{
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    "# Lecture 11.3: Resonant tunneling diodes with relaxation in the reservoirs\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45165](https://nanohub.org/resources/45165) — [video](https://nanohub.org/resources/45180) · [slides](https://nanohub.org/resources/45179)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- the practical problem with the sharp emitter states of lecture 11.2: electrons cannot tunnel into the notch, and lifetimes of tens of picoseconds are unphysical in a heavily doped emitter\n",
    "- NEMO's relaxation in the reservoirs: an imaginary potential $-i\\eta$ with $\\eta = 6.6$ meV in the equilibrium emitter and collector, and the partitioning of the device into reservoirs and a central non-equilibrium (NEGF) region\n",
    "- what relaxation does: emitter states broadened beyond 6.6 meV, the central resonance almost unchanged, a single I–V peak with more current and more valley current, Urbach tails below the band edge\n",
    "- an industrial example from 1994–95: a GaAs/Al$_{0.4}$Ga$_{0.6}$As RTD where different contact treatments disagree by orders of magnitude, and an InP optical switch that NEMO matched\n",
    "- the reduction of the scattering domain that the partitioning makes possible\n",
    "\n",
    "**In this notebook** uses the realistic-doping RTD of lecture 11.2 and computes the Thomas–Fermi I–V with and without reservoir relaxation (`nemo.thomas_fermi_iv(relaxation=...)`), the resonance widths with the reservoir broadening (`nemo.resonances(reservoir=...)`), the transmission and current spectrum at 0.32, 0.42 and 0.76 V with `reservoir_transmission`, the share of current carried by the central resonance and by energies below the emitter band edge, the dependence on $\\eta$, and the cost argument for a small scattering domain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7a9ed4b2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:46.456753Z",
     "iopub.status.busy": "2026-10-24T22:43:46.456691Z",
     "iopub.status.idle": "2026-10-24T22:43:46.928504Z",
     "shell.execute_reply": "2026-10-24T22:43:46.928147Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "H2M0 = nemo.core.units.HBAR2_2M0          # ħ²/2m₀ = 0.0381 eV nm²\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2cc6accd",
   "metadata": {},
   "source": [
    "## 1. A practical problem with the emitter states\n",
    "\n",
    "Lecture 11.2 found quasi-bound states E1 and E2 in the triangular notch in front of the first barrier.\n",
    "The width of E1 fell exponentially with bias, to about 8 µeV in the lecture's example, a lifetime of\n",
    "40 ps. The lecturer now asks two questions. First, how do electrons get into the notch at all? The hump\n",
    "between the notch and the emitter contact is low but tens of nanometres long, too thick to tunnel through\n",
    "in any reasonable time. Second, can an electron really stay coherently in the notch for 40 ps? The notch\n",
    "holds a sheet density of $10^{10}$ to $10^{12}$ electrons per cm$^2$. Electrons at that density scatter\n",
    "off each other and off phonons on time scales of about $\\tau = 50$ fs, so the states must be broadened\n",
    "by about\n",
    "\n",
    "$$\\Gamma = \\frac{\\hbar}{2\\tau} = \\frac{0.658\\ \\text{meV ps}}{2\\times 0.05\\ \\text{ps}} \\approx 6.6\\ \\text{meV},$$\n",
    "\n",
    "nearly a thousand times more than the coherent calculation gives. The 8 µeV line is, in the lecturer's\n",
    "words on the slide, \"incorrect physics\".\n",
    "\n",
    "The first cell rebuilds the device of lecture 11.2 (30 nm $10^{18}$ cm$^{-3}$ contacts, 50 nm spacers,\n",
    "4/5/4 nm Al$_{0.3}$Ga$_{0.7}$As/GaAs/Al$_{0.3}$Ga$_{0.7}$As) and checks the sheet density in the notch."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b4e8db74",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:46.929967Z",
     "iopub.status.busy": "2026-10-24T22:43:46.929849Z",
     "iopub.status.idle": "2026-10-24T22:43:47.687153Z",
     "shell.execute_reply": "2026-10-24T22:43:47.686695Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "largest potential difference between the two runs: 0.0e+00 eV\n",
      "0.32 V: sheet density between the emitter top and the barrier 3.4e+11 cm^-2\n",
      "0.42 V: sheet density between the emitter top and the barrier 4.4e+11 cm^-2\n",
      "0.76 V: sheet density between the emitter top and the barrier 7.6e+11 cm^-2\n",
      "hbar/(2 x 50 fs) = 6.58 meV\n"
     ]
    }
   ],
   "source": [
    "from opennemo.solvers.reservoir import reservoir_transmission\n",
    "\n",
    "x_al = 0.3\n",
    "gaas = EM(\"GaAs\", 0.067, 12.9, conduction_band_edge=0.0)\n",
    "algaas = EM(\"Al0.3Ga0.7As\", 0.067 + 0.083 * x_al, 12.9 - 2.84 * x_al, conduction_band_edge=0.324)\n",
    "layers = [\n",
    "    nemo.Layer(gaas, 30, donors=1e18, name=\"emitter contact\"),\n",
    "    nemo.Layer(gaas, 50, donors=1e15, name=\"emitter spacer\"),\n",
    "    nemo.Layer(algaas, 4, name=\"barrier\"),\n",
    "    nemo.Layer(gaas, 5, name=\"well\"),\n",
    "    nemo.Layer(algaas, 4, name=\"barrier\"),\n",
    "    nemo.Layer(gaas, 50, donors=1e15, name=\"collector spacer\"),\n",
    "    nemo.Layer(gaas, 30, donors=1e18, name=\"collector contact\"),\n",
    "]\n",
    "rtd = nemo.Heterostructure1D(layers, spacing=0.25, terminal_layers=(2, 2))\n",
    "x, XB1 = rtd.x, 80.0\n",
    "emitter = x < XB1\n",
    "T, ETA = 300, 0.0066\n",
    "V = np.round(np.arange(0.0, 0.8001, 0.01), 3)\n",
    "ballistic = nemo.thomas_fermi_iv(rtd, V, T, charge=\"all\", relaxation=None)\n",
    "relaxed = nemo.thomas_fermi_iv(rtd, V, T, charge=\"all\", relaxation=ETA, relaxation_decay=ETA)\n",
    "EF = float(np.atleast_1d(relaxed[\"mu_left\"])[0])\n",
    "Ec = rtd.band_edge[None, :] + relaxed[\"potential\"]\n",
    "print(\n",
    "    \"largest potential difference between the two runs:\",\n",
    "    f\"{np.abs(ballistic['potential'] - relaxed['potential']).max():.1e} eV\",\n",
    ")\n",
    "\n",
    "for v in (0.32, 0.42, 0.76):\n",
    "    i = int(np.argmin(abs(V - v)))\n",
    "    ec = Ec[i]\n",
    "    itop = int(np.argmax(np.where(emitter, ec, -1)))\n",
    "    notch = emitter & (np.arange(len(x)) > itop)\n",
    "    sheet = relaxed[\"electron_density\"][i][notch].sum() * rtd.spacing * 1e-7  # cm^-2\n",
    "    print(f\"{v:.2f} V: sheet density between the emitter top and the barrier {sheet:.2g} cm^-2\")\n",
    "print(f\"hbar/(2 x 50 fs) = {6.582e-16 / (2 * 50e-15) * 1e3:.2f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "547f027d",
   "metadata": {},
   "source": [
    "The Thomas–Fermi potential does not depend on the relaxation (the charge model is the same), so both runs\n",
    "share one potential and differ only in how the current is computed. The notch holds a few times\n",
    "$10^{11}$ electrons per cm$^2$, inside the range the lecture quotes."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3165ac59",
   "metadata": {},
   "source": [
    "![Slide 3: how do electrons get into the notch?](attachment:slide_003.png)\n",
    "\n",
    "*Slide 3. At 0.42 V the emitter state E1 sits in a deep notch behind a long hump. The barrier is too high\n",
    "and too long for electrons to tunnel in from the emitter, and the computed width of 8 µeV (40 ps) is\n",
    "unrealistic.*"
   ],
   "attachments": {
    "slide_003.png": {
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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "a1758af1",
   "metadata": {},
   "source": [
    "## 2. Relaxation in the reservoirs\n",
    "\n",
    "NEMO (Klimeck et al., APL 1994/95) introduced a simple fix. The emitter and the collector are assumed to be\n",
    "in equilibrium: they are **reservoirs** in which so much scattering happens that the electrons are\n",
    "thermalised to the Fermi level of their contact. That scattering is not computed; its effect on the\n",
    "states is imitated by adding an imaginary potential, an optical potential, to the Hamiltonian of the\n",
    "reservoir sites,\n",
    "\n",
    "$$H_{\\text{res}} \\;\\to\\; H_{\\text{res}} - i\\eta, \\qquad \\eta = \\frac{\\hbar}{2\\tau} = 6.6\\ \\text{meV}.$$\n",
    "\n",
    "A state that lives in the reservoir then decays in time and its line has a width of at least of order\n",
    "$\\eta$. Consequences of this construction, as the lecture lists them:\n",
    "\n",
    "- The reservoir Hamiltonian is non-Hermitian, so current is **not conserved** there. The reservoirs are\n",
    "  only used to compute the (equilibrium) charge, never the current.\n",
    "- The current is computed in a **central region**, treated with the non-equilibrium Green function\n",
    "  (NEGF) method, which sees the broadened, thermalised states of the reservoirs through their\n",
    "  self-energies.\n",
    "- $\\eta$ is constant above the local band edge and decays below it (here exponentially over 6.6 meV),\n",
    "  which gives the density of states an Urbach-like tail into the gap.\n",
    "\n",
    "In open-nemo the reservoirs are the `terminal_layers` of the heterostructure (here contact plus spacer on\n",
    "each side), and `thomas_fermi_iv(relaxation=η, relaxation_decay=...)` or\n",
    "`reservoir_transmission(device, potential, eta, decay)` apply the model. The central region is the double\n",
    "barrier, extended by NEMO's default `non_equilibrium=(-1, 0)` by one monolayer into the emitter."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0ffcc1a2",
   "metadata": {},
   "source": [
    "![Slide 7: device partitioning into emitter reservoir, non-equilibrium central region and collector reservoir](attachment:slide_007.png)\n",
    "\n",
    "*Slide 7. Device partitioning. Emitter and collector are assumed to be in equilibrium (reservoirs with\n",
    "strong scattering, $-i\\eta$ with $\\eta=6.6$ meV added to the Hamiltonian); only the central region is\n",
    "treated as non-equilibrium. Left: traces of energies and widths with relaxation, and the I–V with and\n",
    "without $\\eta$.*"
   ],
   "attachments": {
    "slide_007.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "234d66e9",
   "metadata": {},
   "source": [
    "## 3. Resonance widths with relaxation\n",
    "\n",
    "`nemo.resonances(..., reservoir=(η, decay, model, non_equilibrium))` adds the same relaxation to the\n",
    "open-system eigenproblem, so the widths below include the reservoir broadening. The cell traces the\n",
    "central resonance C1 and the lowest notch state E1 with and without it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0f53d90b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:47.688438Z",
     "iopub.status.busy": "2026-10-24T22:43:47.688345Z",
     "iopub.status.idle": "2026-10-24T22:43:48.687303Z",
     "shell.execute_reply": "2026-10-24T22:43:48.686855Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.32 V: width C1 0.46 -> 0.43 meV;  width E1 0.0711 -> 12 meV\n",
      "0.50 V: width C1 0.37 -> 0.41 meV;  width E1 0.00433 -> 11.8 meV\n",
      "0.60 V: width C1 0.41 -> 0.42 meV;  width E1 0.00143 -> 11.7 meV\n"
     ]
    }
   ],
   "source": [
    "RES = (ETA, ETA, \"exponential\", (-1, 0))\n",
    "\n",
    "\n",
    "def c1_e1(i, reservoir):\n",
    "    \"\"\"(E, width) of the central state C1 and of the lowest notch state E1 at bias index i.\"\"\"\n",
    "    ec = Ec[i]\n",
    "    r = nemo.resonances(\n",
    "        rtd,\n",
    "        potential=relaxed[\"potential\"][i],\n",
    "        confinement_region=(-160, 0),\n",
    "        emin=ec[emitter][-1] - 0.005,\n",
    "        emax=0.3,\n",
    "        reservoir=reservoir,\n",
    "    )\n",
    "    e, g, x0 = r[\"energy\"], r[\"width\"], r[\"x0\"]\n",
    "    well = np.flatnonzero((x0 > XB1 + 3) & (x0 < XB1 + 10) & (g < 3e-3))\n",
    "    c = well[np.argmin(e[well])] if len(well) else None\n",
    "    lim = 3e-3 if reservoir is None else 0.05  # ballistic E1 is sharp; with relaxation it is >= eta\n",
    "    notch = np.flatnonzero((x0 < XB1 + 3) & (e < ec[emitter].max()) & (g < lim))\n",
    "    n = notch[np.argmin(e[notch])] if len(notch) else None\n",
    "    pick = lambda k: (e[k], g[k]) if k is not None else (np.nan, np.nan)\n",
    "    return pick(c) + pick(n)\n",
    "\n",
    "\n",
    "IT = range(4, len(V), 2)\n",
    "tab = {name: np.array([c1_e1(i, res) for i in IT]) for name, res in ((\"ballistic\", None), (\"relaxed\", RES))}\n",
    "VT = V[list(IT)]\n",
    "for v in (0.32, 0.5, 0.6):\n",
    "    k = int(np.argmin(abs(VT - v)))\n",
    "    b, r = tab[\"ballistic\"][k], tab[\"relaxed\"][k]\n",
    "    print(\n",
    "        f\"{VT[k]:.2f} V: width C1 {1e3 * b[1]:.2f} -> {1e3 * r[1]:.2f} meV;  \"\n",
    "        f\"width E1 {1e3 * b[3]:.3g} -> {1e3 * r[3]:.3g} meV\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "abd55129",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:48.688381Z",
     "iopub.status.busy": "2026-10-24T22:43:48.688308Z",
     "iopub.status.idle": "2026-10-24T22:43:48.978519Z",
     "shell.execute_reply": "2026-10-24T22:43:48.978075Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1155x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(10.5, 3.8))\n",
    "for name, ls in ((\"ballistic\", \"--\"), (\"relaxed\", \"-\")):\n",
    "    t = tab[name]\n",
    "    a1.plot(VT, t[:, 0], ls, color=\"C3\", label=f\"C1, {name}\")\n",
    "    a1.plot(VT, t[:, 2], ls, color=style.OPEN_NEMO, label=f\"E1, {name}\")\n",
    "    a2.semilogy(VT, 1e3 * t[:, 1], ls, color=\"C3\", label=f\"C1, {name}\")\n",
    "    a2.semilogy(VT, 1e3 * t[:, 3], ls, color=style.OPEN_NEMO, label=f\"E1, {name}\")\n",
    "a2.axhline(1e3 * ETA, color=style.CONTEXT, lw=1, ls=\":\", label=\"$\\\\eta$ = 6.6 meV\")\n",
    "a1.set(xlabel=\"Bias (V)\", ylabel=\"Energy (eV)\", title=\"C1 and E1 energies\")\n",
    "a2.set(xlabel=\"Bias (V)\", ylabel=\"Width (meV)\", title=\"C1 and E1 widths\")\n",
    "a1.legend(fontsize=7)\n",
    "a2.legend(fontsize=7, ncol=2)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f4fd455",
   "metadata": {},
   "source": [
    "With relaxation the emitter state E1 is never narrower than a little under $2\\eta$: in the reservoir the\n",
    "state decays at the rate $2\\eta/\\hbar$, which is the width NEMO reports. The microelectronvolt lines of\n",
    "the coherent calculation are gone. The central resonance C1 lives in the coherent region and keeps its\n",
    "width of about 0.4 meV; only near the crossing with E1, where the two states mix, does it change a little\n",
    "(a small blip, as on the lecture's slide). Now every emitter state is broader than C1: the narrow central\n",
    "resonance is the filter that probes the emitter, and its width limits the current."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f06b4fa3",
   "metadata": {},
   "source": [
    "## 4. The I–V characteristic with relaxation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d5404e0e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:48.980057Z",
     "iopub.status.busy": "2026-10-24T22:43:48.979946Z",
     "iopub.status.idle": "2026-10-24T22:43:49.106064Z",
     "shell.execute_reply": "2026-10-24T22:43:49.105639Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ballistic: peak 2403 A/cm^2 at 0.32 V, current at 0.7 V 300 A/cm^2\n",
      "relaxed:   peak 6935 A/cm^2 at 0.43 V, valley 1263 A/cm^2 at 0.80 V, current at 0.7 V 1557 A/cm^2\n"
     ]
    },
    {
     "data": {
      "image/png": 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+fqK2sR0P5e/omMZ+V8X9uh50HeMnjhdeg42T7HenM2Npq+/91jXY2PP7ll9bRASx12ovxYEgCELToZxPFcEUV8W8uuk1ng948vhJbP7yG0mbBXPldj1zC1H4UH1dPc8nYZ6hDc88J6j5ScOEkZ56/Gns27ufCy0woR7mkWOwSTgzluTJ7DmzBM/kN199iy1//IXw8AheuoaFKy+cu0hmtVpdYffmhede5Kqp27ftwJ5de4VJyvgJ4zB77mzBE7v1z63Ys2sPb8uewwyT5t8LWzuJ5/LEsRN8YsYUIhV9z9q7bmswr62Y6KhoRIRHYsvvW7gybEf56INPhFxgNhltj9iYOMyYMosLRzE1aRai9tP3P3NVYzETJogmjWxiN3HyRL5/M+Qmvv7fZgRdC8KbUuF6LI+ss207A8tpe/X1l4XvCDPKD+4XiZ8QRE+kM+Pf9JnThHPsf5H9Tx7YdxC///ZHh6/X0TGNKYGLeX79Rv4bHRYaxkPm1z30WKfH0tZYsEDy3h9/9EmcOnGK/3Yzdd0P3v0QY0eMazWclyAIQlsgz6eKYHl+LPfj3JlzCLkegrvuEOUminn8yccwctRIuV3vrpXL8fYb73Aj58nHnhLOsxXW5iGX7BwTe2hN8Gj4iOEtFFS7C8uzfPOdN/D6K2/wAfy1l19v0eaB1eovPc/uGzPW2CbN8xuf44qJbGOlNlieEptcMLVaafz8/fDcRsk5Vu6DKT8y3n37fb4NGTqE159U5D1r77qtsXDRAm4As378s/VfvjGaKzXLCwMDfV5ah32f2/I2Snss3v/oPdy1dAWysrLw2SefA59I2t551zLMWzCvS207A6sXXFdfz0s4sP+3Z558Frq6Opgzb06XXo8gesr4xxZvWH5lTHQsz52/c8ldnf596eiYxqI2rly+imNHjvHfAOnf6IAhgzs9lrb63tc+wPNZT586w5XW1zwgqSXOYIuK7LeBIAhCWyHjsxOwXEFxjqO4lIM0xiYmwuPSeY+mpi3Ps9BKVqNy9849fMWThRWxwat3Hx8sv+tOTJg0od3ni8ORxOcloZq9hHNubm5CWzaAs9fZu3sfV0L18PTE/Q/ci81ffctrRJqbm8lMwJmkPBNJSUpMRnl5GRwcHDBuwjheS7OjsJxUcV+k8yzbMhiYgbPtn20ICw3nog5Ozo7o168fF+4RizcxWCkSFtra1mv6+Hhz4076cRNTU6EvrPyNcA+dnYTz0jm0t7tGa7Ai4R9+8j62/bMdKcnJMDU1w4q775IRjbr/gfv4JObvv/7hKrAsNNbRyQlTp03ByntWyuSwss/gvQ/fxcH9B5GXl88nNm7ubnK9Z63dq9tdt/lrMY8hU3v85qtveFicqH7eNO5dEIfdsu9ee33JyswUPeblCZ/eredBiWHCRafPn8S//2zjXtbcnBx+r3379eWGsLThKQ7jZaVemKeUqeGyHDKWk71o6SIZT0dn27YF+7+rqKhskbv12BPreKid2CP9v8+/5PeV1ZklCG2ltXGxM+MfC4fd8s8WfLf5O17zmkVaMNVa9jvOPIWM9sL0OzOmMYP2h5+/w2Eu4naEl3lhrz1i1HBBGKkzY2lr750Zl7/88TMO7D+II+waySk8957VQh45eiQWL10EMzPJaxAEQWgbvZrkmfRGED2Qof7DeY02VzdXXLxyXtXd0ThYDVx2D5kngZV/YSq8BEEQYu5efi/GjBuN0WNG81JZCfEJvCyVOBf0721/cUOSIAiCUH/I80kQhEoJD4vgHkAWzkaGJ0EQzamsqsQXn/6v1Ruz8p4VZHgSBEFoEOT5JIhusnThMpSUlPAw0r//20r3kyAIQo4whVomqsbyMXOys4Uwe1ZOaeIkkUgYQRAEoRmQ8UkQBEEQBEEQBEEoHJJUIwiCIAiCIAiCIBQOGZ8EQRAEQRAEQRCEwiHjkyAIgiAIgiAIglA4ZHwSBEEQBEEQBEEQCoeMzzZoaGhAYUEh/0sQBEEQRMehMZQgCIJoDTI+26CkuATr123kf7tLaryoELamQP2l+0vfB/p/o98HQlVjKI1BiofuMd1jTf9OMKjPmnmPyfhUAo2NTdAkqL90f+n7QP9v9PtA0BiknWOmJvZZ0/qriX3WtP4yqM+aeY/15P6KBEEQBEH0SA7tPYJD+46isbFR1V0hCIIg1BAyPgmCIAiCkAvzFs/hG9NMYGG3BEEQBCENhd0SBEEQBEEQBEEQCoeMT4IgCIIgCIIgCELhkPFJEARBEARBEARBaEfOZ0pyClYsu7vVx155/WUsXLyA7zOBgh+//wn79uxHVWUlxowbgxdeeh42NjZCe3m1IQiCIAiCIAiCILTM+HR1c8Xu/Ttlzv37zzZ889W3GD1mlHDu80++wNYtf+PTLz6GrZ0d3nnzXay+fw12798FHR0dubYhCIIgCEK+kNotQRAE0R5KscT09PTg7OIss504dhJTp0+Fg6MDb1NRUYGff/wFz23cgOkzp2PI0AB89r9PcPNGKM6ePivXNgRBEARByB+mdLv5ly/w7qdv0O0lCIIgWqASN2B4eAQiwiNw9z0rhHPMOKyursbESROEc17eXvD08sSVK1fl2oYgCIIgCIIgCILoAcbnf//8B2dnZ0yeOlk4l52Vzf/aO9jLtLWzs0NOVo5c27RGVWUVr0sm3oqLirv5LgmCIDrPubPnceliYJdvXXRUNPbu3iscs312jiAIgiAIokfkfEpTXV2DvXv24YHVq6CrqysjEsSQPsc7qK+HhsYGubZpjSMHjmHP9v0tzqclZqG0oALdobGhEcmxadAUqL90f+n7oLr/t3//+g/GxsZwsXfr0uudOHIaBw8eRIDfMH78/Tc/Yf78+TDSNUVJSQkOHzmMlStWdum1z58/BxsbW2gS8vo98/J1l0t/CIIgCKIno3Tj8+jhIygrLcNdK++SOW9rK1KiLSosgpOzk3CeHQ8YOECubVpjzoJZmDx9onDMPJ9vbXof7j7OsLn1ml2FTXw0aeJC/aX729XvQ1NjEy78dQ3JIemYuGoUvIZ2zYDqyd9fc0tTmJiYdPk92AXZwNDIQHg+27dztOHHublGaGiq69Br79y+CwFDBqNP3z7CuavX9VFbW6Mx97e2thbbtmxHQ6969B/QH2PGjlZ1lwiCIARqKmqQGZWD9MhsZERmo6aiFt4j3DF49gBYOVnQnSK0EqUbn9v++Q8TJ0+Em5urzPlBAYO4Em3QtWAsWDSfnyssLERCfAIef3KdXNu0hrGJMd8Igug6IQcicHlbCN8/+MlJPPrHfdDTl41CIFSHg4M9L2/VEZhw2yPrHpYxPtmioaZEcVRVVWHlnXejpLgMo8aMwOavvsGs2TPx/kfvqbprWg2p3RLE7cmKzcXJHy4iOzaPL9pKk5tYgCvbb/DF24C5A9FntCd0dKlSA6E9KNX4TE1JReCly/jux29aPMZyMufOn4vNX23GmHGjYW5ujg/f+wh29naYNWeWXNsQBCF/8lOLcPa3y8JxZUk14i4mYcAUifFCdJyE+EQEBwXB0soKU6ZOhqGhIT+fkZGBg/sP8X32+8YUvduL6pCGRYBs/28HNyrFaQoXL1xEcmIy3D09uFAbS1lgauRs0e70qdPIy8vjUSSLFi/EkcNH0VTbS8bzGRsTy4XeTE1NMG3GdBgZifrZEb756htMmDSB57gGXwuGm4c71j/3LCwtu7/iv+WPv1BQUIiffvgZAwJ8ER8Xj5lTZ2P5iuUYOmxIt1+faFvtlm1MO2H9uo10mwiiGWnhmdj55hHUVdW1fW+agOTr6XyzcbPCkldnwdbdmu4loRUo1fj879/tsLWz5SVQWuODj9/D8+s3YuyI8XyVx9vbC7/88TMPQZN3G4Ig5EdDXQP3dNbXyuZVhxyKULnx2dTUhIaGtvO9lQkz7Hr16nXbdufPXeDbyFEjERwUjG+//hbbdvwLI2Mj1NbUIi83j7djBtVH73+MZzY8jdVrH7zt6+bm5uL9dz4QjM8n1z2FyIhITJoyCWdOn8WP3/2Iv//bynND6+vqeYoEu5bYoGRicb19+mLuYtFCHnstVrN5xozpqKmpwY/f/4yde7e3yLlvDdb+f59/haNHjmHRkkVYvHQxPvrgY+jp6uLVN16Rabt75x5uBLfF9BnT0buPj8y5UydOY+68OTx/lsE8uIOHDMbpk6fJ+CQIQiWwlJTd7xxFfU29cM7K2QKuA53g5ueMXjpA6JFoZEZLBDIL04ux9bk9WPjiDHgP14yUB4JQG+NzzcOrsfbhNdDX12/1cQsLC/z4y/eorKzkEywrayuFtSEIQn5c+CuIhwoxeun0EsKIMiKykZtUAAdv1YnUMMPzy49bRluogmc2PsHrHt+O4uJinDp3gv+WMSNt7sz5+OvPv/DQow/B28dbJnSWGZ3Ll67APffdLXhHO2qUHz92AgeO7EO//v34udCbofzvsuV38LBbZhQuXbak1eczb+Wfv2/B4eMHeZ8YkRFR/HU7Qkx0DOrr6/Heh+9i0OBB/Fx4WDgyMzNbtC0qKhIM7tZg5bWaw15n9lzZaBdXFxdkZLR8fYIgCEWTcDUFe98/zhdrGYamBlj21ly4DpDokzAGzezPx82bhyO5IcpE01gu6M43D2PqQ2MxbJF/hxYxCUJdUarxaWPTMeEe5qG8nZdSXm0IgugeaWGZuLrzhnA8duUwZMXkIilYlBt441AkZj0hEfMibs+kyZO44clgBuXMWTNwPViUS8tIT8/A1ctXeWgsC51lBmp6WkYL7197sMnLgoXz8carb+GulcsxctQIDA4Y3OHnX750GaPGjBIMT8ZAv46F/zLCwyIwOGCQYHgyCgoK4OLi0qLtmodWo7MwI7j5BK2Xjk6HjWOCIAh5EXspCfs/OoHGelFFBmMLIyx/dz4ce9u12p4t2M58fCL6T+zNDdaq0mq+qHvqx0vITynEjMcmQJf0FAgNRemCQwRBaJdS36HPTvP8FIazrwPGrBiKpKA0wfiMPB2HyatHw9DEQLWd1SB0m4lLsDDW+luhw6xu5ysvvcbrJLN6xvq3PKmlpaWdvs4XX3/OvZ3MkN343Ev83C9//NShRTvmUdbV6boIBvNyDhkqm3sZER6JdU882qJtV8JunZwckZ0tqvssJic7GyNHj+xynwmCIDpLQWoRDkgZniZWxljx/gLYed7eIeM+yAX3fb4Uu985gvyUIn4u9Gg011RYtGkGdPVI0I/QPMj4JAiiywTvC0dpXjnf1zfUw/znp/HB0GekByzszfhjTFQh8lQchi7wU8mdZoYbC3dVBzqSCykOaWVlQgwMDLin7tzZ85h9SzBtx/ZdeOLpx/HYEyL17rjYOC6q01mPHqu5zIwx5u1kGwvpHTFkFC5dCMSMWUw4yAh1dbVtPn/Y8KH48/c/kZubx1V0xR5ZZ2cn/j5PHj8J1iX2Wq0RER6Be1fdKxyz98tyWP39/eUSdsuEjPbt2Y87l4jKemVmZOJGyE1seGHDbe4MQRCEfGDeymObz6HhluFpZmuKFR8sgI1rx9PBWE7oPZ8uwYGPTyLxWio/F385GYe/OIN5G6aSEi6hcZDxSRBEl2F1ycSMu3c4rF0t+T4T+ho8ZwAubLnGj28cisCQ+QNVkqfCrtmRPEu1oqkJy+9YwVVuLwdeQVlZGR5Ys4o/xJRaf//1D1RVVvFw21MnT3MjtbM0NjbgkbWP8vqXffr0QXR0DM8tGjRYZPyxGp+///on8vML4ObuxtVupWHCcVOnT8WiuYux+I5FqKmpxbUr17D34G7+OFPVNTU1a9X4ZLme7Hp+fn4yOaDsfXj7eMkl7PbBNQ9iz8492PDcekyaMhEH9h3A9JnTMG782E6/FkEQRFcIOx6N9AjJOLnwpRmdMjzFsMihpa/NxrGvzyHseAw/F3UmHvpG+pj15ETKASU0Cg2bkREEoU7kJRcK+x6Dm9XundUfl/4J5qFGLFyIiQ+5+TuroJeal+85Y9YMWFtb4fKlK1iwYB4WLV0s5IA+u+EZ9O/fj4v72Nvb4a9//sRff26Fo5MDf5wZk0vuWCy8Httn5xjWNjZ4+NGH+D4Lrd1/eB8vnxIXE4cxY0bhrXff4OWqGC+9/CL27N6LlJQUFBeJwr3mzJsN/V4SUaOvvvkS58+dx82QULi5WvAyKWJDP+T6Dfzy+0+tvsfysnI88OAq+PbrKxNyO2Bgf16nWR6wci37Du/FL9/9hrrGWjy38TnMXzhPLq9NtA3V+SQIEdVlNTjzi6T8WMDcAXAbKCsu1BnYou6spyahrqYe0ecS+LnQI1EwMNbHlLVjyAAlNAYyPgmC6BKVJVWoKKwUFG5t3WVXc81sTOA7zlsYJEMORpDx2QGkDaQRI0e0eJwZZ/MWzOObmOc2SkJJWd1Ptol5cM0Dwj4Lj5VWymWexuYeTTGsrMvKe1bInLtr5V1IjhXl8oqZOGki36Rh+acsLNh/UMsQWgZTIH/5tU0tckDbat9VWB3UJUuWytQlJRQL1fkkCBE390RxlVqGqbUJJj04utu3hhmg856birrqOiRcFYXgBu0O5Z7RcfcMp1tPaATyWWImCKJHez2tXSx5+E9zWKittNpfRZHIWCW0G+allTZ6OwLzfA70l3xfCIIgNBUmuJd6XVLWadqj42Bk1vFSWO3BdBUWbZoJjwCJMvjFrUG8NAtBaAJkfBIE0SXykkR1PRn2Xq2r9rGi2bYe1nyfhd+m3qQai0TrvPrGK5g9ZzbdHoIgNBrmlTz+zXnh2GeEB/pN6HgZrI6gZ6CHpa/NgXN/UboF4/i3FwRBIoJQZ8j4JAii+8ant22bYj+eQyS5oFmxuXS3iVYZPmIYz9MkCILQZK5sv4GSnDJBBX7G4xMUko/Jcj2XvTEXNm5WgrLuvg+PIzuubWVwglAHyPgkCKJL5CUV3tbzyXDuJ1mZzYoh45MgCILQTiqKqxC0J1Q4HnfvCFg6mivsesYWRlj21lxeO5RRV12PnW8eRnF25+s+E4SyIOOTIIhOw0py5KeKFFDb83wynH0lxmdOQj4a6hvojhMEQRBax5XtIdwAZJjYGGP4IvmKqLWGlZMFlr05l3tZGZXFVdj5xmFUlbWsf0wQ6gAZnwRBdJqijBI01ImMSAMTA1g4mLVbIFsstMCeky8lVEQQBEEQ2kBpXjluHJSI/vjN6QtdfV2lXNuprz2vIcqU5xmF6cXY/fZRXpaFINQNMj4Jgug0ecnS+Z427eazsMecfO2F46xYykchCG2u8/nk2vV49fm3VN0VglAqgf8EC4uyrPSY53DZ2teKpvcoT55fKiYjMhsHPz3FI5UIQp0g45MgCIXle7aa90miQwSh1XU+N//yBd799A1Vd4UglEZRZgnCjscIx+PvHyl4IZXJkLkDMeauocJx3KUknP4pEE1NTUrvC0G0BRmfBEF00/PZdr5na3mfJDpEEARBaBOsziZTm2U49raD7zhvlfVlwqqR8JvuKxxf3x+Oa7tuqqw/BNEcMj4JglC459NJyvgsSCtCTWUt3XU1pKGhc2JQ9fXKzyeqqqpq87o1NTWorq5Rep8IgujZi7FRZ+OF44mrRiqktEpHYdee/dQkeA51E86d/fUKIs/EqaxPBCENGZ8EQXSK6rIaLqwgxt7z9sanqZWxRG6+CcihOmRqAzPW3nr9bQT4DYWf7yA8/sgTKCxsXxTq2NHjmDVtDvr3HohpE6fjwrkLSuvvE48+iZde2NTqY3cuWY4vv/hSaX0hCIK4sCWIj2sMVz8neA13V/lNYUJHS16eCQcfSWTS4S/OICkoVaX9IggGGZ8EQXSKvBRJyK2lkwVXu+0IsnmfJDrUHtlZ2SgqLEJpaSlOnzqDsNAwhX1Ln33qWf76u/ftRFR8BJbeuRRXAq+02T4wMBDPPfMcnt3wNCJiw/DXv1sQeOlym+3r6uoEbyTLO2psbOyU97S5N/ae++7Bwf2H+L2RJjw8AuFhEbj7npXtvh5BEIS8yIjKRvzlZOF40qpRKvV6SsPGZlYDVKxG31jfiD3vH0d6ZLaqu0b0cMj4JAiiyyG3Dt6393q2FnqbFZNDd70dHlr9CF575Q2sWHY3fv7hZyxbvBzffP1tm+0rKira3dqCGZ3Hj57A/zb/D55envzczFkzMHf+3Daf88uvP2PNw2swb8E86OrqwsXVBS+89Hyb7X/64WesumcVHnv4ce5dHdDXD59/8gU3WKdNmsG9p8yLGh+fIDynuKgYz69/AUP8hsG/32DcvfxepCSn8MemTp8CKysr7N29T+Y6f2/5GxMmjoeHp0ebfSEIgpAXbDHt3O9XhWPv4e5w83dWqxtsZmOK5e/Oh4mVMT+ur6nHrjcP85rbBKEqyPgkCKJT5CV1TmxIjLOKyq2wCUJ9XYNabB1RHGSewtiYWBgZGWL/4b3Yuu0vPP3sU9xIbA3mIR05ZHS7W3MvoRjm4XRzd8OvP/3KQ26Zoff0E89w46812OvEx8fz9zFm+DgM7OuPOTPm4tLFwHbf07WrQZi7YC5CwoLx6+8/4+svN+Oj9z/GH1t/R3RCJPwH+ePD9z4S2j/95LOorKjEqfMncDMyBMOGD8WjDz3GvaDM4L3r7uX49+9tQvvKykrs27Mf99x3923vL0EQhDxICkpDeniWcDzxgVFqeWNtXK1w59vzhCilmopa7Hj9EAozWv+dJwhFo6fwKxAEoVXkJXdObEgMUwBk0vNMEbC8oAJl+RUwtzOFommob8QXS36GOrB+z0PQu03R8ZiYWP73tTdfg56e6Cfa2MQY5ha3cmabYW1jjci48C71p7i4hHsUmTHJjLyS4hI8vOYRvP7qG/jqm5a5kyUlIiP2wN4D+G/Xv3B2ccYP3/6IR9c+ipPnTsLBQbLAIM3QYUOxaPFCvj9+4njY2dvh/gfug7u7SBBjwcJ53NPLSE1Jxfmz53H+8jkYGhpyY3zdE4/it19+R0J8Anz7+WLl3Suw+ctvEHozFIMDBnPDk92jGbNmdOk+EARBdAY2jp37Q5KeMGBKHz7GqSusb8venIPtrx3i3s/K4ipsf+Ug7v54ESwcWh9bCEJRkOeTIIhODbj50sZnJzyf+kb6MsZqdlwu3flWCA8Nh5+/HywtLYRzzBPar59EOl9eYbdm5qJcoA0vrOeGnoOjA9Y8tJrnmbaGuZmoPfMwsvBWfX19PPH042hoaETQ1WttXsfKylLm2MDAQOYcO2ZKtYz09AxuDM+aOlvw3I4eNpY/lp0tCtdmRu+UqZPxz1aR9/Ofrf9g+V138v4QBEEoGqZuK05B0dHVwfj7Rqj9TXfzc8bil2fy/jKYcOC/L+1HSW6ZqrtG9DDI80kQRIcpzi5FXY1IIEbfUA9WThIDqaN5n7mJorDdrNhc9B2rulpo6kp4GDM+B8qciwiPxNqH17QZdjt+9MR2X/Ny8CVYWLT8rAYN8ud/6+skoj91dfUw0JeISFVXVfPJCjcYra3g5OSEOimRIBYK29DYAH2DjglP3Q53D3fo6Ojg4pXz3KvbFswAfubJ9Vi2fClCb4Zh83dfy+X6BEEQ7dFQ14ALWySLbQFzB8DaWXaBTV3xGeGB+c9PxYFPTvHF5JKcMmx7aT9WfCiKTCEIZUDGJ0EQHSZXKt/TzsuGh9F2BmdfB4QeieL7WTHK8Xzq6unwcFd1gPXldjDF1pX3rGiRA+o/yE/uYbdjxo1B/wH98PYb72DjphdQUFiI77/9AQuXSCYiK5ffg6HDhuCNt1/nx3csvQN//rYFo0aN5Ibid998zwWARo2WT74TC8WdM3c2z/t88eWNcHJyRGx0LBdc+vPvP3jOJ2PKtCmwsDDHU489g4mTJ/K+EKrn0N4jOLTvaAtVY4LQFm4ejuJGG0PfSA9jVw6DJtF/Uh80NjTh0OenZQzQ8Y8MV3XXiB4CGZ8EQXRNbKgT+Z6tlVvJjs3jA19nDdjOwmTvb5dnqS6wCXtaahr8B4s8kozYmDhucPn09pH79djr/vbnr9z4XDBnETfmmNLt0+ufFtoYGxvDwFDi1Vy+/C6YWZliw7PP85DewYMH4a9//pQJE5bGQF8fRkZGMudMTEygeyuflfdDT4+fE/PZl59yo/b5Z59Hfn4BBgzojyefeVIwPMV9v/f+e/DN19/xv4R6MG/xHL4VFhRi/bqNqu4OQciV2spaBP4bLByPWDIYptaS3y5NYeDUvkAv4NBnEgP0zOYrcPN2kdTkJggFQcYnQRBdExuSKl7dUWzdrfhKcV11PWqr6lCYXgxbj7ZDK3saLNw0OFQ2dzIiPBz9B/SXMbzkCcuf/O6ntsu4/LN9awtj/vEnH+NbR3jo0ZZe5+Onj8ocjx03BucunZExeDc8v55v7fHE00/wjSAIQhlc3h6CypJqvm9sYYSRywI09sYPnNIXvdALBz8TheBWFlXhn417sfyd+TQuEwqFBIcIguhajU+vzhufLHfQqa90yRUSHbodLN+zrZBbgiAIQjnkJRfg2s5Q4XjMiqEwvFW+RFNhKr3zn58mRCAxFfq/N+5FZjTV4iYUBxmfBEF0CFansiRbUi/SzrPzYbdi0SExysr71GTs7e0xc/ZMVXeDIAiix8I8g8e+Po/GBlEus723DYYu0I5FwQGT+2DhSzMEFdzqshr89/IBJAWlqrprhJZCxidBEB2iLLdc2Dc0NYCRuWGX7pyzlOdTrHxLtM2TzzyBSZPbV7MlCIIgFMeNw5ESb2AvYPZTk6GrpxlaAh2h33gfTHx0BPSNReWqmKr9rrePIvJMnKq7RmghZHwSBNEhpGuBdUeQQDpXlIUxsRVlgiAIglBHygsqcO73q8Lx0Pl+MuJ52oJDXzus/GAhTCxFAnHMy3vwk1O4/F8Ir71MEPKCjE+CIDpEqZTxaeHQdeOT1QbVMxRpnTHhoeIcSSgvQRAEQagTJ3+4yFVuGWa2ppj4gHzKSqkjTJPhnk+WyCwwn//jKlfFra+V1HcmCI1Ruy0vL8c/f/2L8PBwXqj8gdWr4OLqItPm4vmL2L/vACorKzFm7BisuPuuFiqP8mpDEETHEdc1Y1g6mnX51rG8EntPG0FsKC+xQGMKdBMEQRA9h/jLyYi9mCQcz3hsvMaLDN0Oa1dL3PPJYux66whyEvL5ucjTcSjKKsHSV2drZGkZood6PjMzMjF35nycOHESEydNhKubC9Y++DCqq2uENjv+24kH718DRydHjBw5Apu/3Iz1T2+QeR15tSEIonOUSuV8Wth3rw4YE2torXwLQRAEQagDFcVVOP7teeG4z1gv9B3rjZ4A8/Cu/HgRfMdL6ktnRediy/rdgkFKEGrv+Xx102uwsbXB1n+3QO9WcfGly5ZCX1+0X19fjw/e/RBPPP04nt3wDD83wG8A7lxyF9Y8tAZDhgbIrQ1BEN3L+bToZhFqe29J3mduEokOEQRBEOoDy3c88PFJlBdU8mMDY33MWDcePQkDI30semkGLm4NQuC/1/m5srxy/P38HkxfNx6DZvXndZ8JQi09n7m5eTh96gxWr3lAMDwZ5ubmQihs6M0wFBQUYO68OcLjI0aO4N7LM6fPyLUNQRDd83xaOnQ97LaF51OqdihBEARBqJpLfwcj9WaGcDzrqUkwt+veuKeJsPqfE+4fifkvTIOuvmi+Xl/bgKNfncOhz0+jtrpO1V0kNBCleD5joqO5Upanlxc+fP8jHoLr6emJe++/B07OTrxNWloa/+vs4izzXPZ4Wmq6XNu0RlVlFaqqqoTj4qLibr1ngtAmGuobuOKf3DyfXhLPJ6sdWlNZq/V5NARBEIT6kxiUKnj6GKyeJ6uF2ZMZOKUvbFytsO+D44L+Q+SpOOTE52PRppmw87BWdRcJDUIpxmdlpcioW//UeixZtgRTp03F4UNHMHPqLBw4sh+eXp6orREpiRkbG8s819TEBDU1orxQebVpjSMHjmHP9v0tzqclZqFUatLd1fCN5FiRUawJUH/p/jb/PkRfixdKougZ6iI7M7fb4TYm1kaoLKrm+2Hno2HnLZ/Bi76/iqWn3l8vX3e59IcgCPVOLzn46Snh2NnXAVMeGqvSPqmTEu6qL5fh8P/OcCEmRkFqEbY8uwtT1o7BkHkDKQyXUB/j08LCgv9dtnwZnnr2Sb6/eOkizJg8E7/98jvefOcNmFuIPCklJSWws7MTnltUVAxvH1GCt7zatMacBbMwefpEGc/nW5veh7uPM89V7Q5s4qNJExfqL93f5t8HcxNJuJGVkyW8+3l0+yY593VEwtUUvq9bryu3/xH6/ioWur9EexzaewSH9h1FY2Mj3ShCo6iva+CeveoykaPCyNwQizbNgN6tcFNCdE+WvDoLwXvCcPa3K3xxr76mHie+vYCEKymY88xkLlZEECrP+ezfvx/P7fT09pRcWEcHbh7uyMsTqWYNHDiA/42KjBLasDDY5KRk9B/QX65tWsPYxJgbmeLNytpKbu+fILRK6bab+Z5iSPGWILSPeYvnYPMvX+DdT99QdVcIotMCQ9mxeaITvYAFz0/rVk1rbYVFPY1YOhgrP1ooUw80KTgNvz2xHTHnE1TaP0L9UYrxaW1jjekzp+PQgUNoaGjg59LTMxASfB0jRg7nxx6eHhg+Yjh+/vFXoc2fv2/hf+fMmy3XNgRBdF3pVnqw6Q4OUoq3rNYnQRAEQSgbllJy5MuziLskqec5duUweI/ofoSPNuM6wAkPbL4T/jP7CeeY13jfhyew78PjKC8UKQUThMpKrbz7wTt48L7VmD5pBtzc3XDzxk1ukK568H6hzadffIwH7luNqROnc4M1PjYen3z+Mezt7eXehiCIjlMqXWZFbp5PKeMzpZBPAJiyHkEQBEEoAyaGeerHS4g4GSuc85/hi/H3jKAPoAMwocC5z05Bn9FeOPb1WVSWiHQcYs4nIvl6OiavHo3BswfQ2E6oxvh0cLDHgSP7EBYahpKSUvj09oGbm6tMG5aTefLscdwIuYGqqmoEBAyGpZWlQtoQBNFxSnKky6zIx/Np5WwBPUM9ni9SV1WH4pxSWDvT/ylBEAShHC7+FYTr+8OFY9/x3pj99GQyljpJ37FecOnvgGNfn0P8FZGWQ01FLY5tPo+I03GY9eQkUsQllG98ivM8A4YEtNtGX18fI0eNVEobgiC64PmUU9itjq4O7DythRwbVu+TjE+CIAhCGR5PVk5FuqSK1zA3zH9hOh+biM5jam2CJa/NRuzFJJz84SIqboXdZkRk448nd2DYIn8ezmxkZki3t4dD/2EEQdxWiKEsX6rGpxwFGGTyPpMo75MgCIJQLLWVtdj3wQnu9RTjOtAJi1+ZRcq2chAj6jfBB2u+uwsB8wbKzCOCdofil0f+xc0jUfyY6LmQ8UkQRLtUl9YIAwULkzWxNJLbHbP3IuOTIAiCUA6FGcX467k9iL2YKJxz7GOHO96YAwMjffoY5ATzbs56YiLu/mSxjLI9ywlloblb1u9Gckg63e8eChmfBEG0S0VhlbBvYW8m1yLS9j6SQSk3qZA+CYIgCEIhxF9OxpZnd6MgtUg4N2BKH6z8aBGFgioIt4FOWPXlMsx8ciKMLSQL17kJ+dj+6kFse3k/MqNzFHV5Qk1Ras4nQRCaR6WU8SmvMiti7D0lns+S7FIeDmVgYiDXaxAEQRDaCyurFxoSjqLCYgwbGdCiTnt1eQ3O/HIZYceihXNMWX3K2jEYvniQXBdUiZawHNohcwei/4TeuPRPMEIORAjRVKk3M7H1uT3oM8YLE+4fCXsvyYI0ob2Q8UkQRLtUFFXJvcyKGCNzQ5jbm6EsT6Smm5dcyHNvCIIgCOJ2FBYU4fC+o8jOEnnPosKjsGjZArh7ugnezuPfnkd5gaTmpImVMRa9NAPug1zoBisRNt5Pe2QchswbiAtbriHmgiT0mX1ObGP5omPvHk5GqJZDxidBEO1SKVUoWl5lVqRx8LYh45MgCILolFptaEgYzpw8j/q6euF8dXUNdvyzGxMnTkDWhQJEn0uQeZ5HgAvmbZgKczv5LqQSHcfGzQqLNs1Edlwezv95ldcDFcMMUrb5jvfBuHuGyehCENoDGZ8EQXTC8yl/45MNLglXU/k+Kd4SBEEQ7VFZWYWjB44hMT5Z5ry+gT5qa+rQkA2c/vgKUC8Jp2XpHFMfGoNBs/pTmK2a4NTXHsvfmY+0sEzuCU2PyBYeY4JQbPMZ6YFRywLg5u9Mn5sWQcYnQRAdzvm0cJT/arG9j2RlM5fKrRAEQRBtUFdbh13/7kFOdq5kXLI0x9yFs9FY1YRdHxxGXZ5sGY/eoz0x8/GJMLczpfuqhrDw57s/XozU0Exc+jsIaWFZwmOJ11L55uRrj5F3BMB3nDfVYdUCyPgkCKJNmhqbUFlUrdCwW2mBgfzkQn5NJgZBEARBEMJ41NSEQ/uOyhieAwcNwNQZkxB1MgFnf7+Cuiopw1O/Cb286zBilR8ZnhqAx2AXeAxexI3QwH+C+V8x2bF52P/hCa47MWS+HwbP7g9jc/mVfSOUCxmfBEG0SUVRpaBKp6unA1NrE7nfLWsXS14/tL6mHrVVdSjOKYW1syV9KgRBEITAudMXER8ryeEcP2ksBvn548CHp5AUlCZzp0y9DVFpX4Je+kB8bCI8vNzpTmqUEerCc0Kv7brJc0DZojSjNLcc5367gkt/B2PglD5wHGwH+Kq6x0RnoTqfBEG0SUlumbBv7mCmEI8kk2G395R4P/MSC+gTIQiCIASSEpMQdDlYOPYbNAD2Bo74/ckdMoYnU09f9tZczHhyPDc8GcxgZV5TQvNyQhe+OAMP/bQSwxb5Q99I4i9ji9WhR6Nx/JMLvFRL+PEY1FXXqbS/RMchzydBEG1SmiMqgaKokFsx9t42yIoVhVLlJhZwpTuCIAiCSElKRUjIDeFGuLq6QDfdGLu+PyJzcwbN7MdLeTBxodraWujq6vIaoGWlZcjNyYOjkwPdTA3EyskC0x8dj/H3jkD4iRhc3x/B64KLyYzO4dupny5hwJQ+GDx7ABx726m0z0QXjc/KykocP3ocgZcuIykpGeVl5bC2tkJf376YOGkCJk2ZBD09sl0JQpsplfJ8KkLpVoyDj2SgYMYnQfQkaLwliNbJy83H/l0HBc+lhbElqoN64UZipNDG0NQAs5+ahH4TewvnDAwM4OnjgcS4JH4cH5NAxqeGY2RmiBFLBmPYQn8kBafh+v5wmTItNRW1uHEwkm8OPrYYNLM/N0aNLSg3VN1oYT2Wlpbim6++xd9b/0FNTQ38/Pzg4uoCT08P/hgzRv/47U84ODjgoUfX4oHVq6Cvfyu2gSAIrQ27tXRUpPFJirdEz4PGW4Jo7/+jDLu27UVNTS0/1q82QnUoUFwmWaB0H+SMec9Ng4V9SyX2Pr69JcZnbALGTx5Lt1sLYKk6vUd58i38UgyK4koQdjyGa1RIL2Kf/OEizvwSiD5jvDBwal94D3eHrr6uSvtOtGJ8soFw6oTp8Bvkh08++whTp0+FoaEhmlNSUopDBw5h65a/sW/PPuw7tLdFG4IgNB+W3C+GqcwpCq54y9JJm4CyvHJUlVWTkh2h1WjreHto7xGuSNrYKFvugiA6Q1VVNS+pwqLumNOzV44eapN6oamxRmgz7t7hGLtiWJulN3r38ea1IZnXND+vAMVFxbCytqIPQoswszOB/7h+/LvASrKEHYtGYlCaIFDUUN/IBYvYZmRuiH4TfDBwSl+4DnQiVX11MT5ZfPyPv/6A4SOGtfskS0sL3H3vSr5dOHdB0X0kCEJFlORIeT4VGHbLcnSsnC1QnFkqiA55BLgq7HoEoWq0dbydt3gO3woLCrF+3UZVd4fQQOrq6rF3+34U5LPSW0BTgh6actl0tUkYLxa8MI17vtrDxNQErm4uSE/L4MdM9XbE6Pb/3wjNRFdPF33HevOtvKACEafiEHY8GkUZJUKb6rIa3DwcxTdW85WFafef1JsLG7FFCkJFxqepqeltB8LmTJg0Qd59IghCDWCrxaV5yvF8Mhy87QTjk4XMkPFJaDM03hJES5jHnHnPM9Iz0VQPNEXrAyWSUEkbNyssfW02/9sR+vTzkRifMQlkfPYAzGxNMXr5EIy6MwAZUTmIOh3HPZ9VpZKa5WX5FQjaHco3SycL7hHtO9YLzr4O5BFVAi1iFVieZ9C1IK4UJj4+efykMvpCEIQaUVlSzeXMGSysif2gKxLK+yR6GjTeEoTsguexQydFpVGqe6Ep1EDG8Owz2hP3fbG0w4Ynf46vRISIGbQV5RV0y3sIzJvpNtAJM5+YiMf+vA93vDGHezpZXXFpmHLu1R03eMmW7x74C8e+OY+k62loqGtQWd97nODQU48/g6CrQXD3dMevf/yMhoZGvPjCJgTduKqaHhIEoXKlWxai0lZejUKMz8R8hV6LINQBGm8JQuLxPHboBCJCo9BU1gtNUQZAnSQU0neqNxZtmNlpr5SllSXsHey4ai4jIT4Jg4f4023vYTChIbFIUW11HRKvpiDqXAKvESttZFYUVuLmoUi+MRXl3qM94TvOB17D3KDfzGgluo7MnayursGJYycQeO0iUlJSsO6hx/DpF5904+UJgtBUSnOUU2alNeOzIK2YDwikTEdoKzTeEoTE8Dx68AQiw6LQVKiDphh9oFFkZDJjk9V4tPa16HI4JPN+CsZnbAIZnz0cAyN99J/Uh281lbWIv5yMuMBkJAenoe5WtJe4dEvkqTi+6RvpwWeEBzdG2V8q3yJH47OsrBQ2NtZwdHLk27rHH8ULz73YzUsQBKGJlChJ6VYMC+tlP+gsL6OxvhH5qUVUKJrQWmi8JQiR4XnkwHFEhUejKUcXTfFsWioyMtmEf+GLM7i3Kjk2rcu3q0+/3gi8cIXvpySlobamFgaGBnT7CRiaGMBvmi/fmOGZciOdG6IJV1JkckTrqusF1Vy2COIywJF/L31GuMPO04YEi7pjfPIavlKKT9NnTkdUZDQSExLpK0oQPTjsVhnGJ8vPsPe2RerNDEHx1rG3ncKvSxCqgMZboqfT0NBwy/CMAdJ10ZQqqRlvam2CZW/OgWMf+25fh4XdWlhaoLSklF8zKTEF/Qb07fbrEtoFC6vtM9qLb40NjUgLz0LshURujErXEGVlXDIisvl27rcrfOGc1RBlm+cQVxiZtSyZRbRjfDo42LfI7XzymSew9pE1zZ5GEERPqvGpyDIrzUNvxcZnbhILk+qnlOsShLKh8ZboydTV1eHA7kNIiEtGU5IekCWZjlq7WOLOd+bByslCbgubfXx9cP3aDX6cGJdIxifRLkzjwjPAlW8zHpuAjOgc7g1NvJaC/JQimbastAurL8o25hVlNUR9mDE60oPXMKcyLi3pUPassbFxR5oRBKFFlOZJCQ7ZK97z2VJ0qEAp1yQIdYLGW0Lbqa6qxu7t+5CRmoWmWH2gQKJoy2ouLntrLkws5Tvv9O7tJRifWZnZcn1tQrthBiVTzWXb5NWjUZxVioRrzBBNRVpYloxgEfOKpodn8e3cH1e5V9RrqCs8h7pxQ5Z59InbGJ9M9vrwwcO4HhyCsjLJRJRhbm6OV994he4hQWgpqvJ8Shuf7DeIVg2JngCNt0RPoLy8Ajv/2Y287AJRDc9iieHJFEUXvzwLBsaS8Ft54ejsKOwXFRZzwS8jIwqPJDqPlbMFhi8axLe66joenpsUnMaVc4syS1p4RcNPxPKNYe9tA2tPSzRObYKbn7NCvusab3y+uuk1/Pv3NgwYOACmZrI1/qysLBXdN4IgVARTgGNKb2LM7RVb41MMq9+mq6eDhvpGfv3SvHKlGb4EoUpovCW0HWb07fx3N4rzS0WlVEol5bsGTOmDuc9OUZjCubGxEaysLVFcJDIOcrJy4OntoZBrET0HfSN9rn7LNjwKbnwyIzQxOBVpoZmor5WtFZqXVMi32DNJ0NHTgUs/B3gMEYX3Ovs69BiFf7324vG3b9uBHXu2Y+iwIcrtFUEQaiM2ZGRuCD0D5dS30tXT5cpxOQkiWfzchAIyPgmth8ZbQtvJyc7Frn/3oKKkCk0RBkCFxPAcMn8gZqyb0OVSKh3FydlRMD6zyfgkFADLV7ZeZIlhi/y5VzQ9Ipsr6CaHZCAvSTaVqLG+kT/Otktbg7ngkaufExctcvd3gWMfO4XXV1cVbc4oq6urYWBgQIYnQfTwkFsTayOlXpuF3grGZ1I++o71Uur1CULZ0HhLaDOpyWnYu+MAaspqRYZnlWRCPeauoZiwaqRS0iucXBwRHSkKf8zOzFH49YieDfOKilVwGUwxN+VmBiLOxaIwsZhHdknDSr0kX0/nG3++sT5cBzjy8Fx3f2c49XOAnpZ4Rts0PllOJ6v1GRsTC99+vsrtFUEQamR8KldwzJ5Eh4geBo23hLYSGxWHQ/uOor6iEU3hBkCNxPCcvGY0Ri1TXmSddN4n83wShDJhYkMDp/SFiYsRPPu6ceGilBsZXOE/NTRTpq4oo66qTsYYZSG5Lv0d4OYvMkad+zvCwEgzc0bbjaV75723sO6hx/DAmgfg5uYq85ihoSEmTJqg6P4RBKHisFsTG+Uan9KiQ6zWJ0H0BGi8JbSNm9fDcOLIKTRV9RIZnrW3vJu9gFlPTETA3IFK7Y+jowP3sDJxr/Kycr6ZmStHyZ0gpOnVq5coRNfFEkPmDeQquXkphUhlxmhoJtIjsmR0NxhMVZep67It8JYKLwvNdR3gxMu7sM3MxkTzjc/w8AgkJSXjjVffbPGYnb1di5qg7fH3X/8gJ0d2pWmg30DMnjNL5lxmRiZOHD+BysoqjBk7BkOGBrR4LXm1IQiidaTDQUyslGx8ekuMz5KcMlSX11DRZkLrked4SxBqY3hW3jI860SGJ5swz9swFQOn9lV6n/QN9GFnb4u83HzB+9mHjE9CDeil04vPfdg2YulgwRhlJVuYscmM0criKpnnsDbZsXl8C94bxs9ZOlnAzc+Jh+syY9TW3VrhudRyNT7r6+vx5edf4alnnsTKe1bA1Ex2dUink2/mn63/wMLCAiNGjWizzeXAK1h9/xruUbWzs8XX/9uMRx97BE+vf0rubQiCaJsSKc+nqZI9n4amhrB0NOeGJyMvuYAn3xOEtiLv8ZYgVEnYzQiR4VnRS5TjecvwZOIpCzZOR78JPirrGwu9FYzPzBz08e2tsr4QREeM0WEL/bm3vjC9WGSM3qojWpZf0eJ5JdmlfIs4KcptNjQ1gJOvA1fVdb61ybuGrlyNz6qqKv5mN7ywXm4XGz9xPB5/8rE2H9/0wiYsuWMxPvj4fVH7CePxzJPPYuHiBfD28ZZrG4Ig2qYsT3U5n+K8T7HxyRRvyfgktBlFjLcEoQoiw6Nx7OAJNJXfMjzrRYYnK6G16OWZ6DNatQJyzi6OCL8Zwfcp75PQpDBdW3drvonD1Vl6VEZkDtIjs5ARmY285EKgSfZ5LHQ3JSSdb2Is7M14uK5TX3s49rGHk689jM2N1EdwyMTEGKWlpdxjKQ/Cbobhm6+/hZOTE8aNHwtnF2fhsajIKB5y9NmXnwnn5sybzePxjx09zj2X8mpDEETbsLyC8sJKleV8Mhx72yE+MJnvZ8flKf36BKFMFDHeEoSyYUqyR/Yfa2F46hnoYsmrswXVT1UiLTrEan2yRR9lKO0ShLyxcDDnG6uRy6ipqEFmdC43RNmWFZPLFXRbS6tiW9ytORbDysWC1xnlBmlvO9h6WCvUQ9puzue9q+7F8+s34s23X4eLa/fC3nR0dFBeXo7iomIEXgzkBbU//PQDLF6yiD+emJDE/3p7S1bF9PT04O7ujsSERLm2aY2qyiq++iyG9ZMgeiKl+eXC6pmBsT70jZRT41Ma5772wj4Zn0RPQJ7jLUEom/jYRBzaewSNZRDleDbcMjwN9bDsjTnwCJAVrVQVLOdTT08X9fUNqK6u4XU/rW2sVN0tgpBLypJ0aZfGhkbuDc2KzUVWdA43RgvSi1t4RxnFmaV8izoTL6P3YedhDQMLfRQHlCFg7gC5LdS0OavMy8vD5i+/QUNDA44dOQZdXdnaMvb29rgcfKnDF/rsf5+iT1+Rdc74/NMv8PLGVzBh4njY2tqiolIUu2xuYS7zPAsLc1RUiLww8mrTGkcOHMOe7ftbnE9LzEJpQcu46s7AvgDJsWnQFKi/Pfv+5saJ8mEYRlaGPKld2f2t1a0T9lmeQ+zNRG4Ia8P9bQ71VzPur5ev4rw28h5vCUKZpKdl4OCeQ2gshcjjecvw1DfUwx1vzoXHYPVZTGH/W/aODsjKyOLH2VnZZHwSWomOrg73YrJtyK1Q3drKWuQk5iMnLh/Z8Xl8cb8oo6TV5zOBo9RbIkfZUflclVfxYbdm5vjwkw/afKKRUefig6UNT8Z999+Lr774GqE3wzB12hSYmpjy82WlZbC2sRbalZaWwd1DNOjLq01rzFkwC5OnT5TxfL616X24+zjDxtYG3YFNfBQ5cZE31N+efX/LUiSLLXZuNvwHTBX9tXS6yhPnGYZNBvD0ddOK+9sc6i/dX3mPtwShLPJz8/nCfV1Ro6zhaaSHZW/NVct8fSdnR4nxmZmDAX79Vd0lglAKBiYG/H9S+v+SVRRgRmg285DG5iE/pRDFbO4l5SG185TYUwo1Po2MjbB8xZ1QFCzOnlF9K9TVp7dICIjla4qNRqYAmJaWxoWC5NmmNYxNjPlGED0d6TIrFg6qq4Hm7GsvGJ/sB9FzSMeMT4LQNBQ93hKEIigtKcXOf/egOr8WTZGyhuedb82Dm79E10OdYKJDIbf2SXSI6OkYmRnCa6gb38TUVdehMKOEG6KJN1Lg5S/fBX2d9h6Mj4vHlt+3tDAaP//kCy6M0FFyc3J5aIM0W//6GwYGBhg+Yjg/HjBwAM/T3L5tu9DmyKGj3IM5a/ZMubYhCKJtSnOljE972fB1ZcLkwcWwFTmC0GbkNd4ShDJgNdR3/LMHZbmVMuJC3PB8W30Nz+aiQ7nZeWhsbFRpfwhC3dA30ufhun7TfDFoQX8MmiXf6IB2lURefulVPPfCBplzLNnUytqK1yR77c1XO3SRmpoaPLT6YfTp0wdu7m6ICI/A9eAQvPvhO3BwlEww3//4faxZtRb5+QWws7PDvj378MyGp2XKo8irDUEQrcPku9XF8ymGeT4JQpuR13hLEIqmrq4Oe/7bx/PxubhQvZS40Jtz4eanvoYngwkMGRoaoKamlkfG5ecVwMFRMt4QBKHCOp8RYREYOWpEi8cmTZmExx95osMXYbmW+w7txZnTZ5GclIw771qGz7/6HA4Osv/sY8eNwcmzx3H82Al+/b/+3YKhw4YopA1BEB3wfDqYoQ4S8R9l4tDbjhdaZoJH5QUVfDOzFeV0E4Q2Ic/xVp4wjxBbxLW3t6NyFITwnTi49wgyE3JEHs+6W3U89XWx9LXZcB+kfjmezWGLOsz7mZqcJoTekvFJEGpgfPZCLz4gVldXw8TEROax4qIi1Nd1bkJqaGiI2XNm3bYdk5h/YPUqpbQhCEIWZuiVSeV8WjqYI7+gUCW3ycBInye55yUVCt7PvmPJ+CS0D3mPt/Lg3NnzeOn5l1BXX8/H7+9//g7+/n5K7wehPrAw8NPHzyI+LBFNEYZArcjw1NHTweKXZ8rkjKk7Ti5SxmdmDgYP8Vd1lwiix6DTngDCQL+B+PKLr2TO19bWYvNX32BEKyu0BEFoNhXFlWiobxQmFKbWshNhZePUVyrvM47yPgntRB3H2/S0dOw7vBfXQq5g1YP345cfflF6Hwj1IujKdYQEhopCbWtEhieLTln44gz0HuUJTcLJ2UnYJ9EhglAu7eZ8vvjyC1h9/1pcunCJCwOx+PiLFy5yhbP9h/cqr5cEQSg95NbczoxPLFQJy/sMOxbN9ynvk9Bm5D3eVlRU4OCBQ8jPy8fDjz4Eff2WdXJjomMQeOky92xOmz4Vjk4SIZZ77rsbubl5vE10ZDT6D6RyFD2ZqIgYnD16QRRqW33Lb9ELmP/8NPiO0zw9Deb5lC4XU1dbB32DjtWSJghCgWq3EydNxL87/oajoyPPnwy8eAkjR43E3oO7262ZSRCE5osNWapQbKgtxVtxiSaC0DbkOd6yGtpTJ07Hv1u34eMPPuEe1Ob8+vNvWDx/KW6E3MCxI8d4e2aISvPNV9/ggXtX43rwdcyYOaPb75HQTNJS0nFkz3FROZVKybRx9lOTMWCybA13TcHc3AzmFqIxjo0rkeGiRU6CIJTs+WSqtGyl091dErc/YuQI/Pw7hdgSRE+gpJnYkKphOZ96Brqor21ATUUtijNLYe1qqepuEUS3UeR4O2iwPxfdu3QxEI+uXdfi8cyMTHz43kd4/6P3uAAg46UXNvHtzIVTXJCFCcu89e6bfDt5/CRe2LARu/bt6HbfCM0iLzcfe7btR324LlAuMTynPTIOg2drtjfcf7AfAi9c4fvXr4Vg8FB/EtYiCGV7PsvKyjBp7GTMn72Qr5yycBuCIHoO0mJD5vaqNz519XTh4GMnHGdR3iehJShyvJ06fSrMzduu0cs8qywMd9GShTJhtinJKQgPC+fHT657iocAR0VGcY+opaVFu9esqqxCYUGhsBUXFcvt/RCqgYV87/x7N6pDm4BSyXRxwv0jMXzxII3/WAKGDYKuri7fLywoQlJCsqq7RBA9z/PJamJevHIeR48cw9HDx7j4AVuVnT13NmbNmYVhw4fSqhBB9Jiw27Ynr8rEuZ89MqNzhNDbgVP6qrpLBNFtVDnexsfFw83dFQYGBsI5n94+tx5LwKDBg7DuiUfx6cef85zRwQGD8NGnH7b7mkcOHMOe7ftbnE9LzEJpQUWn+tfY0IjkWJESqSagaf3tSJ9ZqPbp02dQFlIHFIkMNEa/aT5wGmqn9PerqHvM/ueSk1P4/oUzgdBpbFcKRau/F5rWXwb1WXPusZevJH1Er7USJavXPsi3wsJCnDh2gg+Mv//2BywtLTFz1gw+OLJamq0JGBAEobmoW9htc8VbEh0itAlVjbcVFZUtPKNmZmbcC8SEihiDAwbjz62/d/g15yyYhcnTJwrHzPP51qb34e7jDBtbm071j010pCcq6o6m9fd2fa6vr8f2v3eh9EY1kC+ZJgbMHYCZT0xUiRNCUffYzNoEyT+JjM+83DyYWBrJreanpn0vNK2/DOqzZt7jdpd4bGxscNfKu/jGBqTTJ8/g6JGjeOLRJ1iVXixctIDnjBAEoX1qtxbq4vmUEh3KTchHQ30DD8clCG1CmeOtiYkxyssl/+sMds2GhoYWdUY7irGJMd8IzYbl+h7aexTpF/OAbMkUsf+k3pjx2ASti36zs7eFl48nkhNFBuj1qyGYs/D2NekJglCQ2q00pqamWLBoPr7+9isE3byGZ9Y/A3ML9ZicEgTRfWoqalBbKVHFNLczVYvbauViAUNTUXggEx7KTylSdZcIQqEoerz19vFGRnoG93CJSU5KER4jeiZM9fX08XOIPZ0EpEsMT+/h7pi3YSp0dDs8ZdQoho8aKlNSpry8c2HiBEF0jk4Ft2dkZGDnf7uwY/tOVFZWIujG1U5ejiAITQi5NbU2gZ6B/HJfugNbaWclV1JC0oW8T8feEhEigtBGFDnesnDe99/5gIf4zl84j5/b/t8OODs7I2DIYLldh9Asrl0ORsjhMDQlSXKBXQc6YvHLM6Grr73RJp7eHrC1s0FBfiH3/N4MDsX4yWNV3S2C0FpuO7usrqrmoT/bt+3AxQuXeGjQzNkzeAgQQRDaKTakLvmeYpx97SXGZ1weAuaqukcEIX/kNd6eP3ceYaHhiI+N58c///gLzxmdv2AePL084eHpgWfWP42Nz72Iq1euori4GIcPHsH3P30LHZ3uebcO7T2CQ/uO8kk8oTlEhkXh3K5ANMVLcovtvGxwxxtzoW+k3foebIGTeT+PHTrJj29cD8WocSNI14QglG18hly/ge3btmP/vgMoLytHwJAAPhBeDbksSFMTBKGt+Z7qZXxKiw5lxuSqtC8EIW/kPd5WV9egtLQUDk4OXLW2qqqKb3VSYbZPr38K4yaMxaULgXB2ccazG56RS8jtvMVz+MbKraxft7Hbr0coHhZyfeSfk2iK1geaRDmdFo5mWP7OPBiZGfaIj2CAf3+cP3OJlwxii0BR4TG87idBEAo2Ppm09m+//M5XXZkUe5++fbDu8Uex9I4l0NPXx7xZ88nwJIie4PlUgxqf0jj3kxif+SmFqC6v6TGTIkI7UeR4y8Jq2XY7RowcwTei55KdmY09fx5EQ4Qe0CgyPI0tDHHXOwtgZqMeef/KQE9PDwFDB+HyRVF4e2pyGhmfBKEM47O4uAQfvPshD8nZtvNfjB4zSngsNzdPUX0gCEINKM1TP6VbMWY2JrB2sURRZgnQBGREZqP3KE9Vd4sgugyNt4SqKcgrwPY/9qLuhg5QLzI89Y30cOfb82Htaomehqu7i7BfkF+g0r4QhDYjk9xhbm7Gc0Kys7Ox9oGH8Pz6F3DpwiXK3SCIHkBpjvqG3TLcBzkL+2nhWSrtC0F0FxpvCVXCSuts/3MXqq83ArUiw1NHtxeWvjYbTn3lU+dS02CiQ2IKC4p46SGCIBTs+TQ2NsY3P2zmxaH37tnHw4HuWXEfnJycMG3GVAVcniAIdaEoq0TYt3KygLrh5u+M0KPRfD+djE9Cw6HxllAVrJTIuTPnUR5UD1Te8kH0AuY/Pw2eQ9x67AdjZm4GA0MD1NbUcqdLcVGJjEFKEIR8aFXWzsraCg+sXoUDR/bh8PGDmLdgLpdkZ2EI9664D1u3/I2CAgpJIAhtoaq0GtVlNaKDXoCVs3oan2Jy4vNRW1Wn0v4QhDzQtvGWqd0+uXY9Xn3+LVV3hWiFqqpq7Ph7F8pD6oBSyRRw2sPj0H9Snx59z5jqra2drUxYMkEQ8ue2muoDBg7A62+9hsvBl/DdT9/y1do3Xn0Tc2fOV0B3CIJQBTyX8haWDuZqU+NTGtYvsRBSY0MjMqNzVN0lgpAr2jDeMqXbzb98gXc/fUPVXSGaUVdXj93/7UPetVKgQCJmNfKOwRi+eBDdL1Zexl7i6cynvE+CUAgdnmGyGmFz5s7mGxMfOnlcVA+JIAjNpzBDKuTWRX2FJpj3M/J0nBB66zW054aIEdoLjbeEvGFhpMwrnXk1F8iU1O0cMKUPJq8eQzf8FrKez0K6LwShALpUTdrBwR5337tS/r0hCEIlFEt5Pm3UWOWQRIeIngaNt0R3aWpqwunjZxF3KQlNyRKfg0eAK+Y+OwW9dESCQwRgK+X5JMVbglCC8cnySl56YRMyMzI79OTw8Ai8sIGKSBOEplOYUSzss5Im6op03mdWTC7qa+tV2h+C6Co03hLKIujKdYScDkNTHPN4igxNS2dzLHl1FnT1u1ZLVluxk/J8FhUWk+ItQSg67Nbc3Bw6OjqYMnEaJk2ehNlzZmHosCFwdnGGiYkJSkvLkJyUhGtXg3Bg30HExsTi6fVPKaJfBEEokaLMUmFfneu7McPYxMoYlcVVaKhrQFZsLtz9JbXZCEJToPGWUAZRETE4e/AimqIMgEaR4Wlma4IJj4yAoYkBfQjNMDUzhaGRIWqqa3ioMjNA7ewlBilBEHI2Pg0MDPD+R+9x5b1ffvqVCx1UVla2eJK9gz3uWrEcP/7yPRwcHeTQDYIgVBmSVaQhnk+mRuju74yYC4n8OD08m4xPQiPR1vGW5RUe2neU6oOrAWkp6Tiy+ziaIvWBepHhaWCsj2VvzUNlXcvvGiFWvLVBZnqWoHhLxidBKEFwqF//fvj4s4/w3ofvIvRmGFKSU1BRXg5Layv06+cL336+/B+UIAjNp6KoEnXVovBVHV0dWDqaQ51xkzI+08KzMFbVHSKIbqBt4y1Tu2VbYUEh1q+jtBxVUZBfiL3/HUB9uC5QLcqwYrmdizbNhIO3LZJjyfhsL/RWbHwyxdt+SvvUCKJnoHc7xb3hI4bxjSAI7aRISunW0smcG6DqjLToUGZUNhrqG6CrR3lLhGZD4y0hLyorKrFr2x5URTQCZZLfxllPToL3cHe60bfBVirMlhRvCUL+qPcskyAIpdb4VGelWzF2HjYwMjPk+8xjmxOfr+ouEQRBqAV1dXXYs30/SsIrgTyJ4TnmrqEYPLu/SvumKbCwWzGkeEsQ8oeMT4Lo4WhKjU8xLHTMzc9JOE6PEIVHEQRB9GREtTyPIjM0F02pklqe/Sb4YML9I1XaN01COseTCQ7V15OqOkHIEzI+CaKHI+v5tIImIF1yJT2cjE+CIIgLZy4hLjjxVkkVEU6+9pi7nmp5dgYTUxMYGRtJBPkKi+jLRRByhIxPgujhSOd8WrtYQOOMz4hsNDY0qrQ/BEEQqiQqIhpXzwbLlFQxtzPF0tdmQ99IYowSHVe8FZOfV0i3jSDkCBmfBNGDYUZbcZZ0jU/N8Hw69raDvrFoQlVTUYu8ZJocEATRM8nJzsXRfSdEhmedyPDUN9LD0tfnwMzGVNXd01jFWzGs3Ep3qa6uQWpyGoXwEkR7xmdJSSl++O5HFBbKf1KXEJ+Io0eOISszq9Vk+aBrQTh39jxKiiUeGUW0IYieTll+BRrqGvi+noEuzG01Y6LCFHndBkryPpOvp6u0PwTRHRQ53qqizueTa9fj1effUnVXeoyy7Z7t+1AXpQNU3JrS9QIWvDCdL9IRclC8ze/e/yXLGf3z563Y/vcuHD90kj4SosfTpvHZ1NiIzV99gzEjxmH9UxsQfC1YLjeLxc4/cN+DeHTtOlwOvCLzWFJiEqZPnokNzzyPzz7+DONGTcDB/YcU0oYgCNl8TyY2xMR8NAXvEZKSAYlBqSrtC0F0B0WNt6qA1fjc/MsXePfTN1TdFa2noaEB+3cdQllkNVAgUbadtGoU+ozxUmnfNB15Kt7m5uShrLSM70dFxKCmuqbb/SMITaZN49PK2gpXr1/GO++9hfj4eCxbshxzZ87H1i1/o6KiossXfH79C7j7nhVtPLYR3j7eOH3+JPYe3IOn1z+FFzZsRF5entzbEATBlG6LhdtgrQFKt9L4jPAQ9jMis1FTQQM6oZkoarwltJszJ84h7UaWjLLtgMl9MGr5EJX2S9sUb4uLSroVLltaIjI8xQJGqSlp3e4fQSiLoqIi/r1VWs6nsbExVty9AvsP78Peg7vhP8gP77z5LkYPG4vXXn4dMdExnbrYLz/9ioqKSjy87uEWj6WmpCI4KBgPPbIGurqiFbxVD97P3/CRQ0fl2oYgCBHFGlbjUxpmLFvdEkhqamxCckiGqrtEEF1G3uMtod1Ehkcj5HwYmmIlhicLs5399CQumEN0X/GW/U8y2PyxsKDrirelJRJdBUZyYgp9PITaU1FegUP7juLUydOIjY5XjeBQwJAAvPrGq1j3xKOorKzElj/+wuzpc/HI2nUoKLh9SEJ4WDi+++Z7fP7lp9DRaXnZyMgo/nfAwAHCOfaP7+XtheioaLm2aY2qyioUFhQKW3GRxCNEED2hxqemeT6bez8p9JbQFro73hLaTX5uPo7tPYmmKH1B2dbEyhhLSNlWrtja28hFdEja88lITkyVuyeJIORZL/hGcCh++3ELosJFdtOZ42dRUyO/6DK9jjQKvRnKw3/27dkPUzNTPP7kY7j3/nt4eNCnH32GF597CT///lObz2dhQ0899jTeeOt1uLi6tBq+II6Ht7SUnQBbW1uhtLRUrm1a48iBY9izfX+L82mJWSgtqOi2omhyrOaEWVB/e879zUuWDKg1jTWt9kud+tscU2fRyjQj/nIykqJFg7q69rc11Pn+tkZP7a+XryTHWJF0d7wltBs2Ady78wDqonoB1TqCANviV2bBwt5M1d3TKmztbJGeKoqoye9G3mdZs7kn84QWFRbDxta6230kCHkrZ584cgrZmTktBLjqautgaGioWOOTJbLv3LELW//cips3QjFs+DB88PF7mLdgHgwMDHgbZxdnuLm54e7l97Z7ka+++BqGRoYwMDTgKrdMXIERFhoGRydHjBs/FgYGotCRqqoq6OtLwkgqKivhbODC9+XVpjXmLJiFydMnCsfM8/nWpvfh7uMMG1vJ6ldXYBMfZU1c5AH1t2fc34b6BlQUVgnHA0b3ham1idr2tzXcvJwR+HsI6mvqUV1WAxM9Y1Q1Vqttf1tDne9va1B/5Y88x1tCe2ELa8cOnkDhjQqgSDJ9m/nEBBn1b0I+2Ml4Pgvl5vkUh96S8UmoC7U1tbh4LhAhQTdlvPJsAdTfzw/jp42Razh/m8ZnQUEhXn/5DSxashDvffQe/P39Wm1n72CPu+9b2e5FnJyd4O7hgR3/7eTH4jd27eo1/pcZn+xxBiu/YmEhKXSfnZWNqdOm8H15tWkNYxNjvhFET6Ekp4znSjIMTAx42JamoWegB88AFyRcFandJgalwXmYvaq7RRCdQp7jLaG9hFy7gZiLiUC6aEGCMXjOAAyeLUkzIuTr+eyu4i2b77ZmfKYkpWDYSBKGIlRPXEwCTh07g/KycuEcMzSHDA/A+MljkJWSK/c88jaNTysrS1wJDoSlVft5YGZmZnhm/dPttlm99kG+iWFht308fbHmoTVYumwJPzc4YBBsbW1x+NAR9Ovfj59jdTpzsnMwZeoUubYhCAIoksn3tNBYkQrvER5SxmcqGZ+ExiHP8ZbQTjLTs3DmwAU0xUkiupx87TF93XiV9qun1Ppkiresfrx0RF1HYGVVamtrW5xPTUnnc2E9vQ5lvxGE3CktLeNGZ0Jsosx5J2dHzJg7DY5ODlAUeu0VLl7/9Ab8tuXXFo+xkNS2HutyR/T08NIrL+LlF1/hK0V2dnb4bvN3WLh4AYYMDZBrG4IgZI1PG1crjb0l0qJDWTG5qKloOdAThDqj7PFWkRzae4QrJDLRCkI+MEHE/TsOoiFSD2gQLRIaWxhhySuzoKcvqe9JyBcTE2OYmprwKg2MgvxCPjHv7ARfOoSRpZ1VVlahvq6eLyh4eGlOygWhHTQ2NuL6tRu4dO4yX1ARw1I8JkwZh4Bhg1oVhlWK8VlbV4ewsPA2E97FqrJdgb2pmbNn8hwWaZavuBMuLs7Yt3c/khKT8MTTT2Bls5qg8mpDED2dQqkyK+KSJZqIpaM5bN2tUJBWzMOIc2Ly0W9ob1V3iyA6jCLHW2Uzb/EcvjHV+PXrNqq6OxoPW0Q/fOAYSkNqgSqRodlLpxcWbZoJczsSGFI0dg52qEgSRdbk5eZ33viUKrNiYWkBKysLREXECHmfZHwSyiQ7MxvHDp9CXk6ezHnf/n0xdeYkmJkr5zelVeOThQI0NjQI+7KPNeDSxUDuUeyO8fnTrz+0+tj4ieP51h7yakMQPRlt8XyKQ2+Z8cnIjpL9USUIdUbR4y2h2QRfDUHi+TQgXxLuOWXNGHgMbltAkZAf9g52SLllfLISN51FOt/TwtIcXj6eEuMzKRWT5NhXgmhPUOjC2UtcUEga9p2cPnsqfPp4Q5m0MD5zc/Mwauho4ZjlZrbGG2+/rtieEQShUIqkPJ/WrppX41Man5EeCNodyvezovK4B5R5BwhCnaHxlmiPrIxsnNt3CU1Jkqlavwk+GL5kEN04JXo+xXTN+JT2fJrD01uSJsK8TxXlFTwclyAURUJcIk4cOd1CUGj46GEYN2E09G9VCVGp8ckUYr/69kteL/PD9z/Cex++K/M4iwnu3dsHfX37KrOfBEHIkbqaepTlSX6IrF002/hkZQb0jfVRV1WH2opaZMflwbmf4pLlCUIe0HhLtEV1VTX2/XcQDVF6QJNoIc3K2QKzn5msseJwmur5FJObm8/DoDtz/2U8nxYW3NC0d7QXwh6ZV3XgIFIrJuQPW9g4ffwcYqJiZc47uzhxQSEHR9VVBmhhfBoZGWLR4oU8z8TJyRHTZ05XTc8IglCK19PE0ghGZvIpHKwqdPV14TXEFXGByRLVWzI+CTWHxluiNZiBc+TAcZQG1wA1ojxPXQNdLHl1FgxNJGVWCMXDanEyY5N9JmxBgIkPmXXCU1laKuv5ZHj5eAjGJ8v7JOOTkCfsuxoRFoWzJ86hurpGJYJCnTY+WUfZoo6hoSHGT5wg03FpxG0IgtA8cuMl4UO2HpJC2poeeis2PuMCkzD+3hGq7hJBtAuNt0Rr3AgORfzpFKBIEg436/GJsPeSlP4glAOroGBjayPU+WSht50yPoulcz5Fwn5e3p64Fhgs5H121ptKEG1RUlyK44dPCnnKYnz6evPcTgsL0QKIqtFrLf/Ezt4Oh44dlMn9bA5rE3TjqjL6SBCEnMmOl4jyOPXVDjGT3qO90EvnPM/3zEsqRH5qEew8rFXdLYJoFRpviVa/Fzl5OL3rAppSJNOzQbP6wX+mqG45oXzsHWwF45Mp3jLRoI7ABMSqqqpaeD5d3V14vVBW5oKV0WGfuSJrKhI9o3zKjeBQXDhzSaZ8CisXNG32VPj276NWCxwyxqelpQW+/WEz92iK99uCvJ4EobmwnEgxTn1VF/cvT0ytjOER4IqUkHR+HH0uHhPuG6nqbhFEq9B4SzSnrrYO+7cdQkMUC7UVTRTtPK0xfd0EulmqFh2KjBWMz45SWSmqD8owMjbiYY8MXV1duLg5y6jokvFJdBVWf/bowRPIysiSOe83eAAmT58EY2MjqBt6zQ3KeQvmCcfS+wRBaAcN9Q3ISxKt4jIctcT4ZAyY1FvK+EzgobfqtNpHEGJovCWac+r4GRRerQBqRXmeeoa6WPzKLOgbtlmSnVCy6FB+F41PccitGOnQ3erq6m73keiZ3s6gK9dx6dxlNNwq1yX+rs2cO63DHnpV0KlftIqKCly9co0r3bq5uSquVwRBKIyC1GLU14p+qAxNDWDlJDsoajJ9x3rj6OZzaGpo4nVMcxML4NhbO8KKiZ6Fpo63h/YewaF9R/nEiOg4MZGxCDsUI5vn+eQkja/BrG3lVpiXiU30mfeyU8Zns1w75gkVU1VJxifROdgiCPN2ZmflyJwfNnIIxk8eK3jZNdL4PLDvIK4HX8frb73G/9nuumMlIsIjYGxsjH+2/40hQwOU11OCIBQScqtNnkEjc0M49bNHVmSu4P0k45PQBLRlvJ23eA7fCgsKsX7dRlV3R2NEQo5uOymT5+k3wxd+01qvs04oF3NzMxgaGaKmuoYvqhQVFMkYpG1RWSHt+Wzb+CTPJ9FR2NjAxKoCL1yRWeCztrHC7PkzeT6xJtCu1u6nH32K1Wsf5Pvnz11AcVERLl49z8/98O0PyuojQRAKExvSnpBbMe7DnIV9lvfJlAQJQt2h8bZnwiaQB3YcRk0YJPU8XSww4zHK81QX2AKtvb3E2MzL61jobWWltNiQbISRkZGU8VnVelUJgpAmLzcPf/++DRfPBQqGJ/tujhwzHPevvVdjDM92jU8W8lNQWAh3D3d+fDnwMhYsXgBXV1csX3EnYmJki5YSBKEZ5Eh5PrUp31OMi58j9AxEIVGlueXIihF5QQlCXaHxtufCPBiZ5wuAGtF0TEdfB0temQUDI0n4LaF6pD2dHRUdks35JM8n0XVv56Xzl/HXr/9yZWQxtnY2uHvVXZg0bQL09TUrL1ynPTEEFmLABkXGxfMXMWqUSDmypqYGBgb0w0gQmkZ9XQNypcSGnPpon/Gpb6QHn5GeMt5PglBnaLztmWSkZyJwVzCQL8kfnP7oeKrnqSWiQ+0JDkkrkFZVUc4n0To52bnY+tu/CDx/RcbbOXrcSNy35m44uzpBE9Frr7DukGFD8MS6J+Hl5YXkpGSMHT+WPxYcdB0jRlIBd4LQNPKTC9FYL/oBM7YwgoWDGbSR/pN6I/ZiIt+PPp+IKWvHQke33SwDglAZNN72PNji/v6/j6ApQTIN6zPWCwFzBqi0X8Ttjc+8XMkCbnveKpkan+0IDlWT8Uk0o66uHoHnL3M1W+nUITt7W8xeMBNOzo7QZNqdjX3y2UfohV5cBOGLr76AiYkJt7x3bt+FR9Y9rLxeEgQh93xPxz52WiU2JI3PCHfoG4uiMyoKK5ERma3qLhFEu9B427M4cfgUyoJrgEbRb7CJtTHmPDNZa3+TNR1bexthv7ys/LbeStZGjL6+voyx2SLnk0qtEFKkpaRjyy9bce1ysGB4ir2d965eqfGGJ6PdIGFPL0/8tuVXmXM6OjrYtW+HovtFEISC8z21UWxIjL6RPvqM9kTUGVHIbdS5BLgP0pxkfKLnQeNtzyEqPBqRRxKB8ltTsF7Awo0zYGyufsXgCRGsdIWVtSWKi0qE0Ft3T7c2b09pSZlMvmfzRQUjY0Nhv7amtsPlWwjtpbamFudOX8DN60x9TIKDoz1mzZ8BRycHaAsUh0YQPYjs+PweYXwyBkzuI+zHXkhEQ72kCDNBEIQqKC0pxdF/TwPpEkNj9J1D4DGYFsfUHTtpxdvb5H2yz7ktsSGxMcucOdJh2ETPJSUpFX/8/JeM4amnp4uJU8dzb6c2GZ6M28ojsfzOkOshKCuTrOIwTE1NKfSWIDSI+tp6nvPZU4xPr6FuMDIzRHV5DapKqxF/OQX9JvioulsE0SY03mo3LG3p4M4jqItgXjCRJ8yhty3G30caGpqS9xkfm8D3829TbkXG82khKzbEYJ5QIyNDoRwLC+M1MTWRe58J9aampgbnTl5A6I1wmfNu7q6YOW86bGytoY20a3xu/vIbfPrxZ3BwdICZmawwia2tDRmfBKFB5CUVorFBJDZkYmUMM1tTaDO6+roYOK0vru8T/ajfOBRJxiehttB4q/0EXw1B+rl8oFbk9dQz1MWil2ZCV4/CLTVPdOg2xmepxPNp3ornk8HyQMXGJ+V99jySE1Nw7NAJlJXK5gczb+eQ4YO1Ov+7TeOTJbl+u/k7fPvDZsxbME+5vSIIQu5kN8v31OYfNjEBcwcKxmfqzQwUZhTDxtVK1d0iCBlovO0ZBeLP77gM5EmmXTPWTYC1i6VK+0V0rdZnfl4B/79taxyVzfls6flkkOJtz6S2thZHDhxHRGikzHmWQzxr3gyeW6zttJnzyep7snh0MjwJQvuUbrU95FaMnYc13Ac5C8c3D0eptD8E0Ro03mo39fX12L/tMBriJB5On1Ee8J/ZT6X9IjoHMwr09EWLB/V19YL4UFdyPjtqfLKSG9KlNgjNJiEuEcePnZAxPPUN9DFjzlQsv+eOHmF4tmt8sjBbUzNTFBcVK7dHBEEo3PPJyqz0FJj3U0z4iRjU1dSrtD8E0Rwab7WbC2cuoeBKOVAv8pIZmhtgzjNTekT0iTbBPi9WZ1FMXo5kTJWGGYvSoZRteT6Nb1NuJSoiGt9+8T3++fM/ni9MaC5VlVU4tPcI9mzfL/NZe3p74MGH70PAMO0Os+2U2u2jjz2CF557EZkZmcrrEUEQcqeuug4FqUXCsVOfnuH5ZPQd5w0TS9EgX11Wg9iLiaruEkFo7XjLJlhPrl2PV59/S9VdUZuafUF7Q4Eiiddz7jNTYWplrNJ+Ed3P+zx59DQy07NatKkor+ClUxgsgtDMzLQDns+aVnOE6+sbkJWRjfTUDPrINJTY6Dj8/uMWREXECOcMDQ14+ZRlK5e0uTihzbSZ85mXl4f33n6f/wMdP3q8Rf0he3t7XA6+pIw+EgTRTXITC9DUKArdMbM10XqxIWn09HXhP7M/ru64IQgP+U3zVXW3CEIrx9t5i+fwrbCgEOvXbURPr9t3cNsxNCVLplp+033Rd6yXSvtFdJ1BAf4IuxHB95lY0H9bd3IjYqB//w7X+GzN+GRqt80pl/KeVlZU0semYbDPjC1QxEaL6o2LcXJywqLl82FuLivk2pNo0/g0NzPHh5980OYTjaTCBQiCUG9ypOt79iCvp5iAOQNwdecNoAnIjMpBblIBHLwl4VMEoUpovNVOzpw4h7KQGqBRFGRmZmeC6evGq7pbRDdwdnXCkuULcXDvEdTV1vEFo8P7jqIwvxDjJo3hnk6ZfE+L1vM9m8+jm+d8sjBbsRIuf5zqgGoMLOw6OjIGp46dlflcWWmdqTMnw9jAtEcbnu0an2xFZvmKO5XbG4IgFEJGVLaw79gDjU8rZwt4D3NHUnAaP755KBIzn5io6m4RBIfGW+0jKSEZoYejgVJ94dz856bD0MRApf0iuk/vvj64e9Vd2LN9n+DlvHLpGq4GBsGsmVFh3k5IpUzYbbOcT5YjKC00VNNKTiihfpSVlePE4VNIjE+SOd/HtzcXFWJaOsmxonlIT6bdnE9GZWUl/vz9T2za+Ao2PPM8X43Zs2sPJT8ThIbAansmX08Xjj0Gu6i0P+ogPBRxOg61lbUq7Q9BNIfGW+2AeTsObz+BphTJ+v7QBX499rdXW3M/731wJVzcnJsJDZXx7XZKtwwjY8M2PZ/l5RUyx+T5VG/YZx8aEs5zO6UNT2MTYyxYMheLls3nhidxG88nIyw0DKtXreVhBL1790ZcXBzfP33qDPT09LFg0fz2nk4QhBqQFZuL6nKRmIGBiQGc+zugJ9J7lAfPdS0vqEBdVR0iTsXxCSFBqAM03moPp46dQcXNOiHc1sLBDJNWj1Z1twg5Y2JqwstjnDt1AWE3I3j5leZ49247v9fY2LhNzycTLZKGjE/1paS4BMcOnURqsqxHs79fPx5ma2JC4mKdMj43PvcSlixdjBdf3oiiomLMmyUyNpctX4bvv/mejE+C0ADEoaYMr6Gu0NWTFTPpKejo6vDcz4tbg/jxtV03MXhO/x57Pwj1gsZb7SAuJh6Rx+Nlwm3nbZgKAyPJMaE96OnpYdqsKdzIYKGyzOtZWlqOivJyNNQ0wdnFqUM5n80FhyqaCQxR2K16ejtvBIfi/OmLqKurE84zdeMZc6fx8Gyik8ZnWVkZEhISsO/QHujry/5oent7ISU5pa2nEgShRiQHS0JuvYe7oyfDPJ1MeKiuuh4lOWWIOhMP/xlU6J1QLTTeagfMgDi242SLcFv3QRRuq+0wRVvmCWWbo7MjP3e73D7psFumjMzEi8RK1+T5VG+KCotw9OAJZKTJlsbyD/DD5OkTubgQ0YWcT/YP0FDfgPr6lmEERUVFMDXr2UpNBKEJVJZUISsuVzju6cansYURhsyT5H5e2X6D58QShCqh8VY7OHP8LCrDG4FGUWkNCrcl2sPAwICnsompkVK0rSiX9XxS2K16wHRvgq5cx58/b5UxPM0tzLHs7iWYPX8GGZ7dMT5NTEzQr38/vPvWezLuZMaO/3ZizNiu5S9UVFTc9p+oqqoKxUXFSmlDENpMckg6Ly/CsPO0gbkdLRqNWBoAXX3R6nJhejFiL8mq0hGEslHUeEsoj+TEFESciANKJdMqCrclbuctlfaQSc+Nm3s+KexW9eTnFeDfP7fj7MnzqK9vEM4HDBuMBx++D17enirtn9bkfG569UWsvn8tzpw+i4CAwbxg6kOrH0FIcAgOHNnXqQsdPngYm7/6FmlpaTyxmgkYvfbmqxg3fqzQprS0FC9s2IhTJ07z/CwW3vvZ/z6Dn/9AubchiJ6W7+k93E2lfVEXzGxMMHh2f4QcEBUKv7ztOvpN8GmzEDhBKAN5jreEcmELBif3nUZTsmRKFTBvIIXbEreFlVsR1/NkDhPAWnDUSEOeT9XBwqGvXQ7G5QtX+b4YK2tLzJo3A+6eNLeSa6mViZMmYvvu/+A/yA9hYeGwd7CHpaUl9hzYBWcXibx0R7gceAX/+/pzhEbeQHh0KMaOG4O1DzzEc13EsHIuyUnJCAy6yNsNDhiMNQ+s5fLz8m5DENpOU2OTTImVnh5yK82oZQF8YYqRl1SIhKuUw06oFnmOt4RyiYiIRFloDdAgWsAysTbG5AdH0cdA3BaZWp9SokPNw25ZTigL+SSUS25OHv7+fRsung2UMTyHjxqKVQ/dS4anIjyfjKHDhuCHn79Hd3nr3Tdl4tzvuHMpfv35N6SnpWPAwAHIz8/n3tGvvvkSdnZ2vN1Lr7yIndt34diRY1hyxxK5tSGInkBuYj4qi0UrqvpGenD1owmsGAsHc/hN90XYsWh+fHlbCHqP8iTvJ6FS5DXeEsojIz0T8VeSgAID4dysJybC0JQER4jbI614K/ZuMhXV5mG3jJqaWhhLGauE4mCG5pWL13Dl0jUZo9/G1gazF8yAiyvNpxTm+ZQ35eXlyMrMQujNUHzx6f8weuxo+Pbz5Y+F3QzjH/CIkcOF9jY2Nujdpzdu3AiVaxuC6AkkBklCbj0Gu0LvVp4jIWL08iHopSPyVGTF5CLlRgbdGoIgOgwTZDyy5ziaEiUVAfqO80Lfsd50F4kOYdyK57O2trZVsU/K+1QOOdm52Prbvwi8cEUwPFlazuhxI3H/2rvJ8JS355PFm//37/YOPdHYxBh3rVjeqYtt37YD33/7AwryC+Dq5orvf/pWkJUuKCjkf61tRPHuYthxYUGBXNu0BqvPJIq3F0FCRYSmk3RdOt+TQm6bY+1iif6TevNyK4xL/wTDc4greT8JpaDo8ZZQPNcCg1EYUg7UiqZSBib6mLFuAt16oltht81DboXHbyPWSXQPZvCzvM6rgUHc+yzGzt4WcxbMFEroEHI2PlmC8/8++1I4bmxqRElxCd83NDIUSq+wFYA+fft0ejBcvfZBvtXU1ODzT77A8qUrcOzUEbi4ughy09Ix1Yz6unro6ogMVHm1aY0jB45hz/b9Lc6nJWahtKBl+ENnYKUcblfvSZ2g/mr+/a2tqkNmVI5wrG+j1+VravP3wX2Us2B8ZkRk49LOILgObrsouCLQ5vurTf318pXvAo6ix1tCsbAF6sAjQUC2ZBo1ec0YmNma0q0nuhR2y+rEMloLuWUwsU5CMWRlZOPIgeMovOXAEtsTo8aOwJgJowRHGaEA45PlSIaEBwvH//v8S1y6cAlvv/cWl4Fn7uerV67hpRc24YWXnu/yRQ0NDbFx0wv4/bc/cPLEKdz/wH1wchZN+PJy8+DpJZErZjmcI0eP4PvyatMacxbM4oVhpQeWtza9D3cfZx7j3R3YxEfeExdFQv3V/PsbczGRCw4xrF0t4T+uX5dfS6u/D75ARnAOIk7G8sPII/EYs3iYUIpFGWj1/VUD1LW/yhpvCfnDvCInj5xBQ5wkc8lloCMCZg+g2010CiNj6VIr7RufNVXk+VSEUvXFc5dx/WqIjLfT3sEOs5m308lB7tck2sn5ZJ7Dn77/Gd/99C36D+jPV1+Z5c9Uat/74B18t7njogitKXSVl5WjrrYOxsbG/DhgyGC+AnT+3AWhDVOsTUlOwejRo+Tapq2wJmZkijcrayv6fhAaS5JUvieF3LbPxFUjoWcoWocrzioVSrAQhLKQ53hLKJ742EQkXUwHKkRTKJY7PvvJSUIOOUF0FKNbc2CZsNtmZVaExynsVq6kp2bgz5+3IvjKdcHwZN7O8ZPG4t7VK8nwVIXabWlJKR8Qra1lcyfF3sWc7OwOXyQ4KBh//LYFK+5eDnd3d2RmZOLL/30NZ2cnzJozk7cxNTXF2ofX4LOPP+fn7ezt8PYb73JjcvLUyXJtQxDaDPN4Stf39KF8z3YxtzPjpVcu/R0s5H4yJVxjC1IVJJSDPMdbQrGwRfOTB06jKVUyfeo72Qt2nt2LkCJ6JjKez9vmfFLYrTxggk4XzlxCSNBNmfNOzo7c28lyPAkVGZ8Wlhbcg7jjvx24a+VdMo/9teVveHhKQlpvx8hRI/ng+tvPvyMpMQnWNjYYPXYUvvn+a1hYWAjtntu4AWbmZvj0489RXVXF1XBZeK44j1OebQhCW0kNzUD5rTxl5tFz8ydJ8NsxclkAbh6JQkVhJWoqarkhOn3deCV8WgQh3/GWUCyXL15FWVgt0CAKzTe1McbAWX3pthNdwlim1ErLsFs9PT1B+baGPJ/dJiUpFccPn0RJcalwjkWZjJ88ltfuJDtBxcYn+zCYEbfxuZewb89++A/25yt+Vy5fRWxsLP76589OXWj6zOl8aw/2oT/2xDq+KboNQWgrYcdihP1+E3ygbyQpA0C0joGRPiatGoXD/zvDj0MORmDI/IGwdW/piSIIeSPv8VaVHNp7BIf2HW013UbTKcgvxLVjIUCe5Dd12iPjeR1lgpCX2m25lPFpbWuNvJw80eNkfHYZZmyePXkOcTEJMudd3Jwxe/5M2NjSWK9M2nUFMiGgbTv/hbGJCY4dOY6LFy7yupxHjh/CqHbyJwmCUA3VZTWIvZQkHA+a2XWhoZ4GC7V17G0nhC6f/fWyqrtE9CC0Zbydt3gONv/yBd799A1on8jQaTTES8TIPIa48gU+gpCH8VlTU8sXbSorJGG3tnaScG6q89l56urqcen8Zfz+458yhifzKE+dMQkr7ruTDE8VcNvlutFjRvGNIAj1J/JsHBrqRGWGrFwsKOS2EzCxkCkPjcW2TaKSSwlXU5FwNQW9R1HII6EcaLxVXxLjk5AamAVUiryeOrq9MPOxCVQXmOgWBgYG/DskFrxh3k9pz6e08dkRzyczXs+cOIeKikpMmTEJ5uZmPfYTSk5KwfFDp3janzQ+fb0xdcZkWFlbqqxvPR2KFSEILQ25HTRTpJpJdByPwS7oO9YLcYHJ/PjY5nNY/e1dMDKTiEIQBNGzYGJQpw+dR1OankyeuI0bqeIT3YON0cz7WVVZxY+Z0SgOv2XY2nbO+IyLjheEdExMTDB99pQe9xHV1tTi7KnzCA0JlzlvbWOFqTMnw7u3l8r6Rogg45MgtISchHzkJuQLXjy/ab6q7pJGwoSGUm5morayFuUFlTjzy2XMeYaUsgmip8ImsUWh5UCDaMpkamOCMSuGqbpbhJZgLGV8FuYXyoSGWliadyrsNj+/QNhn9e57oqDQsUMnUFpSJpzT19fHmAmjMGzkEH5PCdVDnwJBaAlhx6Jlanua25mqtD+aXHplytoxOPb1OeG+9p/UG15D3VTdNYIglAzzQl04fBnIluR6Tl49mouUEYS88z6ljUdTM1MYyqjh3t7zWV5WLuxLK7pqIzU1NcjOzkZeYS7yc/ORd2uTxt3DDbMXzIClFYXYqhNkfBKEFlBfW4+oM/HC8aBZ/VXaH01n8Oz+iD6XgNSbGfz46Jdnsfrb5TAwMVB11wiCUCKXL11DdTTLoxcZn4597DBwCpVWIeQHK7MkpiBP4vk0NTOBkZEk5YOVWmG5oe2l05SXVcgYoqxMizZ6+9LTMrB3xwGZEGVp9PT1MGnqBAwZPpjSj9QQKnxJEFpA3KVkVJeLVkVNLI3Qe6SHqruk0bDBnYXaiksolOaV4+zvV1TdLYIglEhxUTGCj94EiiVez2mPjONpDQShCM9ngbTn05R5PmX1Bm5X61Pa88mQDj/VFgoLirB3+/42DU8PTzc88NB9GDoigAxPTTM+2Y/u6vvXdPoxgiCUT9hxScjtwGm+0NWXTJaIrmHpaI5Jq0cLxzcORiI1NJNuJyF3aLxVT86euIDGRMlvqe94b7j5Oau0T4R25nyKKSoslgm7ZQuh0gZodSeNz5LiEmgTFeUV2LVtj3AfmFe3/0BfTJgyDkvvWoSHn1yD5fcuIyVbTTU+a+vqEBYmqxQlHWcdGRmlyH4RBNFBSnLKkHJDFB7KoJBb+TF0nh/c/JyE44OfnkJliUgYgiDkBY236kdGWibiziUDVaJpko5eL0xeM0bV3SK0POxWXHKFYWZmcutxww6JDrGals2NU20yPutq67Bn+34hl1VHRwdjx43B/CVzMXrcSPj08YaFhUSgiVBfWg0EZzHijQ0Nwr7sYw24dDEQdnaiYuwEQaiWwH+vC/vO/R1g52Gt0v5oEyy8bs4zU/DH0ztQV12P8oIKboAue3MudHQpa4HoPjTeqh/MADh3/AKaUiVTpBGLB8PKyUKl/SK0EyPj1kt5mZiJRANFokOlt/V8Nvd6aqroEHuPB3Yf4uJBdnY2cHR2hKOTA6IiYpCdlSO0mz1/BkwMe24dU60yPnNz8zBqqCTUrI9n6+Ua3nj7dcX2jCCIDpVXkQ65HblkMN01OWPtaolZT03CwU9O8ePk6+m4/F8Ixt09nO410S1ovFVPUpPTkH4lD6gXTZGMzA0xZiWVViEU7/mUxuyW8dlcdEjbjc8zJ87xkimM1IpKpKakt2gzftJYDBw0AMmxaSroISF349PCwgJfffslykrL8OH7H+G9D9+VedzAwAC9e/ugry+pvRGEqlfnz/wSCNyK0nEZ4AjfCT70oSgApm6ZHpGNm4ci+fHFrUFwHeAIzyFUfoXoOjTeqqnX8+hFIFOS6zn+vhEwJKVrQkEYmbRufLKcT/54B3M+y8tbMz41K+yWGZ0RoaJxti38A/wwevxIpfWJUILxyb7kixYv5HmdTk6OmD5zugIuSxBEd0m4moLUmxIBnGkPjyNlNwUy7eGxyI7J5d5mZvAf+OQUHvhqGcxsqZ4q0TVovFU/EuOTkB1UCDSKpkdm9qYImD1A1d0itBjjNjyfpqainE/ZWp/VHSqzIqakpFSjcjqPHTopHLt7umGgf39kZ+UiNzsXRUXFPK9zxpypNNfRcNos/mNoaEiGJ0GoKQ11DTjzy2XheMCUPnDu56DSPmk7egZ6WLRpJv58ZidqKmpRWVyFfR+dwF3vLYAeqQsT3YDGWzXyeh6+CGRLvJ6TVo0i9XBCaaVWxDCVW2MT426H3bL2rCRJa9dQNy6eC0TpLWOZ1elkOZ2WVpbc00loF7etPBscdB0h10NQViZbK4jVH3pk3cOK7BtBEG1w43AkijJE4TR6BrqY9MAouldKwMrZAnOenYK97x3jxxkR2TjyvzOY/9w0qv1HdBsab1VLbFQc8kNKgSbR1MjazRIDJvdRca+InpjzaWJizNVcGbKlVqo7ZXyKvZ/qbnxmZWQj+GqIcDxh8jhueBI90Pjc/OU3+PTjz+Dg6AAzM1lFKVtbGzI+CUIFVJVV49LWYOF4xNLBsHAgeXFl4TvOG6OWBeDqzpv8OOpMPCwczDDpAYlQG0F0FhpvVUtjYyPOHboE5Eq8npMfHE2q1oTCMTA04J5O6TIr4nzP5sZpezmfZa2E3TJKikq4Wqy60tDQgKMHTwjHzi5OGDoiQKV9IlRkfLJ/gm83f4dvf9iMeQvmKbgbBEF0lIt/BaG6XDQAmVqbYPSdQ+jmKZlJD45GSW4ZYs4n8uMr/93gCwBD5g6kz4LoNDTeqp6o8GgUh1YCEBmf9r1t0WeMl6q7RfQAmOHJPJNVlVWtGp+GXQi7tbO3RX5egdrnfTJ9mZNHz6AgX9RX5u2dNX+G4PUltJM2P92Kigr+4ZPhSRDKo7amFhfOXELw1esyq6DSIkMhByKE4wn3j4QBqTCqpP7nvA1T4ebnJJw78e0F/vkQRGeh8Vb1Xs+Lh64ABRKv55TVY0jUhFBZ6K2pmYnUY7cPu2XzhYpyiefT1d1V7RVvE+IS8fuPf/GFHzFMxZYZzkQPNT5ZmC1beSkuKlZujwiih8IGj4N7D+PKpWs4c+I8gq5cl3m8LL8Ch784Ixy7+jnBf0brdXgJ5QgQLXltNmzcrPhxU2MT9n94ApnRkiLYBNERaLxVLXExCSgJl3idXP2d4DWUyigRyqN5TibTVREe64Dns7Kiki+iMJjjyNnFUW1rfbK+HtxzGHu275fx1nr5eGL0OCqh0hNo16/96GOP4IXnXkRmhqScA0EQiiHsRjgS45OF48ALV4SVzMaGRhz89BSqSkWrnkZmhljwwnTKR1IxxuZGuPPteTCxEqkS1tXUY8frh5Adl6fqrhEaBo23qlv0u3joMlAk6/UkCGVi3Nz4lAm7vX3Op7QRx55raW2pdp5PZhyHBN3Ebz/8iejIWOG8gYEBZsyZhjtWLIauruT/kOiBOZ95eXl47+33eSLw8aPHW3wh7O3tcTn4kjL6SBBaT1FhMU6fONei5tX5MxcxZ8EsXNl+A2lhkkUgprhqYS8rAkaoBktHcyx7cy62bdqP2qo6XoZl+6sHseKDhXDwofAh4vbQeKvaovYFN5mav2iO4zbICS79JV4jglCJ57ONsFvm+WQLJixPtC2xITNzMxml2NKSslafo0ySk1Jw5vg5FOQXypwX1+00tyDRxJ5Em8anuZk5Pvzkg05JQxME0bXVwMP7j6K+rl5YBaytreX7EaFRcDZzxcWtQUL7YQv90XcsCWGoE0597bHs7XnY8dpB1FXXc0Go/145gJUfLoSdp42qu0eoOTTeqo6LRy4DBZIgsPH3UNgfoXykDcz2BIeYEcm0IaTPNfd8mpubwszMlDuNmAOJbexxZRt4bG6TmpyGkOCbSIxLknnMxNQEU2ZMQv+BvpRb3QPRa28VZvmKO5XbG4LogVy9FMRrXIlZsnwhLp2/jPTUDDTVASe/ucjzCRn23raYvIZKeqgjbgOduAd0xxuHUV9Tz0Okt70sMkBt3a1V3T1CjaHxVjVkZmQh81q+MBVy6GML90HOKuoN0ZNp7vlkxqMYlsPJyrEwo1Mcetue8ck8n8zLaWFpgaLCIiHvUxnGJzM42dwlJioWcdEJqKqS5FIzmEE8bNQQnttpaCj7Hoiew221jCsrK/Hn739i08ZXsOGZ5/kXa8+uPUJiM0EQXScnK4fndooZMXoY3D3dMHXmZKapiqYYfTRUigxPfSM9LHppBhe6IdQT90EuWPrabOjqi0L4Kour8O+L+ygHlOgQNN4ql4vHLwN5kpSiifeNIi8MoRY5nyZSgkMdUbwtL5c1PhlW1hZKzftkGhV//74N2//ehdCQ8BaGZx/f3njwkfswaeoEMjx7OO3OYsNCw7B61Vq+6tK7d2/ExcXx/dOnzkBPTx8LFs1XXk8JQstgCzhHDhwXFnKYvPj4yWP5voOjPeyqHJFbIlGbnvboOEFZlVBfmErmkldmYfe7R9FY34jKkmr8+9I+LH5lFryHuau6e4SaQuOtcinIK0DyhUygSTQNsna3gPcI+v8kVIN0KpuhoQH09WWn51x0qKSsTcXbcpmcT5HhamFpqTTF27KycmzfukvwtIphHlpmdPoPHgg3D0n5F6Jn067nc+NzL2HJ0sW4eOU8vvzmf8L5ZcuX4e+//lZG/whCa0mISxKKQPOauotnQ09PNODEXkpC7nWpMkdO9Sg1kP1RJ9QXn5EeuOP1OdxbzWB5oLvePILI03Gq7hqhptB4q1wunboK5Eh5Pe8lryehOoxMjFrN9+yw51M67NZM7PnsuOJtYnwSAgMv87+dpbSkFP/9tUPG8Bzg1w9L71qEx555GHMWzCTDk+iY8VlWVoaEhAS8+PJG6Ovryzzm7e2FlGQqpk4Q3SFYqo7noAA/2DvY8/2CtCIc/vy0pKF5I3p51yMqIoZuuAbhPdwdK95fCGMLI5lyOVd33uSiEQShzuNtZEQUVt+/BtMnz+RpNxUVEs+KplNaWoaYU0lAo0j909zBFH3Heau6W0QPxtXNhYvwMHz7972N8dma57Nl2K2lpUWHPJ/MeNy38yAvq8hqbzKRoI7CjNptf+1EcZHEuJ05bzrmLZ7DlWypdArRKeOTq2TVN6C+XqTAKU1RURFMb62sEATReZjAUEa6pHTKsFFD+d/aylrsfe8YL9nBMLEyQq9+teilIxog2iowTagnzv0ccO+nS3g5FjFnf72Mo1+eRX1dg0r7RqgP6jjefvrRp1i1ehW++/EbpKWm4rvN30NbCL4UgqYsaYXbEVQzmVApbNFpzbpVuG/N3Rg3qWWdWelan83nAawsW80tMSJp49PCqmM5n5cvXuWKuAy2MHpg92E+32gPli4UFxOPf7fsENoykaM5C2dh8BD/DrxjoifTpvFpYmKCfv374d233kNdnWgiLGbHfzsxZiwpbhJEVwmS8nr29vWBja01/9E/+vU5FKSJwm176fTCok0zYekgGUDycpkyI6FJWLta4p5Pl8jU/Aw7HsPzQMsLtcebRHQdRY23GRkZCL0Z2qZAIJtwxsfFIy21pafj599/wtRpU+DbzxeTp0zWGm99XV09bh6JAhpEXk8jK0MMnNrS00QQyoapvzo6ObQqetW81mfzfEvpduJ8USupWp/l5RWtL24VFiH8ZqTMOSYUtHfnQf6/0hzmdWXzl1+++4N7S8UeV9bneYtmw2/QgE6+a6In0q7g0KZXX8Tq+9fizOmzCAgYjMqKSjy0+hGEBIfgwJF9yuslQWgRLHyNrRhKK9wybhyMRPS5BOH8lLVj4O7vAvtoO2FlMTcnj3InNBAzGxOs/GgRDn5yCglXRSGUWdG52PLsLoy6fwi8fEnopKcjz/GWvcYvP/6CGyE3+MQ0IjYMps3UM4OuBeGpx55BQ2MDqior4dPbBz/8/D2cnJ2EPHRGQnwiDh44hF/++AnaQHR4NOpSmTEuen+j7giArp4k95Mg1JH2cj5bC7kVi/2w54nDdFnora2dbN3pwPNXhIUlY2NjQaE2NzsXxw+fxNyFs/hxZnoWIsKiEB0R02KBjEVuMM2K1sKFCaLTgkMTJ03E9t3/wX+QH8LCwnlOmqWlJfYc2AVnF6qFRRBdIS4uXvixd3Jx5Lke2XF5OP3TJaFNvwk+GL54EN93uJULyiDPp+ZiaGLAy7CMXSlabGCUF1TizNeXceNQpNZ4loiuIc/xlhmdDz36ED754pM2F8DWPfQY5s6fg6vXLyPo5jUYGBhg/dPPybS7eeMmNm3cxENvbW0lnntNhf2PXT54HagRTX109HshYPZAVXeLIG6LdNht85xP5tVszfhkWEp5P5uH0ubn5stoSQwdNlRQ3GdEhUfzENxfv/8D/27ZjrAb4TKGp56+HgKGDcKqh+4lw5OQj+ezuKgYz2/YiJ9/+5GvhnaX8+fOY8sfWxEVGQULCwtMnzkN6x5/lIcbSYcAbf7qG+zbs5+vxI4ZOwabXnsJ9vb2cm9DEKqguqoayUnJwvGI0cNRU1GLfR8cR0O9KDTOysUCs5+eJITe2DvaCe3zcvNU0GtCXrBQ6gn3j4S9ty0XlaqrqedCRMe/OY/kkHT+uRuby9Z7I7QfeY+3z254hv89euRYq48fP3ocxcUlePrZp4Rwv8efepwLDKWmpMLD0wMnjp3Ej9//iO9++rZDhmdVZZVMXT/2ntQN5r0pjmJeIpGns/+k3jAyo0L3hPrTXthtW55PhqWVBXKyc1vN+7x0/rKw7+LmDCcnRx6Fw7yecTGiKKzY6JYK7eYW5hg6IoALJRo1q09KEN0yPtmKxpVAyRezO9wIuYkfv/sJ9z94PwYM6I+0tHRs2vgyYmNi8f1P3wntPv7gE+zcvhP/+/oL2NrZ4s3X38aD963BvkN7BMUsebUhCFVwMyRMSOy3sLRAH18f7P/gBEpyRPW7dPV1seilmTA0lQw0YhVccW06lr8lDokjNBPm2bZ2scSed48Kn33cpSRkx+Zi/gvTeLg10XOQ53jbEcLDIuDh4Q4ra0nd4KFDh9x6LJwbn88+tZ6LoMyftZCfnzp9Kj74+L02X/PIgWNcKbM5aYlZKC3oXG4zW5BJju244mZHuXDsElAsmQO4DXeWy3UU1V9Foml91rT+yrvPxQWicYJRUlQq87qZadnCfkNtg+w1GyVzhdTEDFiZ2whCZmIDk9HHpw+aGpuQEpeOAf0HIjsrF2WlkmuyOYeLizM8PDzg6OTIj7PTVL8Y3tO/F5rUX+n0ojaNT1YnyNnFhRuOQ4YGdOuCAUMGY8s/fwrH7h7ueH7jc3j6iWe4xLy5uTnKy8vx26+/46133sSESRN4u08//xgTx07G6ZNnMGPWdLm1IQhVwJL9Q4JuCsfDRw1FyP4IxAVKPKHTHx0Hx94ST6d45ZKFxNXW1qK+vgFFhcUt8jYIzYMJED3w9TLs/uAo0kKy+Lmy/Aps23QAY+4aysNz2WIEof3Ic7ztCEVFxbCytm4RnscmlOwxxsmzx2WEilg+WHvMWTALk6dPlPF8vrXpfbj7OMPGtnO/V2yiI+88aOYdyr7B6iqL/qccfG0RMFk+IbeK6K+i0bQ+a1p/5d1nQzN9XLxw66BXk8zr3gyVzCvcvFxkHispL0JsbKzoQKdReOz6tmChjYeXO0ZOGCbTXwdXO5w8epr/BrBcTt8BfWW8r+pCT/9eaGp/2zQ+a2pquNLd2gcewoNrHkDvPj7Q1ZM0Z2E6U6ZO7tBFWlPuYgnTbKDT1xPVNLsZchO1NbWYMHG8jJHq5eWJa1evcaNRXm0IQhVEhkWj4lZuBhMCsDdzwH+/HRQeHzClDwbPGdDq/4+dgy0PGWPk5eSR8aklMA/36PuHwH9yP5z4/gLqquv56nPgv9cRfyUF8zZMlVHJJbQTeY63HYGpYbLFLGlYLhebaIqVMpl3ozMYmxjzTV0JDryBphyJF2js8uEq7Q9BdAb2GyCmuqp5zmd5h3I+C/KLeN5mbHQ8khMltYOl8zwlz7PAHSsW04dEKIQ2jc+SklL88N2PfP+zTz5v8bidvR2Cblzt0kVLS0t5Tubc+XOFePGcnFzhdZtfJ/fWY/Jqo6n5KoRmez0DL1wRjv39B+Lo5+fQeCvP08bNCrOelOR5NsfB0V5ifObmo79fPyX1nFA07DP3n9kPLgMdceCjk8hJEJXTyUsq4Gq4Y+8ehtHLh5AipxajyPG2NVxcXHDyxCmZcznZOcJj2vj7e+NwBNAoKa/SZ7SnqrtFEF1Wu2XiWeL5QnlZe4JDklJthQWFOHbopMzjPn284eJKAqKEmhif9vZ2uB4WJLPaIk1Xc87YCu/jjzwBPT09vPv+28J5sdJj89dlq7+NTY1ybaPofJXm9NT4bmWhCf2NjY0TRAHYdz/7QjGKMkXJ/zq6Ohi+0l8mb6M5Ok2S8MuUxDS4uyrv/WrC/dWW/k5YNwKRx+IRfTKBe0DZYxf/CkLkmVgMv2sQrN0t1aq/PTVfRd4oarxti/ETxuHzT7/g+Z3+g0QF4U8cP8lDa4cOHwptIyYyDrVS5VVGLBrEf3cJQlNg0VJi2Dy3rrYOBoYGPFpBHFHFMDMzbSEO1BbOLk6YMXeagnpMEF0wPgsKCjBnxjy5rrYyw5PJu2dmZOLfHf/IiB2Ic0LYyoy0rDw7HjhwgFzbKDpfpTkU361Y1P3+su/9wYOHhGMHXRekBYu8mOJ6nkOm+t023+P69RC+X15RrtT3q+73V9v66zPQEyPmD8ahz0+jILWInytKL8WJLy5iyLyBmHj/KBiZqy73RtPvrzoi7/E2IyMDBfkFSE1O5ccR4REwMjKCl7cXV5sfPnI4pk2fimeeXI8XX96I4uJifPbx53jiqcdb1APVBq4evg5Ui4zNXnq9MGRu+7+3BKFuMLFMfQN9bnSKvZ/M+GT1gMVOF9ameeg7W+xmOZ2pyaIFODaf9R3QB/3694WtvW2b0VYEoRLjk4kAsdUUpswpD4VYll/y2MOP8zITzPB0cHSQeXxwwCC+unvtWhAWLRap6+Xn5yMhPgFPPvOEXNtoYr4KobkEXwnhJVYYRr2MkH2pUHjMZ6QHhi0SeR7aw+7WIMEGGfZ/yQYcE1NJmSJCu3Dqa49VXy3Dpb+DcHXHTe4FRRNw42AkYi8kYvKaMfCb7ksTBy1B3uPtgX0HcWDfAb4/aLA/3nnzXb7/+luvYeSokXz/2x++wfff/YCff/wFhgYGeO3NV7Di7hXdvvahvUdwaN9RGbEiVcLKS+SHsSgT0X31He8FYwsqD0FoZuitxPisgYWlbJkVUzPTVseEJXcuRFJiMjc82VyCINTW+GThP2PHjcGO/3Z0e0BiQgaPP/qkYHi2JmTA6ogtWrIQX33xNUaMGM69ou+99T6vOzR79iy5tiEIZVFZWYWgq9f5Pluc1E8xQ2W1aLAwtTbB3PVTOmRAsJIH7LtcVFgk5H16ensouPeEKtHT18WkB0aj33gfHP/2ArJiRDnrlSXVOPzFGdw4HImpD42F6wAn+qA0HHmOt4xHH3uEb+3B9BZYPVBxTVB5MW/xHL6xaKP16zZC1dy4EgYUS0JsR9+hfWHFRM+ARS+UlZbL1Posk8n3bD1qgXlMmWItQai98cnUs5hL/8XnN2HXzj3o3duHu++lpeE3bnqhQxe5dDEQJ46dgImJCQ8tkubfHX+jX3+ReMq7H7zD639OHj+VHw8Y2B+/bflVpoitvNoQhDK4eumasFJpkGOCknTJKuW856bCxLLj3nYmOkTGZ8/DsY897v10CcKOR+Pc71dRVSryomdF5+Lv5/ei/6TemPTgaFg6tp3bQ6g38hxvCQksUiT8ZAzQJFrgM3M0gUOzUlYEoYl5nyzsliHt+WwuNkQQGmd81tfVIzsrB0OGDuErLJERUTKPW0vla96OcePHcjGF1rC0tJQZYL/+9ivuKWXqdK3VFZNXG4JQNKWlZbgRHMr3m0p6oSZREoY2clkAvIa6der17B3tEBMVK5RbIXoOvXR6YfDsAeg71hvn/riKsGPRolBcANHnEnitWBa+PWpZQKcWNAj1QJ7jLSEhKzMblcmspIzI8xkwawCFqhMa7fkUw8Jum5dZMSfjk9B045OF+O05sEsuF2EhgzY2Np1qzzZltCEIRXHp3GWew9VUB/SKNxJEAZhi6cT7RXlXncHeQbJiz8JuiZ4Hy1Wb/dQkDF3ghzM/ByLlRgY/31DXgGs7b+LGwQgMW+iPEUsHkxGqQchzvCUkBJ+5CVTcCrntBQye2bboIEFokudTHHbbXpkVgtA445MgiK6TkpSKiNBInufZFK+PpmqR4alvpIfR9w+Brn7nRUXsHe2F/YL8Qu7Vlw7NI3oODt62WP7ufCQFpeH0z4EoTBfVJa6rrseV7TdwfX84GaGESlAXwSG28Bd/MUU4dvC1hZmt9in5Ej201meVqNZnSZGoZFtrZVYIQl2hmStByBmm7Hz88K1Czjm6QKHE0Jzx2ASY2XdNpZYNLCxvmQ06bGJXWFDE80CJngkTqmJqyZ5DXRFxMhaXt4WgJKdM1gg9wDyhfhi5NIAUPgmloC6CQwmxSajPYot+onzP4fMHqawvBCHvsNvE+CRER8ZyNWcx5PkkNN74zM3Nw6iho9t8op29nVxrgBKEtnDhTCBKikvRVNkLTUmSf7EBk/vw8hgpceldNjYcHOyQmpIu5H2S8Uno6unyfFC/ab6IONXMCK2qw5X/biBkfwTPCWXhuMbmJLymbtB4K3+Cjt8AakWGp45+L/iO91HAVQhCNWG3zVNv2GM0HyA03vhkhai/+vZLmXONDQ1cCOHP37fguRc2KKN/BKFRZKRlIiToBpoagKYYfaBRNPlhSqQzn5jQbbELFnorGJ+U90lIwUK5pY3QwH+vozRXJEZRW1XHjdLgvWEYNKs/hi8eBCsnC7p/agKNt/KlqrIKmSGsNJEo6sRrpBsMjEj/gdBsWqvYwFJvBvj3x8gxw7liNkFotPHJYssXLV7Y4vySO5bA3cMdoTfDcPe9KxXdP4LQGFgO5tGDJ/g+93hW6ghKpfNfmAZDU8mqZVeRzvskxVvidkZo+IkYbnSW5pUL4bjX94Uj5EAEfMd5c0+oS/+WdZcJ5ULjrXyJuBGNpnxJbc8RCwLkfAWCUD4enm7cwKytqYWllQWGDA+A/+CBVEaQ6Bk5nxMnTcDWLVvl3xuC0GACz1/hdTibcnWAHMm/1sRVo+A6wEku15BWvM3NzeeCA931phLaa4QGzB0Ivxn9EH48Bld33BDCcVmZlpgLiXxz8rXH0Hl+6DepN/QNSQZA3aDxtvPcOB4uRJ0YWujDY5CL3D8XglA2pmamWPPoKpSXV/C5gI6OZIGFIDSJLs00khKThLIRBEEA6akZuHY5WJTnmSAJ7/Ie4c5rL8oLWzsbPuAwwSEmPMQGIartRbSHnr4uhswbiMGz+yP2UhKu7bqJ7FhJnVi2fzj2DE7/EohBM/shYN5AWDtL6i8TqoXG287BBFiKYsqEkNsBU/ry6BOC0BYDlG0EoZXGZ2VlJX758dcW5/Pz87Fn917ce989iu4bQWgEzAA8sPsQGuub0BRjIKy4M1n/eRumynXio6uryw1Qcb4nC70l45PoCDq6Oug/sTf6TfBBekQWgnaHIeFqCveCMqrLanBtVyjfvIa5Ycg8P/Qe5cGfRygWbRpvVV1qJTI4BiiRfGeHzfVXST8IgiCIThqf1dXV2LF9p8w5NoW2trHBmodWY93jj7b1VILoMbAJ1sHdh1FRUdkiz3Phi9NhYmks92vaOdgJxmd+XgF8+njL/RqE9sLCtN39XfhWkluGm4cjEXY0GpUl1UKb5OvpfDO3N8PgWf3hN8MXlg7mKu23NqNN462qS61EXYwXyquYORnD1sNa6X0gCIIgumB82tjY4OzF0+08lSCIC2cuIT0tA02snmezPE83P2eF3CA7e1thP58Ub4luwAzKSQ+Mxrh7RiD2QiJuHIpERmS28HhZXjkubg3im8dgF54/auRAqqHyhsZb+VBTU4PCOFb3ULQI2HcMLcwRBEGovfGZlZmFrVv+xqCAQZg9Z5bMYyzP868/tyIvLw9PPfMk9PVpEkL0XOJjE0R5nmUsz1NPYXme7YkOMc8nQcgjL3Tg1L58y00q4EZo5Ok4XidUTGpoJt90DXR56C5T02UGKYXldh0ab+VLYmwSmoolaQ5+U/rJ+QoEQRCE3I3Pn374GYGXLuPxpx5rNVxryrQpWDR3Mby8vHDHnUvpEyB6JEWFxTiy/xia6lg9TwOgSVLPc/7z0xQqcCHt+SzIL0RDQwPPBSUIeeDgbYtZT0zElNWjEXk2HhEnYpEZnSM83lDbgMhTcXwztTHBgMl9MHBKHzj0tiPl5U5C4618CT8XLeTc65vqwam3pDQVQRAEoabG56EDh/HND5thYmLS6hPc3d2w4YX1OLj/IBmfRI+kuroGe7bvQ3V1LZpi9IEa0WRHz0AXi1+ZBWPzloWg5YmZuRkMjQxRU13Dc06ZISxtkBKEPDAwMcCQuQP5VphejPCTMYg4GYfyggqhTUVhJYJ2h/LN2sUS/Sf15pudpw19CB2Axlv5wX4L00MliyRuAU6kcksQBKGGyMgYstINZWVlGD5iWLtPmjBxPJKTUxTdN4JQO5iXcf+ugygsKEJTih5QIvE4znpqEhx7S0JiFQWLQKC8T0KZ2LhZ8dzQR3+7B5MfHwX/mf1gYCybdlGUWYLAf6/jt8e347fH/8OFLdeQE59HZbnagMZb+ZKVmY36XEkJuEFT+sv5CgRBEITcPZ919XUdkkdvbGxCfX29XDpAEJoCy3k+dfQMUpPT0JSvA2RI/n2GLfTnOXDKws7eDhlpmXyf8j4JZcHyOx362mHU/KGY8dgEXqqFhd8mXU9DY71k7MhPKeIbM0YtHMzQd6wX+ozxhpufE+WIavl4q6pSK+GXooBaURRKL13Ae7iHUq9PEARBdMH4NDc35yF9N0JuYsjQtgVTLgdehrePVwcvQRDaQfDVEITeCEdTeS80xUm8Pq5+TpiydoxS+2LvIAmzFZddIQhlom+ox+uGso3VCI27nITocwlIuZEh1A5llOaWI3hvON+MzA3hM9IDfcZ4wXuYewvvaU9CW8dbVZVaSbyWKuzb9baGgVHP/W4RBEFoVM7ngoXz8forr2PLP1tgaWnR4gnJScn43+df4qWXX1RWHwlC5cTHJuLsyfNoqgGaogwEUQszW1MsemkGdPWVK/jDPJ9i8vPI+CRUCzMqB83sz7fKkiokXElBXGASkkMy0FDXILRjRqpYrEhXTwdu/s7wGeHBDVJrV8seJ1hE4618KC0pRXlatZBJNGBiXzm9MkEQBKFw4/OZ9U9jyYKl/2/vPsCbuLK3gb+427g3TMeAjelgGwymhw5JgADpyW56Npveeza7+dI3ZbP7TyG9EiAhlNBCD733asAV3Htv+p5zjWTJlg02qvb7y6NYEhrr+Go0M2funXMxYexEzLl+NgYM6A+Ptm2Rm5uL3Tt349dFizEkZghmXjfD5MEQ2aKM9Aw1lExTBWhOuOiGdjm5OuG6lyfD07+txWPSv+YzP69AzW/n6upq8TiI6vLwcUf/SRHqVl5SgXN7k1QiKj1TZUXlutdVVVarXlK5bfh8O3xCvBEa1Uklo50HdGgVPVfc35rGiQOngILaExcRI3ua6DcTEZHZk09fP1/8snQR/vWP1zDvk88NrjVp27Ytbr/jNjz+5GOc2oFaheKiYvy2cBnKyytqhtoW1tbomvb4OLTraZ1S/lLt1tvHSyWe2us+O3bqYJVYiBoiw2plTlC5VVVWIfloKuJ2xKue0by0mnVXKy81Hwd+P6Zu0ivasW97dIvshK4DOyK4e0CLvFaU+1vTOLbltFzpqe63DXKDT7CXiX4zERGZPfkUAQEB+OCj9/HaG//CyeMnUVhUBD8/X0T0joCLi4vJgyCy1cq2S3/9XSV4miQnIKt2aO2IW6PVAbU1ydBbXfKZzuSTbJujk6NKJOV21b2xyE7Kxdk9ieqWfCQV1VXVBr2iiQdT1E24tnVB5/4d0GVAB1W0KCi05SSj3N9emfLycmSeytUNue0R09UknwsREVkw+dTy9PRE1JAoM701kW1Xtl23eqOqKKtJcwQk+bxI5jEcfmPj0xFZQmBwAM7GnVP3ed0n2RO5tjOgi5+6DbluIMqKy1WiKUN0z+1JQn5GocHrZbiu9JjKTTi7O6NDRDt06hOiktH2vYLhbOfDdLm/bZ74uARocmqH3PYbwylWiIjsNvkkaq327zmIw1LZNscBmrjar0n78GBMeXSsTRRGMSg6lJ5l1ViIroSrhwvChoeqm5z4kV5Rmb4l8eB5JB25gPLi2mtFRUVJBRL2J6ubcHByQEjPIFXASJLSdj0C4BXkaRPfUzKvI1tOAFUXr8N3c1QnIoiIyHYx+SSqI/5cAjau3QxNQRtoTkhvSs2BjW97b8x6ZYqaYsIWBOkVHZKeTzlo58E2taRe0eiZA9Rw3LS4TCQcTEHy0Qs4fzzNoHCRkDlGz59IUzctN09Xda2oq58LiqJL0HtMzxYzVJdqnT+Srrvfvl8QP2MiIhtnG0fRRDYiKzMby39dgepiwylVPHzcMOdf09DW1x22wi/ADw4ODmoy99LSMhQWFsHLy9PaYRGZlCSM0ptV06M1WM0hmpmYrYoXJR+5oH4WZhXVW660sAyJh86r+ykH09BnHKffsASpDL5i6Wq1XTK38rJylKTJiYiakwq9hvcw+3sSEdGVYfJJdFFxcQkWL1iK0oJyaI65ABU1iaezmxNmvzoNfu19bKqtHB0d4R/gpyrdisz0TCaf1OK1cWiDoG4B6jZ4el/V4y+Vc7WJaNqZTGQmZKveUC3pAeWoAMuYNmOKumVnZeOx+58263ulJJ4HimqHVocO6mLW9yMioivH5JMIUFMKLf1lOXIz82oSz1IH3YHutc9NREiYdaZUuZTA4MDa5DMjC6E9ulk7JCKLkqTSN8Rb3fpN6KWeq6qoQlZyLtLPZCJubzxCBzIpaYlO7z8HaGqST0d3B/i04xQrRES2jskntXrSc/LHyvVIjj9fk3gW1V4XNvnh0WrSe1sVqH/dZ3qmVWMhshWOzo4IDg1QN88uHugW3tnaIZEZpBxL1d336+LN3m0iIjvA6gvU6u3cthtHDx6H5rgzUFD7lRh793D0n2jbZfuDgmsr3mYw+SSiVnTSMCcxX/e4U5/2Vo2HiIguD5NPatVkOpUtG7dDc9IZyHPUPT/8pkgMmTUAtk6/5zM7KwdVVVVWjYeIyBJyc/JQlavRPQ6LDmXDExHZASaf1GrFnTqLNSvWQ3PKGciuTTyjZvTDiFuiYQ+8vL3g6uqi7kvimZuda+2QiIjM7tzxeKDsYrGhNkCHXiFsdSIiO2DRaz63bdmGn+cvUHMSfvHNF3Bzc633mj/WrMXS35aipLgEw4bH4PY7boeLi4tZXkOtV0rSeSxfvALVJ52AzNrEs9/EXhh3d6zdXDskcQYGBSIluWZKiYyMLATo9YYSEbVEZw8k6e67B7rCxV3mZCYiIltnsZ7Pu++4F//54L/w9PTE1i3bUFVVWe8133/7A/5+/4PoP6A/pk6fiu++/QEP/u1hs7yGWi+pCvvrz0tRcdTBIPGMGN0Dkx8arSrc2pPAYBYdIqLWJT2utsBaux484UZEZC8s1vP55juvIzAwEKtXrcEP3/1Y79/Ly8vx7lv/xiOPPoR7779HPdczrAdmTJ+FPbv3IHpItMleQ61XTnYuFv24GKUHqw2G2vYe2xPTHh+nJrS3N8HtaqeBOXr4OIaNHAonJxayJqKWqaK8AkWppbrz5904vycRkd2w2JG2JJ6NOXzwMHJzczFpyiTdcwMHDUT79u2xedOfJn0NtU5ZmdmY/81CFOwpN0g8+1wVZreJpwiLCIPLxes+CwsKcXDfYWuHRERkNhdSUoHC2hEq3Zl8EhHZDZvpHklOTlY/Q9obFg1oF9IOyUkpJn2NMXJtaElJie5xbg4Lt7S0obYLvvkFRXurgHy9azwnhGPyw2PsNvEU7u5uiI6JxLbNO3RTx/Qf2FeXkBIRWcqKJauwYulqVFdXm+09Th84B1TXJJ8OLm3g39HXbO9FREQtNPksL69QP93c3Ayed3d3R0VFuUlfY8yq5Wvw28Jl9Z5POnsB+VlFuBLVVdWIP1VbHMHWtbR483LzsOmPP1F2EEBRbZIZGtMJEVN7IPFMwycl7KV9A/2CVEEtGXYuJ1LWrdqE3r1NM0dpS1sfbA3jtY/27Rbe2STxtHTTZkxRt+ysbDx2/9NmeY/kozUF1oRvZy+7u06fiKg1s5nk08fXR/2UIbNBQbXXsOXk5KBHz+4mfY0xU66ehDHjRxn0fL763Ovo3L09/AP8r+hvkwMfezpwaUnxpl5Iw7KFW1G2D0BpbeI5ZPZAjLkjxipVbc3VvvlFMdi4tmZoeVxcHMZOGqV6Ra9US1ofbBHjZfvS5dNoNMiOz9M97tCbU6wQEdkTmxlr2KdvH/XzyOGjuueKiopw7tw53b+Z6jXGuHu4qyRTe/P14zAee3c27hx++ngRSndrDBLPMXcOw9g7h9nNdCqXa2DkAHh6ear75WXl2L1jj7VDIiIyqfy8AlTm1A7pDYsKZQsTEdkRm0k+O3XqiGHDh2HeJ/NQUVEzdPbzz76As5MzpkybbNLXUMt3aP8RLP7kd1TudwQqapJMGZo19fFxGDp7IFoiqXA7fGSM7vH+3QdRWHhlQ8aJiGxJwqlEg5OJHdnzSURkVyw27Pabr77FmlVrkJWVrR7f9Zd74OjogCefeRKDIwep59794B3ccdudGBEzCj4+PkhLS8OH/30f/v61w15N9RpquUOytm7ajh0L9kGTIKt3TeLp6OKIGc9NRI+hXdGS9R3QW/V45ubkobKyEju27MKEKeOsHRYRkUmcOZCgu+/m5wJ3ryu/tICIiFpg8jly1Ej06FH/msuu3bro7kuv5ep1K3H82AmUlpSgT78+qlCQPlO9hlrm3G+rf1+H40vPAOnOuuc9fN0w+x/TEBJWew1wS+Xo6IjY0cNVxUlx5OBRjBoXC1dXV2uHRkR0xVJPZ+juB3b3Y4sSEdkZiyWfUuynsYI/Wg4ODujbr49FXkMtaw7PJT8uR9b2IiC/drUO7OaHOa9Og1dgzbWQrUFEn3Bs2bgN+Xn5qKqqQmJ8EsJ69bR2WEREV0RGcxSdlynRaobddhtgP4XFiIjIxq75JGqupKQkfPfBfGStLwbya1fp7kO74JZ3Z7WqxFNIIaXuPbvpHp87UztMjYjIXuVm50FTUFsorvvg2pFTRERkH5h8kl2fBf9j5TrsXLwPFQccdIWFtFOpzHpxMlzca4fftiahPfSTz3h1LSwRkT1LjU8Dqi5u5x2AoG4B1g6JiIjsdZ5PoqYOs122cAUytucDWbUJppOrI6Y9fhV6jbz0EO+WrHPXTur6Txl2W1hQiMyMLAQFB1o7LCKiZktLyNTdd/F2goMjz58TEdkbJp9kV6QHT4rorF20CZXHHIAyR92/+XX0wayXJiOgM4tQODs7o1OXjkg4l6jr/WTySUT2LPt8ru6+hz+r3BIR2SOeNiS7UVpahuW/rsTqTzfWzN9ZVrv69hrVHbd/OJuJp57uekNv43ndJxHZufy0Qt197+DWdS0/EVFLwZ5PsgvSc7fql7Uo3F8B5NcOs3V0dsDAGb1x1V9HqEI7VKubJJ9rN6v7KcnnUVZWxilXiMhuFWdLpdsafh18rRoLERE1D5NPsmllpWXYsHYTjqw5Bc05J6DawWAalWuemYjC0kImnkb4+fvCx9cHebl5qK6u5pQrRGR2MsfwiqWr1TbH1JdclOVVSD1v9Ti4K69hJyKyR0w+yWbFn03AyoV/oPBgOZBnWLU2akZ/jL4jBk7Ojig8VTsUi2pJT3Boj644sPeQrveY830SkTlNmzFF3bKzsvHY/U+b7PeWlJRCU9vxiZDQYJP9biIishwmn2RzSopLsGHNJhxbFwdNvPR21hYVauvvgamPjUVoJCcXv9wpV2qTzwTVe8DhyURkb7LTsgym0/LnsFsiIrvE5JNshiRGJ46dwtpfNqL0aDVQaNjb2X9SBMbdPQyubV2tFmNrn3Ll0IEj2LtzH/oO6IOhw6NNGisRUUMunMvQ3XdwbdNq53AmIrJ3TD7JJuTl5mPt8nU4u/E8cEF6Omuv7fQM8MCUR9nbae0pV2TY27pVG9S1XH9u2IrAoAB07xnarN9FZKlRFEmJSXBp64QOHduz0e1YRlKW7r6rj4tVYyEiouZj8klWVVlZiV3b92DHb3tRdcYRqNBbJdsAg6/ui1G3D4WrBw82rmTKFW3yKVOuNLfHMu7UGYMiIutWb1CJrYsLPxuyndET6anpaoj52TPxSD2fqp4rKilk8mnncvTm+PQMdLdqLERE1HxMPslqzsadw5qfN6DgUBlQaLgqBvcIwOSHxiAkLMhq8bUUpppy5dTx0waP8/MKsG3zDoydMNpksRI1VVFhERLik1SBMjnJUlxUXO810uPP653tW0FG7efqE+Jt1ViIiKj5mHySxcl1h+uXbkTCpjQgy3CIrbO7E8b8dRgGTu0NB8fa58l0U65Ir1BEn/AmD1/U9p7q27f7AHr3i0C7EFaeJMsoLy9HStJ5NXWQJJ0ZabXXAhrj5eWF8D5hqKyohLMLrxO0V6W5pbr7AR39rRoLERE1H5NPshgpeLNp5RYcX30WmjQHQONoMMR2wJQIjLptKDx8OKTKlKS6rVybuX/PAfVYhjn36h3WpKq3p0+dUT1Hwj/ATw21Tb2Qpp5bs2IdbvnrDXBw4MkCMr2KikpcSLmApMRkJMUn48L51EbnkHRydkKXbp0R2r2bqvack56HbuGsjm3P5POuKKjSnagMCeUcn0RE9orJJ5ldaUkpdmzcjb2/HUH1+TYGU6eITgNCMPH+UQjsyrPZ5hI5ZCAO7jukDuKkp+jUiTiVgDZnyG2vPuHoGd4D33/5k+4aO0lso4ZGmil6ak0qKipwISUVyYkpKuGU+1KtuTFB7YLQLbQLuoZ2QcfOHeDkVLtrk+ST7Ft+Xj5QWnuyLKgLk08iInvF5JPMRoZq7li/G/uXH0NVipy+NuwZ8+3kjfH3jED36C78FMzM188X/Qb0UVOliG2btyOsV4/L6q2Ua0RliKNWr4gwBAQFIComEnt27FXPbdkkv68nvH14LRY1TXFxierZTE46j5SkFKRdSG+0Z1N4+3ip3s0uXTurn20927LZW7C0pAyg+mLy2QbwCfaydkhERNRMTD7J5KTgx9Y1O3BoxUlUX2gDaAyHd3oGeWDsncMRMbIH2jhc/tBPujLDRg7F0cPHVS9SdlYOjh85oebrvJTzKed1Q24DAgNU4iliR8bg9InTapocuZ7uwN5DGH3VSH5M1CBZj7Izs3H+fCrOJ0uyeQE52TmXbDFJLjt36ajmrZVkU65hbsqwcbJvafGZuvvOno6sB0BEZMeYfJLJyHDOP5dux9ktKdBkyoGhYa+am68rRt8eg/4TevHgwQq8vL0wMLK/KhIktv25ExF9e8HR0XAYdF3JydJtXUN/qK4Ub4kdNQwrl61Rj08eP4VR40YwKSBdollYWIS0C2mqN/N8ygV1nXB5WfklW8jTyxOdOndApy6dVMIpRbOYbLZeWSnZBvsRIiKyX0w+6YrI8LgzJ89iyy+7kHkoDyhyqJd0tg1yx6hbh6LP2DA4OjWe6JB5xcQOweEDR9V1dXIdldwfFDWg0V7s9PR03ePwOteJyrWfTk6OqKysUlOvSDGYDh3bm/VvINtMNOXzT09LR3pqBtJS09XN2LQnxvgH+KNj5/bo2LkjOnXuqIbVMtkkrbwLBbr7XkEcYk1EZM+YfFKzFBQUYufaPTi69jTKk6uAyvo9nT6dPDHm9mEIH96dw2tthEdbD0QOGYSd23arxzu37lJDb52djW8KTp88o7sfGBSAgEDDolAuri6qkq4UMBInj51i8tnCybBtSSwz0jORmZ6pRjykp2WgtLTsspZ3dnZGu/bBaj3p0Km9+unuwQrX1LCirNqTGH4dfNhURER2jMknXbbKykqcPHIae1YcQvqhbKBAm2zqXXvVBug0KASjbh6Kjr1D2Hthg6JjInFg70GUlZWrYZFLFi1DaI+uCGkfguCQIJUcaJ06fqrBXk/96re65PP4aYwZP8qgkFFSQjLWrd6IkA7tMHHqVZcc5ku2k2TmZuciMzMbmRmZyMrIRlZmFnKyc3XXAF+K9F7KSQtJNtt3CEFIhxD1mNPyUFOU5lXo7gd1rrnmnIiI7BOTT2qUHGQmnEnE7lUHkLT3Aqqk7kN1/V5ORzcH9J0Qhti50fAK9GSr2jA3dzdEx0Rh6+bt6nHCuUR10yYLbm5uani0JIl5ubXTVIRHGE8+Q3uEqus/K8orUFRYhJSk8+o6PW2l3OWLV6iKppK4SE/XgEH9LPJ30uV9v0tKSpGTlaMK/2TLLTMH2VnZyM3Ju+wkU8j6IomlnMAIbheEdu3bISg40GDaE6Kmkm1IdbFGd5IzpHswG5GIyI7xqIDqkQPO+LgE7Ft3GIl7z6MirfrisNr61SUDevpi6MxB6D2yJxyd2aNlLyKHDsLxoydU1dv6yUhJvddLElF3yK2WDNmVaz+leq526K02+dy1fY9KPLVkapb+A/uyR9yC1GdaXKKSydzcPNWbmZsjtzyVcF7ucFl9Hh7uCAwOVOuF/JRkU9YP9mqTqeVk5gJ6q2hARz82MhGRHWPySYoUoDlz4hwObTyO5P0XezirtMmmYdLp4u2MiDHdMWxWFHzacb41e+Ti4oLb7rpZ9VJKBdLU82mqWJD0XBozZHhUo79PquBqk08Zgjtu0hgUFhRh7879Bq+TIZtxp86oOUHJdMpKy5Cfn4+83AJVSEpuMgWOJJnyU77fzeHq5qqSysCLU+xIz2ZxfikiBhjvBScytdT4dN0+qI0T4O7txkYmIrJjTD5bsby8fBzbdQIntsQhKy4PmjztnJz1ezhlWG23IR0x9NrBvJazhZDhkF1Du6ibliSf5eXlqKqsUtf8Vcp1fxkF6N23V6O/q1v3ripRkSRIek7lOs8jh46p31HX7u17VU/ppaqZyrJybWBrrnqq7bWUa3Pls1E/C+RnIQryJdEsQH5+wWVNX9IQaV9vH2/4B/jCz98P/gFy81c/pUBV3faPP5Vkgr+MWqoVS1ZhxdLVqhK6KaQn1s7x6erj3Kq3B0RELQGTz1akoqISZ4+fw5E/TyDlSBrK0iqBMu2O3PAaTm3C2WlQewye3A/dIztzmpRWoK1nW8h/+iqKL51syHBL6c08cvCoerxl4zZVEVVr3MQx2Lh2s0qmpIdVelw7denY4O87G3cOa35fCwdHR0yePsEgQbZ30gZSLTo7s6aAT0pCKs6cO6OSbZXwV1ReTDQLVe+xsQS+uQmmr5/PxZuvuvn5+cDHz4fXZZLJTJsxRd3kuuHH7n/6in9fzvlc3X0Pf1ZFJiKyd0w+W3h12nMnEnB8+2mkHEtFYUopoEZVGh9OK1y8nRDQ0w8jZw9Bl/4d4eBYPyklMiaiT7gu+dRPPCVxHBw9UCWcp06cVs/t3rGnweQz/mwClv7yuy7p+vXnJZhyzUT07hth0w0v8WZlZtfMcXkhTf2U6yodHRx0BZwcHBxVj6X0Lpta27Ye8Pb1Vkmmj0/NT0k0fXx91LyZrDBL9ig/rfZSAG9e5kFEZPeYfLYgxYXFOLEvDmf3xyP9dBaKUsuAEv0E08hwpTaAd+e2CIsJxYCreiOgsx8STiejW3hnS4ZOLYAUGZJCNPoFhqTHTaZekZ9y3ag2+TwbF6/miJRiNfpkuK5M/aLf2yfD91YsWY2iwmI1TcylehWbUqG17rIybFh6HYuKilFeXoHKigp1Ekdu8lgqb8prpEiPdohxaUmpqhh7JUNfGyNtJz3SntIrrffTy8cL3t5e8FI3T/ZeUotUnFOqu+/fwdeqsRAR0ZVj8mmn5EA4/lgizhyIR+qpdOSlFKIip0qvSJAwfm2Mq58zOvRth74jw9Ejuhtc3GvndSRqLulZk7lAD+w9pHuu38C+qiKqCGnfDl26dkJiQrJ6vHvnPky9ZpLutdIzunjBUlRW1iSe7h7uqpKuXNcoNq37E4UFheg7oPfFa1KrUVFZgZysXDUPZUZ6FrIyslSvoufF5EwlZl41U//IcNaaRLJKLSePZSi6JJgy52lxUZHuvc1NekH9/H1VER+Zuigw2F/XOyo3udbSy6stPL29VELPXktqjeSEUEW+FMuqGYHTrpvhySoiIrI/LTb5PHf2HFatXK2KdQwbHoPYkbGwV0X5RThzOAGJx1KQfiYT+RcKUZFbdXH6E1xWshkcHoCwIaEIH9oDXgGG1/QRmUqvPuG65FPm/hwxepjBvw8ZHq1LPk8cPQk/P1/Vs1lZVYmD+w7rqrLKXKRzb54Fdw8P/Dr/N2Sk1xQd2btrv7pdihTmkduFlFSLfrhSdKldSLDupu3Z1V7PKUmzJJYyHFabUEoBH440IKpPRiFoSmv3a+26cY5PIiJ71yKTz00bN+OeO+/FtOlTERAQgPvu+Rtuue1mPPv8M7BlZaXlSDyZjKTjKUg7m4nclDwUZ5ahukhzsQqtvgYq/jkCbUPcEBIWhB6RXREW3R0ePizSQJbRsVMHxMQOwdkz8Rg1NlYND9Un138GtQtCRlqGSjq3bt5e73e4uLpgzo0zERQcpB7fcOscLPlluRqSawnS4yo9p66urnBydlLDWZ2cHFUy7ermBjdXF/VTEk13dzd1c3N3Vz/lNazGSWQa6RcyDU6y+rX3ZtMSEdk5p5Y4TOfF517CTTffiFdf+4d6LmZ4DO67637MmTsbPcOsP79gSVEpEo4nIeXkBaTHZyH3QgFKMktRVVhtJMlsJNFsA7gGOMO/s4+a/qRnZCg6hoewSBBZjSReI8fGqltD/y7J6fLFK4z+uyRvs2+YiXbt2+mekyTvuhtmqAq6p0/GQS7pdHR0gKOjkxqqKtc7BgUFql5GmYcy80I2/Nv51ExDklegek+kl1FeW5NIOqmkUob0Ojs7q8cuLs6qR1JuMuyViKwv7VyG7r6juwOcXFrcIQsRUavT4rbkx44eR1JiEq6bM0v33PgJV8HX1xd/rFlr0eQzOz0XCUeTcHrfWWzO24GC1EKU5pSjulgKojQhyZR/cQbcA13g19kH7cPaofvArugU3h6OzjxQJvsSHtETk6aNx/mUC7prHCUxlJ5GmU9UqrTWJQni2Amj1e1SCrKLVK+ptueUiOxTZlK27r6br4tVYyEiItNoccnn2TNn1c+uXbvqnpOD206dO6rrQBsi14ZK5Uqt3JzaucWaa8GrS1EQX/s7azUySbYj4OLjBM92Hgjq6o+OvdojdEAX+LXz4XA+ahGk97P/oH7qRkTUkNzUfN19z0DWKiAiaglaXPJZUlqT7HlerHCp5eXlZTAFRF2rlq/BbwuX1Xs+6ewF5GfVzjPWFK6+LihAA+/pDDh7O8Ld3xVewZ7w7+SDdqHB8A3yRhsHw+Q0P79A3SyluqpaFUGxF4yX7cv1gd83c28fWBTK8nzdfZGKmt5PVrolImoZWlzy2daj5uxofn4+/P39dc9L8tala5cGl5ty9SQ1H6F+z+erz72Ozt3bwz+g9vc0RZe+HZF9Kg/O3k7w6+iNgC7+6NCzHbpGdIJfiO3OV2Zv1TcZL9uX6wO/by1l+0C1OkV0QFl+BfJSC9AlohObhoioBWhxyWdYeE/d8Ftt8inTNyQmJmLmrGsbrXApN1Maf/ModePBDxERUdMMnt5X3YiIqOWomWiuBQnvFY6w8DD8+P183XPLlixHcVExJk+dbNXYiIiIiIiIWqsW1/Mp3nznDfz1tjtwyw23IjAoEGtW/YFnnnsanbtw6BUREREREZE1tMjkMyo6Ehv+XIcN6zaitKQEDzz4N/SK6GXtsIiIiIiIiFqtFpl8isDAQMy9YY61wyAiIiIiIqKWeM0nERERERER2R4mn0RERERERGR2TD6JiIiIiIjI7Jh8EhERERERkdkx+SQiIiIiIiKzY/JJREREREREZsfkk4iIiIiIiMyuxc7zeaWqqqrUz9yc3Cv+XXl5+cjOyoa9YLxsX64P/L5x+1Cfj68PHB0dLbh2tM59KPdB5sc2Zhvb+zohGLN97kOZfDagIL9A/Xz1uddN0uBERGTf3v/kbfgH+Fs7DLvAfSgRERnbh7bRaDQag38hpby8HMmJyfDy9oajY/NHJ8tZX0lgX3njefj6+dp86zJeti/XB37fuH0wjj2f5t+Hch9kfmxjtrG9rxOCMdtfG7Pn8xJcXFzQvWd3mIp8aPZ0xpzxsn25PvD7xu0DWWsfyn2Q+bGN2cb2vk4Ixmx/bcyCQ0RERERERGR2TD6JiIiIiIjI7Jh8mpm7uztmzr1G/bQHjJfty/WB3zduH4j7oJa5z7THmO0tXnuM2d7iFYzZftuYBYeIiIiIiIjI7NjzSURERERERGbH5JOIiIiIiIjMjsknERERERERmR2TTyIiIiIiIjI7Jp9XaMniJZgwdhJ69+yLqROnY8O6DWZZxlR+X7YCk66aot57yoSpWLP6j0ZfX1pahl8XLcZ1185Bjy5hWDB/ASxJ4pM4JV6Je8XyFY2+Pi7uDJ587CmMGDoSkf2jcdvNf8GB/QctFq98lvKZSrzyGctn3Zi8vHy89877GD9mIvpHDFDL/vDdjxaLd9uWbbhm6rUq3qtGjW/S57txwyaEdeullreUnTt2Ycb0megT1g9jR4zD99/+0Ojr/1izVq23dW+pF1ItEu/ePfsw65rZKt7RsWPx9ZffXHKZ0pJSvP3GOxg5bDQG9h2MB//2MNLT0i0S76GDhzBn5lwV76jhYzDvk88bff1zT79gtH2HDI6xSLxHjxzD9bNvVPGOiBmF//vvx5dcRtbxKROmoV+vARgWFYsnHn0KGRkZFom3tcvNycVjDz2u1utBfSPVtjo/P9/ky5jSn5v/xNVTLm4jR0/AogW/NPr6yspKtZ+6+fpb0LNrOP73n/9ZLFbt+7/x2psYGjlMreN33HYnEhMSG3y9RqPBqpWrVbzSxrLdeen5l1W7W8rpU6dxyw23om94fwyPHoH3//0BqqurG3x9RUUFfvphPq6dNkP9jbIvkG1mWVmZxWL+9utvMWbEOLXtmXn1ddize89lLyv7fNlO/uPlf8JSsrKy8NADD2NAn0Hq2OjZp55DYWFho8uEd4+ot23/6ouvbfZ4SuTl5uHlF15R23b5O597+nmLbS9k/Xv15X8ietBQdTx3z5334XzK+QZff+rkKaP7T7kt+W1py96HaqjZNm3crOnRJUzz808/azIzMzUf/+8TTc+u4ZrDh4+YdBlT2b5th3rv7775Xr335599oR7v3bOvwWW+//YHzaMPPqbZvWu3Jiy0l+anH+ZrLEXikvi+/PwrFe+3X3+n6d65p2bH9p0NLnPvXfdpFv68SJOcnKzJyMjQvPzCK5o+Yf00586eM3u8hw8dVp/lpx9/puKVtpJ4N2/a3OAy8tp5n8xT8eXl5Wl+W7xEE9atl+bXRYvNHu/pU6fVZ/rBex+qeBf/sli196qVqy+5bFpaumZ4dKzmprk3a6ZMmKaxhPhz8ZqIHn0077z5rvpsly1ZrtpqyW9LG1xG/pbePftqKioqDG6WkJKcota91//1hop35YpVqr0XzF/Y4DLV1dWaW2+6XTPpqsmaA/sPaIqKitTf8Mn/fWr2eNNS0zT9IgZoXnnpVU16erpm7Zq1qr1le9GQqqoqg3YtLS3VDI0cpnn+mRfMHm9WVpZmUN9I9V6yPm7csEm1t2zXGrLuj3Wa0E49NIsW/KLJz89X34Hpk6/R3HrjbWaPlzSam6+/RXPttBmas2fOak6fjtNMHj9Fc8dtd5p8GVM5cfyE2sZ89MF/1TZS1hvZRv6xem2Dy6xYvkJz3933q+1+7JARmv+8/5HGkv71j9c0QwbHqP2nbIPuufM+zejYseq7acyxo8fUfnPrlm2a3Jxc9XjqxOmaG2bfZJF45Xso8T728BOa1AupKo4BfQY12m7r123Q/POVf2mOHD6qKSgo0OzauUsTEzlc89LzL1sk5l8W/qq25St/X6m27a+/9obazyQlJV9yWfn7xo4Ypxk3arzF4hWzZ8zRXHftHLUfPXnipOaq0RM099/9t0aXkeOX9WvXG2zjZR9lCc05npJ1fNqkqzVzZs5Vf2NhYaE6Hpz/o2WOW5996nlN7NCRmkMHD6l14bab/6KZOG5yo8ccFXWOTWRbE949QpObm9ei96FMPq+ANPbdd9xr8Nw1U6/VPPbQ4yZdxlTu+svd6sugT76kD9z798ta3tLJp8R1/ewbDZ675YZb1d9xueTguF+v/pov5n2pMTf5DGdMn2Xw3J2339XkL6UcaFni4P2FZ19UG0Z9D/7tIc2sa2Zfsk3lgFA2UP946VWLJZ9ysCEHUfqeePRJtbO5VPJpDW+9/rZmWFSswc5aPtfxYyY2uMzvy37XdOvYXR1kW5qchIgaEK0+X61XX/6nZuSw0Zf9O2TH1LVDqDpwMDc5cde/90BNeXm57rk3X39LHYQ2dID0/r8/UAcH+uZ9+rn6PWResk7IuqF/snPL5i3quVMnT5lsGVN69qnn6m3f/nbPA5q5s66/rOVlXbNk8iknq3p1721wwkiSIzlY/O3X35r8PZYDUnP79qtv1Umu4uJi3XNyAD6wz+AmnSh85cV/qKTZEuQEyHNPP697LNsbORkrJxovdbAvJyRkfb56yjUWSz737NqjPk9J1ut+xgnxCQ0uJ8nehvUbNdbQnOMpOSaR/b0kq5aWk52jTkzpdxwkJiapNl6z+o/L/j1jR4yzSD5g7X0oh902kyTuMqRueOwwg+djR8Zi7959JlvGlPbs3mv8vfeY/72bY8+eK4+3qKgI5RUV8PRsC4vEO6J+vPv27r+s5cvLy7F+7XrEnT6DiZMnwhrrw4iRI3D40GE1rKkhH//3Yzg4OODOu++AtdcHiffY0WMoKSlpcLnS0lJEDxyihuzdMOcmbN+2w2LxDhsegzZt2ujFG4u403FqaJAxq1etQf8B/dCzZw9YmqwPQ2OGqs9WP96kxCSkp1/ekJqf5y9A33590a9/P1gi3iFDouHs7Kx7bsSIWKSmpiI5OcXoMhMmjkdOdg5W/r5SrePyuuVLf8c1115t9nhbO/m8ZKLywZGDdM/FDI+Bo6Njg9v05ixj6piN7YMOHDiIqqoq2Jojh4+o7d3w2OG65wIDA9EroleT2isnJ1dtB9q29YAltpMDBw00mMRe2jg3Nxdn4s5ccnkZnnvs6HGsW7seU6ZONnO0QEFBAU4cP2nQxrKNHz5Cjk32NricHP898ciTmHvjXERGDYYlSRt7+3ijb78+uudiR8Sqn5daLx5/+Ak1JHPy+Cn4/NPP1bBuS2jO8ZTsP0eOHomAgABY2v79B1Tb6G8vOnfuhK7duja6XtS9rOjcuXjceMsNsARr7kOZfDaTjJUvLi5GQKDhSh7gH4CMBg7UmrOMqchKIhvzeu8d4G+z1ztJm9TdiEi8OTk5l70BfPP/vYW2Hm0xcZL5kzm5Ls9YvJIAy60h8kWWMf7hoRG496778eQzT2DsuDFWaV//AH+1rsjBhzF7d+/FV19+g3fff8cgqbKEDCPtK/HKTj0zM8voMm5ubnjuhWexbOVSrPzjd3UQK9cWyd9hkXjrfN/8L8afkZlpdJmE+ER0C+2mrrmSa3Niooar693SUtPMH296I/FexvYpMzMT69duwE233AhLaE68khS/+/7bePyRJ9X1yiNjRiEwMACv/PNli8Tcmsn20d/fz2C74eTkBB8fnwY/r+YsY9KYjaxjsk0vLytHXp7xE0jWlJ5W0yayTtfbz19me0kdgg/e+xDTr5mGtm3bWiRmY20sLhWzXIMr+85pk6arE2cPPfqgWWPVj8n4sZTx7br44rMvVNs+9Ij5YzT2PQqss+90c3dTn29jx3/XzLga38//Dtt3b8Ujjz2Mj/7zP7z1+tsWiLh5x1OJ8Yno0KE9HnnwUXU9otT+ePG5l1S7W2J/pD0m0efvL9+9htcLfT//tADde3RX63JL34cy+TSxNg5t1MGwuZdpqoZ+f5s29rUKtLnYK3M57SVn6RYuWISP/u9D+Pn7wVbjldhOnj2Og0f3qy/1m6+/hQU/L4Q1OGjXByPxysmThx98FK+98S+0C2kHW+DgcPGgtIH2HTN2NO65/26079Be3Z59/hlED43GZ5/Ogy3Gq9FUq7OIcnC9eetG/LTgByQmJuHuO+4x+zaisXg1uPR7/7LwV5UYzJhluQJUDcbbQFtt2rgZjz3yhFqHDx0/gDXrV6mDLynqRNb7zJq6bjdnGWvsg2yFxHw532EpdnbvXffBw8Mdr73xGqxFO/riUjH/sWE1jp46jB8X/IAd23fghWdfhLU0dhwnRV3+99HH+OCj91Svva241Pfog4/eR5++veHj64NpV0/DY088qgoOWbKwU1O+e9Waanz79XeIjIrE1l1b8NmXn2HH9p144tEnLRdjnZPysi5fzraioKBA9SbedLNlTt5aex9qX5mHDfH09FTDRLKzsutVFAsMCjTZMqbi4uKihl0Ye++6Zz5shcSVnV0n3swstSHUHyZgjFQVffutd/HpvI8xYtQIWIJ8hvXaNzMLHh4elzyDrM7m+/pg5nUzcd3s6/DtV99ZIF4j7ZuVqWLx9fOt9/qU5BR1+/t9D+oqskk7Hz92XN2XyrnmjTfQ6PogG/umrMN9+vRG/Ll4WGt9UP8WaPz7HhQcrJaT3m/5DOQs6FPPPonDh44gIT7BvPEGNhxvUAPx6lswfyGuvnY6vLy8YAmNxtvA9vTbr77FyJEjMHvudfD29kZ4r3A89cyTWLNqjdnbt7Wr+f7mGBzUyNBVGWXR0P6vOctYYh2T/amcILI12jaR/XrdmBva5ugnnnKSS/7eH37+Hj4+3rAEtR+q08bakSyXilkSOdm/xo4Yjkcefxjzf/xZVeg3b7w1MRlbLxqKd/++/Wrk2bhR43X7Ttmmf/fN9+q+uZM5iTmrzr5T3rOgoPCSbayvd5/eatRZcpLxIZnWPp4KDg5Gv/598Zc7blfrrwwzfvDhB9TlTI1dmmOSeC+2Y/2YMxvcH+lbsnip2rZdN3cWLMWa+1Amn80kB7wyhG/njp0Gz2/buh1R0ZEmW8aUoqIisXO7kfeOMv97N4e0SXPilRLor7/2Bj7+9H8YN34cLBrvjl314pXPvClDVKurqyxyVj0yKkqdFawbrwyrkIOruuS6obiEU6qXVnv7y51/UTskuT98xHDzxhsdZXR9iOgdoXZIl+vkiVNqJ2VukWp9qB+vJJTGknsRPSSq3rqifWzuYc4S765duw2mOJB4O3bqeMmebplmQK7PutGCZ20lXrlmRX8IvsQb3C4Ynbt0NrqMtKGxM9Pqpw31SLREsn2UA0CZzkdLtpdywNXQ/q85y1himz5gYH91ks7WyIG3i6uLQcxywu7kiZOIio5qcDlJ2O65816kpqbhxwXfNykhuVIS18EDBw2Sxm1bt6mT5T3Del7276muqq75bpt53ykH3GHhYfW27VJLoKF18pbbbsbp+JMG+065tv/W229R911dXc0as8QldQZOHD9hsB6Lplx/eurESbW9rDus21aOp9T+U69mgbDU5UGDIgepkyE79NYLmWYlISFR7asuZ/qSiZMnWvR6VavuQ5tZJIkuVguT6lZSRU7KfX/1xdfqsUyRoF9BUkoZN2UZc5EqgfJeUnpa3lumUZFqZlKmXL/6VUPVQS1d7Vbikvh+/P4nFe/P8xeox/J3aMk0LPKcllT5kzilnS1t/74Dqn2//vIbFa926hIpVa71w3c/qni1Ze+fevxpzbat21VJcClbrS3hbonqvNppBGQaD4lXysZLaXOZwkRL1lOJNzsr2+jvsGS12zNxZ1TbSPVIaSuZ7kAeS8lvLfkbJN4L5y/oKiBK+8s0NlJp8L1331fVZGUaEXNLTEhUVRzffevfKl6pGiiPZR3QktgkXil/L6SdB/eLUn+jVK6UKYOk4rNUQDZ3iXtps77h/VXFRmkv+Z5J2XX5jmlt/XOrilfK2Ot78rGn6lVONjeZDkYq7Mk6KGXpZSopmSpGtmFaMkWUxCul74VsQ+Q7Keu4fAel3aW6s1TJtNQUAq2ZVImV6R5kChCpBGmsRL/sf/Q/w8tZxlyOHjmmtokyHZZsI2W9kceyndGS7Y+sY/KdsXa1W+02TyqvSuyyzXvgvgdVHCXFJQbTbjz890fUffke3H7LXzUTxk5S3ylLk++uVNmWysJSMVQqwco28N9vv6d7jfwt0sbyHddW3JTPQv4++btkuyR/s1RrtwSZKk+25bL9lm27xCpVhrXbcfHicy81uk20ZLVb2bZdO32m2pfIdl7ilIq9dWcOkDbWbu+laqtUj5XvnbSx7DPlc5EK87Z6PCXTMcnnIsepJSWluqmZZLohS5D9oFTkl0rc8l2S9pUpdfSrycrx0rNP1VZKFjK9kVTF/XPTn5rWsg9l8mmCjdCImFGqlLmsZDKXnz452JUPsynLmJNsUEYNH6Pee0zsWINEQ/zvo/9TB/R1Vzy5yZdDlpP7MieXJSz9bZmKU95X4q47/6VsHCUurehBQ9Vjbczam8x9ZgnyWcpnKvHKZyyftT5JjiU+2TCKgwcOqjnrZB2RKWFk2h39ZMrcZL40OeiQNpKd9zdffWPw79LeEq/s5K2dfArZOMvOROKVcuB156OSqUok3vMp59Vj2QnIXGYyb5y0sRx0yVy7liIbc2kfiVfmstPfqAvZoUu8+vPQSjl8OeCWg1zZ2T/y4KNqDk5LkO+7HNxLvFEDh9Q7cJb2l3jlxIWWnDiRhMESJ0yMHaBIYi7xRvaP1vz7nfcMdoByAkvile+Zlpzwk++onHiRZf5+/0MqySfzk2k/5PsoB+pykChtX/fElux/ZD/UlGXMSb6jMj2SrGMyTUbdeW9l3l5Zx7Tz8snBmLF9pszfawllZWUqAZWDStmG3DjnZk3c6TMGr5EpLKQdtdso/Tj1b/v27rdIzJJcygkGOaiVk/Uyb2ZlZaXBNlFilBO1QhIiOXEr+3uZE1G+zzI9i36CbW6ffTxPzWks7TR5/FSVAOuTqVgkLltIPoXsQ2SaP2kv2V7LfqXuXJLSxtp9qiTVMqe2HMfId1LmBf2//36s1i9LaerxlHZ9ln2YrEuyfsj0ZpaYM1PI+ieJpRzLyf5FvvNyElqfnJB4+olnDJ6TubVlSjNrnAC11j60jfyvuV22dGkyhE2a2JYuMm+MxCox68drrLKsdLPrT8lgzXhlCJZ2CJTcN7ZK22q8tu5S8dra+t3S2tde4pVthK3+DbYcG9Un65dsqy1dTduU3wlb3mcKiVfaV1sMpaFpY2zpeyNtKvsZe1kvLrVv1P8MbIW9tbG97T8b+tyrbHBdMPc+lMknERERERERmZ1tptlERERERETUojD5JCIiIiIiIrNj8klERERERERmx+STiIiIiIiIzI7JJxEREREREZkdk08iIiIiIiIyOyafREREREREZHZMPomIiIiIiMjsmHwS2ZmFPy9CePcI3a1/xABMHj8Fn378GaqqqnSv+2LelxgRM8picT320ON4+4131P03X38L0QOHoLS0zOhrv/ria/Tu2RdpqWmY/+PPmDvremg0GovFSkRErRP3oUTWxeSTyM5IglleVo71m9fh0LGD2LJzCx557GH8+5338OH7/zF4XVmZ8eTP1Pbu2Yc1q//APffdrR7PnDUDmZlZWLN6jdHXL5i/EENihqBdSDvMnnsdzqecx9IlyywSKxERtV7chxJZF5NPIjvl4uICNzdX+Ph4Y9rV0zBx4gSsWL5S9+933XMntu780yKxSK/r1OlT4Ofvpx5H9I5A/wH9sGjBL/Vee+TIURw/dhxzr5+jHjs7O2PujXPx2cfzLBIrERER96FE1sHkk6iFcHRyRFVlpe7x119+g6tGT9A9XvLbUt1Q3X69BmDKhKn47JN5qNRbJikxCQ/c+3fERA3HkMExuPeu+xF3Oq7R983Ozsa6P9Zh+jXTDZ6fe8McbNm8BakXUg2el4TUx9cHk6ZM1D139TXTcfTIURw9cuyK2oCIiKg5uA8lsgwmn0QtYAjRtq3bsXbNOsy4bkaDw26vufZqNUxXblt3bcHzLz2vrgv9/LMvdK956IFHUFFZiYW//oxVa1fghhvnYt6nnzf6/rt27EJ1dTUioyINnp8xcwacnJ3w6y+Ldc9VVFRg2W/LcO2Ma+Dq6qp7vkfPHvDz88PWLVuvuD2IiIguF/ehRJbF5JPITo0cNqqmJzM0AjdffwtGjBqB+x+4v8HXOzg4qGG62qG6o8eMwj333oXFesnhuXPnMO6qsejStQsCAgIwfuJ4vPXum43GcSbuDLx9vNXv1Ce9mxMnTcQvC3/VPbdu7XpkZWWpXlF9bdq0QafOHS/Zy0pERGQK3IcSWYeTld6XiK6QFBwKDAxEVVUlzp45ixefewm33XQb5i/6CY6OjvVeX1hYiI8+/C/W/bEeaWlpqle0uqraoAfytttvxb/+8Rr27N6LYbExGDEyFh07dmw0jvz8Anh6ehr9N0ky/3rrHdi/7wAGRw5SiWiviHAMGDig3mu9vLyQl5fXrLYgIiJqCu5DiayDPZ9Edl4soW3btug/oD8ef+px7N61B9u3bjf6+heefRHr127A/3vzNWzcsl4Nv33xlRdQUVmhe82TzzyB35bXJIhrVq7BuFHj8fwzLzQahySNRYVFRv9NeldDQkKwaMEi1eO5cf1GXaGhuoqKiuDtbdh7SkREZA7chxJZB5NPohbC0aHm69zQ9Crbt+3ADTddj5hhQ9WQWklcDx86Uu91vSJ64b6/3YvPv56HTz//BD9+/5PqWW1I9x6hqscyPz/f6FDf6+bMwrKly9X0KjKX58zZM43+nuSkFIR2D23CX0xERGQa3IcSWQaTT6IWIDEhEf/58L8ICg5C9JBoo6+RxE7m4szIyEBJSQl++O5Hg+s9i4uLcc+d92H3rt3q30tLSrFvzz64ubkhMCiwwfeOGR6jrtmUobUNDb3Nz8vHB+99iHHjx6mhwnXFn4tXPaOxI2Kb9fcTERE1F/ehRJbD5JPIzoslhHXrhRnTZ8HX1xc/zP9OFfox5s23X1c/RwwdhYF9B2PpkmX4651/0f27h4eHShTfefNdRA0YgsH9o7B923Z8/f1XjQ6HlV7UsePGYOXvtXOM1k16o4dEoay0rF6hIa0Vv69Ez7CeGDR4YBNbgYiIqOm4DyWyjjYaGQdHRHZVFr6ionZuTkdHBzg7Oxt9nczhqV9QSMi0KDIctrHXyGZBejMvlwzpvffOe9UULsYSVXmPysoqNdTXWJwTxkzE/X+/DzfcdMNlvycREVFTcR9KZF3s+SSyM1LJVjtlityMJZ7a19VNKoU28WzsNU1JPMXw2GEYPiIWn308z+i/Ozk5GU08xS+LfoW76nWd26T3JCIiairuQ4msiz2fRGSys8lykwqCTVFRUaGSXUlQiYiIWiPuQ6m1YPJJREREREREZsdht0RERERERGR2TD6JiIiIiIjI7Jh8EhEREREREczt/wM9XmpzMIUX5QAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1100x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Jb, Jr = ballistic[\"current_density\"], relaxed[\"current_density\"]\n",
    "kb, kr = int(np.argmax(Jb)), int(np.argmax(Jr))\n",
    "print(f\"ballistic: peak {Jb[kb]:.0f} A/cm^2 at {V[kb]:.2f} V, current at 0.7 V {Jb[V == 0.7][0]:.0f} A/cm^2\")\n",
    "print(\n",
    "    f\"relaxed:   peak {Jr[kr]:.0f} A/cm^2 at {V[kr]:.2f} V, valley {Jr[kr:].min():.0f} A/cm^2 at \"\n",
    "    f\"{V[kr + np.argmin(Jr[kr:])]:.2f} V, current at 0.7 V {Jr[V == 0.7][0]:.0f} A/cm^2\"\n",
    ")\n",
    "\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(10, 3.8))\n",
    "for J, c, lab in ((Jb, style.CONTEXT, \"ballistic, $\\\\eta=0$\"), (Jr, style.OPEN_NEMO, \"$\\\\eta$ = 6.6 meV\")):\n",
    "    a1.plot(V, J, color=c, lw=2, label=lab)\n",
    "    a2.semilogy(V[1:], J[1:], color=c, lw=2, label=lab)\n",
    "a1.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"Thomas–Fermi potential, 300 K\")\n",
    "a2.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"log scale\")\n",
    "a1.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2dd12fff",
   "metadata": {},
   "source": [
    "Relaxation changes the I–V qualitatively. The two sharp peaks of the coherent calculation merge into one\n",
    "broad peak at a higher bias, with a peak current almost three times larger, and the valley current is\n",
    "several times higher. The narrow emitter states that limited the current in the coherent picture are now\n",
    "broadened and filled from the thermalised reservoir, so C1 sees a continuous, much better supply."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d0b2b376",
   "metadata": {},
   "source": [
    "## 5. Transmission and current spectrum at three biases\n",
    "\n",
    "The lecture compares $T(E)$ and the current density with and without $\\eta$ at 0.32 V (C1 aligned with\n",
    "E2), 0.42 V (C1 aligned with E1) and 0.76 V (deep in the valley). With relaxation, `reservoir_transmission`\n",
    "returns the generalised transmission of the partitioned device; the current is again the Tsu–Esaki\n",
    "integral of it. The energy grid starts 0.15 eV *below* the emitter contact band edge to catch the current\n",
    "that the Urbach tails let through."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "04cd7185",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:49.107205Z",
     "iopub.status.busy": "2026-10-24T22:43:49.107121Z",
     "iopub.status.idle": "2026-10-24T22:43:49.267734Z",
     "shell.execute_reply": "2026-10-24T22:43:49.267395Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.32 V ballistic: J =    2425 A/cm^2, within ±3 meV of C1  95.5%, below the emitter contact band edge 0.00%\n",
      "0.32 V relaxed  : J =    2163 A/cm^2, within ±3 meV of C1  94.8%, below the emitter contact band edge 0.00%\n",
      "0.42 V ballistic: J =     510 A/cm^2, within ±3 meV of C1  86.8%, below the emitter contact band edge 0.00%\n",
      "0.42 V relaxed  : J =    6785 A/cm^2, within ±3 meV of C1  96.0%, below the emitter contact band edge 0.00%\n",
      "0.76 V ballistic: J =     433 A/cm^2, within ±3 meV of C1   0.0%, below the emitter contact band edge 0.00%\n",
      "0.76 V relaxed  : J =    1358 A/cm^2, within ±3 meV of C1  59.4%, below the emitter contact band edge 0.46%\n"
     ]
    }
   ],
   "source": [
    "tr = nemo.Transport(rtd.hamiltonian)\n",
    "kT = 8.617e-5 * T\n",
    "\n",
    "\n",
    "def spectra(v):\n",
    "    i = int(np.argmin(abs(V - v)))\n",
    "    u = relaxed[\"potential\"][i]\n",
    "    r0 = nemo.resonances(rtd, potential=u, emin=-v, emax=0.3)\n",
    "    c1, g1 = r0[\"energy\"][0], r0[\"width\"][0]\n",
    "    rn = nemo.resonances(\n",
    "        rtd, potential=u, confinement_region=(-160, 0), emin=Ec[i][emitter][-1] - 0.005, emax=0.3\n",
    "    )\n",
    "    seeds = [e + max(w, 1e-7) * np.linspace(-15, 15, 151) for e, w in zip(rn[\"energy\"], rn[\"width\"])]\n",
    "    E = np.unique(np.concatenate([np.linspace(-0.15, EF + 15 * kT, 4000)] + seeds))\n",
    "    E = E[E < EF + 15 * kT]\n",
    "    out = dict(E=E, c1=c1, i=i)\n",
    "    for name, t in (\n",
    "        (\"ballistic\", tr.transmission(E, potential=u)),\n",
    "        (\"relaxed\", reservoir_transmission(rtd, u, eta=ETA, decay=ETA)(E)),\n",
    "    ):\n",
    "        Je = rtd.current_spectrum(E, t, EF, EF - v, T)\n",
    "        J = rtd.current_density(E, t, EF, EF - v, T)\n",
    "        cum = np.concatenate([[0], np.cumsum(0.5 * (Je[1:] + Je[:-1]) * np.diff(E))]) / J\n",
    "        at = lambda e0: cum[np.argmin(abs(E - e0))]\n",
    "        out[name] = dict(T=t, J=J, cum=cum, nearC1=at(c1 + 3e-3) - at(c1 - 3e-3), below=at(0.0))\n",
    "    return out\n",
    "\n",
    "\n",
    "SP = {v: spectra(v) for v in (0.32, 0.42, 0.76)}\n",
    "for v, s in SP.items():\n",
    "    for name in (\"ballistic\", \"relaxed\"):\n",
    "        d = s[name]\n",
    "        print(\n",
    "            f\"{v:.2f} V {name:9s}: J = {d['J']:7.0f} A/cm^2, within ±3 meV of C1 {100 * d['nearC1']:5.1f}%, \"\n",
    "            f\"below the emitter contact band edge {100 * d['below']:.2f}%\"\n",
    "        )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ba71c2a7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:49.269003Z",
     "iopub.status.busy": "2026-10-24T22:43:49.268924Z",
     "iopub.status.idle": "2026-10-24T22:43:49.524134Z",
     "shell.execute_reply": "2026-10-24T22:43:49.523693Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x704 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 3, figsize=(11, 6.4), sharey=True)\n",
    "for col, (v, s) in zip(axes.T, SP.items()):\n",
    "    for name, c, ls in ((\"ballistic\", style.CONTEXT, \"--\"), (\"relaxed\", style.OPEN_NEMO, \"-\")):\n",
    "        col[0].semilogx(s[name][\"T\"], s[\"E\"], ls, color=c, label=name)\n",
    "        col[1].plot(s[name][\"cum\"], s[\"E\"], ls, color=c, label=name)\n",
    "    for a in col:\n",
    "        a.axhline(s[\"c1\"], color=\"C3\", lw=0.8, ls=\":\")\n",
    "        a.axhline(0, color=style.REFERENCE, lw=0.6)\n",
    "    col[0].set(title=f\"{v:.2f} V\", xlim=(1e-9, 2), xlabel=\"$T(E)$\")\n",
    "    col[1].set(xlabel=\"running integral $I(E)/I$\")\n",
    "axes[0, 0].set(ylabel=\"Energy (eV)\", ylim=(-0.08, 0.35))\n",
    "axes[1, 0].set(ylabel=\"Energy (eV)\")\n",
    "axes[0, 0].legend(fontsize=8)\n",
    "fig.suptitle(\"Transmission and running current integral (dotted: C1; solid black: emitter contact band edge)\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b795c3a7",
   "metadata": {},
   "source": [
    "![Slide 10: transmission and current density at 0.42 V and 0.76 V with and without relaxation](attachment:slide_010.png)\n",
    "\n",
    "*Slide 10. Band diagram, transmission and current density at 0.42 V (top) and 0.76 V (bottom), without\n",
    "($\\eta=0$, middle column) and with $\\eta=6.6$ meV (right column). At 0.76 V relaxation lets about 20% of the\n",
    "current flow through C1, below the emitter band edge.*"
   ],
   "attachments": {
    "slide_010.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "8af31130",
   "metadata": {},
   "source": [
    "At 0.32 and 0.42 V the sharp, separate transmission features of the coherent calculation are smoothed into\n",
    "one broad line, and the current still flows almost entirely through C1. In the valley (0.76 V) the\n",
    "difference is large: without relaxation C1 lies below every emitter state and only the far-off background\n",
    "carries current; with relaxation a large part of the current still flows through C1, because the broadened\n",
    "emitter states, with their tails, reach down to it. The share of current from energies below the emitter\n",
    "contact band edge is small but no longer zero: those are the Urbach tails built into the decaying $\\eta$.\n",
    "The lecture's device has about 20% of its valley current through C1; in this device the share is larger\n",
    "because C1 is closer to the emitter states at 0.76 V."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ac48b000",
   "metadata": {},
   "source": [
    "## 6. How strong is the relaxation? Do not tune it\n",
    "\n",
    "The lecturer is explicit that $\\eta$ is an empirical parameter that he does not adjust to fit\n",
    "measurements: for typical InGaAs/InAlAs and GaAs/AlGaAs RTDs NEMO uses 6.6 meV ($\\tau=0.05$ ps) and keeps\n",
    "it. As an exercise he suggests changing it to see what happens:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "0e5ca98f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:49.525480Z",
     "iopub.status.busy": "2026-10-24T22:43:49.525384Z",
     "iopub.status.idle": "2026-10-24T22:43:50.471319Z",
     "shell.execute_reply": "2026-10-24T22:43:50.470938Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "eta =  2.0 meV: peak  10514 A/cm^2 at 0.42 V, valley   676 A/cm^2, PVR 15.6\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "eta =  6.6 meV: peak   6935 A/cm^2 at 0.43 V, valley  1263 A/cm^2, PVR 5.5\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "eta = 20.0 meV: peak   5531 A/cm^2 at 0.54 V, valley  3650 A/cm^2, PVR 1.5\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 660x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(6, 3.8))\n",
    "for eta, c in zip((0.002, 0.0066, 0.02), style.sweep(3)):\n",
    "    J = nemo.thomas_fermi_iv(rtd, V, T, charge=\"all\", relaxation=eta, relaxation_decay=eta)[\"current_density\"]\n",
    "    k = int(np.argmax(J))\n",
    "    print(\n",
    "        f\"eta = {1e3 * eta:4.1f} meV: peak {J[k]:6.0f} A/cm^2 at {V[k]:.2f} V, \"\n",
    "        f\"valley {J[k:].min():5.0f} A/cm^2, PVR {J[k] / J[k:].min():.1f}\"\n",
    "    )\n",
    "    ax.plot(V, J, color=c, lw=2, label=f\"$\\\\eta$ = {1e3 * eta:.1f} meV\")\n",
    "ax.plot(V, Jb, \"--\", color=style.CONTEXT, label=\"ballistic\")\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"Sensitivity to the reservoir relaxation\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "954cd25d",
   "metadata": {},
   "source": [
    "The choice matters. A smaller $\\eta$ (2 meV) gives a higher peak and a lower valley, a peak-to-valley\n",
    "ratio of 15.6; the standard 6.6 meV gives 5.5; a larger $\\eta$ (20 meV) moves the peak to higher bias and\n",
    "fills the valley, a ratio of only 1.5. Precisely because the valley current is so sensitive to $\\eta$, fitting\n",
    "it to a measurement would hide whatever physics is actually missing (contacts, band structure); a fixed,\n",
    "physically motivated value keeps the model honest."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "012e5f72",
   "metadata": {},
   "source": [
    "## 7. Why the contacts matter: an industrial RTD in 1994\n",
    "\n",
    "The lecturer next shows work from his time at Texas Instruments and UT Dallas: a \"benign\"\n",
    "GaAs/Al$_{0.4}$Ga$_{0.6}$As RTD with 5 nm barriers and a 5 nm well, 18 nm undoped spacers, 200 nm buffers\n",
    "doped to $2\\times10^{15}$ cm$^{-3}$ and 20 nm contacts doped to $2\\times10^{18}$ cm$^{-3}$. The goal was a\n",
    "peak-to-valley ratio above 1000 (typical was 3), and the whole field was convinced that the valley current\n",
    "came from scattering inside the RTD: electrons emit a phonon in the well and leave below the resonance.\n",
    "That turned out to be wrong, because the treatment of the contacts and the band structure were missing.\n",
    "\n",
    "Is this a 15 nm device or a 500 nm device? Three ways to model it give very different answers on the same\n",
    "log–log I–V plot:\n",
    "\n",
    "1. **Flat-band end injection** (the 1994 state of the art): flat contacts attached to the two ends of the\n",
    "   structure and electrons shot coherently through the whole potential.\n",
    "2. **Cut flat band**: compute the potential of the whole structure, then attach a flat-band contact right\n",
    "   before the notch and inject from there.\n",
    "3. **Partitioned reservoirs** (NEMO): the device split into an emitter reservoir, a central region and a\n",
    "   collector reservoir with relaxation, as above.\n",
    "\n",
    "The first two differ by an order of magnitude in the peak voltage and two orders of magnitude in the peak\n",
    "current, although both give a nice N-shaped curve. The third overlaps the measured curve, including a small\n",
    "shoulder that comes from C1 probing a state of the emitter notch."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "612a850d",
   "metadata": {},
   "source": [
    "![Slide 17: UT Dallas GaAs/AlGaAs RTD with three contact models compared with the measured I–V](attachment:slide_017.png)\n",
    "\n",
    "*Slide 17. The 1994–95 GaAs/Al$_{0.4}$Ga$_{0.6}$As RTD (conduction band over 500 nm, left) and its I–V on\n",
    "log–log axes for flat-band end injection (blue), injection from a cut flat band (green) and the\n",
    "partitioned reservoir model (red), next to the measured oscilloscope trace.*"
   ],
   "attachments": {
    "slide_017.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "de16484c",
   "metadata": {},
   "source": [
    "The Thomas–Fermi model is not the end of the story. A Hartree (quantum self-consistent) potential bends the\n",
    "I–V over towards higher bias, a series resistance in the contacts bends it further, and the valley current\n",
    "needs a band structure beyond the single-band effective mass approximation, which later lectures cover."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b3ea2ea7",
   "metadata": {},
   "source": [
    "![Slide 19: density of states with emitter notch states, and Thomas–Fermi, Hartree and Hartree with series resistance against the experiment](attachment:slide_019.png)\n",
    "\n",
    "*Slide 19. Left: local density of states, with the quantized emitter states, strong scattering in the emitter\n",
    "and no scattering in the RTD. Right: Thomas–Fermi (green), Hartree self-consistent (blue) and Hartree plus\n",
    "a 2.5 Ω series resistance (red) against the measured I–V.*"
   ],
   "attachments": {
    "slide_019.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "424db6bf",
   "metadata": {},
   "source": [
    "## 8. Complicated emitters, and a smaller scattering domain\n",
    "\n",
    "The partitioning handles emitters that wave-function methods cannot. The lecturer's example is an InP\n",
    "RTD with an optical window used as an optical switch (Klimeck et al., Device Research Conference 1995): the\n",
    "emitter contains a triangular well and many more quantised states, and the NEMO simulation, with the charge\n",
    "computed self-consistently in both reservoirs and the central region, reproduces the measured shoulders."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2578b77c",
   "metadata": {},
   "source": [
    "![Slide 23: InP RTD optical switch, density of states and measured versus simulated I–V](attachment:slide_023.png)\n",
    "\n",
    "*Slide 23. The InP optical-switch RTD: local density of states with left and right reservoirs and many\n",
    "emitter states, and the measured (blue) against the simulated (red) I–V (DRC 1995, Klimeck et al.).*"
   ],
   "attachments": {
    "slide_023.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "c69fb25a",
   "metadata": {},
   "source": [
    "The partitioning has a second benefit. Scattering inside the device (phonons, alloy disorder, interface\n",
    "roughness) couples sites to each other, and the cost of NEGF with scattering grows from $N^2$ to $N^3$ in\n",
    "the number of sites $N$ of the non-equilibrium region, against linear cost for the coherent recursive\n",
    "Green function algorithm of lecture 12. With the reservoirs assumed in equilibrium, only the central\n",
    "region needs the expensive treatment:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b8539ccb",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:43:50.472697Z",
     "iopub.status.busy": "2026-10-24T22:43:50.472595Z",
     "iopub.status.idle": "2026-10-24T22:43:50.474731Z",
     "shell.execute_reply": "2026-10-24T22:43:50.474439Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "whole device 692 sites, central non-equilibrium region 53 sites (79.88 to 92.88 nm)\n",
      "N^3 cost ratio of scattering over the whole device vs the central region: 2226\n"
     ]
    }
   ],
   "source": [
    "from opennemo.models.ema import _active_region\n",
    "\n",
    "first, last = _active_region(rtd, (-1, 0))\n",
    "n_all, n_mid = rtd.num_sites, last - first + 1\n",
    "print(\n",
    "    f\"whole device {n_all} sites, central non-equilibrium region {n_mid} sites \"\n",
    "    f\"({x[first]:.2f} to {x[last]:.2f} nm)\"\n",
    ")\n",
    "print(f\"N^3 cost ratio of scattering over the whole device vs the central region: {(n_all / n_mid) ** 3:.0f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "13e75dca",
   "metadata": {},
   "source": [
    "## Summary\n",
    "\n",
    "- Triangular notches in the emitter confine electrons. Without relaxation their states have lifetimes of\n",
    "  tens of picoseconds and widths of microelectronvolts, which makes no physical sense in an emitter with\n",
    "  $10^{11}$ electrons per cm$^2$ that scatter on a 50 fs time scale.\n",
    "- NEMO adds an empirical relaxation $-i\\eta$ ($\\eta = \\hbar/2\\tau = 6.6$ meV) in the emitter and collector,\n",
    "  which are assumed to be equilibrium reservoirs. The reservoirs are non-Hermitian and used only for the\n",
    "  charge; the current is computed in the central NEGF region, which sees thermalised, broadened states.\n",
    "- With relaxation the emitter states are broader than about 2η, the central resonance keeps its 0.4 meV,\n",
    "  the I–V has a single larger peak and more valley current, and some current flows below the emitter band\n",
    "  edge through Urbach tails.\n",
    "- Contact treatment changes simulated RTD currents by orders of magnitude; together with band structure it,\n",
    "  not scattering in the well, explained the valley currents of real devices.\n",
    "- $\\eta$ is not a fitting parameter. The partitioning also shrinks the region where costly scattering\n",
    "  calculations are needed.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Change `relaxation_decay` to `None` (constant $\\eta$, no decay below the band edge) and recompute the\n",
    "   relaxed I–V and the share of current below the emitter band edge at 0.76 V.\n",
    "2. Run `thomas_fermi_iv` with `non_equilibrium=(-20, 0)`, moving five nanometres of the emitter notch into\n",
    "   the coherent region. How do the I–V and the E1 width change?\n",
    "3. Add a series resistance: with a specific contact resistance $r_s$ (Ω cm²), the external voltage is\n",
    "   $V_{\\text{ext}} = V + J r_s$. Plot $J$ against $V_{\\text{ext}}$ for $r_s = 10^{-5}$ Ω cm² and explain why\n",
    "   the peak moves and the NDR region can become multivalued.\n",
    "4. Repeat the comparison at 77 K. Which features of the ballistic I–V survive the relaxation?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 11.2: RTDs with realistic doping profiles](11_2_rtds_with_realistic_doping.ipynb)\n",
    "- [Lecture 11.4: Hartree self-consistency](11_4_hartree_self_consistency.ipynb)\n",
    "- [RTD tutorial](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb)\n",
    "- [RTD scattering models: relaxation, Büttiker probes, phonons](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_01_rtd_scattering.ipynb)\n",
    "- [NEMO-1D benchmark: self-consistent RTD](../../book/15_benchmarks/15_02_nemo1d/15_02_02_selfconsistent.ipynb)\n",
    "- G. Klimeck, R. Lake, R. C. Bowen, W. R. Frensley and T. S. Moise, \"Quantum device simulation with a\n",
    "  generalized tunneling formula\", Appl. Phys. Lett. **67**, 2539 (1995).\n",
    "- R. Lake, G. Klimeck, R. C. Bowen and D. Jovanovic, \"Single and multiband modeling of quantum electron\n",
    "  transport through layered semiconductor devices\", J. Appl. Phys. **81**, 7845 (1997)."
   ]
  }
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