjjz5KpUqVeP/99/nwww/Jzc2lcuXKdOjQwT4ZLEDPnj1ZsGAB48aNY+zYscTFxTF79myWLFnCX3/9VWI8w4cPJzExkVmzZrFy5Uo6dOjAmjVr7HejkQM/Pz/mzp3L2LFjGTlyJGazmdmzZ9OpUyd69OjB0qVLSU5OJigoiCZNmvDHH384TLQqUAY6yROzMggEtyB79+6lWbNmfP/99x6fVE0gEAgEAoFAIBAoA3FNtUDgBtnZ2QXWffLJJ+j1ejp27OiDiAQCgUAgEAgEAoEvEMO/BQI3mDx5Mrt27aJz584YjUb++OMP/vjjD0aMGFHgfo4CgUAgEAgEAoFAu4jh3wKBG6xZs4YJEyZw6NAhrl27RrVq1XjiiSd4/fXXvXJ/RIFAIBAIBAKBQKAMRKdaIBAIBAKBQCAQCAQCNxHXVAsEAoFAIBAIBAKBQOAmolMtEAgEAoFAIBAIBAKBm4iLP0vAarUiSVZ06ECn83U4AoFAIFA7koSEhE6nR68Xx7blQtRrgUAgEMiKC/VadKpLQJKspKel+ToMgUAgEGiM8IgIxIAx+RD1WiAQCASewJl6LTrVJZJ/tDs8IgKdzv0fPxaLhW3bttGmTRsMBoNcwfkE4aI8tOIBwkWpCBf5+K/zJ86myos89Rp8nyNyoRUPEC5KRbgoD614gO9dXKnXolNdArrrQ8jkGKYXGxuLwWDQxHA/4aI8tOIBwkWpCBd5sFrz/9WJIcqyIme9Bu3ku1Y8QLgoFeGiPLTiAeqp1+KWWiVgtVpJu3yJiMhymkhMgUAgEPgWUVc8g3hfBQKBQCAnrtQVUXW8hNlsZt26dZjNZl+HUmqEi/LQigcIF6UiXAS3ElrJEa14gHBRKsJFeWjFA9TloqpO9caNG7n33nupVKkSOp2OxYsXl/iav/76i+bNm+Pv70+tWrWYM2eOx+MsDL1eT6NGjTRx9Fy4KA+teIBwUSrCReAKaq7XoJ0c0YoHCBelIlyUh1Y8QF0uyo/wBjIzM2nSpAlffPGFU89PTEykd+/edO7cmb179zJ69GiGDRvGqlWrPBxpQfR6PRUqVFBFUpSEcFEeWvEA4aJUhIvAFdRcr0E7OaIVDxAuSkW4KA+teIC6XJQf4Q3cfffdTJw4kfvvv9+p50+fPp3Y2FimTJlC/fr1efbZZ3nwwQf5+OOPPRxpQUwmE6tWrcJkMnl933IjXJSHVjxAuCgV4SJwBTXXa9BOjmjFA4SLUhEuykMrHqAuF1V1ql1ly5YtdOvWzWFdjx492LJli9djMRgMtGrVSvVT24NwUSJq87BYLew4vo+fNi/j4Jl4bpwvUW0uxSFclImWXLSCkuo1aCdHtOIBwsWXnLx4lkU7VrPq341k5mY7/E1tLsWhFReteIC6XDTdqU5NTSU6OtphXXR0NBkZGWRnZxf6mtzcXDIyMuyPq1evAvmzv0H+/dIsFkuBZbPZ7LBse75tWa/XExoaat+PyWSyP8dkMtk7FbZlSZIKLAMOy1ar1WHZdhF/UcsWi8VhuTAPZ5ysVivh4eHo9XqH9Wp0AoiMjMRqtRZoMzU5SZJUrIeSnBJSTnLP5OHc++EIRs+bSNeJT/DEly9yMSMNi8Vi/6zY4irKQ0lORbWNJEmEhYXZPyvFfUco3cmWY5IkOf29p1QnvV5PWFiYff+ufJfL5SRwREn12rYNW51TSt664yTqtTKdbv5NqNTvzNy8XCb8+hnt3+jP07PeYNBXL9Pqtb6s3b/Z7mS1Wh3qnFrqQGHLN/6WUmNtu9lD1Gvv1mtNd6rdYdKkSYSFhdkfVapUAeDAgQMAHD58mMOHDwOwb98+4uPjAdizZw+JiYkAbN++ndOnTwOwefNmUlJSMJlMLF++nNTUVADWrVtHeno6AKtXr7b/GFixYgU5OTmYzWZWrFiB2WwmJyeHFStWAHD16lVWr14NQHp6OuvWrQPg4sWLbNy4EYCUlBQ2b94MwOnTp9m+fTuQf83anj17AIiPj2ffvn1uOW3atInly5djMpnYuHEjFy9eVK1TUlISy5cvZ9OmTaSkpACo0ikhIYHly5ezbdu2ArmnJKezaefpO2Uke5IOUTYgiNsq1cZPb+TP/ZvoO3kEBw4fxGQysWLFChISEgrknhKdimunvXv32j8rJX1HKN3pwIEDLF++nL179zr9vadUJ9v3se173ZXvcrmcBKXHU/UaYMOGDfbPrlLy1h0nUa+V6WSrc0lJSYAyvzMlSeKp6a/z1Z/zsVgt1IuOpUJIJJczr/DEly/w/eqFAOzatYsVK1ZgMplUVQcKa6cjR46wfPlydu3apcraZnMS9do39Vq196nW6XQsWrSIvn37Fvmcjh070rx5cz755BP7utmzZzN69GiuXLlS6Gtyc3PJzc21/1+SJMymPMLCIzAajfYjIgaDwWHZbDaj0+nsy3q93n7UTq/Xo9PpSEtLIywsDIPBgMlkst/I3GQyYTQa0el09mXIP7py47Kfn19+PNeXbUfSbMtWqxWj0Vjksu3oVXEezjiZTCYyMzMJCwuzH0WyrVebk06nIzMzk8DAQHvsN7uqwQkgKyurSA8lOJnMJvpMGcm+U0eoE1ODn/73GdGh5Thw+hiPfP48l6+lM6DdPXw88HXS09MJCQnBaDQW6aEEp5LayWw2c+3aNftnpbjvCKU7SZJEVlYWQUFBBT5DanPS6/UOOebKd7kcTgaD4Za6n7La6vXNdc7WZr7OW1GvtVGvdTqd/TsoNDS0xDz0ldOcjQsZ98vHGPQGvnjyLe5t1oVcUx4v/jCJ33asJiwwhD/HzSMmtHyhOaZEp5LayVbnAgMD0ev1qqttol77tl6XqlOdm5uLv7+/uy8vFc4U6VdeeYUVK1awf/9++7pHH32Uy5cvs3LlSqf2Y7U6f9NvgUBQNF+t+YEJC6cRHhTKmtfnUrVcRfvf/jm6i/6fPIskSSx9aQat4hr7MFKBwLP4qq74qmaLei0QqIuTF5K5853HyM7LYeLDYxjW+SH733JNefYRZ/c078LMEe/5MFKBwLO4Uldcqjp//PEHgwYNombNmvj5+REUFERoaCidOnXi3Xff5ezZs6UKvCSuXbvG3r172bt3L5A/TGDv3r2cOnUKgLFjxzJw4ED780eOHMmJEyd4+eWXOXLkCF9++SW//PILzz//vEfjLAyTycSSJUs0cT2dcFEeSve4eDWND5fNBOCNfs86dKgB7qjbgkfa3wPA+F8+ZvHixYp1cQWlt4srCBf14cuareZ6DdrJEa14gHDxJu8t+YrsvBza12nOk50edPibv18Zpjw+Fr1Oz7Ld69h0ZJeiXVxB6e3iLFrxAHW5OHWmetGiRbzyyitcvXqVXr160bp1aypVqkRgYCCXL1/mwIED/P3332zZsoXBgwfzzjvvEBUVJXuwf/31F507dy6wftCgQcyZM4fBgweTlJTEX3/95fCa559/nkOHDlGlShXGjx/P4MGDnd6nXEe+JUkiJyeHgIAAdDqd29tRAsJFeSjdY+KiL/h81Xc0rlaXVWPnFBrj+SuXaDO+H9l5Ocx/Ziqdb2unSBdXUHq7uIJwkQ9Pn1FVQs1Wc70G3+eIXGjFA4SLtzh4Jp6uE59Ap9Ox9vV5NKhSu9Dnvfj9JL7/ZwldG7Vn5tB3FeniKkpuF1fQigf43sWVuuJUp7pdu3aMGzeOu+++u9gNJicnM23aNKKjo312dFlu5OxU28bpayHBhYuyULJHemYGzV+7j6zcbOY98yHdG3co8rmv/vghczYspGvDdnz/7FTFubiKktvFVYSLfHi6U32r1my5O9VayHeteIBw8RZPzRzHkp1/cl/Lbnw9bGKRz0s8f5r2bz6EJEmse/076leppTgXV1Fyu7iCVjzA9y6yD//esmULvXv3LnFjlStX5v3339dEcZabG2eUUzvCRXko2ePnLcvJys2mfuU47rrtjmKf+1TXAflHxw9u4XjqKS9F6DmU3C6uIlzUg6jZpUcrOaIVDxAu3uBs2nmW7V4PwKieg4p9bmyFqtzdpCMAE777WHEu7qDUdnEVrXiAulxKPfu3xWJh//79VK9enYiICLniUgziTHVBhIvyUKqH1Wrljrce5sT500x+9BUGdry/xNc89OkoNh7ezkv3DOOFe4Z5IUrPodR2cQfhIh++nFBLyzVbnKkuiFY8QLh4g0mLv+LTlXNpV7sZi174qsTnbzy8nYc+HUVYUAj/vr+MgDK+mbxYLpTaLq6iFQ/wvYvHJioDGD16NLNmzQLyi3OnTp1o3rw5VatWdbg2SlAQNRxlcRbhojyU6LE5fg8nzp8mJCCYfq17OPWa/m3uBmDBtj9Q6R3/HFBiu7iLcFEfoma7j1ZyRCseIFw8icVq4ect+fflHXLngyU8O5/b67agYngUV7Kusmb/Jk+G5zWU1i7uohUPUI+Ly53qX3/9lSZNmgCwdOlSEhMTOXLkCM8//zyvv/667AFqBbPZzOrVq1WTGMUhXJSHUj1+3fYHAPe17EZwQJBTr+ne6Hb8DWVIupDM7sSDngzP4yi1XdxBuKgTUbPdQys5ohUPEC6eZuPhHaReuUBEcCg9ipn75EYMegP3t+wO/Ffv1YwS28UdtOIB6nJxefh3QEAACQkJVKlShREjRhAUFMQnn3xCYmIiTZo0ISMjw1Ox+gRx30uBwD2y8nJo/HIvruVkseiFr2hXu5nTrx05czyLd67h/7o/zvgHnvVglAKB9/FmXbmVarao1wKB+zwz6w1+27GaIZ0eZNIjLzr9ugOnj9Ht3YEE+Plz8KOVBPsHejBKgcC7eHT4d3R0NIcOHcJisbBy5UruuusuALKysjAYDO5FfAsgSRIZGRmaGM4qXJSHEj3W7t/MtZwsqkTG0CauidOvkySJO+u2BuCPvRsU5eQqSmwXdxEu6kTUbPfQSo5oxQOEiyfJzsth5b6/Aejf9m6XXtugci2qRESTY8rlr0NbPRGe11Bau7iLVjxAXS4ud6qHDBnCQw89RKNGjdDpdHTr1g2Abdu2Ua9ePdkD1Apms5m///5bFcMXSkK4KA8leizfkz+DaJ8WXV06a2Q2mzFeMlHG6MeJ86c5lpLkoQg9jxLbxV2EizoRNds9tJIjWvEA4eJJ1h3cQlZuNlUiY2hWo4FLr7VYLNSPqAHkHwhXM0prF3fRigeoy8Wt2b9//fVXTp8+Tf/+/alSpQoAc+fOJTw8nPvuu0/2IH2JGE4mELhOjimXhi/eTWZuFstfnkmLmo1c3sYj00az/uBW3njgOZ7p/pgHohQIfIO368qtUrNFvRYI3OPpWW+waMdqRnZ7lLceHOXy67fE7+H+KU8TGRzG/g9XYNCLUTACbeDR4d/z5s3j3nvv5fnnn7cXZ4BHHnmEK1euuB7tLYLVauXy5ctYrVZfh1JqhIvyUJrHxsM7yMzNomJ4lMtHvW0uneu3AVD1cDKltUtpEC7qRNRs99BKjmjFA4SLpzBZzKzZ/w8A9zbv4vLrrVYrNcMrUzYgiMuZV9h36qjcIXoNJbVLadCKB6jLxa3h34UV4qtXrzJkyBBZgtIiFouFHTt2YLFYfB1KqREuykNpHmsPbAagR5OOLp8xsrl0qNsKgG0J/5KVlyN7jN5Aae1SGoSLOhE12z20kiNa8QDh4im2J/zLtZwsyodEuHwQHPJd9u7ew+11WgDqPhCupHYpDVrxAHW5uDz8W6/Xc+7cOaKiohzW//vvv3Tu3JnLly/LGqCvEcPJBALXkCSJ1uMe4PSlFOY98xHdG9/h9nZavtaX5LRz/PDsVLo2ai9zpAKBb/BmXbmVarao1wKB67y9cBpfrvmBh9r24rPBb7i9nbkbf+OV+ZNpU6sJS178WsYIBQLf4UpdMTq70WbNmqHT6dDpdHTt2hWj8b+XWiwWEhMT6dmzp/tRaxyr1crFixcpX7686ou9cFEeSvI4fu4Upy+lUMbox+11mrv8+htdOtZvzY+bl7Ilfo8qO9VKapfSIlzUhajZpUMrOaIVDxAunmLtwS0AdGnUzq3X21w61ssfXbbrxAGy8nIIKhMgW4zeQkntUhq04gHqcnE6ur59+3LfffchSRI9evTgvvvusz8GDBjA119/zffff+/JWFWN1WrlwIEDqrgmoCSEi/JQksf6g/lDv9rUakJwQJDLr7/RpU2t/FtxbYvfK2eIXkNJ7VJahIu6EDW7dGglR7TiAcLFE5y+lMLRsyfQ6/TceX0eE1exuVSJiKFieBRmq4XdiQdljtQ7KKVdSotWPEBdLi4P/547dy4PP/wwAQHqOwLlDmI4mUDgGnLO2p14/jTt3uiPn8HIsY//JFCFR74FgpvxZl25lWq2qNcCgWvIPWR75MzxLN65hpfuHc4LvYfKEKFA4Fs8Ovv3oEGDboniLDdWq5Xk5GRVHGkpCeGiPJTikZ2Xw5Zje4DSDSWzudSIqkKF0HKYLGb+PXlEzlC9glLaRQ6EizoRNds9tJIjWvEA4eIJbJOKlubyqhtdWl8fXbY94V9Z4vM2SmmX0qIVD1CXi1Od6sjISC5evAhAREQEkZGRRT4EhWO1Wjl+/LgqkqIkhIvyUIrH1vi95JhyqRRRgboVY93axo0uOp3uvyJ9XH1FWintIgfCRT2Iml16tJIjWvEA4SI3uaY8/j6yE4AuDd07CA6OLm2v1+udJw5gtphlidObKKFd5EArHqAuF6cmKvv4448JCQkB4JNPPvFkPJrFaDTSsWNHX4chC8JFeSjFw3Y9decGbdHpdG5t42aXNnFNWLZ7HdtUeORbKe0iB8JFPYiaXXq0kiNa8QDhIjc7T+wnOy+HCqHlaFilttvbudGlXqU4QgPLkpF9jQNn4mlavb5c4XoFJbSLHGjFA9Tl4lSnetCgQYUuC5zHarVy+vRpqlatqvprvYSL8lCKx6ZjuwDoUL+V29u42aVN7fwj3zuO78NitWDQG2SJ1RsopV3kQLioB1GzS49WckQrHiBc5GbTsd0A3F63hdsHwaGgS6u4xqw9sJntCf+qrlOthHaRA614gLpc3IrOarVy7Ngx/vnnHzZu3OjwEBSOmq4JKAnhojyU4JGWeYVDyQkAtK/t+q20bNzs0qByLYL9g8jIvsbRsydkidVbKKFd5EK4qBdRs11HKzmiFQ8QLnKz+Wj+QfD2btz68kZudmlbqykA2xL2lmq7vkAJ7SIHWvEAdbm4PPv31q1befTRRzl58iQ3v1Sn02GxWGQN0NeI2UQFAudYuXcjg6e/TO2Y6vz91s+ybvvhT0ex4fB2Jg14kSF3PijrtgUCb+PNunIr1WxRrwUC58jKy6Hu890wWcxsnvALNaOrybbt7Qn/0uejpygXEsGByStKdRZcIPA1Hp39e+TIkbRs2ZIDBw5w+fJl0tLS7I/Lly+7HbTWsVgsJCQkaOIHjHBRHkrw2Hx9KFm7UpylhsJdbJOV7Ti+r1Tb9jZKaBe5EC7qRNRs99BKjmjFA4SLnOw6sR+TxUzF8ChiK1Qt1bZudmlSvT7+xjJcuppG4vnTcoTrNXzdLnKhFQ9Ql4vLner4+Hjee+896tevT3h4OGFhYQ4PQeFIkkRaWlqBMwVqRLgoDyV4bInP71SXdihZYS7NajQAYN+po6XatrdRQrvIhXBRJ6Jmu4dWckQrHiBc5GTT9aHfpb2eGgq6+PuVoWHV/InPRM32DVrxAHW5uNypbtOmDQkJCZ6IRdMYjUZatWqF0ejU3HCKRrgoD197pGdmcOBMPADt6jQr1bYKc2lcrR4ACedOcjU7s1Tb9ya+bhc5ES7qRNRs99BKjmjFA4SLnGyyX0/dotTbKsylSbX8Ccr2njxc6u17E1+3i1xoxQPU5eJyp/q5557jhRdeYM6cOezatYt9+/Y5PASFY7FYOHLkiCqGL5SEcFEevvbYfvxfJEkiLroa0WHlS7WtwlzKh0RQOTIGgP2n1XPk29ftIifCRZ2Imu0eWskRrXiAcJGLzJws9iQdAvLPVJeWwlyaVM8/EP6vyjrVWskxrXiAulxc7vb369cPgCeffNK+TqfTIUmS5iY9kZvs7GxfhyAbwkV5+NLDdmuO0g79tlGYS5NqdUm+nMq+U0dk24830Ep+gXBRI6Jmu49WckQrHiBc5GDHif2YrRaqRMZQvXwlWbZ5s4utU73/9FGsVquqJg7USo5pxQPU4+JypzoxMdETcWgeg8FAs2alGxarFISL8vC1x9b4vQC0q136GIpyaVytHiv2buDfk0dKvQ9v4et2kRPhok5EzXYPreSIVjxAuMjF9usTfrat3VSW7RXmUjumBoF+/lzLyeLE+dPUiqkuy748jVZyTCseoC4Xlw8dVa9evdiHoHAsFgsHDhzQxFkB4aI8fOmRlZfDwdPHgP9m6S4NRbk0qZ5/jda+U+rpVGslv0C4qBVRs91DKzmiFQ8QLnKx68R+AFrWvE2W7RXmYjQYaVS1DqCuIeBayTGteIC6XFw+Uz1v3rxi/z5w4EC3gxEIBOpj38kjmK0WYsKiqBwR7bH9NL4+nOz4uVNkZF8jNLCsx/YlEGgFUbMFAoENi9XC7sSDgHyd6qJoUr0+O07s59+TR+jXpqdH9yUQKAGd5OIc5REREQ7/N5lMZGVlUaZMGYKCgjR330tXbvotENyKfLH6e9757XN6N7uTWU+979F9tXitL8mXU1n4/BeyTLAiEPgCb9aVW6lmi3otEBTP4eQEOr/zOEH+gRybugajwXMzKv+ydQWj5rxNm1pNWPLi1x7bj0DgSVypKy5XnbS0NIfHtWvXOHr0KHfccQc//vij20FrHYvFwp49e1QxfKEkhIvy8KWHbShZi1j5hpIV5dL0+tlqtQwB10p+gXBRK6Jmu4dWckQrHiBc5GDniQMANKvRQLYOdVEutttq7Tt1FItVHW2mlRzTigeoy0WWQ7m1a9fm/fff53//+58cm9MsgYGBvg5BNoSL8vCFhyRJ9iLdomZD2bZblIvtftVqmqxMK/kFwkUriJrtHFrJEa14gHApLTuvHwRvJfPQ78JcasVUI8g/kOy8HBJST8m6P0+ilRzTigeox0W28VFGo5GzZ8/KtTnNYTAYqFevHgaDwdehlBrhojx85ZGcdo7zGZcw6g32Dm9pKc7Ftg+13KtaK/kFwkVriJpdPFrJEa14gHCRg132g+DydaqLcjHoDdx2fbIytYwu00qOacUD1OXicqf6999/d3gsWbKE6dOn8/jjj3P77bd7IkZNYDab2bFjB2az2dehlBrhojx85WE76t2wah0CywTIss3iXBpVrQ3AifOnycrLkWV/nkQr+QXCRa2Imu0eWskRrXiAcCktl69dIeHcSQBaxDaSbbvFuTSskl+zDyUnyLY/T6KVHNOKB6jLxeULKvr27evwf51OR1RUFF26dGHKlClyxaU5dDodERER6HQ6X4dSaoSL8vCVx+4T+bOItoiVb+h3cS5RoeUoHxLBxatpHD17gmY1Gsi2X0+glfwC4aJWRM12D63kiFY8QLiUll2J+Wep46KrEVk2TLbtFufSoHItIH+CNDWglRzTigeoy8XlTrXVavVEHJrHYDBQq1YtX4chC8JFefjKY2eibZIy+Y56l+TSoHItNh7ZweHk44rvVGslv0C4qBVRs91DKzmiFQ8QLqXlv0lF5avXULxLgyr56w+dUUenWis5phUPUJeLuOeElzCbzWzevFkVwxdKQrgoD1945JryOHD6GCDv/S5LcqlfOQ5Qx5FvreQXCBfBrYVWckQrHiBcSottUlG5709dnEvdSnHodDrOZ1ziQobyb9+nlRzTigeoy0V0qr2EXq+ncuXKmrh3pnBRHr7wOHD6GHlmE+VCIqhWvpJs2y3Jpf714WRquEZLK/kFwkVwa6GVHNGKBwiX0mCxWtiTdAiAVnHydqqLcwn2DyQ2qgqgjgPhWskxrXiAulyUH6FG0Ov1VK9eXRVJURLCRXn4wmOnfShZQ1mvdSnJxTac7PCZBCRJkm2/nkAr+QXCRXBroZUc0YoHCJfScOTsCTJzsygbEESdirGybrskF7UdCNdCjmnFA9TlovwINYLZbGbjxo2qGL5QEsJFefjCwzbpiSeGkhXnUqdiLHqdnsuZVzifcUnWfcuNVvILhIvg1kIrOaIVDxAupcF2ELx5jYYY9PLemqgkFzVdV62VHNOKB6jLRXSqvYRerycuLk4VR1pKQrgoD1947ErMn/m7ucyTnpTkEuDnT1x0NUD5RVor+QXCRXBroZUc0YoHCJfSsOP49ZFlMh8Eh5Jd1DQDuFZyTCseoC4Xp2b/3rdvn9MbbNy4sdvBaBnbNQFaQLgoD297pKZfIPlyKnqdnmbV68u6bWdc6leOIz41iUPJCXRu2FbW/cuJVvILhIuaEDW79GglR7TiAcKlNNhm/m5ZU96D4FCyS4Pr96o+mpKI2WLGaHD5xkNeQys5phUPUJeLU93+pk2b0qxZM/u/xT0EhWM2m1m3bp0qhi+UhHBRHt72sA39rl85juCAIFm37YyLWo58ayW/QLioCVGzS49WckQrHiBc3OXi1TQSL5wB5L+dFpTsUjUyhrIBQeSZTRw/d1r2/cuJVnJMKx6gLhenOtWJiYmcOHGCxMREFi5cSGxsLF9++SV79uxhz549fPnll8TFxbFw4UJPx6ta9Ho9jRo1UsXwhZIQLsrD2x62W3N4okA742KfrCz5uOz7lxOt5BcIFzUhanbp0UqOaMUDhIu77L5+ELx2TA3Cg0Nl335JLnq9nvqV1HErTK3kmFY8QF0uTo3BqF69un25f//+fPbZZ/Tq1cu+rnHjxlStWpXx48fTt29f2YPUAnq9ngoVKvg6DFkQLsrD2x62It3CQ0PJSnKxzSZ6LCURk8WMn0KHk2klv0C4qAlRs0uPVnJEKx4gXNzFU/entuFUza5Six0n9nPwTDx9W93lkTjkQCs5phUPUJeLy93+/fv3ExtbcDr+2NhYDh06JEtQxfHFF19Qo0YNAgICaNOmDdu3by/yuXPmzEGn0zk8AgICPB5jYZhMJlatWoXJZPLJ/uVEuCgPb3qYLGb+PXkE8MyZamdcqlwfTmaymEk8r9zhZFrJLxAuakXUbPfQSo5oxQOEi7vs9OD11OCcS73rZ6qPpSR6JAa50EqOacUD1OXicqe6fv36TJo0iby8PPu6vLw8Jk2aRP368k5YdDM///wzY8aM4c0332T37t00adKEHj16cP78+SJfExoaSkpKiv1x8uRJj8ZYFAaDgVatWmEwyHsrA18gXJSHNz0Onoknx5RLeFAoNStUlX37zrjodDpqx9QAlF2ktZJfIFzUiqjZ7qGVHNGKBwgXdzBbzOxJyj945omZv8E5F9u9sZVcr0E7OaYVD1CXi8tjJqdPn869995LlSpV7LOG7tu3D51Ox9KlS2UP8EamTp3K8OHDGTJkiD2W5cuX8+233/Lqq68W+hqdTkdMTIxH43IGvV5PZGSkr8OQBeGiPLzpsev6ULLmsQ09co2Lsy51KsayJ+kQx1KSZI9BLrSSXyBc1Iqo2e6hlRzRigcIF3c4lJxAdl4OoYFlqXP9QLTcOONS93qnOuliMtl5OQSW8c0IlJLQSo5pxQPU5eLyL+LWrVtz4sQJJk6cSOPGjWncuDHvvvsuJ06coHXr1p6IEcg/sr5r1y66detmX6fX6+nWrRtbtmwp8nXXrl2jevXqVK1alfvuu4+DBw8Wu5/c3FwyMjLsj6tXrwJgtVoBsFgsWCyWAstms9lh2fZ827LJZGLZsmXk5uYC+cMZbM8xmUxIkuSwLElSgWXAYdm2XduybWa8opYtFovDcmEezjhlZ2ezbNkyTCaTw3o1OuXm5rJ8+XKys7MLtJmanHJycor1kNPJdj217VZacjvZPis5OTnFesRVyL9XdXxqkmLbKScnx+GzUtx3hNztJLeTLcdycnKc/t5TqtPNOebKd7lcTt5CyzXbU/UaHOucUvLWHSdRr5XpdPNvQk99Z9qup25avT56vd4jTjfXucI8wgNDiAgOQ5IkjiafUGw7FVXn1FLbSvJQo5Oa6rVbp5mCg4MZMWIEU6dOtR+JDg4OdmdTTnPx4kUsFgvR0dEO66Ojo0lNTS30NXXr1uXbb79lyZIlfP/991itVtq3b8+ZM2eK3M+kSZMICwuzP6pUqQLAgQP5X0yHDx/m8OHDQP7R/vj4eAD27NlDYmL+sJbt27dz+nT+dZ6bN28mJSUFo9GIv78/6enpAKxbt86+vHr1avuPgRUrVpCTk4PZbGbFihX2DtOKFSsAuHr1KqtXrwYgPT2ddevW2d+fjRs3ApCSksLmzZsBOH36tP0atsTERPbs2QNAfHy8/V6mrjrt2LGDevXqYTQa2bhxIxcvXlStU0pKCh06dGDHjh2kpKQAqNLpzJkzdOjQgT179hTIPbmdbEVaf8XsESej0UhkZKT9c1rY5wkg71ImkD+cTKntdPjwYapWrYrRaCzxO0LudpLbKT4+ng4dOtiXoeTvPaU6GY1GKlasaPdw5btcLidvotWa7al6DbBlyxYaNmyI0WhUTN664yTqtTKdjEaj/VIH8Nx3pu3+1JEEe8xp37591KhRA6PRWOTn6e+//ya2fP69hhevXa7YdkpMTKRDhw72ZVBXbbM5iXrto3otucG8efOk22+/XapYsaKUlJQkSZIkTZ06VVq8eLE7m3OK5ORkCZA2b97ssP6ll16SWrdu7dQ28vLypLi4OGncuHFFPicnJ0e6cuWK/ZGeni5dvHBeMplMkiRJktlslsxmc4Flk8nksGyxWIpdzsvLc1i2Wq0Oy1artcCyJEkOyxaLxWHZFmNRy2azuUQP4SScinM6e+mcFP1UGylmZFvp4pXLPnVKSEmSop9qI1X7vw5Sdk62aCfhpBoni8UiXbxw3v46T6PVmi3qtXASTsU7tX79ASn6qTbSmn//8bnTi99NkqKfaiNN/O0L0U7CSTVOrtRrl89Uf/XVV4wZM4a7776btLQ0+2n3iIgIPvnkE1c35zTly5fHYDBw7tw5h/Xnzp1z+vorPz8/mjVrRkJC0ffJ8/f3JzQ01P4ICQkBsF87ajAY7BfL37hsNBodlm3Pty2bTCaWL19uf7/8/Pzsz/Hz80On0zks63S6AsuAw7Jer3dYNhqNxS4bDAaH5cI8nHGSJImlS5diMpkc1qvRyWKxsGTJEiRJKtBmanKyWq3FesjltO90/qzftWNqUC40wiNOts+KbYhOUR41KlQhwM+fXHMeKVcuKLKdrFarfVhcSd8RcraTJ5xsOWa1Wp3+3lOqk+n6cDJbjrnyXS6Xk7fQcs32VL0GxzqnlLx1x0nUa2U63fyb0BPfmenZGZy8mIxOp6N17SYec5IkyaHOFfWdWbdS/nXVx8+dVGw73fhbSo217WYPUa+9W69d7lRPmzaNb775htdff90uDtCyZUv279/v6uacpkyZMrRo0YK1a9fa11mtVtauXUu7du2c2obFYmH//v1UrFjRU2EWidFopHv37g7vmVoRLsrDWx67EvOvb/TUrTnAeReD3kCtmPz78Sp1RlGt5BcIF7UiarZ7aCVHtOIBwsVVbJdq1akYS2hgWY/tx1mX/2YAT/JYLKVFKzmmFQ9Ql4vLnerExESaNWtWYL2/vz+ZmZmyBFUUY8aM4ZtvvmHu3LkcPnyYp59+mszMTPvMogMHDmTs2LH257/99tusXr2aEydOsHv3bh5//HFOnjzJsGHDPBpnUaghIZxFuCgPb3jsuj5JmSfuT30jzrrYZjM9lprkuWBKiVbyC4SLGhE12320kiNa8QDh4gr2+1N7uF6Dcy62TnXihTPkmvJKeLbv0EqOacUD1OPicqc6NjaWvXv3Fli/cuVKj9/z8uGHH+ajjz7ijTfeoGnTpuzdu5eVK1faJ0I5deqU/cJ0gLS0NIYPH079+vXp1asXGRkZbN68mQYNGng0zsK48eJ3tSNclIc3PG6832VzDxZpV1yUfuRbK/kFwkWtiJrtHlrJEa14gHBxFdvtLz11f2obzrpEh5UnNLAsFquFE+dPezQmd9FKjmnFA9TlopOk6/OJO8nMmTN56623mDJlCkOHDmXmzJkcP36cSZMmMXPmTAYMGOCpWH2C1Wol7fIlIiLL2cfhu4MkSZjNZoxGo30Mv1oRLsrDGx4Hz8TTdeIThAQEc3TqmlJ9HorDFZfle9Yz9OuxNKlen1VjZ3skntKglfwC4SInctUVZ7iVarac76uvc0QutOIBwsUVTBYzdUZ3JduUy99v/URtD92jGlxzuWfycHae2M/XwyZyX8tuxT7XF2glx7TiAb53caWuuHw+fdiwYQQGBjJu3DiysrJ49NFHqVSpEp9++qmmirMnsCWFFhAuysPTHraj3s1qNPB4R8BZF9uZ6vjUJKxWq8fjcget5BcIFzUiarb7aCVHtOIBwsVZDp6JJ9uUS3hQKHEVqnlkHzfirEvdirHsPLGfowqdBwW0k2Na8QD1uLj1C/Sxxx4jPj6ea9eukZqaypkzZxg6dKjcsWkKs9nM6tWrVTF8oSSEi/Lwhoft+ixvDCVz1qVGVBX8DEaycrM5m37eo3G5g1byC4SLmhE123W0kiNa8QDh4gq2et08tqFXDoI76/LfJVvK7FRrJce04gHqcnF5+Pfbb7/NHXfcQZcuXRzWZ2ZmMmXKFN544w1ZA/Q13hymJxAomTvefJiEcyf5/v+m0u229r4Ox07HCY9wLCWR+c99TJeGzs0qLBD4Em/WlVupZot6LRDkM3LmeBbvXMPL945gTO8nfR2OnfUHt/LItNHUqRjLxjd/9HU4AkGJuFJXXK46b731FnfffTdTp051WH/t2jUmTJjg6uZuGSRJIiMjAxePYSgS4aI8PO2RlnmFhHMngfwj357EVRclH/nWSn6BcFEroma7h1ZyRCseIFxcwT7ztwdvf2nDFRdbvT5x7hQmi/LOPGolx7TiAepycetQ7rx583jvvfcYMmQIeXnKnRZfSZjNZv7++29VDF8oCeGiPDztsfv6/anjoqsRWTbMI/uw4aqLkjvVWskvEC5qRtRs19FKjmjFA4SLs5y7cpEzl1PR6XQ0q+HZg+DgmkuliAoE+wdhtlpIVOAM4FrJMa14gLpcXB7+rdfrSU1N5erVq9x7772Eh4ezePFiJEmiUqVKWCwWT8XqE8RwMoEAJi/9hqnLZ9G/bS+mDVbWcNHFO9cwcuZ4WtW8jaUvf+PrcASCEvFmXbmVarao1wLBf3fFaFC5FuvGf+/rcApw9/tPsifpEDNHvMc9zbuU/AKBwId4dPi3bTrzuLg4tm7dSmhoKC1atGDnzp3uRXuLYLVauXz5Mlar1dehlBrhojw87bHLNkmZh4d+g+suda7fKuRYapLihgdpJb9AuKgVUbPdQys5ohUPEC7OsvP6nTpaenhSURsu12z76LIkD0blHlrJMa14gLpcXO5U3/ijNTQ0lBUrVnD//ffTt29fOePSHBaLhR07dmjirIBwUR6e9LBarfbh394o0q661Iyuhl6n50rWVc5nXPJwdK6hlfwC4aJWRM12D63kiFY8QLg4i/0guBeupwbXXZR8yZZWckwrHqAuF5eHf8+dO5cBAwbg7+/vsH727Nls3LiR2bNnyxqgrxHDyQS3OkfPJtLp7UcI8g/k2NQ1GA3Ku1dg+zf6c+L8aRaMnkaHeq18HY5AUCzerCu3Us0W9Vpwq5NnNlF7dFdyzXlsmvALcdGev0e1q6zZv4knvniB+pXjWD/+B1+HIxAUi0eHfw8aNKhAcQYYMmSIpoqz3FitVs6fP6+K4QslIVyUhyc9diXmH/VuWr2+VzrU7rjUvj4E/KjCjnxrJb9AuKgVUbPdQys5ohUPEC7OcOD0UXLNeUQGh1GzQlVZt10Urrr8NwP4aSxWZZ191EqOacUD1OXi1C/kzz77jBEjRhAQEMBnn31W5PN0Oh3PPfecbMFpCavVyoEDB+jYsaPqj6ALF+XhSY9d16/PahHrnaFk7rjUrliDVfv+JiH1pIejcw2t5BcIFzUhanbp0UqOaMUDhIszbD++D4CWcbfZ51PwNK66VI2MIcDPnxxTLqcuniXWS51/Z9BKjmnFA9Tl4tTw79jYWHbu3Em5cuWIjY0temM6HSdOnJA1QF8jhpMJbnU6vDWA+NQk5j49mR5NOvo6nEL5afMyRs+byB11W/Lr85/7OhyBoFg8XVdu1Zot6rXgVufJ6a+wYu8Gxt3/fzzb4wlfh1MkXSc+wcEz8cx75kO6N+7g63AEgiJxpa44daY6MTGx0GWB81itVlJSUqhYsaLqi71wUR6e8kjLvEJ8ahIALeMay7bd4nDHpU7FGgD2WJWCVvILhIuaEDW79GglR7TiAcKlJCRJsp+pbu2leg3uudSOqcHBM/HEp55UVKdaKzmmFQ9Ql4uyo9MQVquV48ePq+KagJIQLsrDUx47judfT10rujrlyobLuu2icMel1vVrqs9duUhG9jUPReY6WskvEC6CWwut5IhWPEC4lETShTNcvJpGGaMfjavXk227JeGOS20FHwjXQo5pxQPU5eLUmeoxY8Y4vcGpU6e6HYyWMRqNdOyozKGzriJclIenPHZcP+rdyotHvd1xCQ0sS3RYec5duUhCahLNvXT9d0loJb9AuKgJUbNLj1ZyRCseIFxKYlvCv0D+pKIBfgUnJ/QU7rjUiq4OQLzC7lWtlRzTigeoy8WpTvWePXuc2pi3JkVQI1arldOnT1O1alXFD18oCeGiPDzl8V+n2vP3p7bhrkutmOqcu3KR+NSTiulUayW/QLioCVGzS49WckQrHiBcSsIXB8HBPRfbJVsJ504iSZJivou0kmNa8QB1uTjVqV6/fr2n49A8VquV5ORkKleurPikKAnhojw84ZFnNrH35GHAu0XaXZfaMTXYdHSXooaTaSW/QLioCVGzS49WckQrHiBcSsIX11ODey41K1RDr9NzJesqFzIuUyGsnIejdA6t5JhWPEBdLk7N/n0rI2YTFdyq7DpxgN6ThxEZHMbBj1Yq5khyUcxc/wvjfp5KzyYdmfP0ZF+HIxAUiagrnkG8r4JblcvXrtDgxR4AHPxopdfmQCkN7cY/SOKFM/z6/BfcUbeFr8MRCApF9tm/b2bnzp388ssvnDp1iry8PIe//fbbb+5sUvNYLBYSExOJjY3FYDD4OpxSIVyUhyc8th/Pvz7Lm/e7BPdd6lyfrExJ96rWSn6BcFEzoma7jlZyRCseIFyKY+eJ/LPUtWO8N6moDXddasVUJ/HCGeJTEhXTqdZKjmnFA9Tl4vKh3J9++on27dtz+PBhFi1ahMlk4uDBg6xbt46wsDBPxKgJJEkiLS0NLQwMEC7KwxMevro+y10X2wzgiRfOkGc2eSAy19FKfoFwUSuiZruHVnJEKx4gXIrjv6HfTWTZniu461LbdiD8nHIOhGslx7TiAepycblT/d577/Hxxx+zdOlSypQpw6effsqRI0d46KGHqFatmidi1ARGo5FWrVphNLo1OEBRCBflIbeHr+53Ce67VAyPItg/CIvVQtKFMx6KzjW0kl8gXNSKqNnuoZUc0YoHCJfi2H595m9vHwQH911qV4wFlDUDuFZyTCseoC4XlzvVx48fp3fv3gCUKVOGzMxMdDodzz//PDNmzJA9QK1gsVg4cuQIFovF16GUGuGiPOT2uPF+l02q15dlm87irotOp6NWzPXbdChksjKt5BcIF7UiarZ7aCVHtOIBwqUock15/HvyCOD9g+DgvktthdVr0E6OacUD1OXicqc6IiKCq1evAlC5cmUOHDgAQHp6OllZWfJGpzGys7N9HYJsCBflIaeH7Sx142r1vHq/SxvuutRW4HXVWskvEC5qRNRs99FKjmjFA4RLYew7dYRccx7lQyKIrVBVlm26ijsutnqdkn6Bq9mZMkfkPlrJMa14gHpcXD6X3rFjR9asWcNtt91G//79+d///se6detYs2YNXbt29USMmsBgMNCsWTNfhyELwkV5yO3hq+upoXQuSjvyrZX8AuGiVkTNdg+t5IhWPEC4FMW260O/W8c19sldOtx1CQsKoUJoOc5nXCLh3Ema1WjggehcQys5phUPUJeLy2eqP//8cwYMGADA66+/zpgxYzh37hz9+vVj1qxZsgeoFSwWCwcOHFDF8IWSEC7KQ24PX11PDaVz+W/4tzLOVGslv0C4qBVRs91DKzmiFQ8QLkWx+dhuANrUalrqbblDaVxqV6wBKOdAuFZyTCseoC4Xl89UR0ZG2pf1ej2vvvqqrAEJBALfcvnaFY6lJALQsuZtPo7GNW4c/i1JkuLvrS0QeBpRswUC7WKymO1nqm9XyG2pXKFWdHU2Hd2lqMnKBAJ3cXsqtfPnz3P+/HmsVqvD+saNvX9mSw0YDAYaNWrk6zBkQbgoDzk9tsTnH/WuUzGWqNDIEp4tP6VxqRFVBYPeQGZuFinpF6gUUUHm6FxDK/kFwkXtiJrtGlrJEa14gHApjP2njpCZm0V4UCgNKteSITLXKY2L7Uy1UuZB0UqOacUD1OXi8vDvXbt20ahRIypWrEjjxo1p2rSp/aGWMe++wGKxsGfPHlUMXygJ4aI85PSwDSVrX6d5qbflDqVxKWP0IzaqCgDx18+2+xKt5BcIF7UiarZ7aCVHtOIBwqUwNh3Nr9ftajdDr3f5J70slMalzvXRZUoa/q2FHNOKB6jLxeUz1U8++SR16tRh1qxZREdHi+GVLhAYGOjrEGRDuCgPuTxsRfr2Or4bSlYal1ox1Uk4d5L4cyfp1KCNjFG5h1byC4SLGhE12320kiNa8QDhcjObju0C4Pa6vjkIbsNdl1rXO9WJF86QZzZRxugnY1TuoZUc04oHqMdFJ0mS5MoLQkJC2LNnD7Vq+WaYibexWq2kXb5ERGQ5nx0FFAi8xcWraTR66W4ADnz4B+VDInwckeu8u+hLpq2ax6COD/DBoy/7OhyBoADerCu3Us0W9VpwK5FnNlF3zF1k5+Wwfvz31PfR8O/SIEkStZ/vyrWcLDa88SN1K8X6OiSBwAFX6orLVadr1678+++/bgd3q2I2m9mxYwdms9nXoZQa4aI85PLYcmwPAPUqxfmsQ11aF9sM4AnnfH+NllbyC4SLWhE12z20kiNa8QDhcjP/njxMdl4OkcFh1K1YU8boXKM0LjqdjlrRNQBIOJckb2BuoJUc04oHqMvF5eHfM2fOZNCgQRw4cIBGjRrh5+c4VKNPnz6yBacldDodERERmhh6J1yUh1we/11P7btrLUvrYpsBXAmziWolv0C4qBVRs91DKzmiFQ8QLjez6Wj+0O92dZr7dGRGqWt2xRrsPXkov2b7eJoHreSYVjxAXS4ud6q3bNnCpk2b+OOPPwr8TafTqeJCcl9gMBg0M/xOuCgPuTz+uz7Ld9dTl9bFdqb6fMYlrmRdJSwoRK7QXEYr+QXCRa2Imu0eWskRrXiAcLmZf653qn01qaiN0rrUvl6zlTBZmVZyTCseoC4Xlw9tPffcczz++OOkpKRgtVodHqI4F43ZbGbz5s2qGL5QEsJFecjhcSHjsv3+1G1r++5wcWldQgPLEhMWBcBxHw8B10p+gXBRK6Jmu4dWckQrHiBcbiQzN5vtx/Mv6+hUv7WcoblMaV1qK2gGcK3kmFY8QF0uLneqL126xPPPP090dLQn4tEser2eypUra2LyFOGiPOTw+OfoTgAaVK5FubLhMkXmOnK42M5WH/PxEHCt5BcIF7UiarZ7aCVHtOIBwuVGNh/bTZ7ZRJXIGOKiq8kcnWuU1uW/TvVJrFarjJG5jlZyTCseoC4XlyN84IEHWL9+vSdi0TR6vZ7q1aurIilKQrgoDzk81h3cCsCdPr4NlRwutiLt68nKtJJfIFzUiqjZ7qGVHNGKBwiXG/nrUH697tywrc+vNS2tS/Woyhj1BrLzcjibfl7m6FxDKzmmFQ9Ql4vLEdapU4exY8cyePBgpkyZwmeffebwEBSO2Wxm48aNqhi+UBLCRXmU1kOSJDYc2gbkF2lfIkeb2M5U+3qyMq3kFwgXtSJqtntoJUe04gHC5Ub+ul6vfX0QHErv4mcwEluhKiBqtlxoxQPU5eLW7N9ly5Zlw4YNbNiwweFvOp2OUaNGyRacltDr9cTFxaniSEtJCBflUVqPQ8kJnM+4RGCZAFrHNZE5OteQo03qVKwBKONMtRbyC4SLWhE12z20kiNa8QDhYuPUxbMcP3cKg95Ah3qtPBCda8hVs+NTk0hIPenTA/tayTGteIC6XFzqVEuSxF9//UWFChUIDAz0VEyaxHZNgBYQLsqjtB7rrw/9vr1uC/z9ysgVllvI0Sa1ovPPVCddSCbPbKKM0a+EV3gGreQXCBc1Imq2+2glR7TiAcLFhu0sdYvYhoQGlpUzLLeQo12UMlmZVnJMKx6gLheXuv2SJFG7dm3OnDnjqXg0i9lsZt26daoYvlASwkV5lNZj/SFlXE8N8rRJTHgUZQOCsFgtJJ733feVVvILhIsaETXbfbSSI1rxAOFiw3YQ3NeXatmQo13sk4v6uFOtlRzTigeoy8WlTrVer6d27dpcunTJU/FoFr1eT6NGjVQxfKEkhIvyKI1HZk4W2xPyb83RpYHvi7QcbaLT6agVXQOA+NREmSJzHa3kFwgXNSJqtvtoJUe04gHCBSDPbOLvozsAuFMB9RrkaZfaMbGAMs5UayHHtOIB6nJxOcL333+fl156iQMHDngiHs2i1+upUKGCKpKiJISL8iiNx6ZjuzFZzFQrX8k+WYgvkatNatuuq0713XXVWskvEC5qRdRs99BKjmjFA4QLwKaju7iWk0WF0HI0qVbPQ9G5hhztUuv6bcEuXU3j8rUrcoXmMlrJMa14gLpcXI5w4MCBbN++nSZNmhAYGEhkZKTDQ1A4JpOJVatWYTKZfB1KqREuyqM0Hmv2/wNA5wa+vzUHyNcmtW0zgPvwyLdW8guEi1oRNds9tJIjWvEA4QLwx978yQZ7NumomE6GHO0SHBBE5YhoABJEzS41WvEAdbm4PPv3J5984oEwnOeLL77gww8/JDU1lSZNmjBt2jRat25d5PMXLFjA+PHjSUpKonbt2nzwwQf06tXLixHnYzAYaNWqFQaDwev7lhvhojzc9bBYLaz8dyMAdzft5InQXEauNrFNVhbvwzPVWskvEC5qRdRs99BKjmjFA4SL1Wq11+ueTTt6KjSXkatdalesQXLaOeJTk2hdyzd3IdFKjmnFA9Tl4nKnetCgQZ6Iwyl+/vlnxowZw/Tp02nTpg2ffPIJPXr04OjRo1SoUKHA8zdv3swjjzzCpEmTuOeee5g/fz59+/Zl9+7dNGrUyKux6/V6zZwVEC7Kw12PXScOcCHjMqGBZWlfp7kHInMdudqk9g231bJarT45qq+V/ALholZEzXYPreSIVjxAuOxJOsT5jEuEBARzR92WHorMdWSr2TE1+OvQNp9OVqaVHNOKB6jLxa1fmRaLhYULFzJx4kQmTpzIokWLsFgscsdWgKlTpzJ8+HCGDBlCgwYNmD59OkFBQXz77beFPv/TTz+lZ8+evPTSS9SvX5933nmH5s2b8/nnn3s81psxmUwsX75cFcMXSkK4KA93PVZcH0p21223++y2UzcjV5vUiKqCUW8gKzeblPQLMkXnGlrJLxAuakbUbNfRSo5oxQOEy4q9fwHQtVF7xdRrkK9dbLfV8uU8KFrJMa14gLpcXD5TnZCQQK9evUhOTqZu3boATJo0iapVq7J8+XLi4uJkDxIgLy+PXbt2MXbsWPs6vV5Pt27d2LJlS6Gv2bJlC2PGjHFY16NHDxYvXuyRGIvj4rU0YhvWJuVK/o/7G69ddVimqPUUvr7I19649yKe78RrC4tHkiSatmxOlikHnTnXqddS5H6L8CohZr1Oh0Ff+qEgRqORDh06YDS6/FFQFO54SJJkvz5LKUO/Qb428TMYia1QhfjUkySkJlE5MlqmCJ1HK/kFRbtYrVYyc7PJzM0i12zCarVgtlowWyxYri9bri/bsH2OdTqd/bP+38dcV+A5+Wt19ufoinyO4/YL3R46JCQq1qnOiQtn0Ot1hW/zxi3csJ+okEiCA4Kces+UgKjZrnM1O5Mzl1KIrl2FhHMn0d0wyqXIeidDHS+yZpbwuuL2CRK1G9fnwrXL6HV6J157w0sL2aYrvxt0Oh1Gg5EyRj+MekOp5+y4Fb5Pi0Kp9Rrka5daCpgHRSs55oyHyWImKzcbk8WM2WK2/5tfv/P/b7FaC32tJEmFrXUyOsfvgZK+0yRJIjI2hkNnj6PTldw/uHEPZYxl7HnlDVzOmlGjRhEXF8fWrVvtp+MvXbrE448/zqhRo1i+fLnsQQJcvHgRi8VCdLTjD+Po6GiOHDlS6GtSU1MLfX5qamqR+8nNzSU3N9f+f1vi2IaP2o7uGwwGh2Wz2YxOp7Mv6/V69Hq9ffnxL17g4Jl418UFRaLX6Slj9LvhUYYyBiNl/MpQxuhHgJ8/IYHBhAQEExJQlrCgspT1D6JcSAQVI6IoFxxBTEQU0WHlsFgsBdpMr9djMpkwGAz2ZaPRiE6nsy9D/j30blz28/NDkiT7stVqxWKx2JetVitGo7HIZYvFgiRJ9mUomG+F5V5oaGihuVeU05Gzxzl5MRl/Yxk6N2irKKegoCCsVmuRnydn26lmhWrEp57kWEoS7Ws397qT1WolODgYnU5X4neE0nIvNy+XpAvJxJ9L4tTFFFLTL3Au4yIpaee5eDWNazlZXMvJIisv2yOfb6Xy9bCJ9G56Z6nayZvXhmm5ZnuqXv9zdCdDpr/inrigUHQ6HWUMfvgZjf/9ayyDv7EMwf6BlA0IJiyoLMH+QYQEBBMWHEKIfzDR4eWJCY+ifNn8ul1cnfP1d6Yr9dpW5yRJsteH4pyOpiRy4vxpyhj96NKwnaKcLBaLQ51zt7bFlq8CwOlLKWRkXiMkKNgnTrYcU1O9tsVuReJ46kmOnztF6pWLpKSdIyX9IuczLpJ2LYNruVlcy8nkak4muaY8OT/iiqR2TA3Wj/vea/Xa5eHfGzZsYPLkyQ7j28uVK8f777/Phg0bXN2c4pg0aRJhYWH2R5Uq+R9y2+1IDh8+zOHDhwHYt28f8fH5HeU9e/aQmJh/P9zt27dz+vRpIP8asZSUFMoY/fDTGwkwliHAzx8/vRH/6wXFqDfYO4ZGnSG/4BiMGHR6/AxGjHoDep0eo96AQa+3n6U16PXo0KHX6dHr9NfP5Ogcj3ZrGKtkJceUS0b2NS5eTeNs2jmSLiZzLCWRA6ePsfPEftYf3Mrvu9byw6YlfLnmByYv+4ZXfpzMwC9foveHw2jx2n1Ue7YDrcb25aGPn+PNBZ/wxrcfsnbPP+SYclm3bh3p6ekArF69mqtXrwKwYsUKcnJyMJvNrFixArPZTE5ODitWrADg6tWrrF69GoD09HTWrVsH5P/Q3Lgxf6KRlJQUNm/eDMDp06fZvn07AImJiezZsweA+Ph49u3bBxSfewkJCSxZsoRt27YVyD2AjRs3cvHiRQC7k23o9+21mxMcEKQYJ9tQn4SEBKDwz1NRTje3k+6aGYBjKYk+cdq7dy/Lli3DZDKV+B3hrJOn2ik9M4O5qxcw8svXuevdgdR6viud3nmUYTNe4+3fpjFj3U8s2fkn24/v48T505zPuOTQodbr9PkHsgKCCS4TSERQKNFh5SkXFEal8ArUiKpCdHAkVSMrUiOqClFBEVSNrEi18pUoHxhOlcgYqkZWpFxgGFUiY6gUEU1kQCiVI6KpGB5FREAolSIqEB1ajoiAUGLCoqgQEkl4QEj+fsqGEx4QQlRoJJHBYYQHhFA+JIKIoFDCAspSLiSCsMAQQgPKEhEcRrBfICH+wUQEh1LWP4gQ/2DCgkIILhNIWf8gQgPLEuQXQLB/ICEBwQQa/QkuE4jRYJClnbyFlmu2J+t1qH8wIWWCKFc2nJAywUQGhxFZNpyyZYKICA4j8noORQSHEh4USrBfAOFBoYQFhRB0fdmWQ2FBIYQEBBPkF0BoYP7B3cAbPiuBRn+C/YMIKhNAgNGfIP9AAv38CTCWIbBMAAHXfysE+vnbfzcE+PlTxuBHGYMf/sYy+BnyO6u2s8J+BmP+7wi9AYPt94P9d0T+b4r83xP//Y7I//1w85lueZAkiVxzHtdysriceYVzVy5x+lIKCedO8u+pI2w6tosVezewYNsffLvhVz5eMZu3F33O/81+i34f/x+d3nmUOmPuIu65znR561GGT3+Nj1d8y0fzv2R/wmEkSVJNvU5MTLTXuaSkJIfcg8LrwK/b/gCgQ92WhAQGK8pp165d9jpXmtq2beNmwoNCkSSJeb/N94nTkSNHWLJkCbt27VJ0vbY5rfp7Lb9sXcGwL17ljvEPEfe/ztz5zmMMnTGW13+ewuerv2fh9pX8fWQnB84cI+nCGS5eTSvQoTZcr9+BRn9CA8vm186AUCqGR1ElMoZygWFUjoh2WLbV66qRFe3rq5WvRJXIGMoHhecvR8QQFRRBtfKVqBwRTVRwBFXLVaRSeAWigiOoEhlDxbAoooIjqBwZQ3RIufzliGgqhEQSVTaCiuEViAgIoXxwBBXDoygXHE75shHEhEURGRRG+bIRRIeVJyIwlPJlI6gQWo7wgBDKlQ2nXNlwr9ZrnVT4OfwiiYyMZNmyZbRv395h/aZNm7j33nu5fPmySwE4S15eHkFBQfz666/07dvXvn7QoEGkp6ezZMmSAq+pVq0aY8aMYfTo0fZ1b775JosXL+bff/8tdD+FHfk2m/IIC48o9ghXSUe1dDod165dIygoCIPB4LOjWjcf4bJ5SNywfH292WyGm5xsMebl5REYGGg/w6vT6+xO+c8xYzQaQKfDbDJhMBrheuxGozHfw2LGz+iHVbJiNlvw8zNisTg6WawWu4fF8t+y2WzGqpPIzs0hz5SHBWv+stmE2WohJy+XbFMO13KzuZKZkX9kLjeL9MwMLl1N53zGJc5ducjFq2kOw1JvxKg3UK9STVrFNeHOBq1pFduYiJAwRR75Buwx2fKquCOqer2eTm8/SsK5k3wycBwD2t+jGCe9Xk9mZiYBAQEYjcZSHSX+8Z+lPP/9u7Sv05yfn/vU605ms5nc3FyCgoKwWCyKO/Kdnn2VJTv/ZPGO1exMPFBgSFdgmQDqVqxJ9fKViAkrT1RIJJXLRVMhtDxhwSEEGPNHg4QGlcWoMziVe0o4mn9zjrnyXS6Hk8FgIO3yJSIiy3l8Aj0t12xP1WtbW9ocbG3m67x19gxoUR43jshyJ2/ttfv6sr0u+/0Xu22EjtVqRW8wkGc2kZOXg4REdl4uuaY8rJJETl5+vTZZzWRkXeNaTiaZedlcybzK1ZxMMnOzuHQ1jfMZl7mQcZlzVy5yNSezyHwrFxJBk6p1aV+3BR3rt6JOdA38y/grtp30er3Db8Li8hAdtB73ACnpF5g5YhL3NO+sKKeicsyd78wHPn6GHSf28/ngN+nXpqfXnSRJssek1+sVVa9tsf978jDL9/7F8t3rSbqYXOCzEFQmkNox1akYHkXF6welK0VWIDSgLKGBZe21OzQohLIBQegk7L6iXpeuXrvcqR44cCC7d+9m1qxZ9ttibNu2jeHDh9OiRQvmzJnjyuZcok2bNrRu3Zpp06YB+UO8qlWrxrPPPsurr75a4PkPP/wwWVlZLF261L6uffv2NG7cmOnTpzu1T6vVKsuPnxsLkRLuBVwatORitphJvpTKqUspnLhwmhPnTnEsNYl9p45y6Wqaw3MNegOtat7GPS260Kd5VyqElfNR1AVxtU12Jx6k1wdDCfTzZ9/kFYQEBnshSueQM7/2JB3i7vefpEJoOfZN9sww1+JQ6mdl/6mjzFj3M0t2riHP/N/kH7VjqnN73Za0r9OcxtXqUq1cJfv3nlJd3MHXLnLVFWe4lWq2nO+rr3NELrTiAXAtO5OE1JOcunSWE+dPc/z8aQ4nJ3Ak+Tjmmw6ORwSH0rVRe+5t3oVODdoQ4Ofvo6gLx5V22Xh4Ow99OorwoFD+/WAZ/n5lvBSlc8iZY2O+e5f5m5YypvdQXr53uEwROo9SPy9ZeTks3LaSORsWOlxKatAbaFK9Hu3rNKd1XGPqVYqjSmSMfSi+0jzcwddt4kpdcfma6s8++4xBgwbRrl07/PzyZx80m8306dOHTz/91L2InWTMmDEMGjSIli1b0rp1az755BMyMzMZMmQIkP/joXLlykyaNAmA//3vf3Tq1IkpU6bQu3dvfvrpJ3bu3MmMGTM8Gmdh2IYU9OrVy/6+qRUtuUhWib1bdtGrVy861G/133pJ4szlVPYkHWLT0V1sPLydxAtn2Jqwl60Je3njl0+4vW5zHr29D72bdfb5TJyutskvW/OHtPRqdqeiOtQgb37Z7lV9PuMSV7KuEhYUIkeITqO0z0p8ahKTFn9lH/oP0LhaPR5o3Z17m3ctdjI3pbmUBi25lISo2e6hlRzRigeAv7EMJ/fFF3DJMeVyOPk4O4/v5++jO9h8bDdpmRn8um0lv25bSdmAIHo1vZOBHe+nRWwjRXQyXGmXBdtWAtCnZVfFdahB3hyzzQAen5JU+sDcQGmflxxTLt//vZhPV87lQkb+qKIAP3+6N76De5t3pXPDNpQNKPgbzmQyKcqjNCitTYrD5TPVNuLj4+2TjdSvX59atWrJGlhRfP7553z44YekpqbStGlTPvvsM9q0aQPAnXfeSY0aNRyOvC9YsIBx48aRlJRE7dq1mTx5Mr169XJ6f+JMdUFuVZeTF8+y6t+NLN65ht2JB+3ro8PKM7Dj/QzscD9Rob65l54rHrmmPJq+eg9pmRn8NOpT7mzQxktROofc+dXs1XtJSb/A8pdn0qKmd+91q5TPSlZeDh/8/jXfrP0Zq2RFr9NzX8tuDO/yMM1jGzq1DaW4yIGvXbx5ptrGrVCzxZnqgmjFA5x3MVvM7Eo8wPLdf7FszzrOpp23/61hldoM7tSP/m3v9unZa2ddMnOzue3lXmTlZrP0pRm0imvsxSidQ84c+3P/Zh7/Ygz1K8exfvwPMkXoPEr6vKw/uJVXfpzMqYtnAahariJDO/dnQLt7CA8OLfa1SvIoLb52caWuuN2pvlWQs1Odk5NDQECAJhL8Vnc5eSGZX7au4Lu/F3M+4xKQf/3p0M79eeaux4ksG+apkAvFFY/le9Yz9OuxVAyPYud7i2W5NZmcyJ1f/T95lr+P7OTjgeN4pP09MkToPEr4rGxP+JdRc98h6cIZAHo26cjY+56mbqVYl7ajBBe58LWLLzrVtwJyd6q1kO9a8QD3XKxWK7sSD/D9P0tYsvNPckz51+BHh5Xn2e5P8HiH+wgsE+DJsAvFWZefNi9j9LyJ1Iiqwpa3FyiyDeXMsZMXkmkzvh/+xjKc+Gy913+fKOHzkpF9jbE/fsjC7asAiAmLYkzvJxnQ/h6nR0UqwUMufO3iSl1xuepYLBZmzZrFo48+Srdu3ejSpYvDQ1A4ZrOZ1atX2yeVUjPCBapHVeale4ez873FfPnkBJpUr092Xg6fr/qONuMe4KNlM8nKy/FQ1AVxxeOXLflDv/u16am4DjXIn1+24WQJPrj3pS8/K5IkMXPdzzww9RmSLpyhUkQFfnh2KnOenuxyhxrE516tiJrtHlrJEa14gHsuer2eVnGN+XTQePa8/zsTHvwflSOiOXflIuMXfEzrcQ/w7V+/YrZ49/1xxkWSJGat/wWAR2+/V7GdIzlzrEq5GAL8/Mk159nP0HoTX39e9p06wl3vDmLh9lXodXpGdBnAPxN+YmDH+126zNDXHnKiJheXz1Q/++yzzJkzh969e1OxYsUCH/KPP/5Y1gB9jTijIHAGSZJYs/8fPvh9hn0SiSqRMUx8aAw9mnRQTDE8dfEsbcc/iFWysuGNH93qXKmNb//6ldd++ojuje9g3jMf+Tocr2CymBnz3XssuH7t/P2tujP50VcUd/38rYo368qtVLNFvRY4Q57ZxC9blvPpyrmcvpR/e6S6lWryTv/RdKzf2sfR/ceW+D3cP+VpAvz82T3pd6+PgPMVXSc+wcEz8cx75kO6N+7g63C8xm/bVzF63kTyzCaqlqvI18PeoXmsdy9ZExTEoxOV/fTTT/zyyy8uXZcsyO90Xb16lZCQEMV0sNxFuBREp9PRvXEHujW6nd93r+Wd377gzOVUBk9/mW633c57D79AtfKVZIzcEWc9Zq3/BatkpVP91ortUMudX3XsZ6pPlnpbruKLz0p2Xg7Dv3mdP/dvwqA38Ga/5xje5eFS71987tWJqNnuoZUc0YoHyOdSxujH4x368nD7e/j+78VMXjqDo2dP8NCno+jVtBPvDXiRmPAoGSMviDMu36z9CYD+be9WdIda7hyrFVOdg2fiiU896fVOta8+L1+t+YEJC/PvktCjcQc+HTS+xOumi0N87n2Dy4dyy5Qp47UJTrSE2Wzm77//VsXwhZIQLkWj1+vp2/IuNr75I6N6DsLPYOTP/ZvoMvFx5m/6vcB9gOXCGY+M7Gv8sOl3AEZ2e9QjcciB3G1SKyZ/BvCkC8nkmvJk2aazePuzkpmbzaPTnufP/ZsI8PNn7tMfMqLrAFkKkfjcqxNRs91DKzmiFQ+Q38XPYGTInQ+y+e0FDOv8EAa9gRV7N9BxwiMerddQssvJC8n88e9GAIZ1fthjcciB3O1inwHcR5dsefvz8sHvX9s71CO6DGD2yA9K1aEG8bn3FS4P/54yZQonTpzg888/V/wRAzkQw8kEpSE+NYkXvnuP7cf3AXDXbbfz0eNjiQ4r7/VYbEdC61aqyV/jf7glPr+Qf5SzzvPduJqTyV9vzKdepZq+DskjmCxmBn35EusObiEkIJjv/m8KbWs39XVYgkLwZl25lWq2qNeC0nA4OYHR897l35OHAehYrxUfDxxX7K0GPcXrP09h1voFdG7Qlh9HfeL1/fuSJTv/5KmZ42gR24jlr8z0dTge5bOVc3lv8VcAjH/gWZ656zHNf0+rDY9OVPbPP//www8/EBcXx7333ssDDzzg8BAUjtVq5fLly1itVl+HUmqEi/PUjqnBohe+YvwDz1LG6Mea/Zvo/M7jrDu4Rdb9lORhspiZuX4BAE91fUTRX9pyt4lOp7Ofrfb2vS+99VmxWq08P28i6w5uIdDPnx9HfSJ7h1p87tWJqNnuoZUc0YoHeN6lfuVaLH/5G8Y/8CwBfv5sPLKDrhOfYNnudbLvqziXs2nn+e7vxQA8fZdyR5XZkLtd6lSsAUDCuZMeHS1QGN78vMz+61eHDvX/dX9ctt9m4nPvG1zuVIeHh3P//ffTqVMnypcvT1hYmMNDUDgWi4UdO3ZgsVh8HUqpES6uYdAb+L/uj7Nq7BwaVqnN5WvpPDrted5d9KVsM46W5DF/0+8kX04lKjSSB1p3l2WfnsITbWKfAfxckmzbdAZvfVamLJ/Fr9tWYtAb+GbEJFrWvE32fYjPvToRNds9tJIjWvEA77gYDUb+r/vjrB33HU2q1yc9K4NhM15jzHfvkpmbLdt+inP5eMW35JlNtK3djA71Wsm2T08hd7vEVqiKXqfnStZVLmRclmWbzuKtz8v6g1t5/eepAIzpPZT/6/64rNsXn3vfIO5TXQJiOJlATnJMubz162fM2bAQgNZxjflq6DseHV6WlZdDu/EPcu7KRd59+AWGdu7vsX0plWkr5/Hu4i/p17oHXzw5wdfhyMqa/Zt44osXAHxyL26B64i64hnE+yqQkzyziQ+XfsPnq79DkiTioqvx5ZNv06R6PY/t8+CZeO56dxBWycqSF6fTplZTj+1LybQd/yBJF87w6/NfcEfdFr4OR1YSUk/S64OhZGRfY0D7e/j4idcVPXrwVsejw78F7mG1Wjl//rwqhi+UhHBxnwA/f95/5CVmDH+XkIBgth/fR7d3n2DN/k2l2m5xHp/9MYdzVy5StVxFnujQt1T78QaeaBNfTXzi6fxKunCGZ2e/BcDgTv082qEWn3vBrYRWckQrHuB9lzJGP16//xkWjP6ciuFRHD93insmD+PzVd9hsZburFlhLlarldd++girZKVPi66q6VB7pmbbLtlKlG2bzuDpHMvMyWLwVy+TkX2NVjVv44NHXvZIh1p87n2DU53qnj17snXr1hKfd/XqVT744AO++OKLUgemNaxWKwcOHFBFUpSEcCk9fVp0Zc3rc2lcrR5pmRk88cULvPnrp27PTl2UR3xqEl+u+QGACQ/+jzJGv1LH7mk80Sb2a6pTT3q1rT2ZX2aLmZEz3+BK1lVa1ryNt/uPln0fNyI+9+pB1OzSo5Uc0YoH+M7ljrotWDf+e3o364zJYmbioi/o/8lzJF8+5/Y2C3P5dsOvbEv4lyD/QMY/8KwcoXsFz9TsGkD+ddXexNM5Nu6Xj0k4d5KK4VF8O/J9/P3KeGQ/4nPvG5wa/j1r1izeeOMNwsLCuPfee2nZsiWVKlUiICCAtLQ0Dh06xD///MOKFSvo3bs3H374IdWqVfNG/B5HDCcTeJJcUx7v/PY5M9f/AkDjanX5aug7xEWX/vNjspi5d/II9p48RJeG7fjh2am37BAjk8VM7HOdMFst7HxvMVUiY3wdUqmZsnwWHy79hrCgENaP/4FKERV8HZLASTxdV27Vmi3qtcCTSJLEj5uXMu6Xj8nKzSYsKIQPHn2Zvi3vKvW2D5w+xj2Th5NjymXSgBcZcueDMkSsXuZvWsqY796lQ72WLBj9ua/DkQXbrOY6nY5fR3/O7Rob1q5VZB/+PXToUE6cOMFrr73GoUOHGDFiBB06dKBVq1b06NGDb775hmrVqrFjxw5+/vlnTRRnubFarSQnJ6viSEtJCBf58Pcrw8SHxzDvmQ+JDA5j36mj3PXeIH7estylWS8L83hv8VfsPXmIsKAQPnp8rGo61J5oEz+DkdgKVQE45sXhZJ7Kr70nDzN1+bcAvP/IS17pUPv6syInWnIpDFGzS49WckQrHuB7F51Ox6O39+HP1+bSrEYDrmRdZeTM8Tw7+y3SMq+4tK0bXS5kXGbo12PJMeXSpWE7BnVU16z8nmgX260vj5w9Ids2ncFTOXY27Twv/fA+AP/rOcjjHWpff1bkRE0uTh/K9ff35/HHH2fp0qWkpaWRlpbG2bNnycnJYf/+/Xz00UfUr1/fk7GqGqvVyvHjx1WRFCUhXOSne+MOrB33He3rNCcrN5v/zX2HkbPGOz3z5c0e8zf9zlfXh31/9NhYVZ3F9FSb1KsUB8Dh5OOybrc4POGSZzbxv7nvYLFa6NOiqyxnSZxBKZ8VOdCSS1GIml06tJIjWvEA5bjUjK7G7y/N4PleT6LX6fl120o6vDWA37avcvpguM3lYsZlHp02mpMXk6lWvhJfPPmW6kZZeKJd6laqiU6n40LGZa/OAO4JF0mSGPvjh2RkX6NZjQa8cM8w2bZdFEr5rMiBmlzE7N8lIIaTCbyJxWph2sp5fLhsJharhfCgUN7o9ywPt+uNQW9wahs//LOEF394H0mSGH33YF69b6SHo1YHH6/4lg9+n8GDbe7m8yFv+joct5m2ah7vLvqSyLLh/PPWz0SWFbdFUhuirngG8b4KvM3OE/sZ89179hFQLWvexmt9n6Z9neYlvvZw8nGGzRjL8XOnKBcSwe8vfi3LpV9aod34B0m8cIYFo6ep4tZiRbF01zqGf/MafgYjq1+bS/3Kcb4OSeACsg//FpQeq9XKyZPenSTJUwgXz2HQGxjdawjLX5lJo6p1SM/KYMx379H5ncdZumtdkfe1tlqtHDx2mJd/+IAXvp+EJEkM7Hg/r/R5yssGpcdTbVK/Ui0Ajpz17plqOV1OX0qxD/t+s99zXu1QK+2zUhq05CLwDFrJEa14gDJdWta8jT9fn8crfUYQ6OfPzhP7eWDqM9w7eTg/bl7G1ezMAq9JSTvPO799To/3BnP83CkqR8awaMyXqu1Qe6xmV/bN6DI5XdIzM3j95ykAPNtjoNc61Er8rLiLmlyMvg7gVsF2TUDlypVVfwRduHieptXr88er3zJz3c98+sdcjqUkMvyb14gKjeSBVt3pUK81sRWqYNDrOXMplbUHNvPdxsVcy8sC4IXeQ3mh91DVXEd9I55qk/pV8jvVx1ISMVnM+Bk8//Unt8v4Xz4mOy+HtrWa8lDbXjJE6DxK/ay4g5ZcBJ5BKzmiFQ9QrksZox/P93qSR2/vw9Tl3/LDP0vYcWI/O07sZ8x371Irujq1Y6qj0+lIupDM4eTjWKX8DkKXhu34dNA4okLL+djCfTxWsyvXYsXeDRxKTpBtmyUht8uHy77hfMYlakVX5393D5IhQudQ6mfFHdTkIoZ/l4AYTibwNVeyrjL9zx+Zu/E3Ll9LL/a5NStU5YNHX1b1UClPYbVaqf18NzJzs9jwxo/UrRTr65Bc4u8jO+j/yXMY9Qb+HPedfSIXgfoQdcUziPdVoARS0y/wy9YV/LxlOcfPnSr0OW1qNeGZux6je+MOqjz47Q2W7V7HsBmv0aR6fVaNne3rcFzm6NlEukx8HIvVovoh7LcyrtQVcabaS1gsFhITE4mNjcVgcO7aWKUiXLxLWFAIr/QZwZjeT7L+4BaW7V7P3pOHOZt2DovVSnRYeRpXq0vryg0ZeNeDlPHQfQ+9hafaRK/XU69STXYlHuDw2QSvdKrlcrFarby9cBoAgzo94JMOtRo+K86iJReBZ9BKjmjFA9TjEhMexaiegxjVcxAXMi6x9+QRzlxKQQJiwsrTPLYhUSGRJCYmYrVaFe3iDJ5ql/qV80eXHT17AovV4vS8MqVBTpe3Fn6KxWqhZ5OOXu9Qq+Wz4gxqcnHrUG56ejozZ85k7NixXL6cPyvf7t27SU5OljU4LSFJEmlpaS7dJkmpCBff4Gcw0r1xBz4b/AYb3/yRhE/WkfjZX2x951e+HDKBJlG10evUf3bGk23S4PoQ8MNnvDOcTC6XhdtXsf/0MUICghnTe6hM0bmGmj4rJaEll5KoWbMmly5dKrA+PT2dmjXFaIei0EqOaMUD1OkSFVqOu267nSF3PsiTdz5Ir2Z3EhMepUqXovCUS42oygT6+ZNjyiXpgnf6F3K5rD2wmfUHt+JnMPLGA8/KFJ3ziPzyDS4P/963bx/dunUjLCyMpKQkjh49Ss2aNRk3bhynTp1i3rx5norVJ4jhZAKBdpi1fgGv/zyF7o3vYN4zH/k6HKfIzsvhjjcfJjntHK/3fYbneg70dUiCUuLNuqLX60lNTaVCBcfb6p07d45q1aqRm5vr0f17E1GvBQJt0WPSEP49eZiZI97jnuZdfB2OU1isFrpOHMiRs8cZ2e1R3npwlK9DEpQCj87+PWbMGAYPHkx8fDwBAQH29b169WLjxo2uR3uLYLFYOHLkCBaLxdehlBrhojy04gGedfH2bKJyuMzbuIjktHNUjohmWJeHZIzONUSOqYvff/+d33//HYBVq1bZ///777+zaNEi3nnnHWrUqOHbIBWMVnJEKx4gXJSKJ10aXB8CfkhFNXvJzj85cvY4YUEhjL57sHzBuYDIL9/g8jXVO3bs4Ouvvy6wvnLlyqSmpsoSlFbJzs72dQiyIVyUh1Y8wHMutk716UspXM3OJCQw2CP7uZHSuGTl5fD56u8AGNP7SQLLBJTwCs8ickw99O3bFwCdTsegQY6zzvr5+VGjRg2mTJnig8jUg1ZyRCseIFyUiqdr9hEvzgBeGheTxczkpd8A8MxdjxEeHCpXWC4j8sv7uNyp9vf3JyMjo8D6Y8eOERUVJUtQWsRgMNCsWTNfhyELwkV5aMUDPOsSERxGxfAoUtIvcOTscVrFNfbIfmyU1mXuhoVcyLhMtfKVeKhdbxkjcx2RY+rCdk/P2NhYduzYQfny5X0ckbrQSo5oxQOEi1LxpIu3z1SX1uWnzctIunCG8iERDOvsu5FlIr98g8vDv/v06cPbb7+NyWQC8o+Cnzp1ildeeYV+/frJHqBWsFgsHDhwQBXDF0pCuCgPrXiA513qXT/y7Y17X5bGJTM3m89Xfw/A6LuHeOW+2sUhckydJCYmig61G2glR7TiAcJFqXjSpf71yUWTLpzhanam7Nu/mdK45JlNfLIi/9Zfo+8eTHBAkNzhOY3IL9/g8q+0KVOm8OCDD1KhQgWys7Pp1KkTqamptGvXjnfffdcTMQoEAoFsNKpSh/UHt3LwdLyvQymWeRt/49LVNKqXr0z/tnf7OhyBilm7di1r167l/Pnz9jPYNr799lsfRSUQCATFU65sOJUjoklOO8fBM/G0rd3U1yEVya/bVpKcdo7osPI83qGvr8MR+ACXO9VhYWGsWbOGf/75h3379nHt2jWaN29Ot27dPBGfZjAYDDRq1MjXYciCcFEeWvEAz7vcVq0uAPtOHfXYPmy465JnNvH1nz8B8L+7B/n8LDWIHFMrEyZM4O2336Zly5ZUrFgRnU7n65BUgVZyRCseIFyUijdqdnLaOfafOurxTrW7Lharhc9X5d/9aGS3Rwjw85c7NJcQ+eUb3L7nxB133MEzzzzDyy+/LDrUTmCxWNizZ48qhi+UhHBRHlrxAM+7NL7eqT6cnIDJYvbIPmy46/Lb9lWkXrlAdFh5+rXu6aHoXEPkmDqZPn06c+bMYdu2bSxevJhFixY5PASFo5Uc0YoHCBel4mkX24Hwf08d8cj2b8Rdl2W713Pi/GnCg0IZ2OF+D0XnPCK/fIPLpz8+++yzQtfrdDoCAgKoVasWHTt2xGAwlDo4rREYGOjrEGRDuCgPrXiAZ12ql69MaGBZMrKvEZ+SSIMqtT22L3DdxWq18uWaHwAY3uVh/P3KeCIstxA5pj7y8vJo3769r8NQJVrJEa14gHBRKp50ua1qfqd6/2nPjy4D110kSWLa9bPUw7o85NNrqW9E5Jf30UmSJLnygtjYWC5cuEBWVhYREREApKWlERQURNmyZTl//jw1a9Zk/fr1VK1a1SNBexNXbvotEAjUwQNTn2Hzsd18PHAcj7S/x9fhOLB6398M/PIlQgKC2TVpCaGBZX0dkkBmvFlXXnnlFcqWLcv48eM9uh8lIOq1QKA9UtMv0PTVe9Hr9CR8uo4gH99a8mbWHtjMY5+PIcg/kF3vLSYiOMzXIQlkxJW64nLVee+992jVqhXx8fFcunSJS5cucezYMdq0acOnn37KqVOniImJ4fnnn3dbQIuYzWZ27NiB2ezZ4abeQLgoD614gHdcbMPJ9nt4OJk7Ll9cn/F7YMf7FdWhFjmmTnJycpg6dSqdOnXiueeeY8yYMQ4PQeFoJUe04gHCRal42iUmPIoKoeWwSlYOn/HsXTvccfls5VwABna4XzEdapFfvsHl4d/jxo1j4cKFxMXF2dfVqlWLjz76iH79+nHixAkmT54sbq91EzqdjoiICE1MEiNclIdWPMA7Lo1tw8k8PFmZqy47ju9jW8K/lDH6MbzLwx6NzVVEjqmTffv20bRpUwAOHDjg8Ldbwd9dtJIjWvEA4aJUvOFyW7W6rD2wmX2njtCipucmrSpNzR7Z7RGPxeUqIr98g8ud6pSUlEKPFpjNZlJTUwGoVKkSV69eLX10GsJgMFCrVi1fhyELwkV5aMUDvOPSuHo9AA6cicditWDQe2YOCFddvlydfy31g216EhMe5ZGY3EXkmDpZv369r0NQJVrJEa14gHBRKl6p2dc71Z6+rtpVlxlrfwagX2tl1WyRX77B5eHfnTt35qmnnmLPnj32dXv27OHpp5+mS5cuAOzfv5/Y2Fj5otQAZrOZzZs3q2L4QkkIF+WhFQ/wjkvNClUJ8g8kOy+H4+dOeWw/rricvHiWlfs2AjCy26Mei8ldRI6pm4SEBFatWkV2djaQP7mOoGi0kiNa8QDholS84WKbrMzTt8J0xSX58jlW7P0LgOFdHvJoXK4i8ss3uNypnjVrFpGRkbRo0QJ/f3/8/f1p2bIlkZGRzJo1C4CyZcsyZcoU2YNVM3q9nsqVK2ti8hThojy04gHecTHoDTS6Puu3J4eAu+Iy+69fkSSJOxu0oU5F5R2UFDmmTi5dukTXrl2pU6cOvXr1IiUlBYChQ4fywgsv+Dg65aKVHNGKBwgXpeINF9s8KEeSj5NryvPYflyq2Rt+xWK1cHvdFh6/i4iriPzyDS5HGBMTw5o1azh06BALFixgwYIFHDp0iNWrVxMdHQ3kn83u3r277MGqGb1eT/Xq1VWRFCUhXJSHVjzAey62Ir3Pg5OVOeuSmZPF/E2/AzC0s7KOeNsQOaZOnn/+efz8/Dh16hRBQf/d6uXhhx9m5cqVPoxM2WglR7TiAcJFqXjDpUpkDJHBYZitFg4le26yMmddsvJy+P7vJQAM76ys+U9A5JevcDvCevXq0adPH/r06UPdunXljEmTmM1mNm7cqIrhCyUhXJSHVjzAey6Nq+VfV7335GGP7cNZl1+3ryQj+xo1oqrQtWE7j8VTGkSOqZPVq1fzwQcfUKVKFYf1tWvX5uTJkz6KSvloJUe04gHCRal4w0Wn09G0RgMAdp3Y77H9OOuycNtK0rMyqFa+Enc1vt1j8biLyC/f4PJEZQBnzpzh999/59SpU+TlOQ7DmDp1qiyBaQ29Xk9cXJwqjrSUhHBRHlrxAO+5tIjNn0H035NHyDObKGP0k30fzrhIksTMdb8AMPTO/optQ5Fj6iQzM9PhDLWNy5cv4+/v74OI1IFWckQrHiBclIq3XFrF3ca6g1vYeeIAwzx0dwxna/Y36/InKBt6Z3+PTXRaGkR++QaXO9Vr166lT58+1KxZkyNHjtCoUSOSkpKQJInmzZt7IkZNYLsmQAsIF+WhFQ/wnktcdDUigkNJy8zgwOljNI9tKPs+nHH5+8gO4lOTCPYP4uH2vWWPQS5EjqmTDh06MG/ePN555x0g/4yP1Wpl8uTJdO7c2cfRKRet5IhWPEC4KBVvubSseRsAOz14ptoZl42Ht3MsJZFg/yAeuf1ej8VSGkR++QaXu/1jx47lxRdfZP/+/QQEBLBw4UJOnz5Np06d6N+/vydi1ARms5l169apYvhCSQgX5aEVD/Cei06no8X1Ir3rxIESnu0ezrjMXJ9/lvrhdr0IDSzrkTjkQOSYOpk8eTIzZszg7rvvJi8vj5dffplGjRqxceNGPvjgA1+Hp1i0kiNa8QDholS85dKsRgP0Oj1nLqeSmn7BI/twxuUbFdRskV++weVO9eHDhxk4cCAARqOR7OxsypYty9tvvy0KdDHo9XoaNWqkiuELJSFclIdWPMC7Lq2ud6p3nNjnke2X5HLyQjJr9m8C4Mk7lX1QUuSYOmnUqBHHjh3jjjvu4L777iMzM5MHHniAPXv2EBcX5+vwFItWckQrHiBclIq3XMoGBFOvUk3Ac2erS3I5ce4Uf16v2UqdVBREfvkKl4d/BwcH26+jrlixIsePH6dhw/xhkxcvXpQ3Og2h1+upUKGCr8OQBeGiPLTiAd518fSZ6pJcvt2Qfxutzg3aUiumukdikAuRY+rDZDLRs2dPpk+fzuuvv+7rcFSFVnJEKx4gXJSKN11axt3GoeQEdp44wD3Nu8i+/ZJcZv21AICujdoTF11N9v3Lhcgv3+Byt79t27b8888/APTq1YsXXniBd999lyeffJK2bdvKHqBWMJlMrFq1CpPJ5OtQSo1wUR5a8QDvujSrXh+D3kBy2jnOpp2XffvFuWTmZPHjpqWAso942xA5pj78/PzYt88zozC0jlZyRCseIFyUijddWtoPhHvmTHVxLhnZ1/hp83IARnhoojS5EPnlG1zuVE+dOpU2bdoAMGHCBLp27crPP/9MjRo1mDVrluwBagWDwUCrVq0wGJQ3S6CrCBfloRUP8K5LcEAQDSrnD4H1xHCy4lwWbPuDjOxrxEZVoUtD5R+QFDmmTh5//HFRm91AKzmiFQ8QLkrFmy4tr9+1Y9+po+SZ5e9kFefy0+ZlZOZmUadiLB3rt5Z933Ii8ss3uDz8u2bNmvbl4OBgpk+fLmtAWkWv1xMZGenrMGRBuCgPrXiA911a1LyN/aePsevEfvq06CrrtotykSSJWdcnOxnaWbm30boRkWPqxGw28+233/Lnn3/SokULgoODHf4uboNZOFrJEa14gHBRKt50ia1Qlciy4Vy+ls6B00dpfr2TLRdFuVisFmatzx/6PazzQ+h0Oln3Kzciv3yDy7/katasyaVLlwqsT09Pd+hwy83ly5d57LHHCA0NJTw8nKFDh3Lt2rViX3PnnXei0+kcHiNHjvRYjMVhMplYvny5KoYvlIRwUR5a8QDvu/w3WZn8Z6qLctl4eDvxqSfzb6PV7h7Z9+sJRI6pkwMHDtC8eXNCQkI4duwYe/bssT/27t3rsf2Kmq0MtOIBwkWpeNNFp9PRsmZ+R3pr/L+yb78olz/3b+LkxWTCg0J5sO3dsu9XbkR++QaXz1QnJSVhsVgKrM/NzSU5OVmWoArjscceIyUlhTVr1mAymRgyZAgjRoxg/vz5xb5u+PDhvP322/b/BwUFeSzG4jAajXTo0AGj0eW3XHEIF+WhFQ/wvkuruMYA7Dt5hGs5mZQNCC7hFc5TlIttspOH2/UiJFC+/XkSkWPqw2KxMGHCBG677TYiIiK8um9Rs5WBVjxAuCgVb7vcXqcFq/f9w99Hd/BM98dk3XZRLt+syx9Z9tgdfQgqEyDrPj2ByC/f4HSEv//+u3151apVhIWF2f9vsVhYu3YtNWrUkDU4G4cPH2blypXs2LGDli1bAjBt2jR69erFRx99RKVKlYp8bVBQEDExMR6JyxV0Oh2hoaG+DkMWhIvy0IoHeN+lWvlKVC9fmZMXk9kSv5e7brtdtm0X5pJ04YxqbqN1IyLH1IfBYKB79+4cPnzYq51qUbOVg1Y8QLgoFW+7dKzfCoCt8XvJM5soY/STbduFuRw6E88/R3di0BsYcueDsu3Lk4j88g1OD//u27cvffv2RafTMWjQIPv/+/bty4ABA1izZg1TpkzxSJBbtmwhPDzcXpwBunXrhl6vZ9u2bcW+9ocffqB8+fI0atSIsWPHkpWV5ZEYS8JkMrFkyRJVDF8oCeGiPLTiAb5xsRXpjYe3y7rdwlxm/3X9NloNlX8brRsROaZOGjVqxIkTJ7y6T2/V7NzcXDIyMuyPq1evAmC1WoH8A/62kXU3LpvNZodl2/NvXM7OzrbniMlksq83mUxIkuSwLElSgWXAYdlqtTosm83mYpctFovDcmEezjjd6HHjejU65ebmsmTJErKzswttMzU52b6DcnNzC3iozSknJ6fQHPOUU71KcZQPiSA7L4ddiQdkdbK55OTk2Nd/vfYnAHo3u5OY0PKqaKfCPJz53lOik+2zkpOTU8DVW07O4nSn2mq1YrVaqVatGufPn7f/32q1kpuby9GjR7nnHs9cG5iamlrgHmVGo5HIyEhSU1OLfN2jjz7K999/z/r16xk7dizfffcdjz/+eLH78lSRNhqNdOnSxT4hkVKS1R0nyP+BZDQaFfkBdMVJr9fTvXt3hzZWo5NOpyvWQ01ORqORrl272icC8caXf8d6+TN5brjeqZbLSafTOXxWMjKvMt92G63rZ6nV0k62HNPpdKov0jfnmJKLdGmZOHEiL774IsuWLSMlJcWhvmVkZHhkn96q2ZMmTSIsLMz+qFKlCpB/HTnknzE/fPgwAPv27SM+Ph6APXv2kJiYCMD27ds5ffo0AJs3byYlJQXIPzDQvHlzjEYj69atIz09HYDVq1fbfxesWLGCnJwczGYzK1aswGw2k5OTw4oVKwC4evUqq1evBvLnnVm3bh0AFy9eZOPGjQCkpKSwefNmAE6fPs327fnfQYmJiezZsweA+Ph4+63RXHXasWMHjRs3xmg0snHjRi5evAigSqeUlBS6d+/Ojh077O2kViej0Ui5cuXsHjfmntqc9u3bR506dTAajUV+nuR00ul0tInNv2xr4+EdsjolJibSvXt3+/KFjMv8tm0VACO6DlBNO8XHx9tHKbnyvadEJ6PRSPXq1R3yzdtOTiP5kFdeeUUCin0cPnxYevfdd6U6deoUeH1UVJT05ZdfOr2/tWvXSoCUkJBQ5HPefPNNh/2XLVtWunjhvLRnzx5JkiRp//790v79+yVJkqTdu3dLhw8fliRJkrZv3y7Fx8dLkiRJmzZtkpKSkiRJkqQNGzZIZ86ckaxWq/Tnn39KqampkiRJ0sqVK6VLly5JkiRJy5Ytk65cuSJJkiQtXrxYysrKkvLy8qTFixdLeXl5UlZWlrR48WJJkiTpypUr0rJlyyRJkqRLly5JK1eulCRJks6dOyetXbtWkiRJOnPmjLRhwwZJkiQpKSlJ2rRpkyRJkhQfHy9t375dkiRJOnz4sLR79263nU6ePClZrVZp7dq10rlz51TrlJiYKOXl5dnbSZIk1Trl5eUVmntqc7JardLWrVuL/TzJ7XTparoUM7KtFP1UGyk1/YKsTgcOHJCsVqu0fft2afKCr6Top9pITV+8RzqReEJV7bRv3z4pLy/Ppe89pTpZrVZp79690r59+xxyz1tOFotFunjhvGSxWCRPo9Pp7A+9Xm9/2P7vCkqr2Tk5OdKVK1fsj/T0dOnihfOSyWSSJEmSzGazZDabCyybTCaHZVs73Licl5cn5eTkSFarVcrLy3NYb7VaHZZtz7lxWZIkh2WLxeKwbIuxqGWz2VyihzNON3rcvF5tTmazWcrLy3OIXa1OVqtVysrKcioPle6Ul5cnZWdnF8gxTzp9t3GxFP1UG+meD4bJ6mQymew5ZjabpY+WzZSin2oj9Zw0pFg/pbWTzaOwz1BxbaNEJ6vVKmVnZxfq6g0nV+q1TpKuH1Yvhs8++8zpTvqoUaOcfu6FCxcKnUn8RmrWrMn333/PCy+8QFpamn292WwmICCABQsWcP/99zu1v8zMTMqWLcvKlSvp0aNHoc/Jzc21D8eB/DMkZlMeYeERGI1G+xkMg8HgsGw7W2hb1uv16PV6+7LFYmHFihX07NkTf39/TCYTBoMBvV6PyWTCaDSi0+nsyzbHG5f9/Pzy47m+bLVasVgs9mXbGfGili0WC5IkFevhjFN2djarV6+mV69e6HQ6+3o1OlksFlauXEn37t3x9/d3aDM1OZnNZlatWlWkh5qcrFYrK1asoEePHgQEBBTpIbdT9/cGs+/UET4f8iYPtOohi1NOTg6rVq2iV69eAHSe+DgJ504y4cH/MbzLw6pqJ5PJxKpVq+jRowd+fn5Ofe8p1enmHHPlu1wOJ4PBQNrlS0RElvP47dQ2bNhQ7N87derk9LaUWLNvxGq1yva+mkwmVqxYQa9evfDzk++aTW+jFQ8QLkrFFy6nL6XQ6vX7MegNHJmyWrYJP290sSLR8vW+XMi4zPSh79C31V2y7MMbiPySD1fqilOd6tjYWKd2rNPpPHLt1uHDh2nQoAE7d+6kRYsWQP5p+549e3LmzJliJz25kU2bNnHHHXfw77//0rhxY6deI1eRtv0otP3gUjPCRXloxQN85zJx0Rd8vuo7+rftxbTBb8iyzRtdNh7ezsOf/Y9g/yD2vr9UNbN+2xA5Jh9ydv6UiK9qtpzvq69zRC604gHCRan4yqXd+AdJvHCGec98SPfGHWTZ5o0uC7b9wag5b1MxPIrt7y7Cz6D82adtiPySD1fqilMZYhuv7ivq169Pz549GT58ONOnT8dkMvHss88yYMAAe3FOTk6ma9euzJs3j9atW3P8+HHmz59Pr169KFeuHPv27eP555+nY8eOTneo5ebGsxVqR7goD614gG9cOtZrxeervuPvwzuQJEm2L2+by4x1PwMwoH1v1XWobYgcUx+2a9iKomPHjrLvU9RsZaEVDxAuSsUXLh3qtSLxwhk2HN4uW6ca/htN9M31CcqevLO/qjrUNkR+eZ9SHcqVrk+84g1++OEH6tWrR9euXenVqxd33HEHM2bMsP/dZDJx9OhR+0yhZcqU4c8//6R79+7Uq1ePF154gX79+rF06VKvxHszZrOZ1atX2yfMUTPCRXloxQN859IqrjEBfv6kXrnAkbPHZdmmzeXAqWOsPbAZnU7HsM4PybJtbyNyTJ3ceeedBR6dO3e2PzyFqNnKQCseIFyUiq9cOjdsC8Dqff/I1hexuWw8tJ39p48R6OfP4x3uk2Xb3kTkl29wavj3zcybN48PP/zQPvtanTp1eOmll3jiiSdkD9DXaH2YnkAg+I8nvniBNfs38UqfETzf60nZtvvcnLdZsHUF9zTvwswR78m2XYE68WZduXLlisP/TSYTe/bsYfz48bz77rt07drVo/v3JqJeCwS3Dpm52TR8sSc5plzWj/+e+pVrybbthz55jo1HdvDknQ/y3oAXZduuQH24UldcrjpTp07l6aefplevXvzyyy/88ssv9OzZk5EjR/Lxxx+7HbTWkSSJjIwMr53Z9yTCRXloxQN863J30/xJm/7YW/yQWWeRJImjpxJYtD3/lhz/1734W/opGZFj6uTGW06FhYVRvnx57rrrLj744ANefvllX4enWLSSI1rxAOGiVHzlEuwfSMf6rQBY+a98NXvTwZ1sPLLj/9u796ioyr0P4N9xcEARQS0RVEADRESQvJCaqWkKmRcssqIjXrocX/BuuSwTtRT1PZXiMUpLtKyQU4EdTY0MUPOG9CKSN9RR8gZ6ROUmyMx+//A467DUAzPMsJ+9+X7WYiV7z+z9+87ezY9n5pk90DbRYsozkVbZbkPj+SUPswfVq1evRkJCApYvX45Ro0Zh1KhRWLFiBT755BOzrhLe2FRXV2PPnj2KmL5QG2YRj1pyAPJmeab7k9BoNMgtOIEL1x/+fbp1VV1djSVJf0e10YB+vo8j2MvfClXKg+eYuri6uuLkyZNylyEstZwjaskBMIuo5MwSGnT3mhBbf0+3yvaqq6ux5B9/BwCE9x6Gjm3crLLdhsbzSx5mT/92cHBAXl4evL1rTrPIz89H9+7dcfv2basWKDdOJyNqXMZ8OAUH8v8P742Nqfc7y1dvXUfIe8+jvLICX8d8hCEB/axUJSlZQ/aV3NzcGr9LkoTLly9j2bJlqK6uxt69e226/4bEfk3UuFwvvYnAt59FtdGA3bHfwtetbt9W9DD5V87hqUUvQ5IkZCz4Bn7una1UKSmVTad/e3t7Izk5+b7lmzdvho+Pj7mbazSMRiOuX78Oo9Eodyn1xiziUUsOQP4sY3sPAwD88O8p2/Xx951foryyAkEefni6W996b09Och8Xa1JTltr06NEDwcHB6NGjh+nfzz77LKqqqvD555/LXZ6w1HKOqCUHwCyikjNL6xbOpguWpWSl1Xt7K35cB0mSMDxwgKIH1Dy/5GH2oHrRokVYsGABQkND8f777+P9999HaGgoFi1ahMWLF9uiRlUwGAzIysqCwWCQu5R6YxbxqCUHIH+WkT2fRlOtHf64kI/jFy2/CviVG1exYfcPAIDZI15T/HdFyn1crElNWWqj1+tx9uxZ6PV66PV6nD9/HuXl5di3bx/8/PzkLk9YajlH1JIDYBZRyZ0l/N8vhH9/aEe9Bl65BSfwz993QQMNZlvxQqVykPuYWJOSstR5+ndeXh4CAgIAANnZ2fj4449x/PhxAHe/k3L27NkIDg62XaUy4XQyosZnYsJcbD+SidefHof3X5xp0TbeSfob1md8h96du+PHt9YqflBN1sO+Yht8XIkan/Kq2+gx9zncqihF0rRVGOQfYtF2Xo6fgfRjB/B8n+FYM2mRlaskpbLJ9O/AwECEhIRg3bp18PX1xaZNm5CdnY3s7Gxs2rRJlQNqazIajSgqKlLE9IXaMIt41JIDECPLX54aAwBIPvATyqvMv07EuasXsGnvFgDAG0+9qIirVtZGhONiLWrK8jC//vor/P39cevWrfvW3bx5E926dcOePXtkqEwZ1HKOqCUHwCyikjtLc50DXggJBQB8tSfFom38djIb6ccOwK6JFpP6jVX8cZH7mFiTkrLUeVCdmZmJbt26Yfbs2XBzc8OECRPYkM1gNBqRl5eniJOiNswiHrXkAMTIMqhrCDwfaY+b5SX44eAOs+4rSRLmJf0NVdV3MNCvDxzLtTwuglFTlodZuXIlXn/9dbRs2fK+dc7OznjzzTfx0UcfyVCZMqjlHFFLDoBZRCVClr8MCAcA7DiyB+evXTLrvncM1ZiffPe58JX+I3Hz0r8Uf1xEOCbWoqQsZl/9u6ysDMnJydiwYQP27NkDb29vTJ48GVFRUWjXrp2t6pQNp5MRNU6f/fItYr9bBc9H2uO3RZthp7Wr0/22/V86Jn82Dzq7pkh/72s85uph40pJaRqir3h6emLHjh3o2rXrA9efOHECw4YNQ0FBgU32Lwf2a6LG69707ainxmL5K2/X+X6rd3yJJamfoLWjM3YvTMIjTq1sWCUpjU2v/u3o6IiJEyciMzMTp06dQkREBNasWQMPDw+MGjXK4qLVzmg04uLFi4p4paU2zCIeteQAxMny6oAxaN3CBeevXcT3dbwSeNntcixIXgkAiB72Kjo92kGILNYgynGxBjVleZjCwkI0bdr0oevt7Oxw9erVBqxIWdRyjqglB8AsohIly9TQ8QCApH1bUVDHd6v1RX/iw21fAAAWRkxHa0dnIbLUlyjHxBqUlKVeL+V6e3vjnXfewfz58+Hk5IRt27ZZqy7VMRqNOHPmjCJOitowi3jUkgMQJ4ujfTP8zzORAIC41E9Rerus1vvMT/4YF4sL0bGNG6aGRgmTxRqYRVnat2+PvLy8h67Pzc2Fm5tbA1akLGo5R9SSA2AWUYmSpa9PMJ7s0guV1VV4/4c1td6+2lCNmV8txe07lXjKrzciQsKEyVJfaskBKCuL2dO/79m9ezfWr1+P77//Hk2aNMGLL76IyZMn44knnrB2jbLidDKixuv2nUoMWhyJc1cvYPLgCCwZN/uht03atxUzvvwAGo0G/5jxdzzZpWcDVkpK0hB9ZerUqcjIyEBWVhYcHBxqrKuoqECfPn0wePBgxMfH22T/cmC/Jmrcjl3Ix9AlUTBKRmycsgLDg5566G0Xf78an6R9DUf75tg1/0t4PdqhASslpbDZ9O9Lly5h6dKl8PX1xaBBg3D69GnEx8fj0qVLWLduneoG1NZkNBpx/vx5RbzSUhtmEY9acgBiZXFoao+lL90dSH+R/g9sOfzLA2+XdvQ3zNkUBwCY9ewk04BapCz1xSzKMn/+fFy/fh2+vr5YsWIFtmzZgi1btmD58uXo0qULrl+/jnfffVfuMoWllnNELTkAZhGVSFn8O/jgjSEvAQBmfPkB9EV/PvB2n/3yLT5J+xoA8PH4d00DapGy1IdacgDKylLnQXVYWBg8PT2xevVqhIeH4/jx49i7dy8mTpwIR0dHW9aoCkr6TEBtmEU8askBiJfl6W59TdPAo9fHYvP+baavyDIYDfj8182YmPA2qo0GjOn1DGaPmGy6r2hZ6oNZlMXV1RX79u1DQEAA5s2bh/DwcISHh+Odd95BQEAA9u7dC1dXV7nLFJZazhG15ACYRVSiZZk3+q8I9PBDcdktPP9xNI6cP2FaV151G+8lf4zY71YBAOaOegOjeg4xrRcti6XUkgNQVpY6T/8eNWoUJk+ejOeeew5ardbWdQmD08mIqNpQjakbFiMl62cAQEBHX/i280K2/g+cv3YRAPB8n+H4ePx86OwefnEoIqDh+0pxcTFOnz4NSZLg4+ODVq3UeXVb9msiAoCrt/6FsR9FI//KOWibaPGUX2+4OLbEnhNZuFZSDACY89xrmD1iMjQajczVksjM6SsWf6a6sbBWkzYYDNDr9ejUqZPiX5RgFvGoJQcgbhaD0YBV2zcifsdG3L5TaVru5OCId8ZMQdRTY+97jhA1iyWYxXo4+LMNaz6ucp8j1qKWHACziErULP8qvYF53/4vfszeVWN5h9btsGTcrAd+3lrULOZSSw5A/izm9JW6ffEq1ZskSSguLoaXl5fcpdQbs4hHLTkAcbNom2gxa8Qk/GXAaGQeP4Srt66jQ2s3PB3QF472zR54H1GzWIJZqDFRyzmilhwAs4hK1CxtWrhg7etL8NbI15F5/BBuV1WiWwcf9PN9HPZNdQ+8j6hZzKWWHICysvCd6lrwHQUiIrIm9hXb4ONKRETWZLOrf5PlDAYDTpw4AYPBIHcp9cYs4lFLDoBZRMUs1Jio5RxRSw6AWUTFLOJRSw5AWVk4qG5AFRUVcpdgNcwiHrXkAJhFVMxCjYlazhG15ACYRVTMIh615ACUk4XTv2vB6WRERGRN7Cu2wceViIisidO/BWQwGJCXl6eI6Qu1YRbxqCUHwCyiYhZqTNRyjqglB8AsomIW8aglB6CsLBxUExEREREREVmI079rwelkRERkTewrtsHHlYiIrInfU21F915zkCQjjEbLt2M0GpGXl4eAgADFN3tmEY9acgDMIipmsR5JMv77v3xN25qs1a8B+c8Ra1FLDoBZRMUs4lFLDkD+LOb0a75TXQuDoRo3iovlLoOIiFTGpVUraLV8bdta2K+JiMgW6tKvOaiuhdFohCQZoYEG0Ggs3k5JSQk6dOiACxcuwMnJyYoVNjxmEY9acgDMIipmsSJJggQJGk0Txb+LIBJr9WtAgHPEStSSA2AWUTGLeNSSAxAgixn9mi+R1+LuA1j/P3o0Gg1KS0uh0WgU/0cUs4hHLTkAZhEVs5DorNWvAfWcI2rJATCLqJhFPGrJASgri9jVEREREREREQmMg2oiIiIiIiIiC3FQ3UDs7e0RGxsLe3t7uUupN2YRj1pyAMwiKmahxkQt54hacgDMIipmEY9acgDKysILlRERERERERFZiO9UExEREREREVmIg2oiIiIiIiIiC3FQTURERERERGQhDqobyJo1a+Dl5QUHBweEhITg0KFDcpdktt27d2PkyJFwd3eHRqNBamqq3CVZJC4uDr1794aTkxPatm2LMWPG4OTJk3KXZZGEhAQEBgaiZcuWaNmyJfr27Yvt27fLXZZVLFu2DBqNBjNmzJC7FLMtXLgQGo2mxo+fn5/cZVnk4sWLePXVV9GmTRs0a9YM3bt3x+HDh+Uuy2xeXl73HRONRoPo6Gi5SyPBqKFfA+zZIlJrz2a/Fgd7tnw4qG4AmzdvxqxZsxAbG4vff/8dQUFBGD58OIqKiuQuzSxlZWUICgrCmjVr5C6lXjIzMxEdHY0DBw4gLS0Nd+7cwbBhw1BWViZ3aWbr0KEDli1bhuzsbBw+fBhPP/00Ro8ejT/++EPu0uolKysLn332GQIDA+UuxWLdunXD5cuXTT979+6VuySzFRcXo3///mjatCm2b9+OY8eO4cMPP0SrVq3kLs1sWVlZNY5HWloaACAiIkLmykgkaunXAHu2iNTYs9mvxcGeLTOJbK5Pnz5SdHS06XeDwSC5u7tLcXFxMlZVPwCklJQUucuwiqKiIgmAlJmZKXcpVtGqVSvp888/l7sMi5WUlEg+Pj5SWlqaNHDgQGn69Olyl2S22NhYKSgoSO4y6m3u3LnSk08+KXcZNjF9+nTpsccek4xGo9ylkEDU2K8liT1bZEru2ezXYmHPlhffqbaxqqoqZGdnY+jQoaZlTZo0wdChQ7F//34ZK6N7bt68CQBo3bq1zJXUj8FgQFJSEsrKytC3b1+5y7FYdHQ0RowYUeP/GSXKz8+Hu7s7OnfujMjISBQUFMhdktl+/PFH9OrVCxEREWjbti2Cg4Oxbt06ucuqt6qqKmzatAmTJk2CRqORuxwSBPu1MrBni4P9Wizs2fLioNrGrl27BoPBAFdX1xrLXV1dceXKFZmqonuMRiNmzJiB/v37IyAgQO5yLHL06FG0aNEC9vb2+Otf/4qUlBT4+/vLXZZFkpKS8PvvvyMuLk7uUuolJCQEGzZswI4dO5CQkAC9Xo8BAwagpKRE7tLMcvbsWSQkJMDHxwc7d+7ElClTMG3aNGzcuFHu0uolNTUVN27cwIQJE+QuhQTCfi0+9mxxsF+Lhz1bXnZyF0Akp+joaOTl5Sn28zMA0KVLF+Tk5ODmzZv47rvvEBUVhczMTMU16T///BPTp09HWloaHBwc5C6nXsLCwkz/DgwMREhICDw9PZGcnIzJkyfLWJl5jEYjevXqhaVLlwIAgoODkZeXh08//RRRUVEyV2e5L774AmFhYXB3d5e7FCIyA3u2GNivxcSeLS++U21jjzzyCLRaLQoLC2ssLywsRLt27WSqigAgJiYGW7duRXp6Ojp06CB3ORbT6XTw9vZGz549ERcXh6CgIKxatUrussyWnZ2NoqIiPP7447Czs4OdnR0yMzMRHx8POzs7GAwGuUu0mIuLC3x9fXH69Gm5SzGLm5vbfX/ode3aVbFT4wDg/Pnz+OWXX/Daa6/JXQoJhv1abOzZ4mC/FhN7trw4qLYxnU6Hnj17YteuXaZlRqMRu3btUuxnaJROkiTExMQgJSUFv/76Kzp16iR3SVZlNBpRWVkpdxlmGzJkCI4ePYqcnBzTT69evRAZGYmcnBxotVq5S7RYaWkpzpw5Azc3N7lLMUv//v3v++qaU6dOwdPTU6aK6i8xMRFt27bFiBEj5C6FBMN+LSb2bPGwX4uJPVtenP7dAGbNmoWoqCj06tULffr0wcqVK1FWVoaJEyfKXZpZSktLa7xyp9frkZOTg9atW8PDw0PGyswTHR2Nb775Blu2bIGTk5Pps3LOzs5o1qyZzNWZZ968eQgLC4OHhwdKSkrwzTffICMjAzt37pS7NLM5OTnd9xk5R0dHtGnTRnGfnZszZw5GjhwJT09PXLp0CbGxsdBqtXj55ZflLs0sM2fORL9+/bB06VK8+OKLOHToENauXYu1a9fKXZpFjEYjEhMTERUVBTs7tj+6n1r6NcCeLSK19Gz2azGxZ8tM7suPNxarV6+WPDw8JJ1OJ/Xp00c6cOCA3CWZLT09XQJw309UVJTcpZnlQRkASImJiXKXZrZJkyZJnp6ekk6nkx599FFpyJAh0s8//yx3WVaj1K/oGDdunOTm5ibpdDqpffv20rhx46TTp0/LXZZF/vnPf0oBAQGSvb295OfnJ61du1bukiy2c+dOCYB08uRJuUshgamhX0sSe7aI1Nyz2a/FwJ4tH40kSVLDDeGJiIiIiIiI1IOfqSYiIiIiIiKyEAfVRERERERERBbioJqIiIiIiIjIQhxUExEREREREVmIg2oiIiIiIiIiC3FQTURERERERGQhDqqJiIiIiIiILMRBNREREREREZGFOKgmUqmMjAxoNBrcuHGjwfet0Wig0Wjg4uLSIPs7d+6caZ89evRokH2SOHbv3o2RI0fC3d0dGo0Gqampsu9PkiQsWLAAbm5uaNasGYYOHYr8/Hyb1kVEysR+TY2Fmvs1B9VEKjBo0CDMmDGjxrJ+/frh8uXLcHZ2lqWmxMREnDp1qkH21bFjR1y+fBmzZ89ukP2RWMrKyhAUFIQ1a9YIs78VK1YgPj4en376KQ4ePAhHR0cMHz4ct2/fbpAaiUhM7Nfs142Zmvu1XX2LJSIx6XQ6tGvXTrb9u7i4oG3btg2yL61Wi3bt2qFFixYNsj8SS1hYGMLCwh66vrKyEu+++y6+/fZb3LhxAwEBAVi+fDkGDRpkk/1JkoSVK1di/vz5GD16NADgyy+/hKurK1JTU/HSSy9ZtF8iUif2a2os1Nyv+U41kcJNmDABmZmZWLVqlWlK1blz5+6bTrZhwwa4uLhg69at6NKlC5o3b44XXngB5eXl2LhxI7y8vNCqVStMmzYNBoPBtP3KykrMmTMH7du3h6OjI0JCQpCRkWF2nUeOHMHgwYPh5OSEli1bomfPnjh8+LBp/d69ezFgwAA0a9YMHTt2xLRp01BWVlajjrlz56Jjx46wt7eHt7c3vvjiC4sfN2o8YmJisH//fiQlJSE3NxcREREIDQ212XRsvV6PK1euYOjQoaZlzs7OCAkJwf79+22yTyISH/s10X+n5H7Nd6qJFG7VqlU4deoUAgICsHjxYgDAo48+inPnzt132/LycsTHxyMpKQklJSUYO3YswsPD4eLigp9++glnz57F888/j/79+2PcuHEA7j7BHTt2DElJSXB3d0dKSgpCQ0Nx9OhR+Pj41LnOyMhIBAcHIyEhAVqtFjk5OWjatCkA4MyZMwgNDcUHH3yA9evX4+rVq4iJiUFMTAwSExMBAOPHj8f+/fsRHx+PoKAg6PV6XLt2rZ6PHqldQUEBEhMTUVBQAHd3dwDAnDlzsGPHDiQmJmLp0qVW3+eVK1cAAK6urjWWu7q6mtYRUePDfk30cErv1xxUEymcs7MzdDodmjdvXuv0sTt37iAhIQGPPfYYAOCFF17AV199hcLCQrRo0QL+/v4YPHgw0tPTMW7cOKs+wRUUFOCtt96Cn58fANRo8HFxcYiMjDR9zszHxwfx8fEYOHAgEhISUFBQgOTkZKSlpZleTezcuXOd902N19GjR2EwGODr61tjeWVlJdq0aQMAOHHiBLp27fpftzN37lwsW7bMZnUSkfqxXxM9nNL7NQfVRI1I8+bNTQ0auPtKnJeXV43PNrm6uqKoqAhA3Z7g6mrWrFl47bXX8NVXX2Ho0KGIiIgw1XLkyBHk5ubi66+/Nt1ekiQYjUbo9XocPXoUWq0WAwcONDszNW6lpaXQarXIzs6GVqutse7eed+5c2ccP378v27HnPP93h/LhYWFcHNzMy0vLCzk1W6JqE7Yr6mxUXq/5qCaqBG5N33rHo1G88BlRqMRQN2e4Opq4cKFeOWVV7Bt2zZs374dsbGxSEpKQnh4OEpLS/Hmm29i2rRp993Pw8MDp0+fNmtfRPcEBwfDYDCgqKgIAwYMeOBtdDqd6R0Za+jUqRPatWuHXbt2mZryrVu3cPDgQUyZMsVq+yEi9WK/psZG6f2ag2oiFdDpdDUuVmItdXmCM4evry98fX0xc+ZMvPzyy0hMTER4eDgef/xxHDt2DN7e3g+8X/fu3WE0GpGZmVnjYhJEwN0/Jv/zDzm9Xo+cnBy0bt0avr6+iIyMxPjx4/Hhhx8iODgYV69exa5duxAYGIgRI0ZYdX8eHh7QaDSYMWMGPvjgA/j4+KBTp05477334O7ujjFjxlgjMhEpFPs1NWZq7te8+jeRCnh5eeHgwYM4d+4crl27Znrlur7+8wnuhx9+gF6vx6FDhxAXF4dt27bVeTsVFRWIiYlBRkYGzp8/j99++w1ZWVmmz8XMnTsX+/b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" ] @@ -747,7 +715,10 @@ "# The path for the current integral is defined by its center and a size.\n", "# The contour will follow the perimeter of the rectangle defined by size.\n", "current_path = microwave.CurrentIntegralAxisAligned(\n", - " center=strip_center, size=(0, width + 400, 400), snap_contour_to_grid=True, sign=\"+\"\n", + " center=strip_center,\n", + " size=(0, width + 2 * dl, thickness + 2 * dl),\n", + " snap_contour_to_grid=True,\n", + " sign=\"+\",\n", ")\n", "# Compute current\n", "current_time_domain = current_path.compute_current(current_time_data)\n", @@ -769,7 +740,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "One of the options for the `VoltageIntegralAxisAligned` is whether to `extrapolate_to_endpoints`. The reason for this option is to avoid problems with interpolation of the normal $\\mathrm{E}$ component close to metallic interfaces, where the field is discontinuous. As an example, let's first plot the electric field between the ground and microstrip close to the peak of the time signal." + "One of the options for the `VoltageIntegralAxisAligned` is whether to `extrapolate_to_endpoints`. The reason for this option is to avoid problems with interpolation of the normal $\\mathrm{E}$ component close to metallic interfaces, where the field is discontinuous. As an example, let's first plot the electric field between the ground and microstrip near the peak of the time signal." ] }, { @@ -779,7 +750,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -790,13 +761,12 @@ ], "source": [ "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(10, 3))\n", - "Ez_time_slice = voltage_time_data.Ez.sel(t=2e-10, x=0.0, y=0.0, method=\"nearest\")\n", + "Ez_time_slice = voltage_time_data.Ez.sel(t=4e-10, x=0.0, y=0.0, method=\"nearest\")\n", "Ez_time_slice.plot(ax=ax1)\n", - "ax1.set_title(r\"$\\mathrm{E}_z$ field at $t=2 \\times 10^{-10}$ s\")\n", + "ax1.set_title(r\"$\\mathrm{E}_z$ field at $t=4 \\times 10^{-10}$ s\")\n", "# Add the locations of the PEC interfaces\n", "ax1.axvline(x=0, color=\"k\", linestyle=\":\", label=\"PEC boundary\")\n", "ax1.axvline(x=height, color=\"k\", linestyle=\":\")\n", - "update_axis_with_format(ax1, formatter, \"z (mm)\", \"field value\")\n", "ax1.legend()\n", "plt.show()" ] @@ -805,7 +775,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The discontinuity at the interface between the substrate and 2D PEC material is located at $z = 1$ mm. An accurate integration of $\\mathrm{E}_z$ should extrapolate from $z < 1$ mm, since the field should remain constant up to the PEC interface.\n", + "The discontinuity at the interface between the substrate and PEC material is located at $z = 1$ mm. An accurate integration of $\\mathrm{E}_z$ should extrapolate from $z < 1$ mm, since the field should remain constant up to the PEC interface.\n", "\n", "As an example, we will be compute the voltage with `extrapolate_to_endpoints=False` and compute the relative error when compared to the original result. The error is quite small in this case, but can be worse when there are fewer Yee cells along the integration path." ] @@ -817,7 +787,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -833,7 +803,7 @@ "\n", "# Plot the relative error between the original voltage and the new voltage where interpolation is used near PEC interface\n", "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(10, 3))\n", - "ax1.set(xlim=[1.8e-10, 2.6e-10])\n", + "ax1.set(xlim=[3e-10, 5e-10])\n", "voltage_max = max(abs(voltage_time_domain))\n", "error = 100 * (abs(voltage_time_domain - voltage_time_domain_no_extrapolate) / voltage_max)\n", "error.plot(ax=ax1)\n", @@ -850,9 +820,9 @@ "\n", "Now, we return to the original goal of computing the characteristic impedance of the microstrip. It is more common to compute characteristic impedance in the frequency domain, which we may easily do using the [ImpedanceCalculator](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.microwave.ImpedanceCalculator.html) in the [microwave](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/plugins/microwave.html) plugin. We simply reuse the definitions of the voltage and current path integrals to create an `ImpedanceCalculator` object. Then, we pass the field data associated with the frequency domain monitor identified by its name \"freq_yz\". The output of the `compute_impedance` function will be a data array with impedance values as a function of frequency.\n", "\n", - "Internally, the `ImpedanceCalculator` computes impedance using $Z_0 = \\frac{V}{I}$ [1].\n", + "Internally, the `ImpedanceCalculator` computes impedance using three possible methods. In this step, we will take the usual approach of computing impedance using $Z_0 = \\frac{V}{I}$ [1]. Later, we will demonstrate the two other methods, which are more useful definitions at higher frequencies.\n", "\n", - "We plot the computed characteristic impedance below as a function of frequency, where we observe that the impedance increases with frequency. The propagation constant and characteristic impedance of microstrip transmission lines are known to depend on frequency, which is due to their quasi-TEM nature [1]. As a sanity check, we include the computed characteristic impedance resulting from a quasi-static model approximation." + "We plot the computed characteristic impedance below as a function of frequency, where we observe that the impedance increases with frequency. The propagation constant and characteristic impedance of microstrip transmission lines are known to depend on frequency, which is due to their quasi-TEM nature [1]. As a sanity check, we include the computed characteristic impedance resulting from a quasi-static model approximation. We also include results from `scikit-rf`, which uses the Hammerstad-Jensen dispersion model to account for how the characteristic impedance changes with frequency. This model captures physical effects like field distribution changes at higher frequencies that a simple quasi-static model cannot represent." ] }, { @@ -862,7 +832,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -882,12 +852,24 @@ "# Use a quasi-static model of the microstrip to compute an approximate value for the characteristic impedance as a sanity check.\n", "(Zo, _) = microwave.models.microstrip.compute_line_params(4.4, width, height, thickness)\n", "\n", + "# Also compare to results from scikit-rf\n", + "frequency = Frequency.from_f(freqs, unit=\"Hz\")\n", + "microstrip = MLine(\n", + " frequency=frequency,\n", + " w=width * 1e-6,\n", + " h=height * 1e-6,\n", + " ep_r=4.4,\n", + " t=thickness * 1e-6,\n", + ")\n", + "skrf_z0 = np.real(microstrip.z0)\n", + "\n", "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(10, 3))\n", - "ax1.plot(freqs / 1e9, abs(impedance).values, label=\"Tidy3D\")\n", + "ax1.plot(freqs / 1e9, np.real(impedance.values), label=\"Tidy3D\")\n", "ax1.set_ylabel(\"Impedance (Ohm)\")\n", "ax1.set_xlabel(\"Frequency (GHz)\")\n", "ax1.set_xlim(0, 10)\n", "ax1.axhline(y=Zo, color=\"k\", linestyle=\":\", label=\"Quasi-static model\")\n", + "ax1.plot(freqs / 1e9, skrf_z0, label=\"scikit-rf\")\n", "ax1.legend()\n", "plt.show()" ] @@ -896,14 +878,14 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The quasi-static model for impedance is computed following the equations in [2], which is known to be accurate to within 0.2% for microstrips with these dimensions. As a result, the relative error of the Tidy3D simulation is approximately 1% when using the quasi-static model as a reference in the DC limit. However, the Tidy3D simulation will capture the effect of dispersion at higher frequencies, which the quasi-static model does not." + "The quasi-static model for impedance is computed following the equations in [2], which is known to be accurate to within 0.2% for microstrips of these dimensions. Tidy3D shows excellent agreement at low frequencies with reference models: within 0.25% of both quasi-static and `scikit-rf` models at 100 MHz. At 10 GHz, the relative error grows to 6% when compared to `scikit-rf`, which is mainly a result of the chosen definition of impedance. Later, we will describe the different definitions and show how to achieve a much closer match to the `scikit-rf` model." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Defining a custom path integral\n", + "## Defining a Custom Path Integral\n", "\n", "Using a path integral that must be defined along an axis, as in `CurrentIntegralAxisAligned`, can be limiting in some circumstances, e.g., computing the current within the inner core of a coaxial cable. In this next part, we demonstrate the usage of `CustomCurrentIntegral2D`, which can accept any user-defined path to perform the integration. We also support `CustomVoltageIntegral2D` which can be used in the same manner.\n", "\n", @@ -917,7 +899,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -965,6 +947,7 @@ "ax1.set_xlabel(\"Frequency (GHz)\")\n", "ax1.set_xlim(0, 10)\n", "ax1.axhline(y=Zo, color=\"k\", linestyle=\":\", label=\"Quasi-static model\")\n", + "ax1.plot(freqs / 1e9, skrf_z0, label=\"scikit-rf\")\n", "ax1.legend()\n", "plt.show()" ] @@ -976,6 +959,98 @@ "The plot generated using the custom-defined path closely matches the plot from earlier, where the `CurrentIntegralAxisAligned` was used." ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Definitions of Characteristic Impedance\n", + "\n", + "In transmission lines supporting quasi-TEM modes, such as microstrips, the electric and magnetic fields do not allow for a unique or consistent definition of impedance [3]. As a result, there are three commonly used definitions:\n", + "\n", + "1. **Voltage–Current Definition:**\n", + " This is the definition used at DC, where impedance is defined as the ratio of voltage (V) to current (I)\n", + " $$\n", + " Z_{VI}=\\frac{V}{I}.\n", + " $$\n", + "\n", + "2. **Power–Current Definition:** \n", + " Here, the impedance is defined using the total power flow (or flux) and the current\n", + " $$ \n", + " Z_{PI}=\\frac{2P}{|I|^2}.\n", + " $$\n", + "\n", + "3. **Power–Voltage Definition:** \n", + " In this case, impedance is calculated based on the total power flow (flux) and the voltage\n", + " $$\n", + " Z_{PV}=\\frac{|V|^2}{2P^*}.\n", + " $$\n", + "\n", + "Of these, the current‐based approach (power–current definition) is generally favored because it exhibits the smallest dependence on frequency, at least for microstrips. Moreover, there is a unique method for defining current, namely by computing the path integral around the conductor. On the other hand, there are many different possible paths one could choose when computing the voltage, which will give slightly different answers since the electromagnetic field is non-conservative, unless the mode is truly a TEM mode.\n", + "\n", + "In the next section, we will demonstrate how the [ImpedanceCalculator](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.plugins.microwave.ImpedanceCalculator.html) can be used to compute the characteristic impedance using these three different definitions. We also switch to computing the impedance using the electromagnetic mode that have been computed in the [ModeSolverMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.ModeSolverMonitor.html#tidy3d.ModeSolverMonitor). Finally, we compare the three different definitions of impedance to the model in `scikit-rf`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# First we calculate the usual impedance using the same approach as before\n", + "# the only difference is now it is computed from mode data.\n", + "impedance_calculator = microwave.ImpedanceCalculator(\n", + " voltage_integral=voltage_path, current_integral=current_path\n", + ")\n", + "Z_vi = impedance_calculator.compute_impedance(sim_data[\"mode_yz\"])\n", + "mode_freqs = Z_vi.f.values\n", + "# We select the first mode and convert to a numpy array for plotting\n", + "Z_vi = Z_vi.sel(mode_index=0).values\n", + "\n", + "# Next we compute the power-current definition of impedance by simply\n", + "# passing \"None\" in place of the \"voltage_path\".\n", + "impedance_calculator = microwave.ImpedanceCalculator(\n", + " voltage_integral=None, current_integral=current_path\n", + ")\n", + "Z_pi = impedance_calculator.compute_impedance(sim_data[\"mode_yz\"])\n", + "Z_pi = Z_pi.sel(mode_index=0).values\n", + "# We compute the power-voltage definition using the same approach.\n", + "impedance_calculator = microwave.ImpedanceCalculator(\n", + " voltage_integral=voltage_path, current_integral=None\n", + ")\n", + "Z_pv = impedance_calculator.compute_impedance(sim_data[\"mode_yz\"])\n", + "Z_pv = Z_pv.sel(mode_index=0).values\n", + "\n", + "# Plot the data associated with the three definitions of impedance\n", + "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(10, 3))\n", + "ax1.plot(mode_freqs / 1e9, np.real(Z_vi), label=r\"$Z_{vi}$\")\n", + "ax1.plot(mode_freqs / 1e9, np.real(Z_pi), label=r\"$Z_{pi}$\")\n", + "ax1.plot(mode_freqs / 1e9, np.real(Z_pv), label=r\"$Z_{pv}$\")\n", + "ax1.plot(freqs / 1e9, skrf_z0, \":k\", label=\"scikit-rf\")\n", + "ax1.set_ylabel(\"Impedance (Ohm)\")\n", + "ax1.set_xlabel(\"Frequency (GHz)\")\n", + "ax1.set_xlim(0, 10)\n", + "ax1.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In the above plot, we observe that the three definitions of impedance result in different frequency responses. The `scikit-rf` model is based on the work in [4], which also uses a power-current relationship for defining the impedance, which explains the discrepancies observed previously. When using the power-current relationship, the characteristic impedance calculated by Tidy3D is within 1% of the results produced by `scikit-rf`." + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -983,17 +1058,17 @@ "## Adding a Matched Load\n", "Now that we have determined the characteristic impedance of the transmission line, we can perform a final experiment where the microstrip will be terminated by a matched load ($Z_L = Z_0$). If the impedance was computed accurately, the resulting simulation should result in small reflections from the load.\n", "\n", - "In order to model the load, the `LumpedResistor` element is be added to the simulation. We choose a resistance of 38 $\\Omega$, which is roughly equal to the characteristic impedance at the central frequency of 5 GHz." + "In order to model the load, the `LumpedResistor` element is added to the simulation. We choose a resistance of 38 $\\Omega$, which is roughly equal to the characteristic impedance at the central frequency of 5 GHz." ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 13, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -1019,14 +1094,12 @@ ")\n", "sim_with_load = sim.updated_copy(center=new_center, lumped_elements=[load])\n", "\n", - "\n", "# Plot the current simulation setup and scale to millimeters\n", "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(11, 4))\n", "sim_with_load.plot(z=height, ax=ax1)\n", "sim_with_load.plot(x=length / 2, ax=ax2, vlim=[0, 3 * mm], hlim=[-5 * mm, 5 * mm])\n", - "update_axis_with_format(ax1, formatter, \"x (mm)\", \"y (mm)\")\n", + "ax2.set_aspect(\"auto\")\n", "ax1.set_title(\"Top view of microstrip\")\n", - "update_axis_with_format(ax2, formatter, \"y (mm)\", \"z (mm)\")\n", "ax2.set_title(\"Terminated side of microstrip with lumped resistor visible\")\n", "plt.show()" ] @@ -1040,19 +1113,19 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
11:23:34 EDT Created task 'impedance_calc_with_load' with task_id               \n",
-       "             'fdve-a6ceed8c-aabe-42b3-a246-3733bd36ab66' and task_type 'FDTD'.  \n",
+       "
14:28:12 EDT Created task 'impedance_calc_with_load' with task_id               \n",
+       "             'fdve-ea1ab230-4831-448f-9ac8-034b1eed00ab' and task_type 'FDTD'.  \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m11:23:34 EDT\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'impedance_calc_with_load'\u001b[0m with task_id \n", - "\u001b[2;36m \u001b[0m\u001b[32m'fdve-a6ceed8c-aabe-42b3-a246-3733bd36ab66'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n" + "\u001b[2;36m14:28:12 EDT\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'impedance_calc_with_load'\u001b[0m with task_id \n", + "\u001b[2;36m \u001b[0m\u001b[32m'fdve-ea1ab230-4831-448f-9ac8-034b1eed00ab'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n" ] }, "metadata": {}, @@ -1062,14 +1135,27 @@ "data": { "text/html": [ "
             View task using web UI at                                          \n",
-       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6ceed8c-aab\n",
-       "             e-42b3-a246-3733bd36ab66'.                                         \n",
+       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-ea1ab230-483\n",
+       "             1-448f-9ac8-034b1eed00ab'.                                         \n",
        "
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             Task folder: 'default'.                                            \n",
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\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=509791;https://tidy3d.simulation.cloud/folders/f89aec3e-3357-4624-9c24-096a87582f12\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\. \n" ] }, "metadata": {}, @@ -1078,7 +1164,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d36ca33bee7e4e0dbdafa419c6077617", + "model_id": "b942b80ab21d4d69a663140ee615f74d", "version_major": 2, "version_minor": 0 }, @@ -1102,11 +1188,15 @@ { "data": { "text/html": [ - "
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14:28:42 EDT Maximum FlexCredit cost: 0.279. Minimum cost depends on task       \n",
+       "             execution details. Use 'web.real_cost(task_id)' to get the billed  \n",
+       "             FlexCredit cost after a simulation run.                            \n",
        "
\n" ], "text/plain": [ - "\n" + "\u001b[2;36m14:28:42 EDT\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.279\u001b[0m. Minimum cost depends on task \n", + "\u001b[2;36m \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n", + "\u001b[2;36m \u001b[0mFlexCredit cost after a simulation run. \n" ] }, "metadata": {}, @@ -1115,11 +1205,11 @@ { "data": { "text/html": [ - "
11:23:35 EDT status = queued                                                    \n",
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14:28:49 EDT status = queued                                                    \n",
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11:23:38 EDT status = preprocess                                                \n",
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             starting up solver                                                 \n",
+       "
14:34:10 EDT starting up solver                                                 \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mstarting up solver \n" + "\u001b[2;36m14:34:10 EDT\u001b[0m\u001b[2;36m \u001b[0mstarting up solver \n" ] }, "metadata": {}, @@ -1225,7 +1287,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "190ad27be8964c2096be644b6784bb9e", + "model_id": "d18539d6b686437685f79401b05c4cc8", "version_major": 2, "version_minor": 0 }, @@ -1239,11 +1301,11 @@ { "data": { "text/html": [ - "
11:24:08 EDT early shutoff detected at 32%, exiting.                            \n",
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14:34:29 EDT early shutoff detected at 40%, exiting.                            \n",
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11:24:12 EDT status = success                                                   \n",
+       "
14:34:41 EDT status = success                                                   \n",
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             View simulation result at                                          \n",
-       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a6ceed8c-aab\n",
-       "             e-42b3-a246-3733bd36ab66'.                                         \n",
+       "
14:34:43 EDT View simulation result at                                          \n",
+       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-ea1ab230-483\n",
+       "             1-448f-9ac8-034b1eed00ab'.                                         \n",
        "
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11:24:23 EDT loading simulation from simulation_data.hdf5                       \n",
+       "
14:34:49 EDT loading simulation from simulation_data.hdf5                       \n",
        "
\n" ], "text/plain": [ - "\u001b[2;36m11:24:23 EDT\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5 \n" + "\u001b[2;36m14:34:49 EDT\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5 \n" ] }, "metadata": {}, @@ -1391,7 +1427,9 @@ } ], "source": [ - "sim_data_with_load = web.run(sim_with_load, \"impedance_calc_with_load\")" + "sim_data_with_load = web.run(\n", + " sim_with_load, \"impedance_calc_with_load\", solver_version=\"release-25.2.4\"\n", + ")" ] }, { @@ -1403,12 +1441,12 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 23, "metadata": {}, "outputs": [ { "data": { - "image/png": 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tW/OTTz7Z2HbkkUfys846y3b/P//8MwfA77//fucH4jDf7t27eUVFBZ8wYYJpe01NDS8vLzdtP/nkk3nr1q35pk2bTGlVVTX+ff/993MAfOPGjSllde7cmY8dO9b4PnnyZA6Av/vuu6b6dO3alXfp0oUrisI553z58uUcAO/ZsydvaGgw0j788MMcAP/000/Tnod9+/albFu5ciUHwJ9++mlj28KFCzkAvnz58rT7s0JVVX722WfzVq1apdhBMnPnzuXQ/GEZP5no3bs3P+2001K2f/bZZxwAnzNnTtr8Dz30EJ80aRJ/9tln+Ysvvsivu+46HgqFeLdu3XhtbW3G8gHw4uJi0/V+/PHHOQDeoUMHXldXZ2yfOnVqim2ccsopHACfP3++se2LL74w7qn333/f2P7GG29wAHzu3LkZ60UQRJxRo0bxey49lasv3er48/mjE3hpaSmvra01ferr6x2VCYAvWrTI+P7f//6XA+Bbt241pRs5ciS/4IILOOec33333fyII45I2Ve7du34Y4895v4EZAl54AmiAKirqwMAYQ/fKaecgl69ehnfFUXBf/7zHwwfPhyHHnqosb1jx4646KKL8Ne//hV1dXXGRJ3PPvsMX3/9Nbp165ay79LSUhQVFeGtt97C+PHj8Ytf/MJRnZzkW7JkCXbt2oXRo0fjp59+MrbLsoyBAwdi+fLlAIAff/wR77zzDq677jp06tTJtA/GmKP6JPP6669jwIABGDx4sLGtVatWmDhxIqZOnYr169ejT58+xm/jxo1DUVGR8f2kk04CoIXhJKZLprS01Ph3JBJBXV0dDj/8cFRUVGDNmjW45JJLXNU/kTvvvBOvvvoqXnzxRZMdWFFVVeV4lZhM7N+/33JugR5Pmmm1pOTJ2CNGjMCAAQMwZswYPPbYY7j11lsz1mHIkCGmp0D6k6URI0aY7iN9+7fffmtK36pVK4waNcr43r17d1RUVOCggw4y8iTnJwhCEJUDUYEY+KiKSCSC8vJy0+YZM2Zg5syZ3tYt4JCAJ4gCQA9FcBrioNO1a1fT9x9//BH79u1D9+7dU9L27NkTqqpiy5Yt6N27N+644w6cd955OOKII9CnTx8MGzYMl1xyCfr16wdAm/x577334oYbbkD79u1x/PHH4+yzz8all16KDh062NbJST59BYDTTjst7fnQRVM6oSzKpk2bTAJNRw9b2bRpk6m85IGDPiD5+eef05azf/9+VFdXY+7cufjf//5nivOura11XX+dxYsX4/bbb8fUqVMxYsSIjOk7duxoObfCDaWlpWhoaEjZXl9fb/wuykUXXYQbbrgBb775piMBn3xd9A4/OXRH3558vQ4++OCUQWB5ebnj/ARBOEBfRlIgfTgcxo4dO0yb3S5GoPc527ZtM7V/27ZtQ//+/Y0027dvN+WLRqPYuXNn2r4u19AkVoIoAMrKylBZWYl169YJ5XMjlHROPvlkbNiwAU8++ST69OmDv/3tbzj66KPxt7/9zUgzefJkfPXVV6iurkZJSQmmTZuGnj17Yu3atWn3nSmfGmvQn3nmGSxZsiTl8/LLL7s+Lq+RZdlyO88w8fKaa67B3XffjQsuuAAvvPAC/vOf/2DJkiVo27atcfxu2bhxI8aMGYNf/epXuOuuuxzl2b9/P2pqahx9MtGxY0f88MMPKdv1bZWVlWIHFOOQQw7Bzp07HaW1uy5Or1e2+QmCcADn4h9ofWLix62A79q1Kzp06IClS5ca2+rq6rBq1SoMGjQIADBo0CDs2rULq1evNtIsW7YMqqpaOnv8gjzwBFEgnH322XjiiSewcuVKo2ERpV27dmjRogW+/PLLlN+++OILSJJk8jC2adMG48aNw7hx47Bnzx6cfPLJmDlzJn77298aaQ477DDccMMNuOGGG/D111+jf//+eOCBB/B///d/aeuSLt9hhx0GADjwwANNk4uS0cOAMg1sRMJpOnfubHt+9N+94MUXX8TYsWPxwAMPGNvq6+tT1qoXDQXav38/zj//fFRUVOC5556DJDnz0zz//PMYN26co7SZxGr//v2xfPlyIxxLR5/Yq3u2ROCc47vvvsNRRx0lnJcgiICir0LjFBeTWPfs2WNaGWzjxo34+OOP0aZNG3Tq1AmTJ0/GXXfdhW7duhnLSFZWVmL48OEAtKevw4YNw4QJEzBnzhxEIhFMmjQJo0aNcu2M8ALywBNEgXDzzTejZcuW+O1vf4tt27al/L5hwwY8/PDDafchyzJOP/10vPzyy6al87Zt24b58+dj8ODBhuBKfkTZqlUrHH744UZoxL59+4yQCJ3DDjsMrVu3tgyf0HGSr6qqCmVlZfjjH/+ISCSSso8ff/wRgDYgOfnkk/Hkk09i8+bNpjSJIrNly5YA4OhNrGeeeSY++OADrFy50ti2d+9ePPHEE+jSpUvGWHKnyLKcIoQfeeQRKIpi2iZSdwC48sor8dVXX2HRokWO5yUA8Rh4J59M/OY3v4GiKHjiiSeMbQ0NDZg7dy4GDhxoGiRu3rzZGBzp6Nc3kdmzZ+PHH3/EsGHDHB8TQRABR/RFTi4E/EcffYSjjjrKGPxPmTIFRx11FKZPnw5A61uvueYaTJw4Eccddxz27NmDxYsXm96Z8uyzz6JHjx4YMmQIzjzzTAwePNjUvuUD8sATRIFw2GGHYf78+bjwwgvRs2dP48U4jY2NWLFiBRYuXJiynrkVd911F5YsWYLBgwfjqquuQigUwuOPP46Ghgbcd999RrpevXrh1FNPxTHHHIM2bdrgo48+wosvvohJkyYBAL766isMGTIEF1xwAXr16oVQKIRFixZh27Ztpsl/yTjJV1ZWhtmzZ+OSSy7B0UcfjVGjRqFdu3bYvHkzXnvtNZx44on4y1/+AgCYNWsWBg8ejKOPPhoTJ05E165d8d133+G1117Dxx9/DAA45phjAAB/+MMfMGrUKITDYZxzzjmGOE7k1ltvxXPPPYczzjgD1157Ldq0aYN58+Zh48aN+Mc//uHYo52Js88+G8888wzKy8vRq1cvrFy5Em+++Sbatm1rSte/f3/Isox7770XtbW1KC4uxmmnnWa5LORrr72Gp59+GiNGjMAnn3yCTz75xPitVatWhkfJCi9j4AcOHIiRI0di6tSp2L59Ow4//HDMmzcP3333Hf7+97+b0l566aV4++23TYOZzp0748ILL0Tfvn1RUlKC9957DwsWLED//v1xxRVXeFJHgiACgIsYeFFOPfXUtE8NGWO44447cMcdd9imadOmTV5f2mQFCXiCKCDOPfdcfPLJJ7j//vvx8ssvY/bs2SguLka/fv3wwAMPYMKECRn30bt3b7z77ruYOnUqqqurjTi+//u//zPF81177bV45ZVX8J///AcNDQ3o3Lkz7rrrLuOlSIcccghGjx6NpUuX4plnnkEoFEKPHj3wwgsvpJ006TTfRRddhMrKStxzzz24//770dDQgIMOOggnnXSSKdTjyCOPxPvvv49p06Zh9uzZqK+vR+fOnXHBBRcYaY477jjceeedmDNnDhYvXgxVVbFx40ZLAd++fXusWLECt9xyCx555BHU19ejX79++Ne//oWzzjor4/l1ysMPPwxZlvHss8+ivr4eJ554It58801UVVWZ0nXo0AFz5sxBdXU1xo8fD0VRsHz5cksBr3uu//GPf+Af//iH6bfOnTunFfBe8/TTT2PatGl45pln8PPPP6Nfv3549dVXcfLJJ2fMO2bMGKxYsQL/+Mc/jOt588034w9/+ANatGjhQ+0JgvAFH0JomiqM08wbgiAIgiAIwkdGjx6N/spm3HzmMY7zfPnDzzj6zn9g3759OaxZYUAeeIIgCIIgCMJ/RD3w5HM2IAFPEARBEARB+A/n4AICXiRtU4cEPEEQBEEQBOE/HGJedfLAG5CAJwiCIAiCIPyHCy4NSR54AxLwBEEQBEEQhP+ICnjS7wYk4AmCIAiCIAj/oWUkXUMCHoCqqti6dStat24t/NpygiAIgiCIoMM5x+7du1FZWenZC+myhkJoXEMCHsDWrVtNr/YmCIIgCIJoimzZsgUHH3xwvqsBQNPvtAqNO0jAA2jdujUAoE8f7ZXlhP/Qcw+iWUM3AOGEAtcuBV79gkdRFKxb97GheQKBcAw8WZEOCXjACJuRZZkEvE+QXiGaDBR2R+STAhY0hVvzwiZQocIUA+8aEvBEzghQExE8gtSAEgRRuDhpSwIq8u1qHszaEjlBOAY+d1UpNEjAE57RrCUpCXKCIIKKVfsUUFEPmPuS4NaS8ATRFzmRRRiQgCdc0STkKolugkhDQFapKDgKxEVYIJ578tI3cTjABW4ZkbRNHRLwhBAFI3lJnBNEAiTG/cPJuS4QFRJgzz156ZsItIykawLVqs+cOROMMdOnR48eafMsXLgQPXr0QElJCfr27YvXX3/dp9o2fZjFx/9KMHcfgggUUp4/RLAo4OsYwDY47/0U4R59EqvIhwAQQA9879698eabbxrfQyH7Kq5YsQKjR49GdXU1zj77bMyfPx/Dhw/HmjVr0KdPHz+q2yTJm1AnHBCQTpwgiDyQ7v4PmFc/j9578s4XDlzl4FGBdeAVuqI6gRPwoVAIHTp0cJT24YcfxrBhw3DTTTcBAO68804sWbIEf/nLXzBnzpxcVrPJkVP53KTEOQlogrCDNWH/Jw+8FHTTNvks+vMQd59cYtCvYrODQ8wMAzZOzSeBUyNff/01Kisrceihh2LMmDHYvHmzbdqVK1di6NChpm1VVVVYuXJlrqvZpPC8yy2ocJYCfIRNEB7DPPqvKdM0z0kA27kc9x9BvyLNDf1NrI4/AZmDEQQC5YEfOHAgnnrqKXTv3h0//PADbr/9dpx00klYt26d5ZvDampq0L59e9O29u3bo6amJm05DQ0NaGhoML7X1dV5cwAFgmcNWN7EOQlpP/FahATfk+ktwRdxRC7x8vr7d+8EyJtv189kIeQoxCZAkAfeNYES8GeccYbx7379+mHgwIHo3LkzXnjhBYwfP96zcqqrq3H77bd7tr9CIatuxHOx3rREOIk059C5aiYE/umbQwLk8cv23sntAEC0Tc9SiXkUY09iPs9wiJ14ukgGgVZRFRUVOOKII/DNN99Y/t6hQwds27bNtG3btm0ZY+inTp2K2tpa47NlyxbP6hxEspqZ78ljzIA9orWBQgeIZonblZ4CtApJTmlC5yJY7VgO+oUsz3lwrlQzgguEz9AqNCYC5YFPZs+ePdiwYQMuueQSy98HDRqEpUuXYvLkyca2JUuWYNCgQWn3W1xcjOLiYi+rGkhcNUauO5vci3ISygiUGCAIwiG5um89n/CZbw+/h2voJ59zh+eKPPI+IxpCQxfFIFAC/sYbb8Q555yDzp07Y+vWrZgxYwZkWcbo0aMBAJdeeikOOuggVFdXAwCuu+46nHLKKXjggQdw1llnYcGCBfjoo4/wxBNP5PMwAoE/4t1b0d5kBDqJbIJAUJ+0uSOggbdO2xrflm+0r4934TuJdiVwXfRzJXAuGEgv5hpOb2J1TaAE/Pfff4/Ro0djx44daNeuHQYPHoz3338f7dq1AwBs3rwZkhS/eU844QTMnz8ft912G37/+9+jW7dueOmll5r1GvDC0tGx2BTvjPMiyEk8O6TQxFVTbbUL7To0V/J9nXIQL+4Wl4MB0f7AmeC3uy5pzlfiuXBwLHpqEvI5giaxuiZQAn7BggVpf3/rrbdSto0cORIjR47MUY2aMDkQ7jkR7E1SkOdbDBQidM6aIiwg93fwl6YTsf8cKxyf1nJP7k/EPPj6+cpwLhgTCq0JupUUJKIeeLoIBoES8IR7HHeDGRvfzB2FsFDPSydNgg8IjkDyi+ALMTPN7foElaBfBzG7zlXb5yJcxQ02x+ouPMdBuI2AR5688TmAPPCuIQHfBPBLvDsW7p52hoUrxIMuCpoidM6DgJzvCuQQJS+lurFr7wezPj0FcLE8ZGLflFnMZwivcRhWQyLeGzgX86oXmI8mp5CAL2C8Ee7WjXJGsS7UoeRGhDctsdaURQ9BOMev+9qdwA3qfZo6sPDjPNqfw2zb/CSRnelYEuqROfQmg1fe4WRXEvEeQZNYXVO47s1mjqOmOeN6uC7Ee9p9un8tN2NM+OMPsk8fgvAPN/ebX5+mfg5yQ37andwdt2A/kqZfSr/GfZr9OqhzU3Ih5Q09hMbpR3DUpCgKpk2bhq5du6K0tBSHHXYY7rzzTtPgk3OO6dOno2PHjigtLcXQoUPx9ddfe3BwuYU88AWIY/FuiYBodyH+tWxum7XgCdmm5eUnCID8Nvkl3qTk35XIuV9trpJVW6qJrXR2GzuXacJv7MNs0njkHXjjKS4+O3K9jOS9996L2bNnY968eejduzc++ugjjBs3DuXl5bj22msBAPfddx9mzZqFefPmoWvXrpg2bRqqqqqwfv16lJSUiBXoIyTgC4z8ineb/I4a5tx1FIUrsklIEc0DVsC2znMmtL08J+7qmL2odorT9t96jkFyPVPLTj6XCefDQoQzMJtYeQm2YTUUfJ0bBGPgRUdKK1aswHnnnYezzjoLANClSxc899xz+OCDD7TdcY6HHnoIt912G8477zwAwNNPP4327dvjpZdewqhRo8QK9BES8AWEe/Ge2lE4E+0W+Sz3n75x9kZgB1sAFLJAIQh7CnVw7B0sK+eDX6LPvv3J1QDEulnPtixNkmQaHGhlW4v9VG+9hXeecwceeQtvPHnivYczQBVoZ7hYm3TCCSfgiSeewFdffYUjjjgC/+///T+89957ePDBBwEAGzduRE1NDYYOHWrkKS8vx8CBA7Fy5UoS8ET2ZDRZt8I9jWhPFd6pHZm9OBcTtPkRwIUtThijQYMIvMBnP9H1bn54YbNiA5Bs5Wd6G3U6mDB3K3Z5QpZCnzGzsOfcwjvvSMxbeOMdhtSQiHeO2xCauro60/bi4mIUFxenpL/11ltRV1eHHj16QJZlKIqCu+++G2PGjAEA1NTUAADat29vyte+fXvjt6BCAr4AcCferfbjVrybO4BU0Z5p+Uk3wiM44ropCqdCCDvyehm8pngdnVII17s5Y2frubJZ+4GBl3ZiIa4F+oK42LfKo/1mHVqT2F/FY+/j5zhJmKf1rLv3xpOIdw4X8KpzzhCJRFBeXm7aPmPGDMycOTMl/QsvvIBnn30W8+fPR+/evfHxxx9j8uTJqKysxNixY7Otel4hAV/oOPC8pxfu6UV7OrFu3RinvxG96JCCKkYojMZbAnqZmwfNeLCTM9K4GXNl63Yeb8a8m5Pk1UA7eVBh/eQgUYTrW+L5tPMY/544STfRM2/2yid45BO88alhNWIinnCGGw98OBzGjh07TNutvO8AcNNNN+HWW281QmH69u2LTZs2obq6GmPHjkWHDh0AANu2bUPHjh2NfNu2bUP//v3FDsZnSMAHnLTtukfiXUS4p4rU1DqkE+leiu9ACmYSPkQTIKiD5EKG+91ecTXnbSSH6omtcM4zOnc0gZ9cFjcdoybm415zs/ddF/OaV97SI58gylMnuoqJePLCO0QVFPCxk1pWVuYo/b59+yBJZtuSZRmqqhXatWtXdOjQAUuXLjUEe11dHVatWoXf/e53ziuWB0jABxhPxXta4Z7opWDmNMY+zeXpja1V423baWQhboMiKAI5aEiiEOroNblbKaTp0BztIlBkeheR1zZs4WX3uoxEL3k2nnjGkFHFcYs+IKVMIxQjPpFVG2QAuvjWvfK6R9486VVNEfHaPjLExZOIdw0HEw6hEeGcc87B3XffjU6dOqF3795Yu3YtHnzwQVx++eUANG0xefJk3HXXXejWrZuxjGRlZSWGDx8uVJbfkIAPKOJy1a14T0zGkE64J3pI9PwposBGpIsK8HyIjSAKnOYcty2CV9euECa6NhWbyPi254Bgvdyg96SzYa/s0q4ML4S95RLsIvuNDThs5wNAShX5LHn/MdFupNM89HHPfKJX3k7Iq2lFOYXTeIsWQiMg4EVWrAHwyCOPYNq0abjqqquwfft2VFZW4oorrsD06dONNDfffDP27t2LiRMnYteuXRg8eDAWL14c6DXgAYBxr2eKFSB1dXUoLy/HkUceA1nO/8uEPPO8O/C6W3vcY+I8wctuavgtvO/JHYNdR5GN+AhChx8k8RSkugSVQhDkflDItuJHGEiQyKXN5mrf2Q5yMtUr+RqlfNdlTGw/3PC284T986S85jT6spTa94T9J76x03ScSXVOI6WCIrIURcH/+3+rUVtb6zgEJZeMHj0a3dZ/g2t69HWc55u6Wgx5+9/Yt29fDmtWGJAHvuDJEPOekMapeLcU7kmiPbFTNf3bQig4Ed65Fhj5FjBB9O6nJZfny0dRne/r3uRogufTl3tTwObd2Kzz5RnF9u1U8Dt1rdjtz2pSbaJYNsW5J8T2G8ete+KZrMXT6956w0MvGWXH8wK6R976xVCpcfG2adKmI9Ii6oEXDKFpypCADxDZLhdpHTaTKLxThXuyx90Q7RYinkGKi/skL33yv/X0qZUsTA98di9zcY8UgKcOnhOgQ1ID4xvznsDZTlMS/6KDUJeXIhf2yW1egGSJw3pn5YEX9L4D8YFA4oCAg2vfWSwPk8GhxgS9asTQc84TBgFSLEZeNYXUmMJptI02K9Q4E/GJkfmEGS74JlYaI8UhAV/QJHrBM4n31LzJnvNE8Z7oaU8W7nEPfVK8fIqAt279sxXDeRMmeRAgBee5LzCkgIVPeE1Q7EcKSD08gwGqD7bjuX1yFV53+yp4Vi0yZ5kGFEm2w1Wj7+EsLuS1CaO6wI573ME0MQ+e6JWXkp4GSGDGvuS0Ip7wGtFJrDmsSoFBAr5QcPrypIye90ThzlKEuxR7lCmxUOyvnlcye+bBDCFuCOpEb3xS/Zx24P6FPPgnKPwccOTrSUG+EPImEsIE1Z6yfRrn18TU9HXwznYde+odnTZvBw2icfd2A6N4uAwMr71+3PoggGvxGAkx8CpUrsTSRjUvPJcMjzznPOYWj1uE7o23FPF6GtMSkxZeeK3wlGMgT3wqnAOqQAiNSNqmDgn4ACAeOiPieZctQ2YShTuTdCEeigt4KRTzvGvf5ZipMF3YJ3jl9fJ0oZrc6afrbL18oYjTMr1GyqHIYRTvlxM4a95dqJ92FZSnALnE64mwXtmn6tEgIasBT5Kpce6sTsllJg54VOP8mENpVKiaV56rUMGhsiikmKBnqia6eSyNypUkIc+MUhNFvLZ//Smzqh9EehFPOEY0hIZGP3FIwBcc4p53fbuVeEfMs66HycQ/oZiPPWSkiYt2CVKCBz4eD2/+Hi/ZXuDmSkj4JRpyFxrgv+jxO8zBjxAEW4xOoDl2urm/zk0uZEYAT+zaM/sMe1IfLwconDmTHcmDD54gVySe4HGH5oFXwSHH6qkgCgkqJM6gsCgACZIU88hrGTWRDgmMA2BqTEQmLpvMYnHxLgdBFHLjDC4YQhO0uT15hAR80EkzcdU2xpyxpH+bxbvEZCPOnUGCzMKx7SEwJoNBhszCMcEeiuXWf2OQIINxZoh6wwPPzZ54ow7cvjP3y1Oea0Hh1XHk2jNaSMLKL4HfHL3xubKzQrIvP8jWhrOxTS/ChLy6B011cVAtnrK+uzlMKF4vFTFfOwDExHosXAYcCotC5lEoiEJFCJwpYDyixcxzbQKryqIA1wW+FlJjFU4D6J74+DrxGb3wJOIzwiG2sgytQhOHBHyQcSrek7zvGjKSY951z7su3jVRnuh1lyEjBMZCkFkIEmRDuMsIgfGYRz4m3CUwMC4ZdUnsvBPrl0ks+NXp53Kw4FWcey7qGIT187MlpzHLPBgx0X7SFO3MyT2Yj1WHsrGtbF7Tku2xenlPiAwEOOOWIp9bCHgOroXDxH6TeVST9EyGCgWMM0QZEIKEKBo1by+LrUrDVa0v5JIWGhP7y7n2BNf+qUO6lz1RKI0onDOoAqJcJG1ThwR8QWG1LGO6uHdrz7vEZM17zmRIUggSCxted5kVQUZI+zcPQUYRJC4hxEOaaOeadJdjQTSxKPqEslNj+iWL+82Pzl707a8ieCHYs6men2Ipm3r67XzyWog3BeeZl7eBl3aXw9vTF7K1Dbe26qbcbMS8l+96FDnmZBmcmFOvkwquLQupRbbH/qqIMs0DH2ERKGjUPPEogsKiYLwRHFFAlsB5FExlULkCVYLhiVdVJSbi4154IHGJyTipS0tmJtH0m0ATkxW5fhNrU4YEfDPA8Lzr32Ox7MZEVciQmAyZFSGEMCQWQhEvgYQQQjwEGXJMwBuR8JCYMTQw9i2BmTplq87ei07b74f02VbZ7UDCk+NsKm2d417OiRfWW/L5MutcDFILwe68XNkpp175tLu2PgY39pnZBs1lZXvEXt5DmaqeMpmVxyex6set6K9l4pqQl7kMDi3EJcokyDyKRhZ7Gsy06HqJc6hME+gSYhNhY554xnjC6jlSTMQn1oO88F5Ck1jd4UrAb968GZs2bcK+ffvQrl079O7dG8XFxV7XrUnjycoziavLJLxlNdX7Hl9tJtnzLiOEkFQCCTJCrARFvAXCahjFvBgyJIRZCDKAsCxDYtq0VcYYJAbITBPs8RAa66qnO1Yr77zfeCGC3OxBtFiKLhYjmy60KXje7cjG3INug5naEzWA11XEToVeeCNcE28Go9meY7vsiVXTz5n28qaYqAeHyjURH+UcCueI8CI0qBEoUBCSwogiggYmQ0YUUdRDgYyoBHAeBVc10a7EQmwAySiUG29sTb+8ZBxaP94p4iE0OaxMgeFYwH/33XeYPXs2FixYgO+//950oxcVFeGkk07CxIkTMWLECEhS0Jv5QsNm2cik31JhpvXbTavNaJI9NklVi3Uv4iUo4kUI8RCKEYbEGIolGSHGEJJivnqJQWaAzBAbGMQFQXJNrDrTvFqGh4MF0YGHaNFuRJaXY6FcXKdc+KTciRR/y8sn2diEqA1ma3+F0mu4tWMhJ6PDxCL7dCZ8ktd8FCggXdlu89mUbwj4mPBTOYfKmSbgAURUFSoHZJWBqUCUy7E3skpQEIXCGBREwbiq9aksBIZorJ9kCfHw2tKSTrzq5gmthFM4aBUatzgS8Ndeey3mzZuHqqoq3HXXXRgwYAAqKytRWlqKnTt3Yt26dXj33Xcxffp03H777Zg7dy6OO+64XNe96eKk57RMY/a+p0xaZaGY970IEkJavDsLo4i1RIiHUcpbogUvQZhJaBEKIcQYSkOaaC+SNNEeYoh53+MiVtYfCMRqEQSvuh3Z1k1YZDgsT3LY8PstqoJArkW66uYsBb2fdnnhndoh4K8t+i3us3p64zSdg4SObdPRvsQIiqfTqh484a/KdREIKFz7HuEyoirQoEjYG5UQVTlCioQIV8DA0IhGcMaN95twHgUkFSqPgvOQ5oXnMEJpmHFnKND62YRY+AQPu62IT/Nyp+YO52ITU2kSaxxHAr5ly5b49ttv0bZt25TfDjzwQJx22mk47bTTMGPGDCxevBhbtmwhAe8jqWu+A6bQGf2v4ZFn2kRWForFuYcR5sUo4mEUSTKKJQmlsoSwzNAipAn0Etks4DURr42F4+911euTPMkneGQj5J1mTT4PtnVxtC+HhQJgWahLP4RStp54px4YMREvWIcC6ESc2p+OyLV3ao9ubDHInnhhO3Fgq5ns1EmZTuzRe299ZrySq8nHp+/XWEySa4MdNSbgG1VNzIckBpVLiEgcUS5DUoFGrskeBY2IMm35YyX2fpP4E2qmrREfC6XRXz7F9Jc+Gf9OFwtPOEPQA18Aba9fOBLw1dXVjnc4bNgw15UhrHAa+45U73tC6IzEQtqkVaZ53kOsCGFWgjAvRglvgTAPo5VUjNZFMkpkCeVhoFgGysIcYcbRQlYRkoCwpPmEZHDIEjeF0CR31lKBra8t0iw4ESYZjz9DgZmEjOPzm/VTB3fX0ZVnOxmHRTvxymQUQh6WFSS8tJN82qRbO3RDLp7KZLKbtPaZxb4dD3gdpRIr22uSj0XXzAqP10UBQ0SV0KgCu6MydskM+xUGGQwNigQ1CjTyKFSmgHEJKouCoRHgqibomQrOQ8b68Hoojb60pPMXPNFkVidwCM4DyVVFChBahSZI5GhdNcP7Dv39qdpa7iEeNlaaKUIIRRJDqSyhNAS0DgMlMkdFWEGxxFEqKwhJqvZhHFLso1Vb+5vo1Rb1/gURx572DE1KWlGT5rdMTwkymYuba+DHdXPjQXHkYcwoctJldjAAcFPvHD1/cuXZdiyuc2eTWhqRMJ38tyNeegfT2agb+8xWuIvF5Qdj4Jp4nvQ6GUIeEsCBRkVChMsokgCVawsw7FcYVEgoUmRwACEehso4IqxB87AzCRIPgcdeBqUJ9mSRTqLca7RJyOSBd4OwgN+xYwemT5+O5cuXY/v27VBVszHv3LnTs8oRmdd917BeeUZf810Ll4m/qElb770Y4dik1VJWhBIphFZhGW2KgZYhoGNJFK1CUbQpqUdxKIoWpRFIsopQmINJHEzmcc97cgyNV+Sy7xatawbXY1rhYvMbs9tnmrLSlpM2X55nxbq4lmlXxEjTh6YV8jb5eKY+2emkwjzqTceXOJMI99EutbwBm9ghstJLFvEvtlkt8tjap80+3NwDTvYbNJLPi+m4OcPun4uxcWc5dkVDULmMPZLmnZcUhohSBACIIAwwQOYRgAEq1/pNlUN7gp0QC68hwRwLL/h2VsIEB73IyS3CAv6SSy7BN998g/Hjx6N9+/Y5fVkOEcd6TXW72Hc9jEaPgddCaGRj4moxQjyMIl6EYl6EEjmEUllC6yKGiiKOspCCji32o6y4ARUH7IdcyiFXSGAhCaxIBpMlQJacLTsDuAuo9LPNcxp0m9b9aP0bs8tj/XYrsXLtlFa6eroKMM7mHhe89pmuu50t2Skc2/Ri++eObDgIqifztbK1SSCNrQmktx0BpNm/8Xv6ny0KE81gg4d26oWNCtintW26dPW7XmLH6dOdHOkF3W4kBiZJQIsioKIlSr/fCfWt3Sjd0wJ7oqVgjGF/VIIEjno1pHnrWQnAAYWFY39jDi/oYjweCw/OE8JoeFIF4idPZDJr8hkJQiviJ+SBd4+wgH/33Xfx3nvv4cgjj8xFfQjXpPZ8zHg7qxYLr61GEw+n0d+qGmLQVpphQInE0ULmaBVuRIsWjQhXcEgtJEjlJWBFMlAUis9izXa5UNVNb+FF8ybYAKQ7ThHBY7cfq07NUhjZlWU3SEhXb/uf8kJG4W7nOhdwQdoKK5vtamKHnJjeOrnj8rzE6WzstB7yLO3SLm267enKBbyxz+SBRMbHLBlwa6OAtY05tVHLdBa2KTIoddT25ltKCrTTui3JDJBloFUpUN4abH8jSkt/Qov6MIqlEhRLDGGJoVECYm9FgcxlqCwEFvOoMx4T8LHVZ7QYeKdVpsmsonAu1lTS2Y0jLOB79OiB/fv356IuhA1Wa7+nTl5F6tKRCZNZ9dh3CTJkHkIIRShCGEVMQpEsoSS24kzrkILycCNal9WjpEJBqEMpWKsioLylJt7DYa2xZExsKRcnd2iQGr60wkNUlDgQQk5FlKjHM81x8ICs98ky2YatSHfo0XQg0G3zxndis91mP7Zps7Bx0euVdoAt8GTIbl+OB55uY2+CY6NABjsVsVEnIt3OplLyCohz0QGsk316iVOHUDq7k2QgJIOXlAAlxWAtalFSFkXr+ka02qciojIUywxRzlAky+AKRwghKFAgsRA4V2LhM7G+k8cmrhpCPnkyq3eH33wRXYUmh1UpMIQF/GOPPYZbb70V06dPR58+fRAOh02/l5WVeVa5poQn3ZDA48e4qNfFvP5YMBYHz+XYcpISQkx7OVNIAoolFUWyilCRCrmUgZWGgdJi7RPSBXzMywGkdthuxZhpH3mMGczUidh6uwWES9I+LEWKVd4U0S8aXJ9atiW5ehGbzXVNsYh0NuJUEFmKpNS8tqJMdNBgV2Y+yDjT1LnH3bVtpqtHtvYJ+G6jQJKdZjuotNuWlN/SPi29+UnlZvG0KS1e27jIAC2Tk0PS+jouS0A4pNmZLIGFAVlWEJZUyEyCFHuTeGy2GBjXekUt5DTWr+mruCHTZNakNeEJYbRVaARi4AO5MHV+EBbwFRUVqKurw2mnnWbazjkHYwyKkmlpJSIFy07L2UyyRO+7Pnk1MXTGWPcd2rtXJRaCxEOajGcSQkxb771IBookjmJZRUk4ilALDtZSBlqVAC1KgJYtgHAIPFwUD6EBzJ1xNuImm44h06PxdIIhHSLx63blWHqLrNIlbbN05Kdu5E7FVJp9OM7rBY6exIjZEbNKbyn0LZJZprNMaF8nkdAMPz3wAkJd278DuzTSZk5naZtAdvaZKb8XZGOjNnkd2agT+3Rim9kOIlL277NDxU0bleiBBxIEvAypGAiHVRRLKopljmIJiDBtjfgQlyArMlSokHlIe7kTD0FBIxB7gg3byaxOoYms6dBi4MXSExrCAn7MmDEIh8OYP38+TWLNO8kTWOPoYTPxDfFGMR4Fr4UMMsSc6tBeziSBg8kAC8Umq4ZlzeMuyZqbnukhNMkNrWzvyZGQ/s6TkUVH4bE3LlMH4laUG2kzp0sRP9l4Qu3ql2lfuUA32bTXOpbIypYslhXkkC32J6eIE8asxI9V8ZJ1f2tb5zR2n4x+mkV6ITdtbLrr7dQubdI6HjSKCvhCs1Gray7DeqKplY2qqYP2FKGfvCurc2Bp+87uHWftruTf0yUng7N0jhIpPt+LMyn2nhKmrZwG7f0letclgWne+Fh/yCxuAOZqwVZCBBUMUe783lYE0jZ1hAX8unXrsHbtWnTv3j0X9SFckWTQCQ0cYxJkhGLTdbSVaBjXJu6EJG19XJlphhCWOMKSinBIhVTEgLAEhGQtdCYUAg+HgFBY27/dPSQn/ZCub7DqeKzIVUiN45hLHwSP47AEhwMF21VDHBxzroSS6XqnKUO/3sl15Ug1EWOfCT/o+RPTqlwTUSl5k7bpQiWh6LioSjMpMtnujf1Zb/YMJ5fK5noKecidDChtQxwE7DPdfpzsNxtS2iO7a2pjn4CYjSanS7RRyzw8tannqrmeer5Ee8w4GLVod5Pb3EynOper0DgdjErxbYZtM80zJUk89h6ThLeJS4CsAhIkMK6Fk8oIxWLfZXDjPSexN7OmHKIE/WVOVm9ltV2JhjBDHnjXCAv4Y489Flu2bCEBHzjiy0dq3yTT96SU2n+xOECJaW0Oi72ciTEOsFh4TuzDE8NmgMydp95BWCXT+4Z0+0jsYHIV75pIxse2YvlcedCdiCKvxLpfoQqJnjvHNmORTlVtjtNq4GOR12quhlX4l0U6K6HLuOrMfv1yFmU4t1mJdbt0QH7t09hPlnaq26iTMrlqb59A6rFyi/0m70O1sL1k7zy3tuHE62ppk1y1uB8s6pSYHkh/bSy9+1lcA5H23dI2bX43wjyZ5pQHYktD6v/WQk5j7ypP2JEEYxFJJmkvedL3Hfu3PpGVyB5aB949wgL+mmuuwXXXXYebbroJffv2TZnE2q9fP88q13xJaJQdr/+eBqYtF8mYDInLkCHHw2hiE3rk2EdiHJKkxjZIWshMbHKQ8ZHSCAJkEDdWHYoVyR1YrslUXLZeTEeTUh141y2nSwh4Pq3KzSVCZaWGvcT3Y5PF8ulMamiCRUZnZUs2E28z2KffXUy6+xGA2LwNr5/8iNqnXR1yhRc2Kks28y4c2Kdl3gzhNkCKbVrZpPWYN90cEycD+8xJXOF00JbhyWeq8wQAA2SmGounaeGisZ+YNpHV8MTHFn7QneeJfbD+wkRd1NNKNNnDAcE3VpOA1xEW8BdeeCEA4PLLLze26S81oEmsOcTWw5FGSOuCG/HHgMZvMQ88kOCBB9c+6V5fLsGxt89y4paeN1PcZWIRuXB0OO2E8hV+4EQciQijAC3Hlxa9nskiyc5u9HOQKJQYzLHDVnmt8klMoFybesZItg/Le8ElGcV6Itm+BMypjRXawDIbrOwEcG5n+mEm22i6fFb2lpInNY1lW5yuDdYvTTpzzeS9d4Kb8CfBp6BaHrNN6SlZbO4X9DlgSFwMIpYmtnIbj60Hn7oSjV0lyTMvgug68EFZ7MspiVpZhOHDh+Pcc89Nm0ZYwG/cuNFVZYjcYQqTYbE3sCY+Wk34Xfcy6FN2JOPRou6NiDVs+hNFJmmJdJWfjF1nBodC3kicptHz2RmfrkPwXbg7FUaFLoqSMYUT2IThpBM8iYetZ3cisITLtQjNsUBIdGeDmxVevA6PaW72CWS2FSdC3s4+kweZieVZ5hEU8sn5Aeuwm0zkysbT7TapTOv5RkgIC+Xx9xAyQA8y1VdqAxBfSjK5KFtvuwzYiHuKg8+McAhNDuuSCzp37uwqX0VFRcY0wgLebWUI7zG/zMn8cicASSvRSJAgx/5Kpl/0x4p6HDzTxXvG154z89804iWjB9KpZz5XeBlDbLU/t173THns8hWqMLIincfTyiOfHLbg1COfMnFPoNzEPDpBX7nDLq/bcJmm6nF3glNbcWqforZpeS+k1sm2Lc7U/jrxzHuNh+OBWORn3FGV+Jv+H5cg6QMdSJCgQgHiS0km7zNdHHzKG1nzcQILA27MTHCevpCYMWNGzvYtLOABYOvWrXjvvfewfft2qEkNy7XXXutJxQh/YIbXIX0q30gnjnJZZhqEvae5npyaKV9TEkY6bsS0cBkeifhMeb3Ea/HuFKdZm4N413F6vZ2IeCd5nJQnIuKd0IQiRLQn1RbvlTCFmppFuvNQGsIpoiE0hTznYPPmzWjfvj2Ki4tN2znn2LJlCzp16iS0P+Ex7lNPPYWuXbti/Pjx+NOf/oQ///nPxuehhx4S3Z0ljz76KLp06YKSkhIMHDgQH3zwQdr0CxcuRI8ePVBSUoK+ffvi9ddf96Qe+SZ1Aqs7l4Skr0zDdbEe+8vM4p1B98TzWLQMS+1oXU48ExLBfoUbJMwRcIXoa+ONfA7SOAlN8Os8BQXHTztcDoayLdcub67Eai7Eu0j4i9t8TVG86zhe1SfDOfUqjyiOrjVyH9bopfc9+ZKkNT/rgk2x8UwPOiW8QvfCO/0UKl26dMHRRx+NDRs2mLZv374dXbt2Fd6f8G0ybdo0TJ8+HbW1tfjuu++wceNG4/Ptt98KVyCZ559/HlOmTMGMGTOwZs0aHHnkkaiqqsL27dst069YsQKjR4/G+PHjsXbtWgwfPhzDhw/HunXrsq5LoZLyEifEJ+kYaWKtmp8S0Lc4YA9x9TZJIv/kc717P8iF/bkV70RucHPu/RLxBYiUbnEGmB1mkq89Y/OGQ/PAi3xE+d///oeLL74Ybdu2RWlpKfr27YuPPvooXgfOMX36dHTs2BGlpaUYOnQovv76a+8OMoGePXtiwIABWLp0qWk7d/FoQdhK9+3bh1GjRkHK0drcDz74ICZMmIBx48ahV69emDNnDlq0aIEnn3zSMv3DDz+MYcOG4aabbkLPnj1x55134uijj8Zf/vKXnNQv32T75lurhik5JjATvgjxXJcRhEmFOl557Z2WV8jk+vhE2zXHS995WG+n+8rV4LOJm1iTw+J6e9KGF6DGlaC/nAnGX30teCI/cK5NYhX5iPDzzz/jxBNPRDgcxr///W+sX78eDzzwAH7xi18Yae677z7MmjULc+bMwapVq9CyZUtUVVWhvr7e02NljOGxxx7DbbfdhrPOOguzZs0y/SaK8C04fvx4LFy4ULggJzQ2NmL16tUYOnSosU2SJAwdOhQrV660zLNy5UpTegCoqqqyTQ8ADQ0NqKurM30IgiCIHNPUB5hA8zhGnVyIeL8iKP0phsgAF/yIcu+99+KQQw7B3LlzMWDAAHTt2hWnn346DjvsMK18zvHQQw/htttuw3nnnYd+/frh6aefxtatW/HSSy9lf4AJ6F7266+/HosWLcL06dMxYcIENDY2utqf8CTW6upqnH322Vi8eLHli5wefPBBVxUBgJ9++gmKoqB9+/am7e3bt8cXX3xhmaempsYyfU1NjW051dXVuP32213XkyAIgiAIgsgOLYRGYBnJWNpkx2txcXHK5FAAeOWVV1BVVYWRI0fi7bffxkEHHYSrrroKEyZMAKAtjV5TU2NyBJeXl2PgwIFYuXIlRo0a5eKoMnPGGWdgxYoVOPfcczPO87RDeKxbXV2NN954A9u2bcOnn36KtWvXGp+PP/7YVSX8ZurUqaitrTU+W7ZsyXeVCIIgmj6F9hYWNzSHY9TJxYo0Pq1y04yuUqDh0C65yCcSiaC8vNz0qa6uttz/t99+i9mzZ6Nbt25444038Lvf/Q7XXnst5s2bBwCGs1fUEeyGU045BUVFRcb3Xr16YdWqVaioqHAVAy/sgX/ggQfw5JNP4rLLLhMuLBMHHHAAZFnGtm3bTNu3bduGDh06WObp0KGDUHrAfqRWCOhvvHWLatE6qhBrzBhXcx8Hn+ulJLnqTxy8yjM/UndSF1V1Fp/tpLxCJtfiKHmpvkw4tVMv6+30GtvZVbY2wkHxB4WEhe158mbgAlxOUo0Zrq6VONf6VJXkfN7gnIELeOA5ZwiHw9ixY4dpu52mU1UVxx57LP74xz8CAI466iisW7cOc+bMwdixY91X3AXLly9P2da2bVu8/fbbrvYnrGCKi4tx4oknuiosE0VFRTjmmGNMs3NVVcXSpUsxaNAgyzyDBg1Kmc27ZMkS2/TNAa05MjdIyQ2UPtrzsw328nXyfmFb5+bkZStEnAjxArRHg1zYn9U5K+RzVOi4OfdeXK8mes0zhWkk9plWji4iN4h64PWrVFZWZvrYCfiOHTuiV69epm09e/bE5s2bAcBw9oo6gkV44YUXTHHu33//vekdSvv27cN9990nvF9hAX/dddfhkUceES7IKVOmTMFf//pXzJs3D59//jl+97vfYe/evRg3bhwA4NJLL8XUqVNN9Vm8eDEeeOABfPHFF5g5cyY++ugjTJo0KWd19IvUVzC7a1T0xojHltHS96uLeL0UfTknbUQc25IsFNI17mlEhZB496sD4Wp2ZVkdr5P9ORKXDvI10Y7WFjv7Sj4PlkLUh3Lt8uZqsOdkv6IDULciXiRfUx78Om0TMrUBXuURxdG1Ru49Px7uPyUyIa35WRec+DInrd9swjbsM/qLnBx/BPd/4okn4ssvvzRt++qrr9C5c2cAQNeuXdGhQweTI7iurg6rVq3yzBE8evRo7Nq1y/jeq1cvfPfdd8b33bt3m3StU4RDaD744AMsW7YMr776Knr37p0yifWf//yncCUSufDCC/Hjjz9i+vTpqKmpQf/+/bF48WIjPmnz5s2mJSxPOOEEzJ8/H7fddht+//vfo1u3bnjppZfQp0+frOrRXOCx5+HpmyMfG6t8iNIMISzCIUPJ+7MKWUgOibGqg5NQBat8TTGMJhsR7bgMK9GUpXjPNdmEaGVjJ07DaHIVxhNEnF5vNwNMEdvMkCarJ6FNyGfAObd8q2ei44wnHXDyd8IbRF7OJPoip+uvvx4nnHAC/vjHP+KCCy7ABx98gCeeeAJPPPEEAG35xsmTJ+Ouu+5Ct27d0LVrV0ybNg2VlZUYPny4UFm2dU4yNDfx7lYIC/iKigqcf/75nhRux6RJk2w96G+99VbKtpEjR2LkyJE5rVMQ0eLh9X+rACTTW+e0xkbvPFWoUGJ/VVOQjT4C5rr33XhelcHI9E44QzpHHUa+vcmJ5VsIDv0YUoS8fuzJYsQrEZ+MVSy8nYi3qlchIiKinYgjp/nciPd8eJcTy7S73iJCWj8XogNMq3yiZRcqXj4dcjM4tLRpAfGeqcx8NM96mR5MVeJqPPwiec4X1/9javxpdayPBPS+1WKf6U5KikAj4W+H/uTfKaJN7HHHHYdFixZh6tSpuOOOO9C1a1c89NBDGDNmjJHm5ptvxt69ezFx4kTs2rULgwcPxuLFi1FSUiJWmM8IC/i5c+fmoh5EFnCoYJBjX1RwSOZHfgn/VqGCMx6buKP1J/oDQRUxEQ8kBJypWiJd4SfjNmxGRLDnou1L1ymkEfNCQl7fj57WKk2y6EnOk3h6mU2edHUuVCEvKp5Twosc5k3OJ1yus97Ey/kfaZ8GJdfHyh4BaxtJTm81wEzOr2fNJORFyw466a57LgeWXgr3tANR+59sEbFxkSea6YR80uDQ8mmpqjmmEHNQmcMxeEzQxyeyciiW1bD3mlqnB6zCYIlkOJiwV12Us88+G2effbbt74wx3HHHHbjjjjtyWg+vERbwRJ7gHLBcfSbRy56cRQWDCjDt3zzhVdIc8ceHhvc9diOlnRGuApAyh5zYH4fDRt7vGEu7w0kW1DGEhXwmUW0nlhLziXg8k/MWilDKVrgD3nrcXQr3XE7Yttq3rahP94QIyBx+5dSr7lTIZypbp6nYqNNwmUyeeie26Zdwz1Wsfcanj7G/ycnSPblMOif6LgxHFdedV7p4T3R8KYb33XnoDHnaRdEjAJxSqFNo3njjDZSXlwOAsTjLunXrAMAUHy+CIwE/bNgwzJw5E8cff3zadLt378Zjjz2GVq1a4eqrr3ZVIQJIFOUcHCxpdKqFziiA7nXPBFehMhWcK1CZAoUrUBHSvA6cQ+WAEvuonEFVpdgGFYjq3nc1/lElMJahoQpCJyGCmqHzkKzrYyczePL+rPKnlGmRJqVaVqEINufK7pAUOPOAeSGiRFrbtDZj9+jfwX6ciHVBoZ5RoPtsv5mnSthcb0d2CVjftGqqOPfCPm3rYEO2duqFjebDPpPSOBbr6UzTq0n4IiQ/fUwHk6ydLwmDwhQvvOZih8IlQywqiPV30PpTrgfNMK1PTKyLKSaec1NIjVexzM2ZXIfQBIXkJSuvuOIK03c3y4M7EvAjR47EiBEjUF5ejnPOOQfHHnssKisrUVJSgp9//hnr16/He++9h9dffx1nnXUW7r//fuGKENnCY152BhYLodG+W3jr9P9iDVhi/Luqr8nKYwMF7QcwlYMn3jleeNId7yNHYsjuEX8yVp0GYO44EtPC3JlyJlmHNiSHFVilST52S11jsZHB+rw56SyTQ368Itvr7TYsBnDuXfcybhjIvUNOv/QZrqet197qvDgR9bpoTjzXkmRTDwH7TLuf5H14bKdetEde2ahb23Qq2DPGvAsarlMhayVSMpWVrp1ObJv19jjZLjgHV1ksVFT/qz+F5rEwGhXxHelzxMxi3SzqydPuFfp1cZ4+wE/nbFBzpGEcCfjx48fj4osvxsKFC/H888/jiSeeQG1tLQBt1NCrVy9UVVXhww8/RM+ePXNSUSIdcY89gFgjpnnnOVehsChkSFARhQIZnKlQoCDKFYQ5g8KBKICIyhBRJUSiEtRGDimiAlEFiEaBaBQMAJeY1kAyZv1iobSdW4ZG3nevu03sYop3Oimd3gklbjbORZIoB7QwpkQkczItnbkMzqSk/etlJmw06qmkpktGr5/d9TEdsw/Xwa2nTyh8waWHEhAXPbkSPIBN6FwMu/BbKc31TGeXycktbCzFNgHN7pTk+8TCPvW06ersyEaTK5oD3IpcxxNaXQhyp3ZpGbojGJ5m2p9Pbk8r20hup012EPuNMe2fkgQwrfvjTNKOWQFUlSGqSoiqQFSPf1dhLOvAGY8t8xDVHF9QjPPCuWrjaU/2xKv6F+0Pxb87QjSEhh56xHEcA19cXIyLL74YF198MQCgtrYW+/fvR9u2bVOWkiT8QoHdJdRf5mQ0h1w1nrPr3gUV2mNE/RGW9liRQQUDVwAeVbUwmoiidc4SA6IyIMXiZFUlKQ42ncDJcNdl00Fk6oCE37ga25+t0LDpZKyEv5X44hZCJDnGPtkLqsJy/ymxz4pN/XRxZXsuYr/nOvY4m7XLbfJnFTqQrfix24cd2di5yLWxtMcYduFvKXYJy9gcBtUiDjk1b+Kcm6QfrLcraeqsJdD+BNlGRUKu3IhzJ7YpUrds70evcRLeJ1k9NTJNvgCkkGG6PMEDr0B7x4mqav2gynnc225xAUiE5x4OBkXgTawiaYNA165dXYXHTJ48Gddee23aNK4nsZaXlxsB+USW6A0wS2qELOMlzNu1eHgWW4lG0jwBTFuVRvMkMGOGvQoFjEcNT3yUq4hyFRGFo5ExNKoMDYqE+kgI0X0M8l4V2FOvFRSWgVAILBzRGks5Fn+fsgRdJi+7gwYxVyEzTrB6qpCI3Y1oJSpsBVTSnAaneZPTScmzIzKUa1G2JZnOgVucXldRsexUmFjkZbbeUhfeyqAEZ2YSuA7tEsjCNgEwu3pka59AcG00W/GclN/SPi0XL8/s3bfNCzg/bq9tXGQwZnfNdZuJPR3mcszzHgoDigK1AYhEJDSoEhoUhgYVaORAVOWIqtrTaAUKFBaFyqOaF17vNXlsnZrYXy2kRvQcULhNOhKeXTii0M7mU0895Spfly5dMqahVWh8IvmWdzWGtF2Jxiop11afgTYhhzMlFhOvQEEUEgtp8X9cRZRzKJwhqgINqoRGRUK0UUJovwJ5fwRMZkBRCChSYKyWwpigR9CJpycgAghIf57THbdlJ2ORPmEfzDafRT1EBgpW+ROwFGd5wFZE62QrlkREi21d0tRRZMDplwceyCBynQ1EjW9W+7KyLQ/tEwiOjQIZ7FTERp2IcsfhOVYDA9HQnoA4VZwOytLZnSSDhWTtyaQsA4oKHgEURUZElbQnzHoIDWJx8IxDYUpMtMee8nBdrNvFu+vbFJrImiX69XBKoZ3uU045JWf7JgFfAKSuRKOCc8l4LKO/0EnzFDAAEhhiE1i53gBJUBAFgwSFRcF4IxoRAeMMjYoKiTHsizLsjsqQWRF215WAqw2QSvZDatEAaW8ErEjWhLwUE+/ZesFcdQpe3L0eCiFbL6PAfhwLIbuyMsQUW/7mchCZKzKZgu3EVgFR4pVX0qkJ+uGRdypw0yXL1i7t0qbbnq5cwHjImJWNprx4KksR6tZGARuvuVOvvEORbmdult5/J+ci30rJhXde1p4Os1alQHlrYF896utC2L2/CHuiEvYpDA0K0KBwNCoKGrmKKNOeSqs8ChUKVK6Yve+IhaRyfeqrHhuf7/PTdBA5k3TW45CAbzKkhtzEw2pi68HHAmk4iy2axdSYBx5QVI5GzlCvMuxTGPZEiiDt4yjapUBuUCHzerCQBFYkgckSIEupET52nbsbIePnczKn45C0Ysn6N9swAkuBLliunWcz7RMC+5/syUZGCV77jCLJg9AFQEzsAOYVmGwJQteS+VrZ2iQgNiC1S5/O455pwCFsn14NQz20Uy9sVMA+rW0z3ROjdL/Z/5SWbFah8QLdbiQGJklAfSMQjYLv2IP9+4uwLxpGg6qFz0RUDkXlUGKrzyixp9L6uu/xvzxBuDuERL0w2hw853ahBsv1lFdIwBcIzteDjy8nCS6BM82ToCIKhcnQ1sNtABjQiEYAQL0aAhDC7kaGUpkhooZQtK8UuxvD2B8JoTgURYsfI5BkFaFwFEziYDI32mKjv/b6vsplWyhaV5eh8enKstU5biMO0uZzcXG8vJ4urmXajtPtYkd2TvVMwsVh/fPZfzu+xC5D5HNhl1peQUPLdf8tpNcyTc5Pl9d5Hlv7dBMVUwjOd4ekLNqTWG++E7t/LsamXeXYFQ1hVyPDniiwN6pqHngeRQNrRAT1iLIIFDUSW4UmJuD11Wdif00e+ZQTbK6I7eRXiwtTIKc6Z3CQB94twgJ+7NixGD9+PE4++eRc1IcwYTGR1YiDT/xNAecyGNPeJ6dPZmWx1W0ZJG2JXK5AYYDCI1DBEUIYKlMRUkNQFY5QBAhJIexXAJWHUCLLqI2EUCxxlO5REJJU7cM4pNgHAFjsb6JzjdmtQFFAONdD6Y9VSncu0vyWcS5ixt/Fr4Ef1y3tm36zyJNRS6X73cH+RbxExm5zpDYz2ZwVae3QtPPc2aSWxnndg9COiNhrprRpx6Qu7DOdTTqxPSHhFJDVP0zL5XM9jFT7rkACONCoSIhwGXWREH5skLEnyrCzEdgf5dgfVdHAFTSwRjSyRk288wYoiBrhM/pf68mryfHvtHxkNtAyku4RFvC1tbUYOnQoOnfujHHjxmHs2LE46KCDclG35oflajQe7BYqeOzlTnosfAgSoiwCxiVEWVSLhVdD2K9oacMMaFQZABlhxtFCZghJQFjSHmDJ4JAlrYswPPFJDZdjwRAQRM66EwGV8fizjCZwLsicJbOvh7vr6MmjTodFOxHXGR2PHpYVJLy0k3zapFs7dIMr2804gEy/z7T2mcW+nQ4i3Z5dP++H5GMxhDuP10WB9j6TRhXYHZVRF2HYrwANUY6IoqKRK4jwKKJSBFE0GrHviD2pdjZ51SmFtmaK/yQMgRxBZzSOsIB/6aWX8OOPP+KZZ57BvHnzMGPGDAwdOhTjx4/HeeedR2vCe07c026E0SR44VMns2peeHCmvZWVA5wxqDwKpjJIkrYWroYEDgUSk6CgGJLKoDYWoV6SEFFkhGWGPVEGmTGUyBJkBoT0+asMkJnWnCZH0CR7zYIod7JZ3MKxZ96hmHES9isypnPjnRWpS7Zk2wA7FiQCp0G0TkHxRqZD1Hstcu2d2qOrJwXCOfxD2E6ceMHdR+Ek7MNbb7tnL7f1Zjcpx5fsC9dWlYmvMNOoaqJ+vwLsbuSIcI49EQURVcFeXo8oi6IB+xFlEUTVeiiIIooIONe88JqQT4yBT568avcGtURIajqFphm4w1UMfLt27TBlyhRMmTIFa9aswdy5c3HJJZegVatWuPjii3HVVVehW7duXteVsME+Fp5rL23hEsBik3J47K1zXAFHFCpjiLIIAKARIYRUGZxzSIwhojJwziBLDBEVJgEvM0CK9eKy4YHXkHI1UckDsl2VLldz7Jx6F4MWLuwHbtprMfHuvbc177i88CJebj9t0W9Rn430cnoGHa3e6PSsOdqXGEF5rUG6Ob489juHdj6VmICPcGjLIisc+xUVUZWjQVUQ4QqiLGqEzmjedy1UBkbce2rsu1FuwkWzCp8hxNGCfWkSqxuymsT6ww8/YMmSJViyZAlkWcaZZ56JTz/9FL169cJ9992H66+/3qt6Ni+crPdumcYcC29aUhKS6fEgmArFiJIHoggBDFCgIMRDiESKtaUlFRkhxhCSGCRoYl6OCXjGmCmExsmiNHn1rnl434sOBBysDWL+luc5p7m4TrnwR+Va3HtRXj4Rt4l4Dr8Hi0H2vCfieqEWkbROJ00L7NOVIPfQ4N2cN7s66/vSz5PKuWl994iqxjzxKhpUBVGuop41IMqiqGd7obAoIrweCm9ElNdrK8CrjTE/ezQl9p3HVnHTSFr7PVHUu5pV3LzhnDzwbhEW8JFIBK+88grmzp2L//znP+jXrx8mT56Miy66CGVlZQCARYsW4fLLLycB7xkWYTQWv6USX5FGD6UBENumQkEUMgdUpplBI6uH5oPjkLgEmUvgqubXD3MZEmOQVU24a154BsZg1McIpUnqydMuUBGAwbSrFVqS9+GqXLH0hSJwgkJWXtQm3ElkY+5Bt8FM7UlQvMqJiNipkNARromDVXUckO05tsueWDVDwIMbAlCFLuJ57OWEHBGuooFHoEBBhDUiiojheec8GpsfxmP/5ob3PTF0xlxiunoH0LgKANEYeDrLcYQFfMeOHaGqKkaPHo0PPvgA/fv3T0nzy1/+EhUVFR5Ur+mSaISWfU6Khz1zLDwAMGa9Ig2YCu09T1zbpnJoE/YVqCqHxOTYKvFRNEohRHgJJIQQ4iHIkBFSQpBi69lIYJAYgwRNvOsCWAIzVTl52Uutfu7PmY7fIiLbKrsdIHhynAEYIHlCnj2B6cjnC128GHwmUwh2J3lYgJpLSeBi165ebydog9kesZf3UKaqJwtjXaxr/9b+KrHvKtckeRTam1UbWSOikvaipkZWD5VHEeUNUHg0thpbFKraqC21HBP0VstGxstK9L6nfRmA8wNs5uhhUE4J4iA8XwgL+D//+c8YOXIkSkpKbNNUVFRg48aNWVWM8A7tMaBkiGetkQJUNQpJCmkingMKGgEGyJyjkQEyD0FlRZAgQYGiiXeuSXiZS5p4B4MUm2DEtNfBpnStVoLAStx7TS7EjY6YgLBucbKpnh/nzygri6L87ru89oIFv+/NXEEvbwMv7S67euX/wmRrG25t1U252QxSvBygihxzsjxOzKnXSX/dEo/70qFCe7sqB0eERaCgEQrTBLuCKJSY910LKY3GxLv+9lXd+25eNtJ23XfLc0OTV0VIfM7hND2hISzgL7nkklzUg3BE5nXh9QmtqV54JbYmfGxteKaJeK5ycKaCMW1FGs6jUFgIMkKQIENCCIzJkFkIjDPILATE/PASGFhMyCO2VSexo2cZVkiQcuVTT7rTcyl6vfII5qKOfor9XJHrx9PN7fF3U7QzJ/dgTr3tNmRjW9nkzfZYvbwnVAFRy21WT0qsj8pUYxtnqnGsKrRJqSpToELRPO6IAFxFlDdqf2PfjZh3PZRGja0BrypIjHtPXHXGajDj5jw1r9YmPbQOvHvoTaxBJs1kVlMsvOOXO8U88fqkVhY1CXAO7UVPzHghhQqVcUhce800YzIURCFBBuNMC6hhklGmZPxNmpCZRqD71ennbJAQw6vjyDTYyZZcnwcvEen0s8FOMDRlcmVnhWRffpCtDWdjm14IcK/uQdG6cJZabuKAJF4vFSrioS4Ki2pbYzHtSszLHn9Jk2J43Y2YdyTHvQPWa8DHS9cSkffdE0QnseauJgUHCfig41TEm7Jwy7XhdRGve+LBJaODYFyCyhRITAZj2oo1DAwyDwEsFv3OJbCYYNdkv7ZspV4HxszfdSQmw45cCYl0gwYv8VywGKfDfyHkt/jyS6CnJwh18BvJhxj15ivkvbXr7PflRX3SC1rBfTkclKhJa60nDgI4V0zbOBRN4MdWWVMS4tkV6BNUE8JljJc2cWPFGc3zru1LP++2ce+Wb121OEfkLs6I6CTW5thi20ECvuCwWXXGJpQmvjZ8qiceTDVWp+FQIfEQOBg4VyFJACBBYQA4ICMEBQCLmQyHFNs/jPpIXPN+MJgFu4qo7dGwNOI+G/x8nC8hN8cA5N4jn4iTV5M0FZqj1z2RXNtVoi35NZjOJ14KXMA7+0wWwW7xMpxGF9+iZfKEY4l743Whrca+qYZw1xdliAv0hJVmdG974r9jpcTrGQ+dcQWJd0fQJFb3kIAPALo92napGVak0fIyWxHPecwznhQTzzkDYxxMVcEgQWEJb5uL3SW691xlkVhHHDHKY7H9GiEzLDEG3txp23rkkuPUmV+dvX+iwssVMzKRPHhq6nC3HSx1Ao4Iqj1lO0APwpyHtLYrWD1vY/s9Hoxwsf3ZPTEwDZIMwR73wGt/46JcL1uNDRiMWPck4W5e6z221wyed6OshFoT7qBJrO4hAV8opBHx1umSPfGICXlFW1IytiikSchDhcpVgElGY6ZyLZ0urLVlI/UlK6VYTfR6mOtj18mmFQUO7k4/BbEJ3wYXCUU2A+9lPvHacxo0gmI/TTGkxo8QMM/tU1BMOyH7ybLpB+Epg63EN6MmeeCNv4me9sRwmBThnlh+hrAZ2zol/Z7G807iMxWaxOoeEvAFjc0LnixFfLLojXvjtSxJYTV6h8viDSODpIl7roDFQm1YgthPFQsWnTaTwNOE1KRDP758hHowyIDDR79eIjVxgZlv8rEqiV9IYIEZoChAXgbAOSMHQtiKXNin66dWafeZRT0znEsrG04W7Hod4qI8/jdRuGt54l73OIlhNDbinZRjTtA88M6dciJpmzok4AOEeChNcv5MIj7RE6+H1CR48jk3vPHgSmxdd215Sa3zVeITVo08ZuFuFQLj5HF3rkNnst9/JLvyXXog8ya/cnk9fBI/zZ2cnOVs7KI5658c23yuBmqi4S9e7s9uUMCtPPAJx2+Ib0vRrqWO5zF73U35LcR7ap2ced+bs+lngmLg3UMCvuAxh9JYr0yT7InXJrfGv8d+h5owyRWxbZqQ1+dUcY6YF12Jr3QTy6f9nuqNT7zf7IS0k4lN2cS9etURuR0I5KKDzemgp4mIbK8FSKHima3k4XzmOgwoKE8pdHJps7nad7ZzCjLVK/kapXxPEO2JvxvLQiZ43BNj3U15TTjxvDsPnSHsoRAa95CADyBaaIvdjzHrTRMPb4h4U1q9sdLj13VvA6CtVKMJ8vhTACkmqlksjRIXATHvPE/wvhuPZQ2hYBbkLP4aWEfkI3bXUZk+h9GkFV55COlp6hSC4HclxgNoK/l+8ZNTAjHhtVA9+C72m/bNr9yZkLf2tgOw8tTbed5tJ6ya95OJ/FtPsOEAFIGTJJK2qUMCPqCkFfGWpPHEm0Jv7OPi9TXj9fKBRFHLkjoRc4x8fCeqpRDWPfdOSY7TTI3h9x4nnY3fAws3HXdQJi76SdC8qLnErZgLml1QP2zGDxvOZRlphbejHbiJhU9aajJJuJvzJXvcrd6umireU7GoJ7mFXaPFwDs/f0EYUAcFEvABJqMn3mJialoRD6T1xmvb4vHx2j7i4TRA4qRXvfFLrSGzW8OYK66FuFX7mA9BknECWCAm6gXP20oEAed24ceAubmRtcAVLrBwBgROzo31wDVJwJvqY+VtB9IKd+2HhP058LzTqjNZIRpCQzHwcUjABxxPRXxKnrg3HkBCfHyikE9MmxTPDgmpTVSypz6Z7AVuYux9kGCQmkzsONG84QHz1jcJ8tA2+OLV92hg4uzJUmpZqceYXrinbifxnk9E14HPlnvuuQdTp07Fddddh4ceeggAUF9fjxtuuAELFixAQ0MDqqqq8Nhjj6F9+/Y+1kwcEvCFjq2IByxf9qTnAUzeeG1z4moyyTHyOoqFgE7f2ZsmtDqOxU2z2o7PLaPTmONcLM+WKwrBw+q7x7IJI3y9aSDqK37buj9zPbKc2Jp28GH9W+p5dCDatR8Tys0wqdUiD+Ee4VVosijrww8/xOOPP45+/fqZtl9//fV47bXXsHDhQpSXl2PSpEk4//zz8d///jeL0nIPCfgCIGM8fIblJeP7SeeNB0zrypti5PVGUDZ+02FJg4A4iU8B3MSW+9E4OhM1QZ3YmM3KIs1RHAf1OjqFrnfzw3+bza2duHsiYJ/H2q6VDGlEVo+xKTvD/UR3mwBcbCzktinbs2cPxowZg7/+9a+46667jO21tbX4+9//jvnz5+O0004DAMydOxc9e/bE+++/j+OPP95dgT5AAr5AcCTiAQtBDiSH1AAW3ngjr7VHXiNqMfEVgOWbVeONqBPvX+aGPdiP9PMSjx/AlUWI3JGf6x38JzXBJv9Szt9QQ/9i4u3mdGQU7Foi81cPve75v+KFBYeY1ehp6+rqTNuLi4tRXFxsm+/qq6/GWWedhaFDh5oE/OrVqxGJRDB06FBjW48ePdCpUyesXLmSBDzhDY5WpnEQUqPtK8GL7kDM6/mtGtbESbB2VbIW+SLYlxGEcBB3nWSwByUE4RVBWwFHhKDNtbEmD/H1OXmq42yQmrlst6LdJq9F/pSfM9SIsEY0hIZzIBKJoLy83LR9xowZmDlzpmWeBQsWYM2aNfjwww9TfqupqUFRUREqKipM29u3b4+amhrnFcsDJOALDPciHkie4Brfp8XLn9IOBGDaT3Jjai2onTTM7kR+LsMDcjs4KARhQDQt8iOkC0ME+03+z4l/oVXZPT1yJdjjmVM3eSzeCfdwFyE04XAYO3bsMG23875v2bIF1113HZYsWYKSkpJsqho4SMAXINmLeB0Bj7zxo3lVGjPx+HlRElfACRL6ajwE0TTQ7rEgPLVqrgRrPoJ/bW72x+1gwJN2VRhB0Z5hf/H9EtngNoSmrKzMUfrVq1dj+/btOProo41tiqLgnXfewV/+8he88cYbaGxsxK5du0xe+G3btqFDhw4CNfMfEvAFimMRD6SZ4CrgkXe0T7vbMLPXz73ozzV+dXA0UCD8I1gi0oxfg4sgnwNx8uP8yN05FHw64Uq4ZyiHxLtv5HIS65AhQ/Dpp5+ato0bNw49evTALbfcgkMOOQThcBhLly7FiBEjAABffvklNm/ejEGDBokV5jMk4AsY3Y6zE/KZPfI6KSvY2JE29EYUe/Ef9A5YTIgE7+kDQbgju8FosO/rwrlP83sePQ4PEjiWzG/qzFA3h2UF2UoLCRVi1iJ63lu3bo0+ffqYtrVs2RJt27Y1to8fPx5TpkxBmzZtUFZWhmuuuQaDBg0K9ARWgAR8k8CRNx5wsNyktUc+Xk7SCjbpykkkK4+a244g/5PmgiBEmluoRBDOuQhN8/oUjsgtFIJh1z7F7Ls41syiHcg2BMdcHuEZnAvZdy7uhT//+c+QJAkjRowwvcgp6JCAbyJ4440HrFaeSS3L+gbKGHbjBtcCJ/8TxOzxb3ARjI6fsKO5X5+gDGCa1nUIQNuXg/PpTKQn451o1+pAeA3n/r3ISeett94yfS8pKcGjjz6KRx991IO9+wcJ+OZKRiGv4+xtq0BqA5vRU+8E0Y4gIIIgPQHoYAPwhEKMIJyzXFBo18FbmpZwziUBsn+frpk7wa7j8HyReM87HGLnlq5DnED1HpdddhkYY6bPsGHDMuZ79NFH0aVLF5SUlGDgwIH44IMPfKhtMBG9GYw1nBwt05X8yVQXsf88IfF48vUpCKyuZ5A/TZV8n1e6Zs4o8HMZgPYtN/2Bi/MleCzCfSohBAegcuefgulifSBwHvhhw4Zh7ty5xvd0b9YCgOeffx5TpkzBnDlzMHDgQDz00EOoqqrCl19+iQMPPDDX1Q0sjuPiTZkyxcgnk9hQZj8WzNRoe+LR94NctjAF8YSBIICmJ+IDSMDUjGeOmLS4tCtXsfVErhEOoaGLYhA4AV9cXCy09uaDDz6ICRMmYNy4cQCAOXPm4LXXXsOTTz6JW2+9NVfVLAgcx8WbMrmdgJquUfXmQU+uO4eCGCAErMMmmgA0KMw9BXLf+iPA0+HhoM/lOc/3GWiOiNhd/m00OAQqhAbQJhcceOCB6N69O373u9+lvG0rkcbGRqxevRpDhw41tkmShKFDh2LlypW2+RoaGlBXV2f6NGWyegToSVhIYTxeF33E63n4D0Hkg2YdSuaAJnQugtWO5ahfyOKcB+dKNR9EQ2jIAx8nUB74YcOG4fzzz0fXrl2xYcMG/P73v8cZZ5yBlStXQpZT1xb+6aefoCgK2rdvb9revn17fPHFF7blVFdX4/bbb/e8/kHHlUfeyGxx1+RleUgggOPOJi3ivX4y0ZTPlRUF8WQnFwRIuDYVgn3v+OyY8ci+gnxGmwOi4y1qVuLkTcA/++yzuOKKK4zv//73vzFq1Cjje9++fdGvXz8cdthheOuttzBkyBDPyp46dSqmTJlifK+rq8Mhhxzi2f6DTrL9u5YXdndSzh/Je9lRBG8wEDSCLRqCTyGcv2Y7yPCBQrj+qQToKWlOlqQkggIHh0ohNK7Im4A/99xzMXDgQOP7QQcdlJLm0EMPxQEHHIBvvvnGUsAfcMABkGUZ27ZtM23ftm1b2jj64uLijJNjmxOuJrym3aHbOPp8INpRkeAnmh5edYpNeSDQNIVDgIS6To5drE3xKhYyHOSBd0veBHzr1q3RunXrtGm+//577NixAx07drT8vaioCMcccwyWLl2K4cOHAwBUVcXSpUsxadIkr6vcpEm8Jzzvgp3ccYEW+Ynku8OjAQQRXJqmyC0U8t02OSAP6ossMthwiFluAVi5bwQmBn7Pnj24/fbbMWLECHTo0AEbNmzAzTffjMMPPxxVVVVGuiFDhuDXv/61IdCnTJmCsWPH4thjj8WAAQPw0EMPYe/evcaqNIQ4WcXKuy40X+E4hQY1X4UJDbwILyig+z+PrlIS7YUD54AiMDNVJRe8QWAEvCzL+OSTTzBv3jzs2rULlZWVOP3003HnnXeawl02bNiAn376yfh+4YUX4scff8T06dNRU1OD/v37Y/HixSkTWwlxrG4T3+W025uVhD8RKPItvGgAESzybQ9ZEEABFbwaEU4RjYEv4DvHcwIj4EtLS/HGG29kTPfdd9+lbJs0aRKFzPhEXrzzbmhSYTsEkS1uuj0S/e5oQhIjgGJdJ7g1I0SgVWjcExgBTxQWgfDOZ4uXLQENBogmRxMSokQqBaKECqOWhFu0GHgRDzxZhA4JeMIzPFueshAR7QxJ8BME4RcFItZ1Cqu2RDaIrkJDxhGHBDyRM9LdZ81evhZYh0qkgQZjRD4p4LakcGtOeIV4DDxZjQ4JeCIvNGtvPdG08EJA0SCAcEIBi3WABDuRCudiK8vQKjRxSMAD4DGDUBQlzzUhMkEyhyAcQjdLYdDE9EgTO5wmha5xeKBEMBd6fwS9ayIOCXgAu3fvBgCsW/dxfitCEARBEASRQ3bv3o3y8vJ8VwOA+IucSL7HIQEPoLKyElu2bEHr1q3B6FE2AKCurg6HHHIItmzZgrKysnxXh8gAXa/Cg65ZYUHXq7Cg65UK5xy7d+9GZWVlvqtiQKvQuIcEPABJknDwwQfnuxqBpKysjBq/AoKuV+FB16ywoOtVWND1MhMUz7sOBxcK6QlW+E9+IQFPEARBEARB+A69idU9JOAJgiAIgiAI3xENoaFJrHFIwBOWFBcXY8aMGSguLs53VQgH0PUqPOiaFRZ0vQoLul6FAY/54J2nJx+8DuMUUEQQBEEQBEH4yOjRo/H+S9/jkOLjHOfZp+zEeuUF7Nu3L4c1KwzIA08QBEEQBEH4Dq1C4x4S8ARBEARBEITvaAE0IiE0JOB1SMATBEEQBEEQeYCDMwEBL5C2qSPluwKEP0QiEdxyyy3o27cvWrZsicrKSlx66aXYunWrKd3OnTsxZswYlJWVoaKiAuPHj8eePXvS7ru+vh5XX3012rZti1atWmHEiBHYtm1bLg+nWfDPf/4Tp59+Otq2bQvGGD7++OOUNG7OPecc06dPR8eOHVFaWoqhQ4fi66+/ztFRNG8effRRdOnSBSUlJRg4cCA++OCDtOkXLlyIHj16oKSkBH379sXrr7/uU02bF++88w7OOeccVFZWgjGGl156yfS723tE9HoTzqiursZxxx2H1q1b48ADD8Tw4cPx5ZdfmtJQW1iY6MtIinwIDRLwzYR9+/ZhzZo1mDZtGtasWYN//vOf+PLLL3Huueea0o0ZMwafffYZlixZgldffRXvvPMOJk6cmHbf119/Pf71r39h4cKFePvtt7F161acf/75uTycZsHevXsxePBg3HvvvbZp3Jz7++67D7NmzcKcOXOwatUqtGzZElVVVaivr/f6EJo1zz//PKZMmYIZM2ZgzZo1OPLII1FVVYXt27dbpl+xYgVGjx6N8ePHY+3atRg+fDiGDx+OdevW+Vzzps/evXtx5JFH4tFHH7X83c09Inq9Cee8/fbbuPrqq/H+++9jyZIliEQiOP3007F3714jDbWFhYkaC6Fx+h+tQpMAJ5otH3zwAQfAN23axDnnfP369RwA//DDD400//73vzljjP/vf/+z3MeuXbt4OBzmCxcuNLZ9/vnnHABfuXJlbg+gmbBx40YOgK9du9a03c25V1WVd+jQgd9///2m/RQXF/PnnnsuJ/VvrgwYMIBfffXVxndFUXhlZSWvrq62TH/BBRfws846y7Rt4MCB/IorrshpPZs7APiiRYuM727vEdHrTbhn+/btHAB/++23OefUFhYqo0aN4geVDOTHVFzh+NO79YW8tLQ031UPBOSBb8bU1taCMYaKigoAwMqVK1FRUYFjjz3WSDN06FBIkoRVq1ZZ7mP16tWIRCIYOnSosa1Hjx7o1KkTVq5cmdP6N3fcnPuNGzeipqbGlKe8vBwDBw6k6+UhjY2NWL16tek8S5KEoUOH2p7nlStXmtIDQFVVFV0Xn3Fzj7i53oR7amtrAQBt2rQBQG1hIcMZh8pUoY8IuQq/CgIk4Jsp9fX1uOWWWzB69GiUlZUBAGpqanDggQea0oVCIbRp0wY1NTWW+6mpqUFRUZExCNBp3769bR7CG9yce317+/btHechxPnpp5+gKIrQea6pqaHrEgDc3CNurjfhDlVVMXnyZJx44ono06cPAGoLCxkuGEIjsmINkLvwqyBAAr6J8uyzz6JVq1bG59133zV+i0QiuOCCC8A5x+zZs/NYS0In3fUiCIIgNK6++mqsW7cOCxYsyHdVCA9QoUJB1PFHhSK0/8WLF+Oyyy5D7969ceSRR+Kpp57C5s2bsXr1agDa05y///3vePDBB3HaaafhmGOOwdy5c7FixQq8//77uThkz6BlJJso5557LgYOHGh8P+iggwDExfumTZuwbNkyw/sOAB06dEiZcBWNRrFz50506NDBspwOHTqgsbERu3btMnk/tm3bZpuHSMXueqXDzbnXt2/btg0dO3Y05enfv7+7yhMpHHDAAZBlOeUxbKZrI5KeyA1u7hE315sQZ9KkScbiCgcffLCxndrCwoXHJLxT9LR1dXWm7cXFxSguLs6YXzT86vjjj3dcN78hD3wTpXXr1jj88MONT2lpqSHev/76a7z55pto27atKc+gQYOwa9cuY2QKAMuWLYOqqiZxmcgxxxyDcDiMpUuXGtu+/PJLbN68GYMGDcrNwTVBrK5XJtyc+65du6JDhw6mPHV1dVi1ahVdLw8pKirCMcccYzrPqqpi6dKltud50KBBpvQAsGTJErouPuPmHnFzvQnncM4xadIkLFq0CMuWLUPXrl1Nv1NbWMiILiTJEYlEUF5ebvpUV1dnLMmr8KvAkO9ZtIQ/NDY28nPPPZcffPDB/OOPP+Y//PCD8WloaDDSDRs2jB911FF81apV/L333uPdunXjo0ePNn7//vvveffu3fmqVauMbVdeeSXv1KkTX7ZsGf/oo4/4oEGD+KBBg3w9vqbIjh07+Nq1a/lrr73GAfAFCxbwtWvX8h9++MFI4+Tcd+/enf/zn/80vt9zzz28oqKCv/zyy/yTTz7h5513Hu/atSvfv3+/b8fWHFiwYAEvLi7mTz31FF+/fj2fOHEir6io4DU1NZxzzi+55BJ+6623Gun/+9//8lAoxP/0pz/xzz//nM+YMYOHw2H+6aef5usQmiy7d+/ma9eu5WvXruUA+IMPPsjXrl1rrMjl5B457bTT+COPPGJ8z3S9Cff87ne/4+Xl5fytt94y9V379u0z0lBbWHiMGjWKH1B6JO/eZpTjT9fyM3lpaSmvra01ferr6zOWd+WVV/LOnTvzLVu2GNueffZZXlRUlJL2uOOO4zfffLOnx+s1JOCbCfpShFaf5cuXG+l27NjBR48ezVu1asXLysr4uHHj+O7du1P2k5hn//79/KqrruK/+MUveIsWLfivf/1rk8gk3DF37lzL6zVjxgwjjZNzD4DPnTvX+K6qKp82bRpv3749Ly4u5kOGDOFffvmlT0fVvHjkkUd4p06deFFRER8wYAB///33jd9OOeUUPnbsWFP6F154gR9xxBG8qKiI9+7dm7/22ms+17h5sHz5cst7S78eTu6Rzp07m+5FztNfb8I9dn1XYrtGbWHhMWrUKN62tC/v1mak40/n8mGulpG8+uqr+cEHH8y//fZb0/alS5dyAPznn382be/UqRN/8MEHszm8nMM45/RaK4IgCIIgCMI3Ro8ejSUvr8MvSrs7ztOo7MaPje9i3759jtJzznHNNddg0aJFeOutt9CtWzfT77W1tWjXrh2ee+45jBgxAoAWftWjR4/Ax8DTJFaCIAiCIAjCdzg4VC4wiVUgLaCtWjR//ny8/PLLaN26tRHXXl5ejtLSUpSXl2P8+PGYMmUK2rRpg7KyMlxzzTUYNGhQoMU7QAKeIAiCIAiCyAP65FTn6cWCRvSlsk899VTT9rlz5+Kyyy4DAPz5z3+GJEkYMWIEGhoaUFVVhccee0yonHxAITQEQRAEQRCEr4wePRpvvPwxyksOc5wnouzBzsgHjkNomjLkgScIgiAIgiB8R38Tq1NE38TalCEBTxAEQRAEQfgOj0l4kfSEBgl4giAIgiAIwn+4Ci4wMVUkbVOHBDxBEARBEAThO6pgCI2It76pQwKeIAiCIAiCyAMqOAQ88CTgDaR8V4AgCKIp8fe//x2nn356Xsq+9dZbcc011+SlbIIgCFE4ODhXhT6EBnngCYIgPKK+vh7Tpk3DwoUL81L+jTfeiEMPPRTXX389Dj300LzUgSAIwim0Co17yANPEAThES+++CLKyspw4okn5qX8Aw44AFVVVcbLSwiCIAIN5+BcEfiQgNchAU8QBJHEjz/+iA4dOuCPf/yjsW3FihUoKirC0qVLbfMtWLAA55xzjmnbZZddhuHDh+OPf/wj2rdvj4qKCtxxxx2IRqO46aab0KZNGxx88MGYO3eukee7774DYwwvvPACTjrpJJSWluK4447DV199hQ8//BDHHnssWrVqhTPOOAM//vijqbxzzjkHCxYs8OhMEARB5A59GUmRD6FBAp4gCCKJdu3a4cknn8TMmTPx0UcfYffu3bjkkkswadIkDBkyxDbfe++9h2OPPTZl+7Jly7B161a88847ePDBBzFjxgycffbZ+MUvfoFVq1bhyiuvxBVXXIHvv//elG/GjBm47bbbsGbNGoRCIVx00UW4+eab8fDDD+Pdd9/FN998g+nTp5vyDBgwAN9//z2+++47T84FQRBEzhCOf6d14HVIwBMEQVhw5plnYsKECRgzZgyuvPJKtGzZEtXV1bbpd+3ahdraWlRWVqb81qZNG8yaNQvdu3fH5Zdfju7du2Pfvn34/e9/j27dumHq1KkoKirCe++9Z8p34403oqqqCj179sR1112H1atXY9q0aTjxxBNx1FFHYfz48Vi+fLkpj17+pk2bPDgLBEEQuUPzwCtCH0KDJrESBEHY8Kc//Ql9+vTBwoULsXr1ahQXF9um3b9/PwCgpKQk5bfevXtDkuL+kvbt26NPnz7Gd1mW0bZtW2zfvt2Ur1+/fqY8ANC3b1/TtuQ8paWlAIB9+/ZlPD6CIIj8woXi2ikGPg554AmCIGzYsGEDtm7dClVVM4aktG3bFowx/Pzzzym/hcNh03fGmOU2VTV3TolpGGOW25Lz7Ny5E4AWBkQQBBFkOBddRpJCaHRIwBMEQVjQ2NiIiy++GBdeeCHuvPNO/Pa3v03xdidSVFSEXr16Yf369T7WMpV169YhHA6jd+/eea0HQRBEJvRlJEX+IzRIwBMEQVjwhz/8AbW1tZg1axZuueUWHHHEEbj88svT5qmqqkqJY/ebd99911i5hiAIIsiIvsgJFEJjQAKeIAgiibfeegsPPfQQnnnmGZSVlUGSJDzzzDN49913066xPn78eLz++uuora31sbZmFixYgAkTJuStfIIgCKdwrkDlEYFPNN9VDgyMU0ARQRCEZ4wcORJHH300pk6d6nvZ//73v3HDDTfgk08+QShEaxQQBBFcRo8ejX+8+B+EQxWO86hqI5i8gybpgzzwBEEQnnL//fejVatWeSl77969mDt3Lol3giAKAprE6h7ywBMEQRAEQRC+Mnr0aLy4cDFCoTLHeVQ1Ajm0izzwoHXgCYIgCIIgiDzARdeBp1VoDEjAEwRBEARBEP6jry7jOD0FjeiQgCcIgiAIgiDyAAeEvOrkgdchAU8QBEEQBEH4jnAIDa0Db0ACniAIgiAIgsgDXCiunWLg45CAJwiCIAiCIHxHX0ZSJD2hQQKeIAiCIAiCyAMcgCKQXiRt04YEPEEQBEEQBJEHxFahIQ98HBLwBEEQBEEQRB6gVWjcQgKeIAiCIAiC8B8uKOC5CkDKVW0KChLwBEEQBEEQhO/whP87S08hNDok4AmCIAiCIIg8IBpCQwJehwQ8QRAEQRAEkQd4LIxGID0BAGCcpvQSBEEQBEEQPsKYHssuC+TSlp0k6UozAQiCIAiCIAifeemlRdAEuYgYVwGw3FSowCAPPEEQBEEQBOErnHNIkgRNkDvxwmve9++//x4HHXRQbitXAJAHniAIgiAIgvAVxhjef/99OPPC629sZSTeY5AHniAIgiAIgsgLzmLhVQAqamtrUVZW5kOtgg954AmCIAiCIIi8sGHDN0jvhdeWmnz00UdJvCdAHniCIAiCIAgib6T3wmve98bGRoTDYR9rFWzIA08QBEEQBEHkjZ9++hHWL3XSti1atIjEexLkgScIgiAIgiDyCmMyNAEvI75UpAKAQ1VVMEbLRyZCHniCIAiCIAgir+zfvzf2L57wl2PlypUk3i0gAU8QBEEQBEHklZKSEjzzzDPQvPB6OA3D8ccfn9+KBRQKoSEIgiAIgiDyjqqqkGU9hIbjm2++wWGHHZbvagUS8sATBEEQBEEQeUeSJCxduhSaB56ReE8DeeAJgiAIgiCIwPD222+jf//+KC8vz3dVAgsJeIIgCIIgCIIoICiEhiAIgiAIgiAKCBLwBEEQBEEQBFFAkIAnCIIgCIIgiAKCBDxBEARBEARBFBAk4AmCIAiCIAiigCABTxAEQRAEQRAFBAl4giAIgiAIgiggSMATBEEQBEEQRAHx/wGKyPMay8CfvAAAAABJRU5ErkJggg==", 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", 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" ] @@ -1423,7 +1461,6 @@ "sim_data_with_load.plot_field(\n", " field_monitor_name=\"propagate\", field_name=\"Ez\", val=\"abs\", f=freq0, ax=ax1\n", ")\n", - "update_axis_with_format(ax1, formatter, \"x (mm)\", \"y (mm)\")\n", "ax1.set_title(\"Cross section at z = 0.5 mm\")\n", "plt.show()" ] @@ -1437,12 +1474,12 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 24, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -1454,7 +1491,6 @@ "source": [ "# Retrieve monitor data from the completed simulation\n", "voltage_time_data = sim_data_with_load[\"time_voltage_yz\"]\n", - "voltage_freq_data = sim_data_with_load[\"freq_yz\"]\n", "\n", "# The path for the voltage integral is defined by its center and size along a desired axis.\n", "voltage_path = microwave.VoltageIntegralAxisAligned(\n", @@ -1467,8 +1503,6 @@ "# Compute voltage\n", "voltage_time_domain = voltage_path.compute_voltage(voltage_time_data)\n", "\n", - "voltage_freq_domain = voltage_path.compute_voltage(voltage_freq_data)\n", - "\n", "# Plot the time domain voltage that is observed at the x = 0 position of the microstrip\n", "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(6, 3))\n", "max_voltage = max(abs(voltage_time_domain))\n", @@ -1483,20 +1517,480 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "In the time domain, the reflected voltage waves are easily spotted, and as expected their amplitudes are much smaller than the incident wave. Also note that the left-hand side of the microstrip was left open-circuited, which results in large reflections for waves that propagate back to the source position. As a result, multiple reflections are observed in the plot." + "In the time domain, the reflected voltage waves are barely visible, and as expected their amplitudes are much smaller than the incident wave. Also note that the left-hand side of the microstrip was left open-circuited, which results in large reflections for waves that propagate back to the source position. As a result, multiple reflections are observed in the plot." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## References\n", + "## Calculating the Impedance of a Lossy Transmission Line\n", "\n", - "[1] David M. Pozar, \"Microwave Network Analysis\" in Microwave Engineering, 4th ed. 2011, ch. 4.\n", + "Finally, we may also analyze lossy transmission, which uses the same steps as shown previously. We simply replace the substrate medium with a lossy dielectric defined by a constant loss tangent. We need to add one additional step, which is to use the `FastDispersionFitter` to create a complex conjugate pole-residue model that approximates the constant loss tangent model." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "47b46cadcec841d3a0da385b2cb26a79", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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+      ],
+      "text/plain": []
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Use FastDispersionFitter to create a material with an approximately correct loss tangent for the frequency range.\n",
+    "diel = FastDispersionFitter.constant_loss_tangent_model(\n",
+    "    4.4, 0.025, (freq_start, freq_stop), tolerance_rms=1e-6, number_sampling_frequency=100\n",
+    ")\n",
+    "\n",
+    "# Now update the substrate with the lossy dielectric\n",
+    "lossy_substrate = substrate.updated_copy(medium=diel)\n",
+    "sim_with_loss = sim.updated_copy(structures=[lossy_substrate, strip])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "
14:05:39 EDT Created task 'impedance_calc' with task_id                         \n",
+       "             'fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee' and task_type 'FDTD'.  \n",
+       "
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+       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b57\n",
+       "             6-4b8b-b70a-f99a04a8d6ee'.                                         \n",
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+       "
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+       "
14:06:07 EDT Maximum FlexCredit cost: 0.389. Minimum cost depends on task       \n",
+       "             execution details. Use 'web.real_cost(task_id)' to get the billed  \n",
+       "             FlexCredit cost after a simulation run.                            \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m14:06:07 EDT\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m0.389\u001b[0m. Minimum cost depends on task \n", + "\u001b[2;36m \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n", + "\u001b[2;36m \u001b[0mFlexCredit cost after a simulation run. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
14:06:15 EDT status = queued                                                    \n",
+       "
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             To cancel the simulation, use 'web.abort(task_id)' or              \n",
+       "             'web.delete(task_id)' or abort/delete the task in the web UI.      \n",
+       "             Terminating the Python script will not stop the job running on the \n",
+       "             cloud.                                                             \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or \n", + "\u001b[2;36m \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI. \n", + "\u001b[2;36m \u001b[0mTerminating the Python script will not stop the job running on the \n", + "\u001b[2;36m \u001b[0mcloud. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "fe7478e9c687494cbcd3f1f5b784103a", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
14:06:28 EDT status = preprocess                                                \n",
+       "
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+     "metadata": {},
+     "output_type": "display_data"
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+    {
+     "data": {
+      "text/html": [
+       "
14:06:32 EDT starting up solver                                                 \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m14:06:32 EDT\u001b[0m\u001b[2;36m \u001b[0mstarting up solver \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
             running solver                                                     \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mrunning solver \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "971d716f222c40d8b2ee77a474dc4e68", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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+       "
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14:07:03 EDT status = success                                                   \n",
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14:07:05 EDT View simulation result at                                          \n",
+       "             'https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b57\n",
+       "             6-4b8b-b70a-f99a04a8d6ee'.                                         \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m14:07:05 EDT\u001b[0m\u001b[2;36m \u001b[0mView simulation result at \n", + "\u001b[2;36m \u001b[0m\u001b]8;id=584120;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=523978;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=584120;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=484563;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=584120;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee\u001b\\\u001b[4;34m-6c2e2886-b57\u001b[0m\u001b]8;;\u001b\\\n", + "\u001b[2;36m \u001b[0m\u001b]8;id=584120;https://tidy3d.simulation.cloud/workbench?taskId=fdve-6c2e2886-b576-4b8b-b70a-f99a04a8d6ee\u001b\\\u001b[4;34m6-4b8b-b70a-f99a04a8d6ee'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "a8c81e688d0e41c1af902f06ab2d6f84", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n"
+      ],
+      "text/plain": []
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "
14:07:13 EDT loading simulation from simulation_data.hdf5                       \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m14:07:13 EDT\u001b[0m\u001b[2;36m \u001b[0mloading simulation from simulation_data.hdf5 \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sim_data_with_loss = web.run(sim_with_loss, \"impedance_calc\", solver_version=\"release-25.2.4\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "After the simulation is complete, we compare the computed impedance to the model from `scikit-rf`, demonstrating a close agreement." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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gqTkReURgYKC3h0DkEYxlMgrGMhkFY5moNpaaNwJLzYmIiIiIiIyPpeYtAEtnyNcpioKNGzdCURRvD4WoWRjLZBSMZTIKxjIZhadzPnNTV7Tb7cjNzUV5eTliYmIQFRXlyXG1aJIkeXsIRM0iSRIiIyMZy+TzGMtkFIxlMgrGMhmFp2O4UaXmJSUl+Pzzz/H1118jLS0NNpsNQghIkoQ2bdpg9OjRuPvuuzFw4ECPDrKlYKk5ERERERGR8Xmt1PzNN99Ehw4dsGDBAowaNQqLFy/G1q1bsXfvXqxfvx7PPfccFEXB6NGjMXbsWGRmZjZ7cC0VS83J1ymKgnXr1rEMjHweY5mMgrFMRsFYJqPwWqn5xo0bsXbtWvTo0aPO5wcNGoQ777wTH374IRYsWIDU1FR06dLFYwNtSWSZpTPk22RZRuvWrVm5QT6PsUxGwVgmo2Ask1F4OufjXc0bgaXmRERERERExse7mrcALDUnX6coCtauXcsyMPJ5jGUyCsYyGQVjmYyixdzV3Gq1Yvv27cjLy4OmaW7PXX311c0eWEvGUnPydbIso3PnzqzcIJ/HWCajYCyTUTCWyShaRKn58uXLMW3aNJw8ebL2BiXJsGeEWWpORERERERkfC2i1Pz+++/HjTfeiJycHGia5vZl1KTb1fkwRzI2RVGwatUqloGRz2Msk1EwlskoGMtkFJ7O+ZqUeB8/fhwPP/ww4uLiPDoYX8FSc/J1siyjZ8+erNwgn8dYJqNgLJNRMJbJKDyd8zXpN+KGG27AmjVrPDoQXyJJfCMh3ybLMmJjY/lHkXweY5mMgrFMRsFYJqPwdM7XpGu8y8vLceONNyImJgbJycmwWCxuzz/wwAMeG2BL4qzzDw0Lh5+fn7eHQ9Rkdrsdq1atwogRI2r9/hL5EsYyGQVjmYyCsUxGYbPZUFJc5LFrvJuUeH/88ce45557EBAQgFatWkGSqk/DS5KE/fv3N3tgLZEz8Y6IjITJ1OQbwhN5naZpKCwsREREBI9Ik09jLJNRMJbJKBjLZBSqqqCwoMC7iXd8fDweeOABzJ49+7z6heJdzYmIiIiIiIyvRdzV3GazYdKkSedt8sm7NJKvs9vtWLp0Kex2u7eHQtQsjGUyCsYyGQVjmYzC0zlfk854P/TQQ4iJicFTTz3l0cG0dPpRj8goyCaTt4dD1GRCCJSUlCA0NNTtUhEiX8NYJqNgLJNRMJbJKDRVRUFBvsfOeDfpQmVVVTF37lz88ssv6NWrV60bJ7z55pvNHliLxjcR8nGSJCEsLMzbwyBqNsYyGQVjmYyCsUyG4eGcr0mp+44dO9C3b1/Isoz09HRs2bJF/9q6datHB9gSna7s4Pe/NuP3TZux/8AR5BcUwWZjmQ21PHa7HT/++CPLwMjnMZbJKBjLZBSMZTKKFlFq3hLk5+fj/vvvx88//wxZlnH99dfjnXfeQUhIyBnXFUJg3LhxWL58OX744Qdcc801DXrNhpSaf/L+O7D5JdZ4PRuErEIO8ENwcDCiIsIQ3yoaiTGxCAsLQVBgAEtx6JwSQsBqtSIggLFHvo2xTEbBWCajYCyTUbSIUvOWYMqUKcjJycGKFStgt9txxx134O6778aXX355xnXffvvts/ZG0LYiHapyHCWmVig1t0KlKRiS5AdJAKgAyiqsKDtpxeF9eQB2AQCEUKGhEjBLMAcGICw0BNGREYiPjkZ4cChCgoIQ4O8PPz8LTCaZb2LkEWazz/76E7lhLJNRMJbJKBjLRLU1+Yz3ypUrsXLlSuTl5UHTNLfnPvnkE48Mrj4ZGRm48MILsXHjRgwYMAAAsHz5cowbNw5HjhxBYmJivetu3boVEyZMwKZNm5CQkNCkM96hYeHw8/Oru1P279BOZaEibx+sJ7NgK8iBvaISqmpChSkCJeZWKDVHVX1vhTJTBITU8Bu1CaFC02wQUKBBhSYJQJYgzGbIFhPMFjP8LBYE+PshIMAfQQEBCA0KRuvYOLSNTYCf2XLmFyHDs9vtWLZsGcaNG1frHg1EvoSxTEbBWCajYCyTUdhsNpQUF3n3c7xfeOEFvPjiixgwYAASEhJqnYH94Ycfmj2w0/nkk0/wyCOPoKCgQG9TFAUBAQH49ttvce2119a5Xnl5OQYMGIBXX30VEydOhCRJHi81r5cQQNlJoOgwUHgEasEhlJ/Yh8pT2agoLoZiU2AXASitSshLTFEoN0eiUg6ETQqEXQ6EkJq3wzXNBrtSApuohM0kwRQYgJCwYERHOM6ut4tNQEJkLAL9Apr1OtTyCSGgKArMZjMrKMinMZbJKBjLZBSMZTKKFlFq/uGHH2LhwoWYOnVqswfQFLm5uYiNjXVrM5vNiIqKQm5ubr3rPfTQQxg6dCgmTpzYoNeprKxEZWWl/th5jELVNMgmE1RVBQCYaix/8sknyMvLw8SJE9GlSxfIsgxZlqEEREIOagW5dT8IRUGwLCNUlmG322EymSBrdthPHYS5NAdS8VHYC45Asx6BUl4Ie1kBFFsFbJU22O0KFBVQNQFVmKDBDJsUBJsc6PZVKTvarHIIyk3hkGU/+Pu1gr9zQnYAp4DCU+UozDqEDC0LNnsRrEopKqDAZjHBLygQEeFhaBUejoToGESGhMPf7IewwGCEBIYgwOyHAD9/x/wURZ+rPqeqZeebr3MZgP6m7Fy2WCz6m7XFYoGmaVBVVV/WNA1ms7neZVVVIYTQl+vaN67LiqJAkiR9Wd9P9SyfzTkpigJFVSCbTLArCjRNhclshqooEELoy/rYVZdlpXpOdsVea04m2eTYnmxyxK2iwlQ1B4vFAovZDJNs0sfI/cQ5+dqcnNt1jtcIczLifuKczjwnm82m/00wypyMuJ84p9PPCQCsViuCg4MNMycj7ifO6cxzkj184KhJibfNZsPQoUM9OhAAmD17Nl577bXT9snIyGjStn/66SesWrUKW7ZsafA6r776Kl544QX9cUhICA5k78eOHTvQr18/fSw9e/bE9u3bERgYiG7dumH+/PnYunUrOnbsiIKCArRu3Rr5+fkYN24c+vbti2XLlmHt2rXo2bMnjh07hj///BMTJkxAmzZtkLIpE5deeinCOl+GZT/+iNGjR8PPbMavVSU7iqIgJSUFEydORHFxMVJTUzH+yrEoOH4Y2zauw/CL+iE/9xAO7k1H3+6dUZB7GPlHM9A+yh85Rw+iuKQMGvxgRSBKzNFVX61QZooEZAv8/aPh7x+NcOekFQCngLJTduzLOgxN3QNNtcKuVsCmWFGhWmFV7aiEgjJFgWI2A35mlJWXISw8DMHBQcg7novOHToiMiwC2ZlZ6NurDyxmC3bs2IFevZIhNIGd6eno178/KioqsHfPXvTt2wdlZeXI3r8fvXr1QnFxMY4cOYKePXuiIL8Ax48fx4UXXojjecdx8tRJdOrcGTm5OSguLUHbtm1xLCcHVpsV8QkJOHrsGDShIio6GseOHYVkkhEeEYFjOcdg8bMgODQEx44dg39gAAKDgpCTm4PAoED4+fshN+84goKDYTKbkHfiBIJCgiDJMk7ln0JgUBCEJFBYWIiAoCCoQkVZWRn8/P2hCQ0V1gpY/Pwc/0zZbY43GE2DojreWFRNhSo0/YBOSyFJEiAAk+y4n4DQBExmE0ySDE3V4O/vDwkSVEVBYEAgAECxKwgKDASEo8QsNDjEkRDZFYSGhEBVFCiKirDQUCg2OzRVQ3h4OKwVVkgCiIiIQHlpGWRZRmREJIqLiuBntiAiIhKF+QUIDAhAZEQk8vLyEBYahsjwcOQcy0FUZBQiIyJw8MBBJMYnICwsDFmZ+9ChfQeEhoQgI2M3LujSBSHBIdi2dRt69+rtiL1t2zCgv+Myle1bt+HioRej0lqJnenpuOTii1FWWoY9u/fg4qFDUVxYhP1Z+zF0yFCcPHECRw4fwZCLhiA3Jwd5x/Nw0eDBOHjgIEqKijFw4EDs25uJyspK9O/Xv973iC1btiAyMhJJSUlIS0tD69at0b59e6xbtw6dO3dG69at9feI2NhYrFq1CgMHDkRUVBRSUlIc7xFhYVi2bBlGjx4Ns9msl/W5vkeUlJQ43iPGj0dhYSE2btyIMWPG4OTJk0hPT8eIESOQk5ODrKwsDBs2DIcPH8bRo0cxdOhQZGdno6CgAAMHDkRmZiYqKirQt2/fFjknq9WKgQMHYvfu3YaZkxH3E+dU/5x69OiBLVu34PDhIxgzdgy2bduK8PAIdOjUEX/+uR7x8Qlo3aY11q1bh3Yd2iMuLg6pqanoekFXtGrVCqvXrEFyr2SEhYdj1aqVGDBgAIKCg/Hrr79i6MVDIcky1q79DRdffAkUVcG6detw6WXDUFpaii1btmDI0CEoLCpExq4MDBg0EPn5+difvR99+vRB3okTOHr0KHom90Ru7nGcPHUC3bp1w9Fjx1BSUoJOnTvhyNGjqKysRPv27XHo8CEIIZDYujUOHDwAs9mM+IQE7N+/H4FBgYiJicG+ffsQHhGOiMhI7MvMRFR0K4SHhWPP3j2Ij49HUHAwdu/ZjTZt2iAgMAC7d+9G+/btYfHzQ0ZGBjp17gRJkpCZmYlOSZ2hqir279+PpC5JqKysxKHDh9GxY0dUWCuQk5OD9u3bo6ysDCdPnUTr1m1QWlaKwsJCJCQkoLikGGVlZYiJjUFRUTEqKysR1SoKRUVFUBQFkVGRyC8ogBAC4eHhyC/Ih0k2ITg0BPn5+bBYLAgODsLJU6cQEBCAwMBAnDx1EkFBQfAPCMDJkycREhICi58FJ0+cRFh4GMxmM06cOIHwiAiYTCacOHECkVGRAIBTp04hqlUUNE2goCAfUVFRUBQFRcXFiIiIgF2xo7S0FOHh4bDb7SgvL0dIaCjsdjusVitCQ0NQWVkJm82O4JBgWK1WqKqKwMBAWCut0DSBgIAAWK1WAAJ+/v6wWq2QJAl+fn6oqKiAyWSCxWJBRUUFzGYzzBYzysvLYbFYYDabUVZeDn8/P8gmE8rLy+Hv7zgBU15eDv8Af8iShPLyCgQEBkCChPKKcgQFBkFAoKKiAoGBgfoN2AIDA6FqKmyVNgQEBkJTVdjtdvgHBEBVFSh2xbGsKFBUFf7+/lDsdmiaBr+qZSEELH5+sNttAACLxQ92mw2SJMFsscBus0GWZZjNZlRWVjrmZDbDarXCz2KByWxGRUUF/Pz8YDaZUV5RjgB/f8iyCRXl5QgIDHTMr6wMQUFBkCQJZWVlCAkJgRBAeXkZQkNCHf/7lZcjJCQUqqrCarUiJMTx/1Cl1YqQEMd+stttCAkOgc1ug2JXEBISAltlJRRVRUhwMKzWSgghEBQUBGtFBSRJQlBQEMrLyiHLMoKCglBWWgqzxYKgwECUFJfA398fAQEBKC4qQmBQEAL8A1BQUIDQkBD4+/vj1KlTiAiP0OMwKioKFosFx3OPIzY2FrIsI+/4cSTEJwAQyDueh8TWraEqCk6ePInWia1ht9mQn5+PxMREVFbaUFT1O1RRUYHSklIkJMSjrKwc5WVljt+tomLYbTbExcWhqNDx+xQfF4dTp05BgoSYmBjk5Z2An8WC6Oho5ObkIjAwAK1aRePokSMIDwtHZGQEDh48hOhWrRAeHo79WfuRmJCAsNAw7NmzB+3bt0dIcAh27dyJLl26ICgwCNu3b0ePHj1gNpmRvmMH+vTuAyEcucbAAQNhtVqxZ/duDBgwAGVlZcjal4X+/fqjpLgYhw4eQt++fZF/6hRyc3LRKzkZ3WM6eO5/7KaUmj/xxBMICQnBM88847GBAMCJEydw6tSp0/bp1KkTPv/880aXms+aNQvz5s1zKxNQVRWyLOPSSy/FmjVraq1T1xlvxW5DeETkaY/ezJ07F9u2bcOTTz6Jbt26QZZl/Pjjj7juuuswePBg/Pnnn/oRm+HDhyM1NRVffPEFbrnlFtjtdmRnZ+Ott95CcnIy/v73v+vz27lzJxRFQYcOHRAdHd28o1DWMoiiozCX5kArPAyt4AjKCk+isLAQxeVWVNjNKK26Jr3EHI0yU2SjrkWvRVMgaeUQagU01Qoh7BBCgyZUiKovTVP1x6pQoVU9rwlHgupIVJ1fGjRNhYCABOH4LgRQ9RgQgHAsS1XLzuccx640x2PXPjXXQfWysx9cHgMCsiQgCcc9DqpfR4MQGgQ0QGiO0ekJtnBLtEW93yVoAFQAmpCgVrWpAFRI0IRjBlpVm+bSpurrSlAFoECCCgl2t2XHenZIUFyWVSFBgQR71Yyo6SRJgklyVByYTKaqZRmybIJZNunVCCZJgtlkdjzn7F+17OwjQYK56qiuDMfRYEc7YDKZYZJkyJLkqGqo6mM2mx1HaoWjIkiGBECC2ezYnixJMJnMVa0SLGZz1RJgqboXhAwJJrMJEKjqb4IQwjFOkwnQBCRZhtlkgtA0x9xMJmiaps9b0zR9vpqm6UeqNVWrmkfVstkEWZKhqirMJjMkyXF5j2PZsa6l6qi1qqqwmM3QhIDQBMxmE4QAhHD0F0JAE8IxLuH4nTOZTBCa473CbDJDVN2bRDY5Xr+uZVVVHT8r57IkQ5YlfVmSpKq/IxIgSVAUBSZZrl6uuiTJ+bcGgFu7ojqOxDvey1WYTDJUzfFe5xyvqqmQq6pWNE1zjFET+s9S1Rzvlc6frxACqBqXgGNfqZrjrIMkSVCq/lZJsmOMjl9zR39IjoeKqjoOusExLkl2LKuKqr8tOA8gCuEYI6qWlaqfhyYc/SVZglr1t0eSHBVjWtV7piYENE0FIEETGlTXPpqmH6AUQkAAbsuOvxfOKjT3ZUcfof88NJdlAQG1ah9rEFV/u923r4nq92xNCKia8328ajsQVX+fqtqEBk2rXnZ9Tf2xy/ZE1bqObUF/joiIWpZg/0CkPbPo3F/j/fDDD+vLmqbh008/Ra9evdCrV69aN0548803mz2w03HeXG3Tpk3o378/ACAlJQVjx46t9+Zqubm5OHnypFtbcnIy3nnnHVx11VXo2LHjGV9X05p+jXdxcTF27twJTdNw8cUX6+0TJkzA+vXr8fPPP+tVBD/88AOuu+46XHTRRVi/fr3e96KLLsKGDRvw448/4uqrrwYArF27Ftdddx369euHlJQUve9rr72GAwcOYMaMGejXrx8A4Pjx4/jll18QExODK6+8Uu974MAB2O12JCQkVH8cmxBARQFQdAQoPAKt8DDKC07AWlFRdSRVQYVNQaVdoFIFbMKESvhXlbgHo1IO0r83K2E3IqFBhgZJaJBQY1n/rkKGCpNQIAulall1LAsFJqiOPvpzVf2EWvWcUtWmwiTsMMEOk1BgFnbHY/1LqfG9up8Mxz/QQrYAshnCZIGQzBAmM4RsgSZbIExmaLIZQqr6LpuhOr9LJmiyGZpkgiqboUmONlUyQZFMUOSqZZhhl2Sokgw7HM/ZIaFq1LBDgg0S7JIMm5BhE4DNuawBilD1ZEXVNCiaClVVoAoNiupIVhRNgaI5l6v6q0r1sv5dqd5G1cEsVahV3x3bc/RVoVT9k05E5A2SJEGWqg6pVR14kySpqt3xnCzJkCQ4DhrVaJOrDh7JsqwfjHNsRwbgaJclyfFc1TJQtQ1ZclvHua3qZeivBX3Z5XlIjgNWkGqPR5L0A1sS4DYO5/rObTq3U/2c4yCY8+finFv1dqsONbo8djwPfZ5S1REoyWVsksvrS5Agya6Poc/dtU2u+jnW3QfVfavanK/p3Ld6P+fzdbRXRUKNPtXPOV/DsezS7tIfkr7k9rxz/ep4g1tbzb41+5eXlyEoKLhqvdoH8mte+322rgWv+Xfa/XHN52qs6/K8cz39O4TbOtWPa/Zz37jzIJ6zj6ixTcfBYtTo67qOSz+X/q5tcH2s96vZBrdtu7Y5DwYKfYxCP3Dt+rqaqDkOl3ZUH1wUbgceaxyIrDpp5XYg021bzgOYcHmuen39wGfVSS5Nq16nru3oBz1dXktzWU+4tgkBf5Mfvvrbv879Nd41S7T79OkDAEhPT3drPxc3UejevTvGjh2LGTNm4MMPP4TdbsfMmTNx880360n30aNHMXLkSPz3v//FoEGDEB8fj/j4+FrbateuXYOSbleKqsKvkYl3WFgYhgwZUqt9yZIlANzfCLp06YJnnnkGkZGRbn1jY2PRpk0bREVF6W0FBQU4deoUiouL3fouXrwYf/75J8aOHasn3hkZGbjtttvQvXt3t8T77rvvxooVK/DZZ5/h1ltvBQD8tXkzhg0bhi5dumDr1q2QAYQAeOmJJ/Dnnxvx+OOPY/z48QAcP+tnn30W0a0C8NpLjwHWYqCyBD/9/DP27v0Tl/Xrim5tYlBZUYaCgkKs3rQLfn4WDO2ZBFVznPU4cqIAJeWViAwPQ1hwEDQBKKpASYUNJrMZZouf48yvcKSqzu/6OWwJEHD8QlSf1646Xy1VL7s/73ZOu6oPqp+T3NsBqeqNq3pd923U3F49JBkaZJ84oSwJTU/IzcIGk7DDImwwCRvMmh0mYYNFs7k9bxY2mDWb47uzr7DBLOywaDYEikr9ObNmg6XqsUnYm/YjMfkBZn/375YAwOQPmP0AS9V3s391m8kfMIc42swB1eu6bkd/7LKOxfnY0U+TLVBNflCqDjKokqmqOkNzSfIdCb/z0gJFVavO7qku/RR92dlP1Rx/AFwPDDj+OGgur1F94MD5x0QV1X2dZ+i0qrOSbmfbnNsQGoRW47HL8zX/eLqepav5x66uM4GuZwnr+sOP+v7I1/xnQmjVFSGu/7QIgZKSEoSEhsDxu1r3Pz+A+z8tnuA8i+zk+o+vs8Xx2PWfV6mevjX/Ea/7H+u6/ql2/afesU3Zra3Of/RdkwTXbbi8Vn2JUc2kojqhqp0cOZOX6kStOhF0TRDdEqEaSVPN5K5mYie5JIGu68iy7LYt1yTSuZ3ary/r43VL3twS1xrjkevbjnube3/XhNmxfU1VsXr1GowcMQL+fv4uSaTzZ1g1Hpckl6glstvtSElJwUWj+/Gu5uTTnHc195QGJ96rV6/22It6whdffIGZM2di5MiRkGUZ119/PebNm6c/b7fbsWfPHpSXl3v8tZ0X6XuS6x/Qnj17omfPnrX6/PTTT7XaRo4ciZ07d9b6A/z3v/8dY8aMwYUXXqi3hYaGYsyYMWjbtq1b34CAAISFhVWf7YbjDvDl5eVV1wBV2759O9auXYs77rhDb8vLy8Mnn3yCxMREvDZ3LuAfCgD4bPkz+O677/Duu+9i4KTbEAqgIDMTf7upK8LDw1FYWKhv41+3345PP/0Ur732Gh6/93EAwLFjx9C6dWv9JgtOjz76KBYsWIAnnngCjz/u6FtSUoIhQ4bAYrEgLS1Nf6P/z3/+g++/+x433XQT7rzzTgCOUs+77roLZrMZ77zzjn7zj19//RWrV6/GkCFDMGHCBP313nnnHciyjDvuuEP/Ge3atQvbtm1D586dMWjQIL3v6tWrIYTA4MGDERgYBCE05B4/jmNHjyIiIhJt2rTVj9IdPXIEQgi0io6G2eQom7XZbLDZbFU3izDplwc4kiwBTa1O6hyXF1Qva1V9nG2qpjn6qypUtepsbdWy/l1ToSpVN6hSVWiqppdsAoCQZCiSPxT4o/qii7PHLOwww3HG3QJnAl8Js+b8qoBZs1Yl7M7nnMl7JSz2SphtNpjLbbBopY62qj5mUQnZQwmXk1z15fZvRa0Ev66kvyFtzscWl2TfUn1wwBRYdXCgqq/J5Xl9vap22eSe4RFRizTp2hu8PQSiZrNYLPrJGSJf5umcr1lbc5ZuR0dHe2QwjREVFYUvv/yy3uc7dOhwxjLQppaJCqEBaH65gSeEhIS4JddO06ZNq9XWv39/LF++vFZ7XQn9oEGDsH//fmia+2e0P/PMM7jzzjsxcOBAvS0+Ph6vvPIKAgMD3foOGzYM/v7+6Natm95mNpsxePBgPdl1Cg0NRWxsLEJDQ/U2m81xk4yan5leXFyM/Px8/XnAcT3+zp07AUC/fhJwJMi//PIL+vbtq7fZ7XZ8+umnANwvi/jtt9/wyiuv4P7773dLvB966CEIIXDjjTfqifdPP/2EJ598Enfeeadb4n311VejtLQU+/btQ+fOnQGY8H/ff48HHngAN910E7755hu972WXXYrjx49j27Zt6NWrFwDg448/xl133YUJEybg559/1vt2794dBw4cwG+//aa/3uLFi3HPPfdg2LBhWLRokd534sSJ2LdvHz7++GNcdMlFAIDU1FQ8/vjjSE5OxkcffQRN01BYWIgXXngBe/fuxfPPP4/BgwcDcBxceemlOWjXrh1efPElPSmfP28eMjMzcfPNt6BHcjJURcXBgwfx3/8uRHh4BG67fToUxdF3+f+W4vChgxg0eCg6dEyCqqo4deoUVq1cDj+/AFw2fDQU1XHDtfQdW3HyZB46d74Aia3bQoEF1krHTc/MFgv69b9In9vhQ9nIzz+FhMQ2iI2N1/fnvswMSJKMbt2rD1idOHHc8dmLka0QGdUKACAJFcdzDsEiCbRvkwB/GTBLCspKClFZVoyIYAuigy2OhF61oqDgFCxaJeJDZPiLCpjVCigVxVCtpQhBBUKlUljUcpi1StgVBRIAP2GFpFTinBypaChJqkrC/aoTeZMfYLa4tLs8b67xWP/u0l82V22j6jm5rn4uy7IFMJlrP5adfczu25AbVlXkjOWIiAiPlIEReQtjmYyCsUxGIYR25k6N0OjEu7CwEE8//TS++eYb/eZmkZGRuPnmmzFnzhxERER4dIAtkapqaOzHePsaf3//Okvw67qbfUJCAp588sla7ffffz/uv/9+t7aOHTvizz//rNV3/vz5mD9/vltb+/btq64nt7m1z5kzBw8//DBatWqlt4WFhWHlypWw2+1ub/JTpkxB37590aNHD73NZDLhtddeg6IobgcLhgwZggcffBCXXnqp3iaEwOTJk6GqKoKCgvT2du3aYcSIEejevbvb2Hr06IHS0lIEBFR/FnpgYCASEhLcLhEAoN8d1PVomvMmfTX/UFVUVNSqPigrK8Px48fdbjIIAJmZmcjIyHDrf+rUKfz55596ZYSqqti4cSPWrVuHTZs2YebMmXrf48eP47vvvkWvXr3wxhuv6+1r1qzCmjVrcPXVE9CxfWsAQN7xI/jvp58gKSkJ8955Q+/7yktPY9myZbhs2BCMG3MJAGDr1q24Y9p/kJCQgP/3UXV1yo03fo3vvvsOb7zxJm6Z5LiL8J49e/HQ/bchNDQUTzz+kOPj1hQVT/38FX766QfcN3MWRgy/BIqiIDc3Fw/cOwcmkwmLvv8FiqLArqj49utlWLXyfxg34QZcNfEmAEB5RSWee+4JAMD8D77Uf/b/9/OPWPHLTxg1egKuv9Fx0EpVFMx8/BYAwOtvf4LgYMdBlyUrF2Hpz6swbPhoTJ5ylz6Pmfc44uStd/6DuJhYmE0Sli75AZ9+tgCjLh+B2bPuh1kSsEgqrp42A2Xl5Vg070V0ad0KZmHH//2yFq8s/BFjB3XD+zOvhFm1waKV4+LZ3yC3oBwpjw1Fz/ggQK3E9xuP4NHvs3B5Ugg+uSkRUG2AUokrF+TgYKGCz6/2R78Ex5vUiv0KHltZiQEJJvy/CdVxOfXHCmTma3hndAAGt3b0XX9ExROrKtE9Wsa/x1X3nZVixc6TGp6/1A8Xt3X8zHbkqZi9qhLtwmV8cGV13xfWVmJbnoZZgywY1s7RN6tAw1OrKxEbLGH+mOq+b6fZ8FeOijt7W3B5B0ffYyUanvnNhlB/CW+PDdWT+k+2VCDtqB039o7AyG4RgGzBqQqB5/53DNBUzLu1l+MggGzGok25+HN/Icb1bYtRvdsAsgVlNoEXv98CSZbx6u3DIVUdPFi2KQvrdh3FZX2TcMWgCwHZDJsq8MpnKwBJxlPTr4Gfvz8gm7F6Uwb+2JaJQb26YfSlAx1jk0z457+/AmQTHpg+GUFBwYBsxp9bduL3tK3o1bM7Ro8c7jhQIZvx3n8+hV1VcMdt0xAe2QqQzdi6bQd+X7cOXbt2xejRo/Wfz4IFC2C1WjFp0iT9/SMjIwOpqano0KGDW99FixahtLQUV111FWJiYgAA+/fvR2pqKhITE3HFFVfofX/66ScUFRXhiiuu0C/BOnLkCNauXYvo6Gi37a5YsQL5+fm49NJL9Uu5cnNzkZqaioiICLftrl27FidPnsSgQYPQpk0bAI73ntTUVAQHB7v1/fPPP5GXl4c+ffqgXbt2AICioiKkpqYiICAAo0aN0vtu3rwZubm56NGjB9q3bw/A8f63du1amM1mt+3u2LEDx44dQ9euXfW/YVarFampqZAkyW27u3fvxpEjR9CpUyd06tQJgONA3tq1awEAl19+uf5evG/fPhw6dAjt2rVDUlISAEdy8dtvvwEALrnkEr3S6sCBAzhw4AASExPRtWtXt5+PEAIXXXQR/P0dH+x5+PBhZGdnIy4uDp06dcLGjRsxYsQIrF+/HqqqOu5OXvW359ixY8jKykJ0dLTb3560tDTYbDb06dNHPzh8/PhxZGZmIjIy0u3v36ZNm2C1WtGrVy+EhYUBcJxE2b17N8LDw5GcnKz33bJlC8rKytCjRw/90rf8/Hzs2rULISEh+iWHALBt2zaUlJSge/fu+t/moqIi7NixA0FBQfolb4DjEsXCwkJ07dpV/2jYkpISbN26Ff7+/m4Hs3ft2oVTp04hKSkJCQkJ+r7/66+/YLFY3C7h2717N/Ly8tCpUyc9/qxWKzZs2KDfSNdpz549yMnJQceOHfWYstlsWLduHQBg+PDhet/MzEwcOXIE7du31+NEVVV931922WX6Af+srCwcOHAAbdu2ddv3v/76KwDHCQnnyYT9+/cjKysLrVu3djuB8uuvv0JVVQwbNkz/H+XAgQPYvXs3EhIS0Lt3b7e+drsdl1xyiX7i4tChQ9ixYwfi4uIwYMAAve/KlStRUVGBSy65RP9f/ciRI9i8eTNiYmLcfparVq1CSUkJLr74Yv3k2rFjx7BhwwZERUXhsssuc+tbWFiIIUOG6Pvo2LFj+PDDD3HxxRe7Xdq4evVqnDhxAkOGDNGrL0+cOIGVK1ciJCTE7aTHb7/9hmPHjmHw4MH6zz0/Px//+9//EBgYiOuuu86t76FDhzBo0CBccMEFABzxt3jxYlgsFtxyyy1639TUVOzbtw8DBgzQ472srAxff/21Xt3o9Pvvv2PXrl3o37+/fk+pyspKLFiwAAAwY8YMfd+vW7cOW7duRZ8+ffT/lVVVxQcffKD3df7eb9iwARs2bEBycjIuv/xy/fXeeecdaJqGGTNm6L/LGzduxNq1a9GjRw+MHTtW7ztv3jxUVlbirrvu0n8/N2/ejJSUFHTr1g3XXHONW9/S0lJMnz4dcXFxABy/sz/99BOSkpIwefJkve/8+fORn5+PO++8U99H6enpWLRoETp06KBXjwLAe++9h5ycHNx+++36++Lu3bvx6aefok2bNrjvvvv0vu+//z4OHjyIadOm6e9JWVlZ+OCDDxAXF4fHHntM7/vBBx9g7969uPXWW/Wf+8GDB/Hmm28iKioKzz33nN73o48+wvbt2zF58mT9HlrHjh3DnDlzEBISgrlz5+p9P/74Y6SlpeGmm27CyJEjATje/2bPng0/Pz+8//77et+FCxfit99+w3XXXYehQ6pPADWbaIRTp06Jrl27iuDgYHH33XeLt956S7z11ltixowZIjg4WHTr1k3k5+c3ZpM+RVVVcfJEnlBV1dtDIYOy2+2iuLhYlJaWurUfO3ZMHDhwQFitVr2toKBAbNu2TWRmZrr1TUtLE6tWrXL7XTx27JhYvHixWLNmjVvfpUuXigULFojDhw/rbQcPHhTz5s0TX3zxhVvf//73v+LFF18UO3fu1Nuys7PFE088IV577TW3vu+995645557xLp169z63nrrrWLmzJlufefOnSsmTpwoli5dqrcdPnxYjBo1Slx99dVufV988UUxePBg8dlnn+ltubm5Ijk5WfTp08et7zPPPCM6deok3nrrLWGz20V5hVUcPnxUxMXFiejoGJF94Ig4cPCYyMw6JP52z30iODhYTL/rbyJt0w7xx/qt4tdV64XJZBKybBJfLVoifvhppVj0fyniuutvEQDE5SPHin//v2/FB/9ZJD74zyIhm0wCgHh17od627XXTxEAxEVDLtPbPvjPIhEQGCgAiBfmvKO3TZp8pwAg+vW/yK1veHikACCeef51seCzxeKzr5aIe+59SAAQ/QcMFkuXrxW//LpOrFyzQbRu3UYAEP/5f/8VW7bsFDu2pYs3//W6ACAGDxwgjmRsEbm7/xInd6eJnhckCQBi6cevCXX3ciF2LRE/v/uUACAGXNhRiA3/T4g/3hMi9R0xpEd7AUD88NzNQvzvaSGWPC5WvXS9ACC6t44Q4uvbhfhiihCf3SRG9YgRAMTnd/YU4oPhQrx7sdjwcHcBQLSPtAjx2gVCvNJRiJfaiqsv8BcAxL/HBQjxdKgQT4eK9LuDBAARHSTpbeLpUDG5h1kAEG9d4a+37b8vWAAQgWa49b2rj0UAEHMu89Pbjs8KrvroAve+Dwx09H1qaHXf0sdC9L6lj4Xo7U8O9RMAxIMDLW7bcPbNmxWst825zNH3rj7ufQPNjr7Z91X3fesKx8/hlp5+QjwXLcQL8UK82FpEB8kCgEif1dbxc/tXD/HvG1oLAGJizwgh5g0WYv5QId67VLSPcmwj7anBQvznSiE+niA+v7ufACCu6BknxOc3O/bRV9NE99bhAoBY/fwEIb7/uxA/3C9+eHKCACCGdk8UYulsx35e/qwY0DXREScvTxNi1T+FWP0v8cu/7hYARO+k1o4YWfeBEH9+JC7rd4EAIBb9c6YQf30uxJavxO8LXhQARFK7BCF2/iTEriVCZCwT4y4bKACIBf98XIh9a4TYnyq2LF0gAIjEuBghDm8S4ugWIY5tEzdMGC0AiHdffVaIE5lCnMwSezeuFgBEeHiYEMU5QpTkCVF6Utx262QBQMx95SUhKsuEsFWIIwezBQBhNpvd3iPuvfdeAUA899xzeltBQYG+P202m97+6KOPCgDi0Ucf1dtsNpvet6CgQG9/7rnnBABx7733ur2e2eyI4SNHjri9/wEQt912m1vf8HDHPtq7d6/e9u677woA4oYbbnDrm5jo2EdbtmzR2xYscPwsr7zySre+Xbp0EQDE77//rrctWrRIABCXXXaZW9/evXsLAOKXX37R25YuXep4jxgwwK3v0KFDHe8RP/ygt61e7dhHF154oVvfUaNGOd4jPv9cb0tLS3O8R7Rv79Z34sSJAoD46KOP9Lb09HTHe0R0tFvfW25xvDe/9dZbelt2tmPfBwUFufW96667HO8Rc+bobXl5edXvES4efPBBx3vEU0/pbaWlpdXvES5/r596yvEe+uCDD7ptQ3+PyMvT2+bMmeN4j7jrLre+QUGO98Ds7Gy97a233nK8R9xyi1vf6Ohox3tEerre9tFHHzneIyZOdOvbvr3jfTwtLU1v+/zzzwUAMWrUKLe+F154oeM9YvVqve2HH35wvEcMHerWd8CAAQKAWLJkid6WkpLieI/o3dut72WXXeZ4j1i0SG/7/fffHe8RSUlufceNG+d4j1iwQG/bsmWL4z0iMdGt7w033CAAiPfee09v27NnT9V7RLhb39tuu83xHjF3rt525MgRAUBYLBa3vn//+98b/R7x2GOP6W2VlZVNeo84evSo3vbaa681+j3ixhtvdOubkJBQ73vEuHHj3PomJTn+N/jjjz/0tm+++ea07xEpKSl625IlSwQAMXDgQLe+Q4YMafR7hOv/oRs2bGj0e0RMTIxb38mTJzf6PWLu3Lkezf0adcb7xRdfhJ+fH7KysvQjJq7PjR49Gi+++CLeeuutxmzW57SkUnMyFrPZ7FZu7+Q8iuwqIiKizgoT18sAXNefOHGi/ljTNJw8eRJjx46tdXa9Xbt2tSoVAGDq1Km12jp06IB//vOftdrvvffeOvt+9tlntdofe+wxtyOdANCmTRusWLGiVt9nnnmm1scYxsXFYfv27bX6vvjii3jxxRf1xxazGW3aJCI3N7dW3w8/eBcffvBurXbXews4XXf1CGjaQkiSVPWxghoURcHV44/AblMcn0OqabDbVVwypDcefWQWJNmEoMAg2BUViqLgsy++g73SjvBIx1lMu13FleMmYNDgi2A2+yEgwA+K3VG2/8BD/4CqKoiOjoPVagNgQ6ekHnhs9hwEBQXj0OHq+dx6272w2SpRUqbhz02OSy9sUhjuf/ApBAWH4OffM/W+V1x1Ky4ZVY6dRa1wKLUYsiyjVO2MmQ/MRmhoKL490raqIsOE8VMexLDiIlT2HIDUsESYTWZYB+bjuef7ISI8HLv7jIPZbILZbMYUdSVG5R5H0vDhKLzgApjNJsSdOok323yP8PBwwOVo+Z3JP2LYvn246IorgJ49ANWO2NxjeCVxAQL9/YB77gA0O6AquKHTMlywazcuGjYI6N0dUO2IKCjA0+rX0BQ7tJunQBYqoCq4MmI9WvXKxJBB3YB+SYCqILC0FA8f/R8gNGDYFYBQAU3BMHUnROwhXNS7DdCvLaApMFdW4u+j/gSEBkv33oCsAZqKgQVHMMN0HEO6hgOJ0Y6xaSruGJQFQIN/q3jATwCaguR2xZjapxRDOvgBFj9Ac7zepAvNqFSBYJcbA3SNknFTdzMGJ0qAUgnndQpXJckoqpQRpuYDxYUAgPZmBRO7mjEouhw4vkvfxsi2GvKiTAjPTwckx+90YpmCKzub0DesAMhYqve9OMaKtv4mRB5ZBdgdZ2tijioY2cGEC4NPAOve0/sOCLEitL0JUZnfAeWOvpHHVAxrZ0JScB6wbLbeN1m2Qm1rQvSOj4ESx+U8ocdVDG0jo03wCeDLKXrfblYr8lvLiNk8HyhxnBEKOqVhUKKM6MB84MPqs0CdT1ViQIKMmLS5QKnj/wv/Ig394mWE+JUBr1WfWWx/oBJ942TErn8ZeNFxpsNSpqF3rAyzrAHPhAOSCZBktN5tRa84M+L+ehuY84njRmY2CcnxVZc3vZ4MmB1943afQo/4AMTt/QqY95vjZ6xJuDDecTZaXnAVEOQHSCbE7D2C7gnBiD/2K7BgouNSD9mE7gnBUFQB848zgYhgQDYhat8+dEsMR0LRVojv7obVpiAgIBBdYvxREhIJy2//BPZEApIJEQcycEGbVki0HwJSnneMQZLRKcqCEDka/ts+B4pWAbKMsKPp6No2Fq3NRcCf/67qa0LHKD9I7eIRcGA1EHQIkGSE5G1Dl/YJaBMigF0/69ttFxWA8g6tEZSfAWT5A5KMoOL96NKxLdrFhABHNunbbRsdhi6d2iPYfgo4kQlIEgJtBeia1AkdWscDxTlV95qQ0SY+Bl27JCE0wAzYygFJRoDFhK5du6J169Zw1bp1a1xwwQWO944q/v7+uOCCC2rdgDYxMRHdunVza7dYLOjWrZtbFRrg+JvYvXt3t0slTSZTnZfuxcfHo0ePHvrZecBRlea8F4/rPXbi4uKQnJxc62+283Iy10vh4uLi0Lt371r33enVq5fj86VdLrOLjY1Fv3790KFDB7e+vXv3RmFhodv8oqOjMWDAAP0MpGvfuLg4t+q96OhoDB482O2SQGff8PBwvSoCcFziOXToULeqCMBxs+WAgAC3n7vzhsLOs8+ufSVJ0qtyACA8PByXX355rX3fu3dvVFZWuv0sQ0NDccUVV7hVPDq3W1JS4vazDA4OxpVXXlnr0sbevXtj/Pjx+ll0wHGvo6uuuspt/wCOfTFx4kS3eVgsFv1ji133fa9evXDDDTe4/XxkWcZNN92kr+fUs2dP3HzzzfrZXCdnhaXr/uzRowemTp1aq+J08uTJqKiocPufsXv37rjjjjvcKh0A4JZbbkFRUZFb5WXXrl1x991317qn1C233IITJ0645XlJSUm47777asXULbfcgssuu8zt596xY0fMmjWrVlxPnjwZQ4cOrboM06Ft27Z4/PHH3X63AODmm2/GgAED3H4fExMT8fTTT9f6v3fSpEno3bu32yWlMTExeP75591iHQBuvPFGXHjhhW7VHZGRkXjllVdqXct93XXXISkpCZdccgk8qVGf492hQwf8+9//xpgxY+p8fvny5bjnnntw4MABT42vRXF+nFhYeATv0kg+TVEUrF27FsOGDTsrNwskzxDC8TnKzvJ5xa7oybuiKLDbVce18nYV9qpyfEe7AkVVoSiqY1mp7ucs23f2P9dMJtmR0JtMVcm648tkMumJvvM5k8uycx3XNpPJBEkS2L59OwYOHAB/f3+3PrLcAu/8rGlVSb8jEXd8VS27tauOgwT6sku780ucrq/q0l6zr1pjHC7ruPWveqz309wfC2f/utpc19dqb0uIul/DdXu1xiKqt+f2fFUbGYMk60k6JFPVskk/gFHd5ny+vv6y47lababa7fr3OtqdN6es1W52Gatr3xrbkc3uY3brZ3ZpN9dol+voV+N1TOYa/c21t+uF90D+j0FGYbfbUVxUeO4/xxtwHGXMysrSr52p6ciRI0hKSqp1LapR6J/j7aEfPhGRNwkh9DP2rsl4XQm8ojjuil/dt3pZqbmsuj+ueZPGc0WSUJXQm+pM2vV2l+cc7bL+vMnk2m6qOnDg0q4vO9YxVSX8dI4J4ZKY10zKayb0op7n6kvqnevUk/ALl4MCdR5sqPFVa12txpjqGHvN52uO47TjF2f4mbi+pusY6tpejfVqba+egyrO5+jccybhrgcA3B67JO36l0sf1/VM5trJvdv3mst1PDbV1acB6+nrOpct7n1MlhrruTxuaQdgyWd4Ovdr1GGo6OhoHDhwoN7EOzs7u9YNpIyIpebk6zRNQ05ODhISEngQ6TzmKJd3JJRnk6ZpeuJuV1SoenKu6mfjVbek3SWZr3pc83lVrV7XVmmHAPTtOgkBfVvnkixLehLuTMidybrJ+VhP2uXq5F9P3l37yDDJVW36wQG5Rn/XxF8+P3+nqz7z2vG32TfPsJ0X78sNSebrqr6oVVlRT5VErWqNOio46qr6cPteRzWI20GOuqpNTredmpUoNV9XqbuvqrhsW6k9Jtf1T3cOzVlZ06I+auMck03VibievNd4rCfuNR7X2d9S3afmY73dUmNbVQcK9OdqfLKH6yd/yJY6tlWzv5kHFM4Br97VfMyYMXj66aexYsWKWh/xVFlZiWeeecbtjntGpWnC8Hc1J2PTNE2/V4Nh/8GjFkOWZfj5OT7xPPCMvRtHURSsW7cOQ4cOhdls1s/iVyfm7om+W7veVn1gQHXtpzo+516ps925DQ2qokJz+cdX0wQ0zVEx4A2SJNWRxMuQnd/lqrP6Lgm9Sa6ZzNf47vZ8HX3k2s/JstzySv1bsPPifVmW4csHR1qsmpew1Lo0xfWSFg11XuKiuq5Xc9162lxf07m+aoemKjh6+CBaJ8RBRtXrqXVtS4HjXhlV67u9nt0xL9fHtbZR86ueg6zOcRuNa5Lutmyu42M7/VD7oztrLOsf5+myTdfnarW7vq7rNmp8PKnsuo6fT1UhaFqDC8MbpFGl5keOHMGAAY7r6O677z5069YNQghkZGTg/fffR2VlJTZt2lTrgnqjYKk5ERHVRdO06oS/KhnXk3SXAwFq1WNnMu+e9GvVyb++XN1WvZ57W83EvyVxJOWOpF9PzOWaib2jTT7d8yYTZFmucSDAPcmvuT3nsuzSnwcCiAxMiNrJuOr8bq/Rbq/Rx15/H9X1AIG96kCF3WUd1X19t/5K3c/p67s8rvc52+mrGnyNJNU4GOBXR+Lu0m621N1usgBm/7rbayb/phpf5poHCGpsx+z4GFFNCI/mfo1KvAFHOfm9996LlJQUOFeVJAlXXHEF3n333Vp3vDMSZ+IdERkJk4lHa8l3aZqGw4cPo23btjyIRD6NseygaQKqplYl/BpUrSr519wTePfEvf7viqpCcz5224bLslZzXc1r1/M3lH4ZgCxXJfqnSeJlZ+LesGS/5nrV1QC1DzzIVe2uBwMYy2QUjOWzoFayX3UQwDVJV23uyzWfc1vPta/zsUs/1VZjm/Z62p3r2Nz7aK797d7+6TWZFhCJgns2eecab8Bxm/j//e9/KCgoQGam46NpkpKSzotru51Yak6+TtM0HD16FK1bt+YfRfJpjGUHWZYgy2ZYvHwHYb3Uv0birznbaiX61Qm85lIxoGk1Ev2qigJNdTmwoNZ9kMH1tWqWCeqXAXjp51MX58EAWZahqgoCA9JrlfLrZ/urzuSfjYMBruuwMoCag+/LZ4HzhncIOGPXFkcIl4MAVYm4YquR7NdodzsAUMey0pA+lY7XrLlNpbK6r+uyWlm7skDz7F+LBp/xPnToENq1a9fgDTt/4YyEpeZERES+w/VAgFYj2a9O0Gsk8frZfpeDAg3s57btmv3qORjQElWX9dd9Hb9c85p+vTqg+oaBcs1kv54DBWazqfaBAJf7CrTIjwUkImOqcQZfs1eiQPU/92e8Bw4ciGuuuQZ33XUXBg4cWGefoqIiLFq0CO+88w7uvvtuPPDAA80eYEukaRoTb/JpqqoiOzsbHTt2hInlG+TDGMt0Ovqd+2ECYPH2cADUcTCgKqm32+04dOgw4uMTAOA0Sb4zgW/iwQCX13T2r3mPAE1zHGywt5DSALdk3FzHGXzXgwOuNw6sK5l3fsKA27bc+5tNjssBan6KAA8ANAzfl8lnmaruXI8gAICmKEBhgcc23+DEe9euXXj55ZdxxRVXICAgAP3790diYiICAgJQUFCAXbt2YefOnejXrx/mzp2LcePGeWyQLU0jL4snanGEECgoKECHDh28PRSiZmEsk6+p72CAoijIVioRGxMJ8zm+ZMD10wDqO1Nf36UB7qX+9VwaUNclAvW01XUgwPna3lb9UYHVH+VnqiNBd/2YP+enCbj2N9VsM9f+WEG3bZqdn0jgG8k/35fJKDyd8zX65moVFRVYunQpfv/9dxw8eBAVFRWIjo5G3759MWbMGPTs2dOjA2xJWGpOREREdHY5bxboPEvvvNmf8+aAmqZCUarvBaCoNfrWuqlg7YMAzn7Ojw2sfbNAtUUk+zXV/qjA6sS89sGAqmXnWX7X58w1+1V9zKCe9Lts1+xo84Wkn8iTPJ37NTrxPp85f/jhEef+aDSRJ6mqiszMTHTp0oVlYOTTGMtkFIzllkcI4TgIUOOTAVwPApzukwFO9+kBda/v+lGCjgMCitpyPn9alqUaSXntxN5Zpl9WVoqoyEhYLOaqpN5U40BB9Zn+ms85l81mlviTdymKgqLCAu/d1ZyIjKGiosLbQyDyCMYyGQVjuWWRJAkmkwSTyXtVju7Jv0tirtRI0p3JvlJHAu/ynFIz0Vdck/6qvoqqv4Zr2b+mCdg0BbArDRp77nHPXBvrmty7Ju56m7nudv25ep63mOveFqta6WzhGe9GYKk5EREREZ0vnDfxU/REvUZy7kzYlZrJfXX/+p5XFNf1qw8WKIrq1fsp6Wf2XZJys9nsnsjrz9Xf7nzs/rzZZZtM8ls6T+d+POPdBLyrOfk6VVWRkZGB7t27s6SRfBpjmYyCsUwtkSw7bupmsTQ8ZdBjObnpsazftM8teXd8V+psr07a637e+Vipczuu1/M39sx+c8iyVCsZd03mLc7Hbkm9e2KvL1cl/Jaa7Uzwm0zTPHufBybeRERERETUYphkGSY/GefqYwCFELWT9LoSeP15Re/j2ubep472qjYnTROw2eyw4ex+dp+e4OsJvHvibnFL1Kufs5jNMFuq+1ss7km+2VLd38Tk/oxYat4ILDUnIiIiIqKmcn58n/MMvFsC70zoVffHzgMAdpeEX621vgJ7je2cS+7JvXsyryfszseu/SyOM/6ufSxmE8wW175mr9xrocWUmtvtduTm5qK8vBwxMTGIiopq9mB8xZlKzVVVhd1+do9c0ZlZLBaW69VDVVVs374dvXr14s+IfBpjmYyCsUxGwVg+PUmS9DPKgN9Ze536E/zq5epEvq4E3v05u1LXNhQ4T+HqZ+9tZycHkiXJPRm31Ejua7RZaiTu+mOL2S25t1Ql9XXdPd+rpeYlJSX4/PPP8fXXXyMtLQ02mw1CCEiShDZt2mD06NG4++67MXDgQI8O0lcIIZCbm4vCwkJvD4WqREREID4+nh9FUYfAwEBvD4HIIxjLZBSMZTIKxrL3nYsE33HXfQ12e1Vyb6+duDsTdru9vkRecXvOLem3K/qd9TVx9hJ7SUJVMu4on3cm6/5+Fgwe0M1zr9PQUvM333wTL7/8Mjp37oyrrroKgwYNQmJiIgIDA5Gfn4/09HSkpqZi8eLFGDx4MObPn48uXbp4bKAtwZnKDXJyclBYWIjY2FgEBQUx2fMiIQTKy8uRl5eHiIgIJCQkeHtIRERERETUCI6z9oojUbc7E3bFkey7JvH26qS9vr6OBL+6n+tN9epiNptw7YRLPVZq3uDEe/LkyfjHP/6BHj16nLaf1WrFwoUL4efnhzvvvLPZA2xJnIl3WHgELBb3mz2oqoq9e/ciNjYWrVq18tIIqaZTp04hLy8PXbt2ZbmTC0VRsGXLFvTt2xdmM++xSL6LsUxGwVgmo2Ask6/QNE1P3J1n3Z3JuaKoqLRVIiYq9Nxf4/3VV181qF9AQADuueeeJg/IF9R1Jtt5TXdQUNC5Hg6dhnN/2O12Jt4uJElCZGQkqzLI5zGWySgYy2QUjGXyFbIsw89Php9f3XfPVxQFRYUFHnu9Zh+GKigoQEpKCo4ePQoASExMxJgxYxAZGdnswbVUpzviwTeZloX7o24mkwlJSUneHgZRszGWySgYy2QUjGUyCk9/ilWztvbxxx9jyJAh2LBhAzRNg6Zp2LBhA4YOHYqPP/7YU2NscVT13N6en8jTFEXBunXroCiKt4dC1CyMZTIKxjIZBWOZjMLTOV+zznjPnTsXmzdvRnBwsFv7Sy+9hH79+mH69OnNGlxLJcs8i0q+TZZltG7dmp9HTz6PsUxGwVgmo2Ask1F4Oudr1m+EJEkoKSmp1V5SUmLoEl9JMt4bybJlyyBJUr1fkyZN8vYQyYNkWUb79u35R5F8HmOZjIKxTEbBWCaj8HTO16wz3q+//jouu+wy9OzZE61btwYAHDlyBDt37sQbb7zhkQG2RKqqGu7N5PLLL0dOTo5bm6qquOOOO7B582Y89dRTXhoZnQ3OMrChQ4fyjqPk0xjLZBSMZTIKxjIZRYsqNZ8wYQKuvPJKpKWl4dixYwAcN1cbNGiQoe8gbcRS88DAQAQGBuqPVVXFlClTsHnzZqxcuRK9e/f24ujI02RZRufOnQ13AInOP4xlMgrGMhkFY5mMwtM5X6MS78mTJ+Ppp59Gz5499TaTyYQhQ4Z4dFAtnRFLzV2pqopbb70Vv/76K5Nug3Jef0Xk6xjLZBSMZTIKxjIZhadzvkZt7ZtvvsHIkSORnp5e5/NCCJSWlnpkYC1ZQ8sOhBAoq6zwypcQoslzu/XWW5GSkoJff/21QUn3qlWrDH1pgREpioJVq1bxjqPk8xjLZBSMZTIKxjIZhddLzfv06YMRI0Zg1apVbme+ASAvLw+tW7c2/C9aQ8sOym1WdH7w8rM8mrplvbMawf6BZ+7oQlVVTJ06FSkpKVi5ciX69OnToPVGjBiBESNGNGGU5C2yLKNnz54sAyOfx1gmo2Ask1EwlskovHpXc0mSsHDhQj3R2rFjR60+mqZ5bHD1yc/Px5QpUxAWFoaIiAhMnz69QWfa169fjxEjRiA4OBhhYWEYNmwYKioqGv36Riw1dybdv/zyC3799ddaSfeGDRtw1VVX6Y+XL1+OqVOnAgCuvvrqOmOBWi5ZlhEbG8s/iuTzGMtkFIxlMgrGMhmFV+9qLoSAyWTCl19+iSlTpuhnvpOTk10GePZvPDZlyhTk5ORgxYoVsNvtuOOOO3D33Xfjyy+/rHed9evXY+zYsXjyyScxf/58mM1mbNu2rUlvCoqiwM/P74z9gvwCkPXO6kZv3xOC/AIa3FdVVUybNk1Puvv27VurT/fu3bFnzx798UsvvYSFCxcCAHbv3o1u3bo1e8x07tjtdqxatQojRoyAxWLx9nCImoyxTEbBWCajYCyTUXi6irtJdzWXZRlffPGFnnyvXLkSvXr18ujA6pORkYHly5dj48aNGDBgAABg/vz5GDduHF5//XUkJibWud5DDz2EBx54ALNnz9bbLrjggiaNwWRqWLIuSVKjy73PNU3TMG3aNCxevBjfffcdEhISkJub69YnJiYGYWFhsNlssNvtWLFiBbp06YIuXbqgpKQEAQEBfGP1MSaTCQMHDjT0pw/Q+YGxTEbBWCajYCyTUTQ052uoRpea6ytWJd9XXHEFRo4cie3bt3t0YPVZv349IiIi9KQbAEaNGgVZlrFhw4Y618nLy8OGDRsQGxuLoUOHIi4uDpdddhl+//33075WZWUliouL9a+SkhIAgPO+Zaqq6hfdq6qq39BMCNGoZU3TTrsshKi17NxGfcsNff2NGzfiyy+/RHl5OcaNG4eEhAS3r8TERJSVlUEIgS5dumDfvn2YM2cO/vGPfwAA0tPT0aNHjxY1p7qWXfeTc1lRFLdl52vVt2y3292Wndt3Lgshai07X9+5rGma27LzSFp9y6qqui3XNY+mzAkAoqKioKqqYeZkxP3EOZ15TqqqIioqSt++EeZkxP3EOZ15TkIIhIeHQ5Zlw8zJiPuJczrznGRZRmhoKCRJMsycjLifOKczz8mrdzV3TkhfWZbx+eef68n31q1bPTm2OuXm5iI2NtatzWw2IyoqqtaZWqf9+/cDAJ5//nnMmDEDy5cvR79+/TBy5EhkZmbW+1qvvvoqwsPD9a82bdoAgH6QISMjAxkZGQCAPXv26DurvLwclZWVAICysjLYbDYAQGlpqb5zS0pK9P4lJSV6oBUXF+tBVFxcrAdLzWXAERTOZVVV9QMDiqLoy3a7Xb/+3WazoaysDIDjoEJ5eTkGDx6M8vJyPbkuLy9HeXk5hBAoKytDWVkZwsLCUF5eji5duuCNN95AUlIS2rZtCwDYtGkTLrzwwhY1JwCwWq369ft2ux1ZWVn6vnPu8y1btiA7OxsAkJaWhsOHDwMA1q1bh5ycHADA2rVrcfLkSQCOu7cXFhYCAFJSUvTxLFu2DFarFYqiYNmyZVAUBVarFcuWLdN/FikpKQCAwsJCrFq1CgBw8uRJrF27FgCQk5ODdevWAQAOHz6MtLQ0AEB2dja2bNkCAMjMzKwz9poyp9zcXCxdutRQczLifuKcGjanpUuXIjc311BzMuJ+4pxOP6etW7di6dKlsNvthpmTEfcT53TmOdntdixbtkz/v9AIczLifuKczjwnZ17jMaIRli1bJqxWa612VVXFLbfcIoKDg4Usy43ZpO6JJ54QAE77lZGRIV5++WXRtWvXWuvHxMSI999/v85t//HHHwKAePLJJ93ak5OTxezZs+sdk9VqFUVFRfpXYWGhOHkiT9hsNiGEEIqiCEVRhBBClJaWip07d4qKigqhaZrQNE0IIRq0rKrqaZc1Tau17NxGfcuNef2GLr/33nvCYrGIrKwsvX3mzJli8eLFLXZOFRUVYufOnaK0tLTWPrPb7W7Lzteqb9lms7ktO1/LuaxpWq1l51icy6qqui3b7fbTLiuK4rbsHG99yw2dk6IooqioyFBzMuJ+4pwaNqeioiK38RphTkbcT5zT6edkt9tFQUGB0DTNMHMy4n7inM48J03TxKlTp/T/84wwJyPuJ87pzHNSFUWcPJGnv05zSULUOI3dRJqmYerUqfj666+b9JlnJ06cwKlTp07bp1OnTvj888/xyCOPoKCgQG9XFAUBAQH49ttvce2119ZaLzs7G506dcJnn32GW2+9VW+fNGkSzGYzvvjiiwaNUdM0FOSfQmRUq1o3ZbNarcjOzkbHjh0RENDwG5vR2cX9QkREREREjXW63K8pGryFQ4cOnX5DVWXn69evBwAcPXq0UQOJiYlBt27dTvvl5+eHIUOGoLCwEH/99Ze+7qpVq6BpGgYPHlzntjt06IDExES3u3IDwN69e9G+fftGjRPw/B3uiM41u92OH3/8Ub/0gchXMZbJKBjLZBSMZTIKT+d8DU68Bw4ciL/97W/YuHFjvX2Ki4uxbds29OzZE99//71HBlhT9+7dMXbsWMyYMQNpaWn4448/MHPmTNx88836Hc2PHj2Kbt266dcYSJKExx57DPPmzcN3332Hffv24ZlnnsHu3bsxffr0Ro/BzLs0ko8zm80YPXo0zOYmfbABUYvBWCajYCyTUTCWySg8nfM1+Ddi165dePnll3HFFVcgICAA/fv3R2JiIgICAlBQUIBdu3Zh586d6NevH+bOnYtx48Z5dKCuvvjiC8ycORMjR46ELMu4/vrrMW/ePP15u92OPXv26DfaAoBZs2bBarXioYceQn5+Pnr37o0VK1agc+fOZ22cRC0Z/yCSUTCWySgYy2QUjGWi2hp9jXdFRQWWLl2K33//HQcPHkRFRQWio6PRt29fjBkzBj179jxbY/U6Z51/aFg4/Pz83J7jtcQtE/dL3exVdxwdN24cP4OdfBpjmYyCsUxGwVgmo7DZbCgpLvLYNd4eu7na+UC/wD4yCnKN0gMmeC0T90vdhBBQFAVmsxmSJHl7OERNxlgmo2Ask1EwlskoNFVFQUH+ub+5GhEZC28SSEbBWCajYCyTUTCWiWprcuJttVqRlpaGJUuW4KeffnL7MjqlCR+XRtSSKIqClJQU/mEkn8dYJqNgLJNRMJbJKDyd8zWp1Hz58uWYNm0aTp48WXuDktSkz/H2Bfwcb9/D/UJERERERI3ltc/xdnX//ffjxhtvRE5ODjRNc/syatLthpfFk48TQqC4uBi8xQP5OsYyGQVjmYyCsUyG4eEYblLiffz4cTz88MOIi4vz6GB8BUvNydcpioLU1FSWgZHPYyyTUTCWySgYy2QUns75mpR433DDDVizZo1HB+JLjPjZhMuWLYMkSfV+TZo0ydtDJA+yWCwYP348P+aDfB5jmYyCsUxGwVgmo/B0ztekrb377ru48cYbkZqaiuTk5Fq/WA888IBHBtdSCaHBaDeEv/zyy5GTk+PWpqoq7rjjDmzevBlPPfWUl0ZGZ4OmaSgsLERERIRHrlkh8hbGMhkFY5mMgrFMRuHI+TynSYn3V199hZSUFAQEBGDNmjVun9EnSZLhE29V1VDjY7x9XmBgIAIDA/XHqqpiypQp2Lx5M1auXInevXt7cXTkaaqqYuPGjRgxYgT/KJJPYyyTUTCWySgYy2QUqurZxLtJdzWPj4/HAw88gNmzZ59Xv1Dny13NVVXFrbfeihUrVvh80m2k/UJEREREROeGp+9q3qQz3jabDZMmTTqvkm5XDS41FwKwl5/18dTJEgS4VCI0lDPpTklJaXDSvWrVKmzZsgWPPPJIU0ZKXqBpGk6ePIno6Ojz9veYjIGxTEbBWCajYCyTUbSIUvPbbrsN33zzzXl73a+miYaVmtvLgRcTzvp46vRsDuAX3KhVVFXF1KlT9aS7T58+DVpvxIgRGDFiRBMGSd6iaRrS09MxbNgw/lEkn8ZYJqNgLJNRMJbJKDTNsx8n1qTEW1VVzJ07F7/88gt69epV6+Zqb775pkcG11KZjHaBN6qT7l9++QW//vprnUn3tddeC39/f2RlZSE/Px/ffPMNBgwYgKuvvhovv/wykpOTz/3AqUnMZjMPlpAhMJbJKBjLZBSMZTIKT+d8TUq8d+zYgb59+wIA0tPTPTogX9DgUnNLkOPMszdYghrcVVVVTJs2TU+6nfu2pu3bt+Nvf/sbvv76a3zxxRd444038NVXX2H37t3o1q2bp0ZO54CmacjJyUFCQgKPRpNPYyyTUTCWySgYy2QULaLUfPXq1R4dhK9pcKm5JDW63Ptc0zQN06ZNw+LFi/Hdd98hISEBubm5bn1iYmJQUVEBq9WqX8fdvXt3fPbZZygpKUFAQAA/q9HHaJqGrKwsxMXF8Y8i+TTGMhkFY5mMgrFMRuHVUvPrrrvujH0kScL333/f5AH5AiOVmm/cuBFffvklAGDcuHG1npckCYWFhdi5cyd69Oihz33z5s1ITk7W28m3mM1mDBs2zNvDIGo2xjIZBWOZjIKxTEbh1VLz8PBwj764r2pwqbkPGDx4MBryiXLbt2/HwYMHYbfbUVxcjPnz5+P//u//sGrVKl7b7YM0TcPhw4fRtm1bHo0mn8ZYJqNgLJNRMJbJKLxaar5gwQKPvrivanCpuYFs374d48aNQ//+/SGEwNy5c9G5c2e88847GDVqlLeHR42kaRqOHj2K1q1b848i+TTGMhkFY5mMgrFMRuHpUnNJNOR0JwE4/YeoW61WZGdno2PHjggICPDSCM+eSy+9FF9++SXatm3r7aE0itH3CxERERERed7pcr+m4GGoJtA0z5Yd+IKjR4/6XNJN9VNVFfv27YOqqt4eClGzMJbJKBjLZBSMZTIKT+d8TLyb4HwsEti/f7+3h0AeJIRAQUHBeRnLZCyMZTIKxjIZBWOZjMLTMdykjxM73xnpruZ0fjKbzRg4cKC3h0HUbIxlMgrGMhkFY5mMwtM5H894N8H5WGpOxqKqKnbv3s0yMPJ5jGUyCsYyGQVjmYyCpeZE5BEVFRXeHgKRRzCWySgYy2QUjGWi2lhq3gT8aATydSaTCX379vX2MIiajbFMRsFYJqNgLJNReDrnYwbZBCw1J1+nqirS09NZBkY+j7FMRsFYJqNgLJNRsNSciIiIiIiIyIew1LwJWGpOvs5kMqFnz57eHgZRszGWySgYy2QUjGUyCpaatwAsNSdfp6oqtmzZwjIw8nmMZTIKxjIZBWOZjIKl5kTkEYGBgd4eApFHMJbJKBjLZBSMZaLaWGreBCw1J19nMpnQrVs3bw+DqNkYy2QUjGUyCsYyGQVLzVsAI5bOLFu2DJIk1fs1adIkbw+RPEhRFGzcuBGKonh7KETNwlgmo2Ask1EwlskoPJ3z8Yx3E0iS5O0heNzll1+OnJwctzZVVXHHHXdg8+bNeOqpp7w0MjobJElCZGSkIWOZzi+MZTIKxjIZBWOZjMLTMeyTZ7zz8/MxZcoUhIWFISIiAtOnT0dpaelp18nNzcXUqVMRHx+P4OBg9OvXD99//32TXt+IpeaBgYGIj4/Xv2JiYvDII49g8+bNWLlyJXr37u3tIZIHmUwmJCUlwWQyeXsoRM3CWCajYCyTUTCWyShYag5gypQp2LlzJ1asWIElS5Zg7dq1uPvuu0+7zrRp07Bnzx789NNP2LFjB6677jrcdNNN2LJlS6Nf34il5q5UVcWtt96KX3/9lUm3QSmKgnXr1rEMjHweY5mMgrFMRsFYJqM470vNMzIysHz5cmzcuBEDBgwAAMyfPx/jxo3D66+/jsTExDrXW7duHT744AMMGjQIAPCPf/wDb731Fv766y/07du3UWOQ5YaVHQghoCjeSdLNZlOTyiOcSXdKSgqTbgOTZRmtW7c2ZPUGnV8Yy2QUjGUyCsYyGUVDc76G8rnEe/369YiIiNCTbgAYNWoUZFnGhg0bcO2119a53tChQ/HNN99g/PjxiIiIwKJFi2C1WjF8+PB6X6uyshKVlZX6YyFE1XfHY+dREJPJBFVVXZ53fFcUFR9/+kOT59ocd067Bn5+Fn0skiSdcVnTNEydOtUt6RZCNGjdmsuapuk3ZqtrGYC+beeyLMsQQtS73JjXdy47t+3cV677TFEUSJKkL8uyDFmW61222+0wmUz6stlshiRJ+jLgOMrrumyxWKoOwDiWNU2Dqqr6sqZpMJvN9S4748q57Bx7fcuNmVP79u1ht9sBwDBzMuJ+4pzOPKf27dtD0zS9vxHmZMT9xDmdfk5CCLRp00YfrxHmZMT9xDmdeU6yLCMxMVH/f8wIczLifuKczjyn877UPDc3F7GxsW5tZrMZUVFRyM3NrXe9RYsWwW63o1WrVvD398ff/vY3/PDDD0hKSqp3nVdffRXh4eH6V5s2bQAAO3bsAOA4+56RkQEA2LNnj15SU15e7pawe0NpaQkAwG6369e/22w2lJWVAXAcVCgvLwcAWK1WlJaWYurUqfjll1+wZMkS9OnTBxUVFbBarQAcc5o4cSJuvvlmDBgwAJ07d8amTZuwevVqTJgwAQBQUlKCpUuXYurUqSgpKdF/mYqLi/UPoC8uLtYT6prLgCP5dy6rqoqSEsc8FEXRlxs6p4qKCr1/VlYWAGD79u3IzMwEAGzZsgXZ2dkAgLS0NBw+fBiAozrCeaO5tWvX4uTJkwCAVatWobCwEACQkpKij2fZsmWwWq1QFAXLli2DoiiwWq1YtmyZ/nNJSUkBABQWFmLVqlUAgJMnT2Lt2rUAgJycHKxbtw4AcPjwYaSlpQEAsrOz9cshMjMzsX37dgDusdeUOR0/fhxr16411JyMuJ84p4bNyTWmjTInI+4nzun0c9q2bRt+/fVXKIpimDkZcT9xTmeek3MepaWlhpmTEfcT53TmOXn88mLRQjzxxBMCwGm/MjIyxMsvvyy6du1aa/2YmBjx/vvv17v9mTNnikGDBolff/1VbN26VTz//PMiPDxcbN++vd51rFarKCoq0r8KCwvFyRN5orKyUgghhKIoQlEUIYQQpaWlYufOnaKiokJomqZ/VVbaRGWlTdhs9nqXrdbK0y5XVtpqLTu3Ud+yqqpCCKGP43TLdrtd3HLLLSIqKkr89ddf9fbv1KmTeO2114SmaeKzzz4TN998sygsLBRdunTR+wwdOlTs3btXqKqqr1vXsqZptZad26hv+UzzqGu5oqJC7Ny5U5SWltbaZ3a73W3Z+Vr1LdtsNrdl52s5lzVNq7XsHItzWVVVt2W73X7aZUVR3Jad461vuaFzstvt4siRI6KystIwczLifuKczjynyspKceTIET2ujTAnI+4nzunMc7LZbOLQoUP6ekaYkxH3E+d05jmpqioOHjwoFEUxzJyMuJ84pzPPSVHs4uSJPP11mksSwqUm14tOnDiBU6dOnbZPp06d8Pnnn+ORRx5BQUGB3q4oCgICAvDtt9/WWWqelZWFpKQkpKeno0ePHnr7qFGjkJSUhA8//LBBY9Q0DQX5pxAZ1apW6YHVakV2djY6duyIgICABm2vJdCqyssXL16M7777rs7r3WNiYlBRUYELLrgAhw4dgslk0j9ibPny5ejQoQMyMzOxYsUKLFq0CAsXLjz3E6mHr+4XIiIiIiLyntPlfk3RYq7xjomJQUxMzBn7DRkyBIWFhfjrr7/Qv39/AI5SA03TMHjw4DrXcZYf1/yBmUwmvQS6MVRVNcwNIzZu3Igvv/wSADBu3Lhaz0uShMLCQuzcuRM9evTQPxpi8+bNSE5OBgB06dIF+/btw5w5c/DZZ5+du8FTkymKgrVr12LYsGH6tS9EvoixTEbBWCajYCyTUageLjX3ueyxe/fuGDt2LGbMmIG0tDT88ccfmDlzJm6++Wb9juZHjx5Ft27d9GsMunXrhqSkJPztb39DWloasrKy8MYbb2DFihW45pprGj0GT9/hzpsGDx6sX2dd15emaQgLC8P27dtx8OBB2O12nDp1CvPnz8c999wDwLFP3njjDXTv3h2dO3f28oyoIWRZRs+ePQ1zAInOX4xlMgrGMhkFY5mM4ry/qzkAfPHFF5g5cyZGjhwJWZZx/fXXY968efrzdrsde/bs0c90WywWLFu2DLNnz8ZVV12F0tJSJCUl4dNPP63zLO+ZSNL590ayfft2jBs3Dv3794cQAnPnztWT7O7du+PBBx/Enj17vDxKaihZlmvdpJDIFzGWySgYy2QUjGUyCk/nfC3mGm9f4KzzDw0Lh5+fn9tzRr+W+NJLL8WXX36Jtm3bensojWL0/dJUdrsdq1atwogRI2CxWLw9HKImYyyTUTCWySgYy2QUNpsNJcVFHrvG+/w7desBJtP592M7evSozyXdVD+TyYSBAwfq1+wT+SrGMhkFY5mMgrFMRuHpnM8nS8297XwsNd+/f7+3h0AeJMsyoqKivD0MomZjLJNRMJbJKBjLZBSezvnOvwzSAxRF8fYQiJrFbrdj6dKlsNvt3h4KUbMwlskoGMtkFIxlMgpP53xMvJvAzNIZ8nFmsxmXXnopP+aDfB5jmYyCsUxGwVgmo/B0zsffiKaQjPNxYnR+kiQJYWFh3h4GUbMxlskoGMtkFIxlMgwP53w8490ELDUnX2e32/Hjjz+yDIx8HmOZjIKxTEbBWCaj8HTOx48TawTnx4lFRkZBrlF6wI+tapm4X+omhIDVakVAQAAkVnCQD2Msk1EwlskoGMtkFJqqoqAgnx8nRkTNw2uvyCgYy2QUjGUyCsYyUW1MvJtAUVVvD4GoWRRFwbJly3jZBPk8xjIZBWOZjIKxTEbh6ZyPpeaNwFJz38P9UjchBBRFgdlsZhkY+TTGMhkFY5mMgrFMRsFScyLyCB6JJqNgLJNRMJbJKBjLRLUx8W4Clpo7SJKExYsXAwAOHDgASZKwdevWBvX3hNzcXFxxxRUIDg5GRESEx7Z7PlAUBSkpKfzDSD6PsUxGwVgmo2Ask1F4OufjnQ+agDeMcMjJyUFkZGST+h84cAAdO3bEli1b0KdPnya9/ltvvYWcnBxs3boV4eHhTdrG+cpisWDixIneHgZRszGWySgYy2QUjGUyCk/nfDzj3RS8LB4AEB8fD39//7PWvz42mw0AkJWVhf79+6NLly6IjY1t9nbPJ0IIFBcXg7d4IF/HWCajYCyTUTCWyTA8HMNMvJvAaKXm3333HZKTkxEYGIhWrVph1KhRKCsrAwB88skn6NGjB/z9/ZGQkICZM2fq652udFxVVdx5553o1q0bDh06VKt/x44dAQB9+/aFJEkYPnx4veMbPnw4Zs6ciVmzZiE6OhpjxoxBhw4d8P333+O///0vJEnC7bff3uyfw/lEURSkpqayDIx8HmOZjIKxTEbBWCajYKl5C9DYsgNnEhsUFKTf3dFms8Fut8NsNrudBXb2DQwM1O+eZ7fbYbPZYDKZ3O7MXV9fi8XS4LHl5ORg8uTJmDt3Lq699lqUlJQgNTUVQgh88MEHePjhh/HPf/4TV155JYqKivDHH3+ccZuVlZWYPHkyDhw4gNTUVMTExNTqk5aWhkGDBuHXX39Fjx494Ofnd9ptfvrpp/j73/+uv35UVBSmTZuGsLAwvPPOOwgMDGzwnMlRBjZ+/HhvD4Oo2RjLZBSMZTIKxjIZBUvNWwAhtEb1DwkJQUhICE6ePKm3/etf/0JISIjbGWQAiI2NRUhIiH6WGADee+89hISEYPr06W59O3TogJCQEGRkZOhtCxcubNTYcnJyoCgKrrvuOnTo0AHJycm49957ERISgjlz5uCRRx7Bgw8+iK5du2LgwIGYNWvWabdXWlqK8ePH48SJE1i9enWdSTcAvb1Vq1aIj49HVFTUabfbpUsXzJ07FxdccAEuuOACxMTEwN/fH4GBgYiPj+c13o2kaRry8/OhaY2LZaKWhrFMRsFYJqNgLJNRNDbnOxMm3k2gqsZ5I+nduzdGjhyJ5ORk3HjjjfjPf/6DgoIC5OXl4dixYxg5cmSjtjd58mSUlZUhJSWl0clwamqqfpAiJCQEX3zxhf5c//79G7UtOj1VVbFx40aoBrtsgs4/jGUyCsYyGQVjmYzC0zkfS82boLFlB6WlpQAcpeZOjz32GGbNmlVrW3l5eQDgVjp93333YcaMGTCZTG59Dxw4UKtvY691NplMWLFiBdatW4eUlBTMnz8fTz/9NFauXNmo7TiNGzcOn3/+OdavX48RI0Y0at0BAwa4fRxZXFycvhwcHNyk8VDdLBYLxowZ4+1hEDUbY5mMgrFMRsFYJqNgqXkL0Niyg+DgYAQHB+vXdwOAn58fgoODa93l29nXec024HgDCw4Odru++3R9G0uSJFx88cV44YUXsGXLFvj5+WHFihXo0KFDoxPwv//97/jnP/+Jq6++Gr/99lu9/ZzXdLseDQ0MDERSUpL+FRoa2ui5UMNomoa8vDyWgZHPYyyTUTCWySgYy2QULDVvATTNOB+PsGHDBrzyyivYtGkTDh06hP/7v//DiRMn0L17dzz//PN44403MG/ePGRmZmLz5s2YP3/+Gbd5//33Y86cOZgwYQJ+//33OvvExsYiMDAQy5cvx/Hjx1FUVOTpqdFpaJqG9PR0/lEkn8dYJqNgLJNRMJbJKDyd87HUvAlqlnz7srCwMKxduxZvv/02iouL0b59e7zxxhu48sorAQBWqxVvvfUWHn30UURHR+OGG25o0HZnzZoFTdMwbtw4LF++HEOHDnV73mw2Y968eXjxxRfx7LPP4tJLL8WaNWs8PT2qh9lsbvSlAEQtEWOZjIKxTEbBWCaj8HTOJwl+un2DaZqGgvxTiIiMhMnkfszCarUiOzsbHTt2rFUSTt7D/VI3TdOQk5ODhIQEt0sViHwNY5mMgrFMRsFYJqNQVQWFBQWIjGrlkVjmb0MTGKnUnM5PmqYhKyuLZWDk8xjLZBSMZTIKxjIZhadzPp7xbgTnGe+6jnrwzGrLxP1CRERERESNdbrcryl4xrsJPH2HO6JzTdM0HDx4kEejyecxlskoGMtkFIxlMgre1bwFYKk5+TpN03D06FH+USSfx1gmo2Ask1EwlskoWGruRSw19z3cL0RERERE1FgsNW8BTncEj8cxWhbuj7qpqop9+/ZBVVVvD4WoWRjLZBSMZTIKxjIZhaerNph4N0FdyZzFYgEAlJeXn+vh0Gk494dz/5CDEAIFBQU8MEE+j7FMRsFYJqNgLJNReDqGWWreCGcqN8jJyUFhYSFiY2MRFBQESZK8MEoCHL8o5eXlyMvLQ0REBBISErw9JCIiIiIi8hGeLjU3e2BM5x1N0+r84cfHxwMA8vLyzvWQqB4RERH6fqFqqqoiMzMTXbp0gclk8vZwiJqMsUxGwVgmo2Ask1F4utScibcHSZKEhIQExMbGwm63e3s45z2LxcI3/NOoqKjw9hCIPIKxTEbBWCajYCwT1eaTpeYvv/wyli5diq1bt8LPzw+FhYVnXEcIgeeeew7/+c9/UFhYiIsvvhgffPABunTp0uDX9XS5AREREREREbU8vKs5AJvNhhtvvBF///vfG7zO3LlzMW/ePHz44YfYsGEDgoODMWbMGFit1ka/Pj+XkHydqqpIT0/nHUfJ5zGWySgYy2QUjGUyCpaaA3jhhRcAAAsXLmxQfyEE3n77bfzjH//AxIkTAQD//e9/ERcXh8WLF+Pmm28+W0MlIiIiIiKi85xPnvFurOzsbOTm5mLUqFF6W3h4OAYPHoz169c3enssMydfZzKZ0LNnT14DTz6PsUxGwVgmo2Ask1F4OufzyTPejZWbmwsAiIuLc2uPi4vTn6tLZWUlKisr9cfOcgObzQY/Pz/9sSzLbsuqqkKSJH1ZliVIUv3LiqLAZJL1ZbPJBEhS9TIARVXdl81mQAh9WQgNqqrpy5omYDKZ6l3WNA1CVC/XNQ/OybhzEkJg165d6NatGywWsyHmZMT9xDmdeU52u4Ldu3fjwgsvhCRJhpiTEfcT53TmOdntduzatQvJyckQQhhiTkbcT5zTmeekCYHt27cjOTkZJlk2xJyMuJ84pzPPyclTt0RrMYn37Nmz8dprr522T0ZGBrp163aORgS8+uqrelk74Pi4sPQd21FWWoKyczYKorOjbZvWKCst8fYwiJqtbZvWKCku8vYwiJqtXds2KCos8PYwiJqtfbu2KC4q9PYwiDzCZrMhMDCw2dtpMYn3I488gttvv/20fTp16tSkbTs/x/n48eNISEjQ248fP44+ffrUu96TTz6Jhx9+WH9cXFyMnsm9kJGRgbCwsCaNhaglKCkpQZs2bXDkyBGEhoZ6ezhETcZYJqNgLJNRMJbJKIqLi9G9e3dkZGQYK/GOiYlBTEzMWdl2x44dER8fj5UrV+qJdnFxMTZs2HDaO6P7+/vD39/frS03NxeyLPM6b/JpkiShtLRUL+kh8lWMZTIKxjIZBWOZjEKWZT3388j2PLKVc+zQoUPYunUrDh06BFVVsXXrVmzduhWlpaV6n27duuGHH34A4HgDmDVrFubMmYOffvoJO3bswLRp05CYmIhrrrnGS7MgIiIiIiKi80GLOePdGM8++yw+/fRT/XHfvn0BAKtXr8bw4cMBAHv27EFRUfU1f48//jjKyspw9913o7CwEJdccgmWL1+OgICAczp2IiIiIiIiOr/4ZOK9cOHCM36Gd827z0mShBdffBEvvvhik1/X398fzz33XK3ycyJfw1gmo2Ask1EwlskoGMtkFJ6OZUl46v7oRERERERERFSLT17jTUREREREROQrmHgTERERERERnUVMvImIiIiIiIjOIibejfDee++hQ4cOCAgIwODBg5GWlubtIRE1yquvvoqBAwciNDQUsbGxuOaaa7Bnzx5vD4uo2f75z3/qHx1J5GuOHj2KW2+9Fa1atUJgYCCSk5OxadMmbw+LqFFUVcUzzzyDjh07IjAwEJ07d8ZLL71U64bHRC3N2rVrcdVVVyExMRGSJGHx4sVuzwsh8OyzzyIhIQGBgYEYNWoUMjMzG/06TLwb6JtvvsHDDz+M5557Dps3b0bv3r0xZswY5OXleXtoRA3222+/4b777sOff/6JFStWwG63Y/To0SgrK/P20IiabOPGjfj3v/+NXr16eXsoRI1WUFCAiy++GBaLBf/73/+wa9cuvPHGG4iMjPT20Iga5bXXXsMHH3yAd999FxkZGXjttdcwd+5czJ8/39tDIzqtsrIy9O7dG++9916dz8+dOxfz5s3Dhx9+iA0bNiA4OBhjxoyB1Wpt1OvwruYNNHjwYAwcOBDvvvsuAEDTNLRt2xb3338/Zs+e7eXRETXNiRMnEBsbi99++w3Dhg3z9nCIGq20tBT9+vXD+++/jzlz5qBPnz54++23vT0sogabPXs2/vjjD6Smpnp7KETNMmHCBMTFxeHjjz/W266//noEBgbi888/9+LIiBpOkiT88MMPuOaaawA4znYnJibikUcewaOPPgoAKCoqQlxcHBYuXIibb765wdvmGe8GsNls+OuvvzBq1Ci9TZZljBo1CuvXr/fiyIiap6ioCAAQFRXl5ZEQNc19992H8ePHu70/E/mSn376CQMGDMCNN96I2NhY9O3bF//5z3+8PSyiRhs6dChWrlyJvXv3AgC2bduG33//HVdeeaWXR0bUdNnZ2cjNzXX7PyM8PByDBw9udB5o9vTgjOjkyZNQVRVxcXFu7XFxcdi9e7eXRkXUPJqmYdasWbj44ovRs2dPbw+HqNG+/vprbN68GRs3bvT2UIiabP/+/fjggw/w8MMP46mnnsLGjRvxwAMPwM/PD7fddpu3h0fUYLNnz0ZxcTG6desGk8kEVVXx8ssvY8qUKd4eGlGT5ebmAkCdeaDzuYZi4k10nrrvvvuQnp6O33//3dtDIWq0w4cP48EHH8SKFSsQEBDg7eEQNZmmaRgwYABeeeUVAEDfvn2Rnp6ODz/8kIk3+ZRFixbhiy++wJdffokePXpg69atmDVrFhITExnLRGCpeYNER0fDZDLh+PHjbu3Hjx9HfHy8l0ZF1HQzZ87EkiVLsHr1arRp08bbwyFqtL/++gt5eXno168fzGYzzGYzfvvtN8ybNw9msxmqqnp7iEQNkpCQgAsvvNCtrXv37jh06JCXRkTUNI899hhmz56Nm2++GcnJyZg6dSoeeughvPrqq94eGlGTOXM9T+SBTLwbwM/PD/3798fKlSv1Nk3TsHLlSgwZMsSLIyNqHCEEZs6ciR9++AGrVq1Cx44dvT0koiYZOXIkduzYga1bt+pfAwYMwJQpU7B161aYTCZvD5GoQS6++OJaH+u4d+9etG/f3ksjImqa8vJyyLJ7amEymaBpmpdGRNR8HTt2RHx8vFseWFxcjA0bNjQ6D2SpeQM9/PDDuO222zBgwAAMGjQIb7/9NsrKynDHHXd4e2hEDXbffffhyy+/xI8//ojQ0FD92pTw8HAEBgZ6eXREDRcaGlrr3gTBwcFo1aoV71lAPuWhhx7C0KFD8corr+Cmm25CWloaPvroI3z00UfeHhpRo1x11VV4+eWX0a5dO/To0QNbtmzBm2++iTvvvNPbQyM6rdLSUuzbt09/nJ2dja1btyIqKgrt2rXDrFmzMGfOHHTp0gUdO3bEM888g8TERP3O5w3FjxNrhHfffRf/+te/kJubiz59+mDevHkYPHiwt4dF1GCSJNXZvmDBAtx+++3ndjBEHjZ8+HB+nBj5pCVLluDJJ59EZmYmOnbsiIcffhgzZszw9rCIGqWkpATPPPMMfvjhB+Tl5SExMRGTJ0/Gs88+Cz8/P28Pj6hea9asweWXX16r/bbbbsPChQshhMBzzz2Hjz76CIWFhbjkkkvw/vvvo2vXro16HSbeRERERERERGcRr/EmIiIiIiIiOouYeBMRERERERGdRUy8iYiIiIiIiM4iJt5EREREREREZxETbyIiIiIiIqKziIk3ERERERER0VnExJuIiIiIiIjoLGLiTURERERERHQWMfEmIiKic85msyEpKQnr1q3z2hhmz56N+++/32uvT0RE5w8m3kRERM10++23Q5KkWl/79u3z9tBarA8//BAdO3bE0KFD3dpXr16NCRMmICYmBgEBAejcuTMmTZqEtWvX6n3WrFkDSZJQWFhYa7sdOnTA22+/3aAxPProo/j000+xf//+5kyFiIjojJh4ExERecDYsWORk5Pj9tWxY8da/Ww2mxdG17IIIfDuu+9i+vTpbu3vv/8+Ro4ciVatWuGbb77Bnj178MMPP2Do0KF46KGHPD6O6OhojBkzBh988IHHt01EROSKiTcREZEH+Pv7Iz4+3u3LZDJh+PDhmDlzJmbNmqUnegCQnp6OK6+8EiEhIYiLi8PUqVNx8uRJfXtlZWWYNm0aQkJCkJCQgDfeeAPDhw/HrFmz9D6SJGHx4sVu44iIiMDChQv1x4cPH8ZNN92EiIgIREVFYeLEiThw4ID+/O23345rrrkGr7/+OhISEtCqVSvcd999sNvtep/Kyko88cQTaNu2Lfz9/ZGUlISPP/4YQggkJSXh9ddfdxvD1q1bT3vG/6+//kJWVhbGjx+vtx06dAizZs3CrFmz8Omnn2LEiBFo3749evXqhQcffBCbNm1q6K7QLVy4sM5KhOeff17vc9VVV+Hrr79u9LaJiIgag4k3ERHRWfbpp5/Cz88Pf/zxBz788EMUFhZixIgR6Nu3LzZt2oTly5fj+PHjuOmmm/R1HnvsMfz222/48ccfkZKSgjVr1mDz5s2Nel273Y4xY8YgNDQUqamp+OOPPxASEoKxY8e6nXlfvXo1srKysHr1anz66adYuHChW/I+bdo0fPXVV5g3bx4yMjLw73//GyEhIZAkCXfeeScWLFjg9roLFizAsGHDkJSUVOe4UlNT0bVrV4SGhupt33//Pex2Ox5//PE615EkqVFzB4BJkya5VSB89dVXMJvNuPjii/U+gwYNwpEjR9wORhAREXma2dsDICIiMoIlS5YgJCREf3zllVfi22+/BQB06dIFc+fO1Z+bM2cO+vbti1deeUVv++STT9C2bVvs3bsXiYmJ+Pjjj/H5559j5MiRABzJe5s2bRo1pm+++QaapuH//b//pyeuCxYsQEREBNasWYPRo0cDACIjI/Huu+/CZDKhW7duGD9+PFauXIkZM2Zg7969WLRoEVasWIFRo0YBADp16qS/xu23345nn30WaWlpGDRoEOx2O7788staZ8FdHTx4EImJiW5te/fuRVhYGOLj4/W277//Hrfddpv+eP369UhOTtYf1/XzKC8v15cDAwMRGBgIAMjKysJ9992HV155BVdccYXexzmOgwcPokOHDvWOmYiIqDmYeBMREXnA5Zdf7natcHBwsL7cv39/t77btm3D6tWr3RJ1p6ysLFRUVMBms2Hw4MF6e1RUFC644IJGjWnbtm3Yt2+f25llALBarcjKytIf9+jRAyaTSX+ckJCAHTt2AHCUjZtMJlx22WV1vkZiYiLGjx+PTz75BIMGDcLPP/+MyspK3HjjjfWOq6KiAgEBAbXaa57VHjNmDLZu3YqjR49i+PDhUFXV7fnU1NRacxs+fHit7RYVFWHChAkYP348HnvsMbfnnIm5a8JORETkaUy8iYiIPCA4OLje0mrXJBwASktLcdVVV+G1116r1TchIaHBd0OXJAlCCLc212uzS0tL0b9/f3zxxRe11o2JidGXLRZLre1qmgagOjE9nbvuugtTp07FW2+9hQULFmDSpEkICgqqt390dLSe2Dt16dIFRUVFyM3N1c96h4SEICkpCWZz3f+udOzYEREREW5tNfuqqopJkyYhLCwMH330Ua1t5OfnA3D/eRAREXkar/EmIiI6x/r164edO3eiQ4cOSEpKcvsKDg5G586dYbFYsGHDBn2dgoIC7N271207MTExyMnJ0R9nZma6nbnt168fMjMzERsbW+t1wsPDGzTW5ORkaJqG3377rd4+48aNQ3BwMD744AMsX74cd95552m32bdvX+zevdvtoMENN9wAi8VS58GI5njooYewY8cOLF68uM6z7Onp6bBYLOjRo4dHX5eIiMgVE28iIqJz7L777kN+fj4mT56MjRs3IisrC7/88gvuuOMOqKqKkJAQTJ8+HY899hhWrVqF9PR03H777ZBl9z/bI0aMwLvvvostW7Zg06ZNuOeee9zOXk+ZMgXR0dGYOHEiUlNTkZ2djTVr1uCBBx7AkSNHGjTWDh064LbbbsOdd96JxYsX69tYtGiR3sdkMuH222/Hk08+iS5dumDIkCGn3ebll1+O0tJS7Ny5U29r164d3njjDbzzzju47bbbsHr1ahw4cACbN2/GvHnz9NdpjAULFuD999/Hhx9+CEmSkJubi9zcXJSWlup9UlNTcemllzbozD4REVFTMfEmIiI6xxITE/HHH39AVVWMHj0aycnJmDVrFiIiIvTk+l//+hcuvfRSXHXVVRg1ahQuueSSWteKv/HGG2jbti0uvfRS3HLLLXj00UfdSryDgoKwdu1atGvXDtdddx26d++O6dOnw2q1IiwsrMHj/eCDD3DDDTfg3nvvRbdu3TBjxgyUlZW59Zk+fTpsNhvuuOOOM26vVatWuPbaa2uVwN9///1ISUnBiRMncMMNN6BLly4YN24csrOzsXz5crcbqzXEb7/9BlVVcfXVVyMhIUH/cr3x29dff40ZM2Y0artERESNJYmaF4cRERFRizR8+HD06dMHb7/9treHUktqaipGjhyJw4cPIy4u7oz9t2/fjiuuuAJZWVl13mTuXPjf//6HRx55BNu3b6/3OnIiIiJP4BlvIiIiarLKykocOXIEzz//PG688cYGJd0A0KtXL7z22mvIzs4+yyOsX1lZGRYsWMCkm4iIzjr+pSEiIqIm++qrrzB9+nT06dMH//3vfxu17u233352BtVAN9xwg1dfn4iIzh8sNSciIiIiIiI6i1hqTkRERERERHQWMfEmIiIiIiIiOouYeBMRERERERGdRUy8iYiIiIiIiM4iJt5EREREREREZxETbyIiIiIiIqKziIk3ERERERER0VnExJuIiIiIiIjoLGLiTURERERERHQW/X+h10pXG2I5kwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Also compare to results from scikit-rf\n", + "frequency = Frequency.from_f(freqs, unit=\"Hz\")\n", + "microstrip = MLine(\n", + " frequency=frequency,\n", + " w=width * 1e-6,\n", + " h=height * 1e-6,\n", + " ep_r=4.4,\n", + " tand=0.025, # Add an equal loss tangent to the microstrip\n", + " t=thickness * 1e-6,\n", + ")\n", + "skrf_z0 = microstrip.z0\n", + "\n", + "# First we calculate the usual impedance using the same approach as before\n", + "# the only difference is now it is computed from mode data.\n", + "impedance_calculator = microwave.ImpedanceCalculator(\n", + " voltage_integral=voltage_path, current_integral=current_path\n", + ")\n", + "Z_vi = impedance_calculator.compute_impedance(sim_data_with_loss[\"mode_yz\"])\n", + "mode_freqs = Z_vi.f.values\n", + "# We select the first mode and convert to a numpy array for plotting\n", + "Z_vi = Z_vi.sel(mode_index=0).values\n", + "\n", + "# Next we compute the power-current definition of impedance by simply\n", + "# passing \"None\" in place of the \"voltage_path\".\n", + "impedance_calculator = microwave.ImpedanceCalculator(\n", + " voltage_integral=None, current_integral=current_path\n", + ")\n", + "Z_pi = impedance_calculator.compute_impedance(sim_data_with_loss[\"mode_yz\"])\n", + "Z_pi = Z_pi.sel(mode_index=0).values\n", + "# We compute the power-voltage definition using the same approach.\n", + "impedance_calculator = microwave.ImpedanceCalculator(\n", + " voltage_integral=voltage_path, current_integral=None\n", + ")\n", + "Z_pv = impedance_calculator.compute_impedance(sim_data_with_loss[\"mode_yz\"])\n", + "Z_pv = Z_pv.sel(mode_index=0).values\n", + "\n", + "# Plot the imaginary part of the data associated with the three definitions of impedance\n", + "# With physics convention, the imaginary part of the impedance is negative.\n", + "f, ax1 = plt.subplots(1, 1, tight_layout=True, figsize=(10, 3))\n", + "ax1.plot(mode_freqs / 1e9, np.imag(Z_vi), label=r\"$Z_{vi}$\")\n", + "ax1.plot(mode_freqs / 1e9, np.imag(Z_pi), label=r\"$Z_{pi}$\")\n", + "ax1.plot(mode_freqs / 1e9, np.imag(Z_pv), label=r\"$Z_{pv}$\")\n", + "ax1.plot(freqs / 1e9, -np.imag(skrf_z0), \":k\", label=\"scikit-rf\")\n", + "ax1.set_ylabel(r\"$\\mathrm{Im}(Z_0)$ (Ohm)\")\n", + "ax1.set_xlabel(\"Frequency (GHz)\")\n", + "ax1.set_xlim(0, 10)\n", + "ax1.set_ylim(-1, 0)\n", + "ax1.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## References\n", + "\n", + "[1] David M. Pozar, \"Microwave Network Analysis\" in Microwave Engineering, 4th ed. 2011, ch. 4.\n", + "\n", + "[2] E. Hammerstad and O. Jensen, \"Accurate Models for Microstrip Computer-Aided Design,\" 1980 IEEE MTT-S International Microwave Symposium Digest, Washington, DC, USA, 1980, pp. 407-409.\n", + "\n", + "[3] R. H. Jansen and N. H. L. Koster, \"New Aspects Concerning the Definition of Microstrip Characteristic Impedance As a Function of Frequency,\" 1982 IEEE MTT-S International Microwave Symposium Digest, Dallas, TX, USA, 1982, pp. 305-307.\n", "\n", - "[2] E. Hammerstad and O. Jensen, \"Accurate Models for Microstrip Computer-Aided Design,\"\n", - " 1980 IEEE MTT-S International Microwave Symposium Digest,\n", - " Washington, DC, USA, 1980, pp. 407-409." + "[4] R. H. Jansen and M. Kirschning, “Arguments and an accurate Model for the Power-Current Formulation of Microstrip Characteristic Impedance”, Archiv für Elektronik und Übertragungstechnik (AEÜ), vol. 37, pp. 108-112, 1983.\n", + "\n" ] }, { @@ -1511,7 +2005,7 @@ "description": "This notebook demonstrates how to use the tools within the microwave plugin to compute the voltage and current along a transmission line. The voltages and currents can be computed in either the time domain or the frequency domain and may be used to compute the characteristic impedance. We also introduce the LumpedResistor and demonstrate how they are added to a simulation.", "feature_image": "", "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "tidy3d_3_13", "language": "python", "name": "python3" }, @@ -1526,7 +2020,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.14" + "version": "3.13.3" }, "title": "Computing the characteristic impedance of transmission lines using Tidy3D" },