{
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    "# Lecture 11.4: RTDs with quantum charge self-consistency (Hartree model)\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45166](https://nanohub.org/resources/45166) — [video](https://nanohub.org/resources/45204) · [slides](https://nanohub.org/resources/45203)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- four levels of approximation for the potential of an RTD: no potential, a linear drop, a Thomas–Fermi self-consistent potential with one quantum pass, and Hartree self-consistency with the quantum kernel inside the loop\n",
    "- semiclassical against quantum charge: smooth profiles, charge in the barriers, a rounded well charge, no spike at the interface; the relaxation model leaves the quantum charge in the reservoirs at about 80% of the semiclassical one\n",
    "- how quantum charge in the well makes the central resonance float up and resist being pulled down: the I–V is stretched and linearised, and the peak moves to a higher voltage\n",
    "- charge accumulation at the peak even in a symmetric RTD, and the valley where the well is empty\n",
    "- why the peak current increases: more potential drops over the collector barrier, so C1 broadens\n",
    "\n",
    "**In this notebook** takes the realistic-doping RTD of lectures 11.2–11.3 and compares the band profiles and I–V curves of a linear drop, the Thomas–Fermi model (`nemo.thomas_fermi_iv`) and the Hartree model (`nemo.hartree_iv`); it computes the quantum charge on the Thomas–Fermi potential with `ReservoirTransport`, traces the central resonance energy and width and the sheet charge in the well against bias, splits the valley current, and varies the region where the charge is computed quantum mechanically."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "df13bc24",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:22.370511Z",
     "iopub.status.busy": "2026-10-25T17:26:22.370215Z",
     "iopub.status.idle": "2026-10-25T17:26:22.837126Z",
     "shell.execute_reply": "2026-10-25T17:26:22.836771Z"
    }
   },
   "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": "21c46bd7",
   "metadata": {},
   "source": [
    "## 1. Four levels of approximation\n",
    "\n",
    "The lectures of this section climb a ladder of models for the electrostatic potential $V(z)$ of an RTD:\n",
    "\n",
    "| level | potential | charge | what it gives |\n",
    "|---|---|---|---|\n",
    "| 1 | band offsets only (step potential) | none | $T(E)$, analytically or with transfer matrices |\n",
    "| 2 | offsets plus an assumed linear drop | computed but discarded | $T(E)$, $J(E)$, $J$ (lecture 11.1) |\n",
    "| 3 | Thomas–Fermi self-consistent | semiclassical $n(z)$ in the Poisson loop; one quantum (NEGF) pass afterwards | band bending, notch states, injection from quasi-bound emitter states (lectures 11.2–11.3) |\n",
    "| 4 | Hartree self-consistent | quantum $n(z)$ from the NEGF kernel inside the Poisson loop | no unphysical charge spikes, non-equilibrium charge accumulation in the well |\n",
    "\n",
    "Level 3 is very fast and already gives a realistic potential, but the charge it puts back into Poisson's\n",
    "equation is semiclassical: the charge of the well, which is out of equilibrium and has no Fermi level, does\n",
    "not act back on the potential. Level 4 iterates the quantum charge with the potential until both agree.\n",
    "It is still a mean-field (effective potential) model: the electron–electron interaction of discrete charges\n",
    "is not included."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0afcd8fb",
   "metadata": {},
   "source": [
    "![Slide 7: the four levels of approximation, from step potential to Hartree self-consistency](attachment:slide_007.png)\n",
    "\n",
    "*Slide 7. The four levels of approximation. Level 1: band offsets, analytic or transfer-matrix $T(E)$. Level 2:\n",
    "offsets plus a linear drop, quantum kernel (NEGF or QTBM). Level 3: Thomas–Fermi self-consistent potential,\n",
    "then a quantum kernel. Level 4: the quantum kernel inside the Poisson loop (Hartree).*"
   ],
   "attachments": {
    "slide_007.png": {
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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "a701e9b0",
   "metadata": {},
   "source": [
    "The device is the one of lectures 11.2 and 11.3: 30 nm GaAs contacts doped to $10^{18}$ cm$^{-3}$, 50 nm\n",
    "spacers at $10^{15}$ cm$^{-3}$, and 4 nm Al$_{0.3}$Ga$_{0.7}$As barriers around a 5 nm GaAs well, at 300 K.\n",
    "All self-consistent calculations use NEMO's reservoir relaxation of 6.6 meV. In `nemo.hartree_iv` the\n",
    "quantum (NEGF) charge is used on the sites given by `quantum_charge`, counted from the edges of the double\n",
    "barrier; `(-200, 200)` covers both 50 nm spacers, including the emitter notch, and the Thomas–Fermi charge\n",
    "is kept only in the doped contacts."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7751a456",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:22.838482Z",
     "iopub.status.busy": "2026-10-25T17:26:22.838367Z",
     "iopub.status.idle": "2026-10-25T17:26:26.579503Z",
     "shell.execute_reply": "2026-10-25T17:26:26.579070Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Hartree: all biases converged: True, iterations per bias 2-7\n"
     ]
    }
   ],
   "source": [
    "from opennemo.solvers.reservoir import ReservoirTransport, 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",
    "well = (x > XB1 + 4) & (x < XB1 + 9)\n",
    "T = 300\n",
    "V = np.round(np.arange(0.0, 0.8001, 0.02), 3)\n",
    "tf = nemo.thomas_fermi_iv(rtd, V, T, charge=\"all\")\n",
    "hartree = nemo.hartree_iv(rtd, V, T, quantum_charge=(-200, 200))\n",
    "EF = float(np.atleast_1d(tf[\"mu_left\"])[0])\n",
    "print(\n",
    "    f\"Hartree: all biases converged: {bool(np.all(hartree['converged']))}, \"\n",
    "    f\"iterations per bias {int(np.min(hartree['iterations']))}-{int(np.max(hartree['iterations']))}\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3313ea26",
   "metadata": {},
   "source": [
    "For level 2 the same device gets the linear drop of lecture 11.1: flat bands everywhere outside the double\n",
    "barrier (no hump, no notch) and a linear drop across barriers and well only; the ballistic current is computed\n",
    "with `nemo.Transport`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d4f41c78",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:26.580783Z",
     "iopub.status.busy": "2026-10-25T17:26:26.580695Z",
     "iopub.status.idle": "2026-10-25T17:26:27.362416Z",
     "shell.execute_reply": "2026-10-25T17:26:27.362065Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tr = nemo.Transport(rtd.hamiltonian)\n",
    "ramp = np.clip((x - XB1) / 13.0, 0, 1)  # drop across barrier, well, barrier (80 to 93 nm)\n",
    "kT = 8.617e-5 * T\n",
    "\n",
    "\n",
    "def linear_drop_current(v):\n",
    "    u = -v * ramp\n",
    "    r = nemo.resonances(rtd, potential=u, emin=-v, emax=0.4)\n",
    "    seeds = [e + w * np.linspace(-12, 12, 121) for e, w in zip(r[\"energy\"], r[\"width\"])]\n",
    "    E = np.unique(np.concatenate([np.linspace(1e-5, EF + 15 * kT, 1500)] + seeds))\n",
    "    E = E[(E > 0) & (E < EF + 15 * kT)]\n",
    "    return rtd.current_density(E, tr.transmission(E, potential=u), EF, EF - v, T)\n",
    "\n",
    "\n",
    "J_lin = np.array([linear_drop_current(v) for v in V])\n",
    "i40 = int(np.argmin(abs(V - 0.4)))\n",
    "fig, ax = plt.subplots(figsize=(7, 3.8))\n",
    "ax.plot(x, rtd.band_edge - 0.4 * ramp, color=style.CONTEXT, label=\"2: linear drop\")\n",
    "ax.plot(x, rtd.band_edge + tf[\"potential\"][i40], **style.series(\"reference\"), label=\"3: Thomas–Fermi\")\n",
    "ax.plot(x, rtd.band_edge + hartree[\"potential\"][i40], **style.series(lw=2), label=\"4: Hartree\")\n",
    "ax.set(xlabel=\"Position (nm)\", ylabel=\"Energy (eV)\", ylim=(-0.45, 0.45), title=\"Conduction band at 0.40 V\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be334f84",
   "metadata": {},
   "source": [
    "The Thomas–Fermi and Hartree potentials are close to each other and both very different from the linear\n",
    "drop: the emitter hump, the notch, and the long linear drop through the depleted collector spacer are\n",
    "features of the electrostatics, not of the quantum treatment. The lecture's conclusion is the same: the\n",
    "semiclassical potential is a much better approximation to the Hartree one than any assumed linear drop.\n",
    "The differences that remain are in the double barrier itself, and they matter for the current."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2e2e2ce",
   "metadata": {},
   "source": [
    "## 2. Semiclassical against quantum charge\n",
    "\n",
    "Before iterating, it is instructive to compute the quantum charge once on the Thomas–Fermi potential.\n",
    "`ReservoirTransport(...).electron_density` integrates the NEGF spectral densities injected from both sides\n",
    "with their Fermi functions, including the broadened states of the reservoirs. The energy grid is seeded with\n",
    "points across every resonance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "864ec823",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:27.363573Z",
     "iopub.status.busy": "2026-10-25T17:26:27.363498Z",
     "iopub.status.idle": "2026-10-25T17:26:27.400188Z",
     "shell.execute_reply": "2026-10-25T17:26:27.399800Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.0 V, quantum/semiclassical charge: emitter contact 0.84, emitter spacer 0.87, notch 0.67, well 0.13, collector spacer 0.89, collector contact 0.84\n",
      "0.4 V, quantum/semiclassical charge: emitter contact 0.84, emitter spacer 0.86, notch 0.60, well 53.80, collector spacer 1.00, collector contact 0.84\n"
     ]
    }
   ],
   "source": [
    "rt = ReservoirTransport(rtd, eta=0.0066, decay=0.0066)\n",
    "RES = (0.0066, 0.0066, \"exponential\", (-1, 0))\n",
    "regions = {\n",
    "    \"emitter contact\": (5, 25),\n",
    "    \"emitter spacer\": (40, 70),\n",
    "    \"notch\": (70, 79.9),\n",
    "    \"well\": (84.5, 88.5),\n",
    "    \"collector spacer\": (100, 140),\n",
    "    \"collector contact\": (150, 170),\n",
    "}\n",
    "nq = {}\n",
    "for v in (0.0, 0.4):\n",
    "    i = int(np.argmin(abs(V - v)))\n",
    "    u = tf[\"potential\"][i]\n",
    "    r = nemo.resonances(rtd, potential=u, confinement_region=(-160, 0), emax=0.3, reservoir=RES)\n",
    "    seed = np.concatenate([e + w * np.linspace(-5, 5, 21) for e, w in zip(r[\"energy\"], r[\"width\"])])\n",
    "    nq[v] = rt.electron_density(u, EF, EF - v, T, seed=seed)\n",
    "    ratios = []\n",
    "    for name, (a, b) in regions.items():\n",
    "        m = (x > a) & (x < b)\n",
    "        ratios.append(f\"{name} {nq[v][m].sum() / tf['electron_density'][i][m].sum():.2f}\")\n",
    "    print(f\"{v:.1f} V, quantum/semiclassical charge: \" + \", \".join(ratios))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "c670fed0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:27.401220Z",
     "iopub.status.busy": "2026-10-25T17:26:27.401144Z",
     "iopub.status.idle": "2026-10-25T17:26:27.674253Z",
     "shell.execute_reply": "2026-10-25T17:26:27.673845Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, figsize=(11, 3.8), sharey=True)\n",
    "for ax, v in zip(axes, (0.0, 0.4)):\n",
    "    i = int(np.argmin(abs(V - v)))\n",
    "    ax.semilogy(x, tf[\"electron_density\"][i], **style.series(\"reference\"), label=\"semiclassical (Thomas–Fermi)\")\n",
    "    ax.semilogy(x, nq[v], **style.series(lw=2), label=\"quantum (NEGF, one pass)\")\n",
    "    ax.semilogy(x, rtd.donors, color=style.CONTEXT, lw=1, label=\"donors\")\n",
    "    ax.set(\n",
    "        xlabel=\"Position (nm)\", title=f\"{v:.1f} V, Thomas–Fermi potential\", ylim=(1e13, 3e18), xlim=(40, 140)\n",
    "    )\n",
    "axes[0].set_ylabel(\"Electron density (cm$^{-3}$)\")\n",
    "axes[0].legend(fontsize=8, loc=\"lower left\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "56354752",
   "metadata": {},
   "source": [
    "![Slide 8: semiclassical and quantum charge of the RTD at zero bias and under bias](attachment:slide_008_crop.png)\n",
    "\n",
    "*Slide 8. Semiclassical (black, with sharp steps) and quantum (blue) electron density with the doping (green),\n",
    "in equilibrium (left) and under bias (right). The quantum charge is smooth, enters the barriers and is\n",
    "rounded in the well.*"
   ],
   "attachments": {
    "slide_008_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "b4449459",
   "metadata": {},
   "source": [
    "The quantum charge is smooth: it leaks into the barriers by tunnelling, it has the rounded shape of the\n",
    "resonance in the well, and it vanishes towards the interface of the notch instead of piling up in a spike.\n",
    "Two differences are quantitative:\n",
    "\n",
    "- In the reservoirs the quantum charge is only about 84% of the semiclassical one, close to the lecture's\n",
    "  \"about 80%\". The relaxation $-i\\eta$ broadens and partly removes the density of states near the band edge;\n",
    "  the lecture calls this a \"non-conserving density of states reduction\". It is one reason the charge has to\n",
    "  be computed self-consistently with the relaxation switched on.\n",
    "- Under bias the well holds far more quantum charge than the Thomas–Fermi model puts there, because the\n",
    "  well is filled from the emitter and has no Fermi level of its own: its charge is out of equilibrium.\n",
    "\n",
    "At zero bias the well charge is small in both models, and the relaxation has no effect on it, since there is\n",
    "no optical potential in the central region."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2148b0d3",
   "metadata": {},
   "source": [
    "## 3. The I–V with quantum charge self-consistency"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "775d8709",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:27.675281Z",
     "iopub.status.busy": "2026-10-25T17:26:27.675193Z",
     "iopub.status.idle": "2026-10-25T17:26:27.736559Z",
     "shell.execute_reply": "2026-10-25T17:26:27.736265Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "linear drop (ballistic)   : first peak  11864 A/cm^2 at 0.12 V, valley    773 A/cm^2\n",
      "Thomas–Fermi + relaxation : first peak   6786 A/cm^2 at 0.42 V, valley   1557 A/cm^2\n",
      "Hartree + relaxation      : first peak   9790 A/cm^2 at 0.50 V, valley   2022 A/cm^2\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "J_tf, J_h = tf[\"current_density\"], hartree[\"current_density\"]\n",
    "\n",
    "\n",
    "def first_peak(J):\n",
    "    return next(i for i in range(1, len(J) - 1) if J[i] >= J[i - 1] and J[i] > J[i + 1])\n",
    "\n",
    "\n",
    "for name, J in (\n",
    "    (\"linear drop (ballistic)\", J_lin),\n",
    "    (\"Thomas–Fermi + relaxation\", J_tf),\n",
    "    (\"Hartree + relaxation\", J_h),\n",
    "):\n",
    "    k = first_peak(J)\n",
    "    print(\n",
    "        f\"{name:26s}: first peak {J[k]:6.0f} A/cm^2 at {V[k]:.2f} V, valley {J[k:k + 15].min():6.0f} A/cm^2\"\n",
    "    )\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(6.5, 4))\n",
    "ax.plot(V, J_lin, color=style.CONTEXT, lw=1.5, ls=\"--\", label=\"2: linear drop\")\n",
    "ax.set_ylim(0, 1.6 * J_h.max())\n",
    "ax.plot(V, J_tf, **style.series(\"reference\"), label=\"3: Thomas–Fermi\")\n",
    "ax.plot(V, J_h, **style.series(lw=2), label=\"4: Hartree\")\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"Three potential models, 300 K\")\n",
    "ax.legend();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59184d81",
   "metadata": {},
   "source": [
    "The Hartree I–V peaks at 0.50 V with 9790 A/cm$^2$, against 0.42 V and 6786 A/cm$^2$ for Thomas–Fermi:\n",
    "a higher voltage and a higher current, as in the lecture, and its rising branch is straighter (the voltage axis\n",
    "is stretched). The linear drop, which ignores the emitter hump and the voltage absorbed in the spacers, puts\n",
    "the first peak at 0.12 V, and beyond 0.3 V its current rises steeply as the barriers themselves are pulled\n",
    "down. To see where the Hartree\n",
    "changes come from, the next cell follows the central resonance C1 and the sheet charge in the well."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "6d763e9a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:27.737609Z",
     "iopub.status.busy": "2026-10-25T17:26:27.737542Z",
     "iopub.status.idle": "2026-10-25T17:26:28.728481Z",
     "shell.execute_reply": "2026-10-25T17:26:28.727969Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Thomas–Fermi : C1 at 0.48 V 56.3 meV; C1 width 0 V 0.41 meV, largest 0.56 meV at 0.42 V; well sheet density at 0.50 V 7.4e+08 cm^-2\n",
      "Hartree      : C1 at 0.48 V 62.7 meV; C1 width 0 V 0.41 meV, largest 0.60 meV at 0.48 V; well sheet density at 0.50 V 1e+11 cm^-2\n"
     ]
    }
   ],
   "source": [
    "def c1(pot):\n",
    "    \"\"\"Energy and width of C1, with the reservoir relaxation (which broadens the emitter states).\"\"\"\n",
    "    r = nemo.resonances(rtd, potential=pot, emax=0.3, emin=float(np.min(rtd.band_edge + pot)), reservoir=RES)\n",
    "    k = np.flatnonzero((r[\"x0\"] > XB1 + 3) & (r[\"x0\"] < XB1 + 10) & (r[\"width\"] < 3e-3))[0]\n",
    "    return r[\"energy\"][k], r[\"width\"][k]\n",
    "\n",
    "\n",
    "trace = {\n",
    "    name: np.array([c1(res[\"potential\"][i]) for i in range(len(V))])\n",
    "    for name, res in ((\"Thomas–Fermi\", tf), (\"Hartree\", hartree))\n",
    "}\n",
    "sheet = {\n",
    "    name: res[\"electron_density\"][:, well].sum(1) * rtd.spacing * 1e-7\n",
    "    for name, res in ((\"Thomas–Fermi\", tf), (\"Hartree\", hartree))\n",
    "}\n",
    "kh = int(np.argmax(J_h))\n",
    "for name in trace:\n",
    "    kw = int(np.argmax(trace[name][:, 1]))\n",
    "    print(\n",
    "        f\"{name:13s}: C1 at 0.48 V {1e3 * trace[name][V == 0.48, 0][0]:.1f} meV; C1 width 0 V \"\n",
    "        f\"{1e3 * trace[name][0, 1]:.2f} meV, largest {1e3 * trace[name][kw, 1]:.2f} meV at {V[kw]:.2f} V; \"\n",
    "        f\"well sheet density at {V[kh]:.2f} V {sheet[name][kh]:.2g} cm^-2\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "509773f9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:28.729885Z",
     "iopub.status.busy": "2026-10-25T17:26:28.729784Z",
     "iopub.status.idle": "2026-10-25T17:26:28.911921Z",
     "shell.execute_reply": "2026-10-25T17:26:28.911541Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x396 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 3, figsize=(12, 3.6))\n",
    "for name, c in ((\"Thomas–Fermi\", style.REFERENCE), (\"Hartree\", style.OPEN_NEMO)):\n",
    "    axes[0].plot(V, trace[name][:, 0], color=c, lw=2, label=name)\n",
    "    axes[1].plot(V, 1e3 * trace[name][:, 1], color=c, lw=2, label=name)\n",
    "    axes[2].semilogy(V, sheet[name], color=c, lw=2, label=name)\n",
    "axes[0].axhline(EF, color=style.CONTEXT, ls=\":\", label=\"$E_F$ (emitter)\")\n",
    "axes[0].set(xlabel=\"Bias (V)\", ylabel=\"Energy (eV)\", title=\"Central resonance C1\")\n",
    "axes[1].set(xlabel=\"Bias (V)\", ylabel=\"Width (meV)\", title=\"Width of C1\")\n",
    "axes[2].set(xlabel=\"Bias (V)\", ylabel=\"Sheet density (cm$^{-2}$)\", title=\"Electrons in the well\")\n",
    "for a in axes:\n",
    "    a.axvline(V[kh], color=\"C3\", lw=0.8, ls=\"--\")\n",
    "axes[0].legend(fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ae220afc",
   "metadata": {},
   "source": [
    "![Slide 12: resonance traces and I–V with quantum charge self-consistency](attachment:slide_012.png)\n",
    "\n",
    "*Slide 12. (a) Traces of the central resonance, emitter states and emitter band edges with quantum charge\n",
    "self-consistency; (b) Hartree I–V (blue) against the Thomas–Fermi I–V (thin): the resonance floats up, a\n",
    "higher voltage is needed to pull it down, the I–V is linearised and the peak occurs at a higher voltage.*"
   ],
   "attachments": {
    "slide_012.png": {
     "image/png": 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mGcVcvCLLFYRaPvMNIGaDGOuXfD5dH1AlxUHKNE7wSMznd1mUFAde4cn+sCvnaXHcZ9zJPk+9FKAB+jZ4Ik3yPQO8hp2svGRNiCY71HfmAETBz+jggPFyd1ilYYY4pyF8zjV3ixiK2lUWRSs8VdXHgi1ydM0rj1i08iRWGhGaZHjdwrvD/aNMFqs9Xo7fVcjfVwbYz+f5YZdqy91xX8Rpya8E4N7lSYRz3kb24nDYrfO1jkRkncarHd4fMCvBfQH1cdxF9P/pGNq/qBA66nRvr2q1E0SbAySAqPT4OigN3dPWIde9L+XP8djsaZ2rSXgVIDjW2pLGgrKbgZWADgxyOPRg0OFP19m7NC9S4SyQSuf6/RZLwMQxC7z1un1p98mCwNZ4xOpVRdVL5J01wwnODzTwt/zJvyTQSRT0iFCc3/ci9PTRAMhehdDuRwiVHEJiKF7zDQiVhSIQcCBUWMvA9VPuSjZMwir1RWvhuJkzuG72K2RxCDkIvPHugLC0OSwRYFBYwltdhitmg8V+YyuESgIdmev9jjvP+DLsECFXC7d4Lc6oxBWecI+I1lj+hkGy57OavjnkCG8IvIZp+JsDEsQ94KMJtANEKrwFZWVgzEKEJssv3h3nNhd5pu9b2/3cDlfH0hGEGuHueOen+y3Lstl2zcJXwFvRIbc8xOYDOifRdhfZ+R6Yjg47LCTD/WHNuuv6uLYF0EhgN8cV+z8FXpXJHUQzUJJyvOJQ4NsJoh1Wv+luX+BWh7X8hr/AFDcUDwfaODo7ULglOKqn9D+KUACD1zr+0uRq7/TYFr2/GKGCNAUMZ/1RExBV1ytfVtNxyV4qIBEdZjDs9QxNlViA3FlrnufvwNqNYwbWpMyEwztrS5httbEHVJvwyjgrc9SP2rPGeGYFUoZpEvjnRuTAvVQL2KAWBMEQ1ALNbzAud3FaY8ClPh6To0fUjseeN9aFSvydCFU9JOmqCIPjo/bvRxUgrkO7s8Vdtfl1vV6/rH8mhmKRVTKxO3CVybYlAFfyGuLtXiqvTglkepqjIwMNgaNSY0cFV5uBSlGGPLk8FKbu626SyrWXHbYqy5XaEVCzxltQjsJubBRv7XQHqGwPZVK1CrlH0tIigJ4pNgK1ZhZ7XPXzNJQTwWH8EAd0UAVYskaTH9ZsfTppGi24xmQhptzn1aViBtsDdg58G6csd49Ye9yvolMqzyaqtQCKvOV+zaJWegCcGUPNeL+NsUjdHxOeFAKxpWq5xt1xH/psa2YJHt56KGrrksTGqcOMPiIA58iQ5d6Bexc+tAlUCzJ9HBJ3gDWP6xj/u+vQpxdrb8Cl6P3FFDkpuylNhVD8DytWLFdrT0uXgaR1p+yyFjZb8wwF3eao34zBOUKUTNv9oNXGmjNDn5QRiWflN1H7RQ81AS8QpFeSAtUK97JR66CXow8ZaqXh2m7V3AG5PW+k1zPs2uP2RCEUwCJC8WhbIbT3Iwj9wvfxcY0WzcC7ryBU2oFMXI/7MpJ+O/oi6/1GE8afsPZMHdjYoBCyXpf7XegW+7V8gQqhCG66VTJxZEXTSbJsjVVqqQtCjTNCc832vM1xu0bdp0BquNCWWMVtkAdqUbDeFYZ8WgBRSw47FnXM/FDw4yV3SF2wts3scHtI9RNCS0RYBk6Qe9Ac2ay5bffr8BFC9TNC74jQuRVhFbzbrOYm4eThvIwYcdMqjmm5v7Pz48owAHxdYqhjxbvdHBCsEEpKs4MeqI8ejRFEvAttmPfq+OigMPhxmhUlEt/UuGO+gJ3s93NpzBT47PgBXx/+27BDq/0v90M/6T4AKdIWvbkY6CDZTkDcrVVLNSC03/8aQmsuI2ea9gNydDn8gqlSrlPx96rdcoBQOSsPRHSUi1YZnuJ8Guj7CJJAKMM0jtOfEdQ5qYQyUOPjLFyswXqYXAXRib8rkikY+ev/NIb+TIQiouiBFq0P6K94KqkNtNVx64AGrIFXEER3MRLFHcs1B9RyEGzy3TrQHsVQ/LvkQg5HzFBbORy2QKIlCNUfI9TRdscdizDY0TZyrJRX9HG70tTb2ddHkDUXTIUl82ayuEKF5bDbIZfEfQI9zccIRVcDJD0L+SbqN0fut3yIoUeFULNCKLsvmrtGqQh1rEQj/xEnZ6+PSyTECJ1ZtNnPdZsxlAhFW4UI5eEUQnW2gFbH8rw2AFrlX8zYWdNmnWiDSG2rClkEwkNEqpK2AoQXB6mKsbZVyjxp+J9BaJ/57YhzLjcjTKKN/fqjematqut+CaGjvqSzs2l/MG3JqHc7AYEID67ypNWcnhBaCzkJvpFZ8Jv7+4tml0Mm/WZfbU0kxPmZ9Dtrz9GpwbEjzNp0tAAlG5CecFpqPco81/PUOvR3I5T9T1IJknTO2wjWWriqkgNywlC6l0YBHpy5P2SYyI+iJJprPuKMNDEFoQSX5TDVQ7Ez2R63eZpEyXHjCELNB4SCEaDt9nk4n8dJHKcmarzzOFvvjoeMNRpdeojICM3ksGVVxuVh3Ayl1DyNfR4GC8pHCMURq8s8PewwoxFH8zgMP4mhpqxD9WC7v/MI/EW+2R1ZqPLkO8qOxRyL7vSwTnYb39R5WwgiREGpAccPCNUY5DMmxY4pTSTEUOLW5s0Hy8xDiWl5fiVmgjuMgY4vMnabCXpxlLtOGqVRlMZRwkLifyqG9oGUC1SL7i8G171OqJoRwnurPVmZfRahrPRyzMUZDMJwVaYziYDVpFrbZhBWCG2SVI9mGuQMkADftRpsxwxG5CoRoZyDyTEg/m6NrkyeYGXbCsNabXA9rF3qo+GADR9oO7Q6ag71jFDtdyOUTRUsNnE03bMqolqACq0LIimuJIcVUiIHv1EAOVtoXoE4430UQyOuU0FUyPdYpqKhiova1u4+QuiKKfAGyTCPF6Tg7GDNiuIxoneJCxzcQrRiY7Va3HomSH1csllbJrN46/bwBKEMdqQP5uBk7ndc0IbYo+1+dh16p9ahcxw2dMx0d1wEQpKwUV3a5vuVx7+OuavLbl2EP/TTEENjrrcrhEoHdr+VRkm0XVcx1AzX+1VANIJsZmhy/kgQQC0EMTgj18/YAMI+mj1ouKJUhBthRUH+ryDU7VyTuSAF3etr4eWioMp+qerefw2huhtIM4ZQa5HJsEpnnLZklbeNRx8htD0DY7BNbn1R3LXHl8hzRxVC8ST6A7N3WIys2b4BuZdvb/UDYLNdG+LPSYXQalRcarnaH4BQU9WEhP+KHVr80U7R5PAQXs0Y3ZC7KFhJTwRty/0GWe5+7X6U5Wp2uc/IjSu4/rQ1f7Pfosgj2d5Dlot/I3uO2LdgNwd9lDmPhVKphvYG+4ToMeItKOwKhwfLXc0Gown0+xD1UZSqeP2fEJpiKUsuEGJpyFouAbSR+8AzlaLdQgpSqsdCFr2IMNjlAbmzhSK1PMgCFLJtWQkTof5DpYgDAKgErUgqWh3X5yx3jRoWSlB3BHOO3rC2YA6AX9+K9W8kuWjEuDjNkl9ggFP1Nbui+P4nEKp1UaYZDtScy2g4GspEd4u0N1Z9u92vITToM81tBYBaH8tPmVFjyYfKKbNWHzwkBDwsHyG9gMC6kggJrm7SxvBlHd3ZQbeLarFgulJDmpGLDxpSloFe2HIQemc2CYetFla6FUI7P9wP/ekI1YRzC0y4EQjhLDRaWHMVx0OZpYtVedix+RiDOpQG83xHPKLI6uonhAJgoAghCSUTFW1BAIrNVcTSu08QiriCrqAWrw57EIbK/QYjJBkJtOhIgv4Q5exU6onQCHQehkXkdewCoMdDbriPEYpDshOK/ozOLmUx99Ca3ESP16HIWQ+lYiyY0vkEzvNYW+D+ELpqSN3C0vLAZS/aTVh6ozy1XwtPsMgc5LrzRwjlO0zALQvRUUWj5WEdKqXaYq6x04q4uTjuqM6kzdECzdICwwfgF6Flu74L2TBNtd/RDP2NCO2EoybGq6fVKNqwyxAqCMUMKeDQ+TJCgW8XGietZn8QodojS9KWrClJp7dHZ4QGTHPbaZlOL+7vk1jVbFHSlYVuTXSREgbgtkRfAH2TpWpZmyJdbskYKou/ugC00/lTEErWH47E0RSiLqiIc35OOg1LQ5msTlNcaCiosgUYSjXlhFAsFLG4BEKRphohyDRblINQGo6s5PARQkHGtWRkhhs6hGGCGhDqK/ucMbwEUQf/YcchECpUc1CXdLB+jrstKsn4IQjYizkjFNEdFaTjNgkxZ7I74N2HTao9xNBjaoMhpBCamHgvpuT4oXZCY6q+IQ+R/oi6l5keQbIwTIcx1HM3OMXU3u8j47wO5coY30OB8wGPKvO5DsWzRsCbjw5aA4pphzXKRl4iCLWQxpdSIecSOkCaIF/gbsm7oRX8h7Jc1mqokDCQRHcU9TpvXACuLQjtfgNCdbVmhcaJLkATQm5CkcAJQugZoTo7MO3ZekUSsKiSgVt/dzG6ZEd0jOk3vnGeCBc/IZ0wJVuJSTEp91zecr+zmnAMDEsQio/7J8TQz2+In5vNOg+qMWxwiDYbElJtK82XYCcgZAiPFtxUFEGKhN0LDU3jTbmKgxQhJc5z0hNsBOZwWSRS1gGJYM3dSKYXr2SXLpnsLqjP+Dewos1zBGUgGAOCwESCx9epExeZF67yOSdgkjzjzEjAYyEm8qsA3xbHnesP4WmFgzt4pcfzwP7yHPyIICn4nsR4+GKdjJzf0MnxYRzLwWwLvvb5qkTEW+F94PeDtR0+TL6nhTp/HJKEXcOX94MnVfL08dUE0Uo+N9um6QpPSifK5ve5xZpZ+23b7+u2QEJIijYSRadYOarxjlb/exBKURr8i4x0L2yJGuAEQY8PqiaJrgcsKRXFctq8vsW/MFiaL2eU9RwLccEGUjElOZtDNUXkBRFxEUORLoPpi7AqJePmyJKh3o4pMfQPRqiMa3COUualOJ7sqd+yKSUjT8bCqsNbMijJkvBpfWVwSsR4pDsiw1mWzFlb5zlOJNSP5AmMk7wQ47mMibv8mRPdtprDDMmuME+jpkqgFLMoqOqgvPr0u4g4TRM9yHxFcizMoTyZnnarT6HmcBxfk1f4oa07apDN9M0nuY7O9Mf11Tl74Um/gB8gsqvvw9OWKxbGQxS5QCPy1Kezzf8cQqm3UKM0yrWQizDQzanIKam4YB11u19D6BM9BqWB5o2rTWfHhrUnMCN0lwtWVHNj9FluW1RfKJaCO5mCuawb0oWtNQPCV4RW8uLdDMEUSCXvvp0m7dC5bLQaTt2zVZb7B8dQ2YeuneV9OJVmAreyhMMFyMKv7mMQjG17xz/LnWnVrCQvCMOzUB+1ffUxbFymIurluKjxBmFgVCRmizvS+BBeSKaEGRgSul2PAgoc6apm0Mjz1dVwqSsngIzRlQc44WqHof6xdBYGWUUVQY06mGoWG/ALjEeKY8Zp5DRw5e9KAo1I9ny5MdkPoxLUY8OjFbql+q3potGAUzNPYLVdYQvyW8nY28HcGaUTf+v222LoxYixstebThX/70INo11Wke9rCNUeoVP+1m275Tkg4o+tS5nnqhDaG3Ra40lalnHn9vpam2EsjVMwKPDGMau/zaYzpMpgreawsNtW86fCIqRkYJau+E8gOhyHODUgtPvHI1S37Af5u9OpupYpbHgrcB792i1HrthTzBVVgnN81G2oeum2aI/oj64UMm4ZXR4/hkAj8iFmYJuiFygMOcdzfU9CMAN0FfZEXFTiWfCJjiHAJjNf1BhG7UsTWpD1me/Ll7IORrv5F4bTWShzXA56e66K9W7wuDtywqERiFq3Ych3hIRBdi5TsIG8F+WtcoVSG6rQchPRTf2/iFAsREdNKBS9AdvvJEUPhPYtctq12lc5RQqXSiq3zqDbcSG1AEU/Yzg0NHB/SAUCG14nNd0ej5N1OWuEaOs0KakyJV0XXVAgdSq1KZ1yR/36pWh/rpjjouKUrFeURSoLdmDa0DqaQfLzT0coprL1KiKISp9EC8N1VT5ni3IR44Zh2J4vAc8453CWi39x8FKwrVRWLBWLDV1+dELSfw3jkXQmS1Z43FDv0tXP0q7Fv4MKMCdRFITwQJAiWn5KqQziEB/NFJkqQJ4vT91+uFTth9eZjzSSHsmQVh+Tu2DoNj/Oxb1TWJePIGmE+gZOD2O3bkYC056cKQiZBecx9v8aQrvdWpOaPZhKo871UiA66tcVQr/Ky9UqXHZOkbLjhB648F0h9TVarfoJoeAFTUCaL8pZmwgdyfRaMJ1RJyW9mIoCAzaZdOmGEVatFCvj/CnqwpwxXb9Dmgvu/Rwr17Dh/fkx1HWfso9kwIODo1boI7QZDnI+3a26hbqig+sV7hhnUSVyEZuUHsJZLrfSt6bSkKaeNHhlK6TJZ8JAKqFq28yeVYrqSdT2IS2Cw+gngJi+Eq9Wi8WPQiOPRj1Qog9/OCL0EgTep9etQVkX7t1C5PRdZWJhqkBug01sVbnE6WtwGfZxUngUYsDUW1C61mrBzgU82fV8BOSWNNJOEoe/OYj+NuY8GOmiXGTf9gZTCAxBcv1iNOi8IUIRX7+C0Loozj9GaB3rUKMrwtFaC0PdJ4QOhboHXaMEGp54Ejz4y/5gdE+G/fsbMHvTO+nATPwr3ivQXeW4+BwwVVRC5riAM18+aZ8Qqv2xCA2dx8LQvNiNqjtk2Po5FKkxKsKjEgJxNHF8kYkYyTst5WYhCCXE1QSq7yHplepJdd1I3QWI9jXtrKuHS//09YCwZ4qop3X+gxH9rFmkZurNjyHguB/9aImCvFMlxk9kKi3TOMdaP1CxU2plgi7jqfAazsfw7XOgVfcEfB5LMmsZD6dnjZyWK4wQQ93j7P8iQnuCUIe6RaPRTdUXRdsREihgFDRr1fYFhHYeIbSL+U+HIRQg1L32+BxDh0TvGE4RSXsUob/TmVx1rqlmdnODe0KWs7KrBtZafXcQDAJdDy9nl2AbrZjdFtD0bAvTiP1RZL3eFXxjWs3zuZ0+eYeyvSTY+2GnY/Lxh++k9u8hVFfyPE9uIcjSuJgMDCX3Ixd8pVWpV8PTJ6V36EGLjKWlVnFKHVrik1WpAlE92rCqBa0EX0NJW4pOiCSilgiLORWUKdNXVYODak0pWpnquredx6KwLHKRGu9KxRjLUkevkM/dP9x5TN5CEDI11fM0VSEK+2GJylelI+MhQ9ZOH0NK0lYlrA9cGmeFexVnT8kEz8r/pyY4/wpCE4ygz+d/z+dzDNb/PU/wz/jvBLLXyeIv/BsD+tuV7dQnXzqG/ZmxOtZ42F7pazJtNuVaFJkuoxxWfCr17PcVS1eDjOybJzY41QC2ptah/AcvjdNIdqOhnZ+RF7XfbTDcPWUlir2ccasppanZMqc4vRgyzcSXbFqDuPYtEmP2aABOujQhjgKtYDRQazB996but9jNHdWCmmM26t7b+oTiCNdgK3W79Xa7dz3ADPhJdemjG41cDZ7z5V8IqzXfj1DHURfx6UeuqXDF2p5ajDrWxzKejBoo2VTvCBg8EDwdQMJAggmIVYLselj1I0Sv1rClVSrcc0Mt40QlsNqxpKQGj2worXqPbEJHyc/yY7tyFAN/Eyqm8KIQQnXCQQ/VeDbtGjDaEiGWCdMfIDGcSiPYVbAJtEo8DQvnsywn367qPiGHZyopmFAaPlYV1m3txW1fQygwuUj+Tv5OOdmQpHggTedxGmP7ezGPIOu1XU0m9bf6c5ssACztuadNWePbgeLo0hfttjsW3k+zAimiavftWxPNNfz+jef2g186lkCGfnKfe/I0stXVdCrdnIHcBEgBHjWnCayMwFFYwhVwOZtKLPWtDtaylbPhhJEzK4FVCAe+S7B2zdM3bzEvM0X7duaIQqH3tutTXQgIfYNYLsvd+ttL/A+brqs+7/nrYGPC15/9HFL+R5/wexFq6R87B0k4syq9Ba0So9ZNB5K0UsqseoiisOdL8dSONKUTjdG12GTCElY9SJSHfJtKsgZGFBDdDKMCNoRWAklLgxA5ZnU1QZkPgzRYnaK7odj9ovVHKdSQO4H+X4wdpJvC4V3DC1XU1CwUzQ3truq5rja7LSY3wYtQ62pZOHqCdtaaTUmv7ViiO3JvnKKhbhTU3lYiE+EjuV8pVVmVLP3/FkLjNIkp25bNqSRdrlLIpBVphJ+g08Est0Lo98bQx+Z9OAvYlo0w6bLkvGiXTIKxSFSegg+sFD6p5X5yjX6JksWctd3ECnM8BpSgnoDQRuQo2aOZEsKGJOAsljbppe1NrsS0YiZSvaQbIaTiAm2/m3RlqkZkGfh/Os9cd5lpN8YkFHs+xCBE81c1av+tGIo45T9kdTaFcUXb0KdgETuBD3Kv5CToLOQGkaSTuCMYisIqGXIG2aFQNGZDJUl/UnHiyJanaHfgBM3lX4Fr+g+Kz5LpFBgSqZaJEYXvuY49ie0CLPOyQDbJibCqSeuoNeD6WJgquIdRAirhbkUFIleGdiL1EZgUMF1XWXtaFhwUPK3ATXwWrHvZEHWqkpShylz+Kad/iXaEX81yMcCH7v0c2d58k8aYs4d1HoJphHnBeB5LDP1clvsohn607np4+OGCxP0TCL2+nkqiCwHA2uXkpMbO177BZlUx9PnjOCG7bs+EJjAVNtSoB3EeK1VgrO4YdVuRBYE96mQvxW43ixVoYU42QVUYagskDWZ5zhlSqR3VQw8z30LlbdNgre11oJyiX77R31IkouNB68isiyjRmzf6Z2Oo92ku8GQd+t0I9SvuwdnBVvF3PAmDckvww0reyAtVQ0PNO1qnAg6myBhxwbTbQkKPKDTIeFXwCH1my5ABywWJin0gYYorWvZg+O+I9hHxnAOaYdXJMM9WCobJGpoLRdA9B9DS9UrSY1/lnramKPcKkWDEb6LAILtdVyctOLQj0SmSRS8OmB9y3RM1XB2BW4Qm2BB1HUy0eRzCYz3YlXtNqFmW9jK3r1aKkNGm5d8JxNqSTYJZyjVGRNJ5KGYqRb7hOtTzx577zIZLxA/D4LmnXTzje24YTae+giiM0abDa/iDwSOMG3Ygr4sCZE32s8fxrTDybd87bU+eRoCmNTdi3y10vPwgmIThxPMdz2+H1NO9w/8g9Fnk9EHk+tPDoYd8aVy/RLic3SUyNwPh3U6tRXJgkoPgi44pXh5Ew6EHvLouTnUURh66aOrkb9V38Oh8HLQdotD1n/sclgeTBWh7fX8MNd3At84VF1zHxSrW2RER5o+y+gu8Km0hNTUQHxPTd8ShwZM4JxrxW8yicJkoeaJNco80TiXMydgn17uCf4FF8Mj/hzlyeNzhPcC2HmAZSSczRao7FZqoeEALAEnBLcU9QPobEKE8JWqdlLu16CNRwyGUo+nqDhOA1Ofr6hZBnRLbrSBMQU/X085aX/qJteifrnLzf3MdmkZ//ZVukr8QRmFt9BeE8/6OMJyD1Dfjtj4h1Hmy2dXmojMFhH7y+Olnz7F52UbT5hCUH7F0Qdfl9hoIrTYL7SsgBSkcWGfOs8cxgQzTc05Xuv3xhlUu2iazid++vR4OsSLVw9u3k8kVnJ0wUoO+LOfPQJjOMWbKtWky8+1adzDCuFYU1+qzut2AV0yCVarrRzQfBmChLwgFJA6/NGsB4y5O03aGAWKsb1tDiyduPz1P27dAcnO8J+d3fh2MyKnO/v0INZUJw0NMxlDkbp2EJ9acWakXJbDNAMtcR43GJkM8lOeTBOx5SD1RrGGJSQ+0A1OMfa0yOJeEc6jEZDJsDUyIsDz6m1q6QN+QL2T6bJlzUEA4oRU5nGVL2eMHAz1LIqbDMcSGYDOeYG1spgW0OXEYzkTDr2HB98VqYrPg0lneiH/j+BwcZVYNSUccDVkSIuQc5ncZhnNwguUeQqKUGsrlaUCUkyyujneyyhThQSfipByej5Ri4v8gQlkqwjcAXXHoQmPEGXoFECtPYoyDnLPciV0ff6kB4LjmV45v+pN6c3StICoV3a4o642FwNABQd5U3j768+tZJ/jC06MP4NjOQAoaN66vddKIrupcPF9he/Pm7RV0U1DIFUsJlo3y7FSqilCsCkIMnNdDQNHrhtfdYFbNkqLGC4SCPCiDb+12bUDH0yEIvq3aWc6l9mQdakgzQP9Kt+W7s1zml1q22Z42iGAmBfSEyiw8m6XhX3eULzlieBOvhmZupTcEJ4itkqBeGWZK6SDIAG12OUbX1pg840DbfqukaXNFWYL69H6TU78II2EoAEfYL95ezvkaSAphlNqADvWRYtqoYmFcuqRydAkUyVHLAP4pSD258wN2w7NcU63XBrHCzHmSUCvB2zgAQ0XD424lZSKIk2H3nKvGHQgPF9pS/t7l2lldhYJJqOCKg1q2K3lqh/VSCL/6/x5C0feMF1GazNHb99KUld0k+RsP/B3/lSykUpRdva1/6QrSv14pAkIbzbNHN0U6u1KnEYTWKS1mfrVSZH+pUgSEUgW7MRm/geou0deH9i0PD9k+KNSaVdVopspGOWkKcXI3mzanM4pjO53eFXoq0fV12JtjCYp8AgKDOd+AQJSptWufo9794YgIpcJ+7XMI1Sse3BdMqLHc/oEs19G9gqOhastoqBRTrH3L+S2b2R+BdNjBV2NHcT3yT5dpAWkjDGnt9rvtagVdMgyM4elydQckbfflJuUMM8jJUDKKbZXlik2KPqcAWEqx7FTn0CeEjlZbYiOFcHQOxME5Bj5YJSdBAb7dbg3XBqxAI9R/NqvUo2q1CYEk7DyD5HWkU8ZTStD0edgcN/CSKClZixFXzOxiRLTAxMmKStn0jsgjMy8h143zO+AR7JrVLdaDzMVh57H+W1AwCWJIB5wGRtDvmEOY/4Mx9Bex/p5UiuisVOesy1Dx6Kcj02IxdfKtCD1Vip7Zhh/WGfxHtW4DfvV9peXQl1qxrtTgKQJaa5EEiCw3QwcGcRIKgMmUPRpET9qcCh9i2JM1OApHKwrfC6YJVWRfbeqSjQYgFsKXJaj1Z/2mK8d4RDP+ZYwF5rghVLmqLULJh5QYCvPtKHrr4/8BrldkuOFif1xo1CAB1nKgyoNw9JrNlvLAIg5clwz+uU0sz4dCCgdFIDudGjay3FMgQrW1BM02pBoKJEMQSn092iIM2tF+SzcjqJiRY4fnAwPa9HPcH5YYkkZXhZUiPTusQ5NLUroyiYY85KUJMZ2/Z1WSkiHq8lDid29kotQgYhFmhMETlpb4IuzNoUrvrnBMtQ6e77diMojpcQtj4xTYpvh+dW95RegPIrTZbLxRlKCLe6EXYYC0709UDO3o+j9H6HtUYp0BESoTLc0TSjlMOhAL+67hhqcGjFD9sH5RdSNgDr1RUgrhFt5oCwmJxHrRZ0AdOEOVaVPETS5Kw2jSbstMuQelbErZ/ysIlWWmHloPJtMSV21KBlBknjUarCMLqfnkqzClQDsOJC5o0KHP+PVCuh0rQSLUhNrJmsrOkFeTwu8G45ImgPOAUIjH20oA2xdpS4cKlpBRoSimDeGRjScty/0O4rTHkgtTkaQ1V7gNgJ8OcPoplq4eVVb2SwU4/ROEQrI2JTcBP0C7IVuJlgQS2dA0WSmCrJAoAJpcEJuVhiC6PY4ecH9QbtouKvX96BWh/wShI4VQQnSkykUX1J4eK4R2O/8YoeU9lBOmGEq9pn7f2QywkuUUtmDv+jZwHXkUAL1j7yU9T6u1EUb5mmH/kpMurRCynylLRsh20Ypq07BUBD2bFL4Xrzblw2Zb/UdZ7q9DqC+l2VPFiU1PWxy9sL6ENJaw3RzRD4tkRAzqX/iA+IiQ5YtimDGw6rsEkiSGAm50kiDdXjciZJGbw3FJUfszQiFUKTbYENNNPFZ/SQ+K94c7jaKYGtW1kf7jCAi+EbFE62y6T2iCUJ0ItUWID0ILDI26hMSnCIVC6JaNIv8kMBTAXRQC01u4jnOv2h0KYptiQaJ7iN6LdV6HalTotCm+yXHy6IBP+Fs8tP93YuhlXeZFCdGbZTWN1gyURfVPQOj6Pi+xrISwkQ6SQeWo2z9tMgMDhPqdWoXQtkRPCBflMn3GQNpqvMWcVJO0h0k9qIXpXCyeEia5Ip8yT4lmahuFKg4LRC1KQXR+NUIpIJlvHypFElXTNTSjyzQ6Ecp3jFXCrLHzA+3PuMGTAZpAczYll6KqJ0qd+oZlGrD1MgjVolCEhR7WoQ8IvWO45D0BWgSUqGVjEtJ8h4WvJKUp9qP2D7wzxuJDR6INSMU9mz0Xn1os2PmRCkIqy/0EoQqYZO+lzGy5ssZud4etr0sMxXp6g7djGXx3shNNRFpbZ5arwQ9jLdcYQnHkG/+LlaJ/C6HU4eSCcDQ4J7qw7EUYVf4q3X+K0Pv3IpswxS5r9GHRax9vyvboNsBqtEnN+1CqszMhK9DVW9iBFFICylvjxpvrblhDjwbugJnMkoJhL1q9dDhVPIhZCj5DTJfimt4d/nKEku5WiEC6bNAKmoM5d9wVd0bFqkF0JEKRMNLEFhq5qNGkKdbcMG1BcNPFuAWtSlsiLXHK+TAI4UH2KF1sBKHndaiuEAqSD9aHIYEpcmaAqgE5T9D+1igjy/7TjJr0uRSciV1xEnSIUItGgFtYkYYbNj6JKOMzCN0awp1Hnmph1YuAib3CyslyRAyMCTeDMJqpQpQPRbQPgkqsPOEeRYSaJj0fQIF4rRT9MEL9jtZsMlb2sSREEBV9Mcl0lf/YV1l/X0HoYHpxl22K5R3m3ZpjpqudRwL3zELryp3Qt0gHHFDar88OzPTuLk6g81kUikU0nc2m0+D2OuqFnYaCMcQ7Z9maSqBwtIWGSt6qMY5mazT6gHHMuundwa9GqCluEIvFqVLkOj4dI+BIhGZIqIyyDXELgna1lhULFFtkXsV3oHYCZN2Rh8Cc0DSp6WzBwywzxLY+ly6GFHMeEGrAIk1iW7zf30nU5YeChRFKVAdWigpaPfCdEayJ1mJMSOXcWLeZ5Wo+s1xUiHI84Gvbo0Ko/glCPUrZy5wJBbmzw26JhahBhOqycIWXGy277yBTGAu3waW0tozWrPdrVoo2YlnG1NfS/hd5uf8WQkUqCJMu3V5A96OTvyjUjIjQ7j9FaH96ATmTTZFgj0p2vnuyBaQXYf2y8q8PVOlV1qXXg+YIFEQp5t4JQkFSSJfpjZi/+ENt3AJtV4TuWxlnYDD/ghmYIm/BPxwiR6sYPwLdzlB/UEb7VQj11K/SemAshCWJAZpYzAulFaxUgANdFwOOnhmLsyTQoUqTSparA6HMcmELdsg815K4huyQboK6gd5M6ocPWS6suiGeCx78al+GBtBDZm8EoVub61CI1oO3IHQJ+KXFAbTtyQ70kWrq+gpK9aZC6P4oApvprkLoZ7JchPeMbF76i6MAXNqi0L2TmwCkPtEgXZFtiGr0vGr73u3owmhC5HftiRsiW9DQ2UZX3v4PZ7mn7WQ2XYWmkxvfNyEUyNRuOxAZG3XFXxSL0ZtRnwa/9XozGNX0t1r3xEb/ToQCRyT+Q4EItt+XqOf2KoSKjMpjhDZxtk1RIYQ0PQfW+P/+LEMLJgHVLy9W94QtsvKw6al3tUL4l2YU3KU8Q/ZuHLXaouhJUzWR3O0OtZr6XhRCzZ+f5VomdBEe7mDU74P1kgw9B2TgSjX3bndEVIVyLvoR7GTiwsdfoc2FJGeXGXEcF34Ic3qOsrHhI8xhFIwiucvHWS53xSqpAhc8vXPHisSbM4SBZ4q9bcQJCdlxyZYLEeqGqCGhygsh/EgjssUQJqAaL+P1ZxFqIh3foeOKm8M2NHCAeRh42YEi94yqdzjmjrKaOfW0HXZ9DURmtE4hmo0k2IFT2+bOcjNWhH3N/C8iNN2t6nWnrggGl5e6/GNi16oKzHDQMR1/+KyLAtcIGP/zqykQraMpFzS6F6quy/Bag3AmI1mN5RwR5vvUeglET8xeP0vqajUB0XRFmU3I5rZCkOIfaZXhvtLvW/jPC2TXVL3vVcfpiydwcyrRFJQ5IPTm/v39PXNwnFMAkv+bqFuftjjjTbneMTTHRFwQJEGwQpVdIuZNaXzaqF9dvQV1sdf9wu+DAe+fKYl9ZgvUaBmgtC2x+CPtDrWcLVeqmPCiejS1R1Ka8Ia0m18xcwWqYMMCh0OYL8ASBtygQ25XzFcEJ2hRb6iL7XAcBl1XVFXppn0HDhBQc7fBmnEDJkSkMYbS/jPY4zAelehLrkMNhNP9ttq5FIod25TKq+hNay5rucDmged52CIW+htKTcPYV4rCGehF64BK+fxIALMni2GAH0fe71ie0pfQwj7yNFc2xCKC/yJC55vMmXj1cUNtY/WPOp06uQ3ACLDsXsd8ZlMz7GCjfrxdjccXAMKSEIXKF5xYpoim9BfFZg6aTevJG1B2dGXE/vMb3j6qtd8xsGEKFD5Jn5yHkvHwnjtPl8yiaZwilOLWgeqRVLJIOJp56AeBkxRO2u+yPLvrdCeTdrKBTGCR3/UaiN3l6h3FecVRHGEUfOBe5+rZ74NDnb72sxFajZCGqO4CFMwtLVaSdtuCRknIiBfksKcbLjrjYrPNIgxnsnkRoJaL6kyMp+g5KNrr0GQI0OfMit2uzGRM1IeNwm5bLmWEJF1vtxhjSHLuP2eSnG+WPlU7y5JOaTk0osO0ZGyWneeYzShCbVWKj6/HaxKrhsgJVxuWrKJVtR/0iWKYje7KpZlvEP8jnGfBpyFHX6SmIwx7mz5S5RYntihz+v9uYNQGJrDwicz/YrcFvFwYl02uekzidFpf62/rnTPlzYaCnuc9n/8/jqGPtiaLRKC7Lxmr+hDvs25vu52e1T3NW36iY/TlGDp4/+EG0ExFWbPl926fqn1ybEs33WeZg2/rNfIcpu3ZxfRGxkmnF1P2SjlQOgOtt48WDKu/zUk0GSPWzijcoPfGZBEisDYuhXxRv8Iwum1P3jzLrxXpAnP+sxGqn7Q/UMgNOAMnimFhSO13DmcGJzFMDoh4VB0TU0A71A0vIMsec2NKWhpAp/wXzCNcLbaic+QPWbGxZcIU7yJcsAZmk1T0qW2J45YoLgQy9haTMAFSkkNyPIdflK2iOESJ16IaoOOxnAgTZtBZsOWMMBsku+Q0Dg6DPk8QU8OBg6GWSJuB7+iB3c9jp6wURQvFCv0d9p+/HaEF1qHxVd1DqwKKU7bNgQ6g6Vba5i5GV1rjltf2Ws4zG3RrTMgfB08eniI+YSV4LyXdm6aOcbRbyGo6Ul6VKa4nm6V7gWE4+jOHmaIfOm2/o8rmbKbBdm345AW4U0A4xwueeb/NWRtfardg2KeKxcBpNZSPqJ0yHQWeqGS3amE4HrNwJJqC/pjqDkCoDLM4tjO+urI8x3r73PfBKw94+OlZLufSjMpeD5kCf+/subiiYKBTuB3DQ9BJCKXua4o7An41MmAJMVpMhAecmvYJH9ENSlABklfhdJ1QriNdRMMw0O2IQjXRCfl4IUjoYMoalNpwlUSvq2RNwgf5MRnAh/HvaRg0lEcoCEG9a7dSOXGNIFbd31Bioqud9sNPE9CJXOkpyQipGVqIoVR3qPQi7P8mY6Est5vt5lds5WZb5h/WP2VX8BrZVvvc/IPTlXdut8jNsEETBYnWpijg/qGerXa8hY98oY5Wrr/veLKL/KcjtBKG1cVclOpCdqXbFZoBjIhEml6gwVSYFPMqq4mEPBicBmgsJRaEJsf8uGPdhSOeEgyrEfLorPx2FggT1QNNaSe5olACEEFDk0OkiuUDdNmVXLxDwV3K9iqBW1MkUMiOolgDMyWwpiLVNLHYXMGpEZJeJbHry2IHwbuS7wRjYYvxcy/8I0TBfhdCC1LM85++cVgT/19+wOjbh3+8/3XJHYJpS1iBSfsjJ3T+lKuV/HsFKc+EnCNueAARtdrxirOzFDXC8dbg2efffLxM9pyFP38dqlT7RO0EVkQIqCY1/UTmVulBI3lEBhqd2/qYjSYuXE8JirkccPOQxBoe38K6LIELbBgq6lGElykqYq5tyXoasZryvLoJ7XoGU2X9EiLPdtS5KEVtTY4vdiu8cZjKKwKhj1xe3VNDhabOSKliLEApKS9lkiAUWkmUUfyW1EflRqE+kCZt3wcPGu+/meX69SusPCvFdhZEwAJCQefqigOeY1UkuTQ+v51sDJ48/HaiodbUxAw12i7vlQYga6sk60nNpf/JfpQA6jOHGYGXC2m/ZkscgNvX4fVnzwMCdp/frq7ELI2FsLdXYx2laz9UAiqcJyUvcJq8h4PaDFXnCyqSjX2y8+tjdbxW0COnFxu7RVAJrT1zHEORC6yfH0Mp4Cy/b5Ez8R1BFMsylOPTT4xV86lLpi2iJ658wWJ04hDq4KVHGPdmesy5XZAScN6OCCEpoUtmsrqofprKk0U97DEXZeiFlxU5FrrHx7G2OHu4VEK9SvuLmmsqELthUFlbMFMXuQXfEI+X0DMl1DtKz9ASPLuRroTEQhunaQaupb/EItFP64fW6379dgJBH4xUcovDRkc1G1FCgn6Bh2ms5y4xlMAh1Gd7n+rpXhKiUM6tZl3YlWyawi+4pKrBp5Ui/wuVIvByb0ZcL7ZliTiF7PUnJ6J/pmL1IP6JSbgJSj0+C1a3vU7vrYaFZxOV4amsStt3jIAiOHYnHIYWR0tb7JOiudOR0Rl+J92uYWHV3P9iQxQ54E9fh55E3RihEMJ0pWONtND1VBfSE2K5VGoISAr+RAo0TDx1KbN4J+WTKun1CdhQCXDaSofMrQJZhbdAUk/DVo7hgh6gyJP4aSkRv4py4YvmHyW5laRmZWXBx5DyWqxUuWcdUShrayLhaau6kqSwNJjQKMKrXsdzU+qF3IldCTT9VxkLuH45kKVGsVLUSkgKsJTxkQHNj9rXeLkfYdYA6a73RhSvwdMdkrwgLN3RLfS9AJTLTxH6NV7u+w+jEfj5UxRuwPNB86VaGX18Ms/Wcut1JWymObeCNEGcDvfg87DaHSJpPkfllrNopAdikyfG4VsK33evFUQFJnb/ZzMWDIk+5oMKSkSVPmWLpNyTlAEJkkVNCi9iSEY1a0MPzoKdgabEitQOUQiySAOwlYKD4chiL2R51ZK1qYmnETxl6Wez5uRplWa9Ldp8LnsfhrRihdZunVoejqrwCDqdqtDPpaRfeTQZInktbTixSZK6T0WOwo+ib6SrHz1HiXIrOyXpp+JegvsFhGX0Kl+WH00Gf3o7GZVqkfEgavRfQCiSWSI0lYtyMp6AAolGqA/du85g6Aw7nW9GqID0Chdz47IpCBUp3SUh2pRE8U39svm9CNWH/weVXE9vxhikKtLZqM8L96k64/MI1WotNerpOoNuR8bklGHaWS4wzpZLtF7IacjvZC7mhFDoLw1RO7YqTgY1J/q1n87LlRz24fNIRcYJHxt/oc4tpiimciMR1bGQQlyoHkl0QQU3ioRLG/qykJR46tMyojIs8wJVDwXuokWa6A8yGq4jopq8MwCWdlXCVdASyxhNjuExZbbDyhkJsVIKTFghkgMVoywcKP6Zq8q7nuKiaBV5EXcFMzjpbz+omko32+O5xWkaenMGzZhpMReiGpSSlJq3I/UiWQxZFFoyfP+/FEOZ5BKhymFhDMl2t0lCDjQMBpDM634rQiv93Kv6Gzi4XHJArDe4IAWQUrrgF3E9+gZB9DsRWm843eswHIymQGiJXmb/kc/INyCUC+B+hVCSGXtqXcmYWOfqlLMsuIcgRFOoM5lB7mq1nMqod50v1UVfH5RCfimuq/981h+Cjf5oFe2gxSjlT1t8BDXlGWScLMLEL4VLOl1JUTNOIj+826F7KF1DUeLDEjVOGdkQehl9VRlYslzRMPIlMpsVoCJpfljaAm8Jym1Gs09DXNFOjBDPVzZM6HbqKpPlk4xrSFDjzWahuMUhVXdt5UATKvUh6b+4zHgD0xfHYdcX4FooILGeROQGmEU9rvNt7vgr6BaZK1CcwnS7xn2Babx/Et63Q/0kahT9d3i5DYXQTMS4WqiTyPiy18fINBB6/c0ItUzlTVuv9HKtvvg33LxXIoAUjKdHS/07ebn1sHHdu5pooxGwA02xdvNzFM0vI7TJG44LchEgOlBBVK0uEVMpk4/TnNIkjQUjxWkA0T5NWSTiyOlUmayBRej7ZufnI/TppzeU0q2sCEWxUtm1WDBkCU4O1/wXvVtCFdbQ399F6rtU7UY93ZSPq0h2JBmsay/Ayt3kKNo6VTCTa19WuemWQy0chTFPKoS6aOq6jzo2UeUoJncD9l0hzbc/Qh4sUndNlXmHoXhAebJrkc03Q5mjU65JofokzALExgV0Qhja55xxhSZv4ENoJSAL2FNuExFdiE3JrE3lGhH/l5jznQkRCrFOsFCTdqMxO00ww+T69jsQKvaxOgF6SZPuHiPoxRT0ItSLljdi1T08225/O0I7iL69SwgKTjFLRs/elu3on3TIvpTlVhsUbUXdSC1FTwWgHtxa2h5WtyqxbV8s0ZGBRDbWpqt5f0D5I+a8TfrR1PpBMPzpCHWkAGSFpxiKukrsVfbv4nvCrgUWayoZFt+hIDx5hXlOJdUZZympsdJvtFmNUTNqujBeTzm0jgw6O2wfVnE8BCs08rOuxj+h00Bt6pCtmUBWjicew/ltaj0YKDYQarG7/VytQqv6gFo5a9W6Wc7YqIpewVnCW8TyZSHsKRn7KMlxZJ6EzVFxbbFaSiM1UP1S+7xfN3wZvZefhFBMjWHiKhFrBQDT9OBxfZfMKQhyOXbs3vetQyWEtjiK1uuNOII26VxgZHQpHMCLEaTde53vQyj0ha6H/mwCs5YLeocmk4oB860IPZ0X3Al1AEavq+lSApUI7bRabxgrFURbF/e0amoJ0f5u1Iwx/l1p2WNWpuYHz2f9P4pQvfKAOCNUczcQVzDPyzUA1DKFAyR1Iq7ViE7OnIkTb8gVmhSDpO4ZkIRugdYKrRKjQoEZhacSCybILLXorLohXLsSuwF468gtRUlF1nxVHchiLupWxo1urGzIlN+YpVaW0f4QW2I/TAyx4I0lq9K8Vg1YUxwE9bA6IH1awgrirEAbQSYKEXIunEH1gVBaQbHGJMbEVccGp6S71PE+V6z+CwiFTF+tRQM/AWitVwMKhHLAvoM36XW+tZZbVW/6lUkZ1m8WlnmTCWiASu6aPF1kmN+J0OH/vR8OGm14niHONeGQNFNued+MUAVIKHh6pxkBlYVD5aw/GECGU+mMjUY0nrBGFyI/BqfYbBnDYe1sCwPebrPGWZ/OT4+hKLGEySOtP8xrHTar2KkSE1mURvkdHKIKXPFhBgHhLBZoJyv+G++woxUnraNlTlkFACLDbFoO9vpdui7LXFyPGHfcVQlFzRUmvPAiPJDlcE9JV1EGmvaSwpxL6tZDfwj8d7lzhJBBkPeTB48nipyLT+FQxFAdWjMjDiDAwAHBTKXm/HcJhyAsbu/y+WJdYH4NB8CQvM2TBLsiy9eQbpYCsIt4H+XlfpvLSVkWY6hZxdAMO89WmpxOYDDZxtmsVwi2d/+hWm6nN4S4zymGNrsQJVhVInlE6FtOeDb7OmaiR70u2PUYlMTUC1qbSBlRV5r44lGIZ+OIQyydq0vIFvW6fcCpPvHBE0CNh8MutEfDclRpJHBQrS7BDHNuX9cpml62PbvPoRsw6CFpUhvCFlicDZUHEnbjBuKG+AWE3npXj4Z46lyhYmv21UTp9Wjamo3f3AKhUDW6bLJ8hCSdCK1sYWZVrlvxLljbFTnQs8eoILQbLb7X+4wjJ/n+8EgFBUMfh8O2SBQnh+YQ1FDAoCdGqpMtdK1FGNpwlbL1cZOITB5MxApMj0HDuvAwKcoXuRAf4SO7lbRiXDPZi1gQBrbXulaJacJ1qeBY2faAc1g72/16LxrXMjqj9rjNPKGyU6GafCQm05gNxXjYfhNaERRBKZF9WONEXCjc8i3HdUgTpnKLd0eYl4PWNqbKNpRIWx/PQtuS+CZUPML5YwmK8RmETwoicWidqe92X6lko6DsrShxDS3gY2q8SIQmVK2GcRKsQ/HHt65DdVxyEHdWDdE7kBfEGpfqW40r27XqkzHS0yFQdoPLeNS4raF+BLMwEm9aaHGiywj6EJ5F55M+v7fdcKC9mTQpslBnbQbcdCSoNyqMTqWkewtZvullg3nm6KL5dYSOmjOzM4Lv56D+Llun7eZgBLcyWg03YBnaqQWIhuEAN44o7NSfd+m8AmLqb6tB9UfeZl3VIq15uNuM+nAqrdc5DMMaUaLGv5lWJEqfjDht8r9mTSRIr7t9gbrVsYyO0RngPlltvqZr2tevJI9lnxUmwB6UxJCOpmuAdbOMWY5VmpT7HZiPBgQW1mkIwffSYEKaJ35a8koWmTysPdMowpBlamEMGprWVNZMPfwb053S347mxWGTLmBttJawCjExIPRw2MCCIIHAbhoDtPhrgbFRyJRh1HqXzePVEVPUuAkceQoBnSQsFI8hi+1CtLqAaN8BEtjJim8xqbyLixCwSk0jO0Aju8ihR7bJIirQQyHJ5wA6WmeH3YKfHZXhYMEjzwM5qRNCRd4Iw1NQ9sapQYYsl4JSvphDcPuYhi8zhs5jCszDmiWChe+3IrRGYwQWMufz5A7/TFYruRTHCIVQLYA3PReUAOD7++kovG28JUKRvcLEE3khENqb3lCdSNzPRgPCbhDU5AKXPgUoRRp0xqRgBE36gFGUzzYaslgdfUMMBaeo0x0QofoYk6IxhlfDMd/OOGzBemIQhBDpDQJYCj/7q3MdU9e+6C7gBY/nEMURzw+JyTvwlyHgmfAelpyIDm1AlAjlvA5LUB2r27nuXn83QrVK6O7BTC0UvYEYbZH99s44IzQjgQHXMsugIfWBEDctil1u1pFOHVqjgOwXCLo5UQ6lPVO0DjDM5awhW20p0z8oJMCbBjhwOUKCGGpiunuXoFRqYB3q0J1pTUltRDDYiUKWJEDJmG9y0sN+FVh25YyGwqtuxBwHh+ACRU2gV3JYG1Dz3UgDtKTCA2QUVljIpnSgQNq6OaC+jHckhKbIIanKL7BZogb9DELXyPcNWqpReDCW1gzkmOyXiNBovoRBS4EcP0vn34pQRBJHOvdtldiK1DMtcOCuCYTatbDRCxkh7++X70e02L0WG88xEToeYxzsWoRP1LQZsByRqTCCXi56op1urd/yJ6pupNRR4GU4QLrKoUsAGIGw+w0IDcLuNZLp0Ugfc1KU2pyXY3G2R76K/lutGUDRGvynMOz8LIQKO5UaD+AHongERmBKAv/dLKHkEZQDWd11ryFbRnX6vrgLX/euo7+/F6Fo+oePOkiWlIh4o4Fezx6WRhVCdz7dtKlvy/3SKBACQPCNCGQ8E90Wl86AS0N8BxlPS4B7jeBEKwjPiHT1gVRRBmCQig2zXKc4ip4twWEQ+ysa1CyoKraSF4PktDvMcUPYx6cKsBGKKC8bJSlwvJfeq+w6SkPRBVtTwi/jPUTp37KvuWIMpa4YteSJbUsPlJ726aQ+h9CsErs29f1BOkoRHwtfHkLtmOZSKbqamNrI0viba7lYYzbPAO1TxTJBOXd2qTGG2s1p7fr6RpSHAELEPzb7idAxANbtotJ6TTuI9/d8hbxmSoSaYCc0+yiV1hq3E5jXC3uh8kdD1tx/A9pv82KkfRNCm4HXG2pgDGKWk8J88PxoBqQK6WAGhWbtspKgbtXM52+t341QWVs6bkuSWvF5wfwLOA3QaQCpnn6JbeYC0yBwmM0jgPZ+CKFsPoTJYl5tTGw54wVHIwheKj12W5ongC1aj+UGtZ9yg1CFuudRpBZwlXMdCrcjLAHXq4T1X9H7onUKVTOr7qqtO3wc3SqAQaZjiFBRrWbJNKeAl0WJelAMqLvnoXZUljgcbWEMQMoVPi+Y825A9RVdmPAB1cwQl4lQCYnLJbQY9kColVE8O4I9xEoTzzNgDpIp23W5xgapQVuKz2eEHj+H0D20XiwXOQKlAEmV0nFa6cvsttzR7C1FqpumcZx8a6Vo2BsMarzgWf6wBk2sQwWseoXQi5vRxQcSg4C++xG0wjqg8gJyY0hMs8AC/FLGGlIIrAcBg9NRNAUvoPtGtsbEu+ze4tIdjqRgJIrXw17vlmu9VoOlli8jdPkhgskEnOxxTv2B0YpXm7JYTpvqhFuTccMjVS++g/RXWP95WW5FLDQ7MpjjoJRLL9J4Wtl+Q1YFYp7owbRptsZTMX8whhKgjytFLI8vKBCyyyM1Wqm8EXgXhufKkdK6kLveoBuab/A+1H0ZkbbIfqFiAocmpqmO+B9BuV2szfYQ6LJ06b1AdA8z70Ao1n+WQYQG68NKdGhWfFAe8hmUEUNL+CrxnGDflAGhWxlVI/HBgnDRQug9IPdqjLDYQUaJMQeVIt44NqIbv9+wKwKxI5rPQA+31IKNfACc1GGXnpIGtICgUPF5hCo0Ap0eTsmRJLvcp9aLRGiMmiPaeBnxmcTfjFC0GnQkoyARoZ1/3YRsbHumEPoWzHkgVBC4/KA6JjejjjJCGY9rgtDBlIonCKGs174HUNFcWQx7Qy5IWTr1/Eb9bbdqkJ4zXQTj+qWUVr+ql3s/avnIpaFCDdp9rQmEbKD8d0ZoOxrDp5uVLiwRQ63zE2MoS5Yd6ZsSpmG/FVLdCFLSGdmBmB29a0/jc/XI6XeMbu+716EhmVjZR5rzkCSCiFaqCrkPCPU9m54rMayboyiKpacJpVLwcSCQd9xJZzWiDcQhN+CFtBF6HnT8CgiFoUnCJa6hUlEHCGV3lJUim0JgmCIziRADHkvHFCtPK+Ve17sS1cc4WZCsiwgY6Up+EAeCtFiotEmg2bu740ioJNZLcVyLqSimNELRrsUBOPUSUtgkQHqMnlJ4N8cnIJee0zU0WVJZrv4ZhGIZinnujY/Rc8sh73KLNbn/8hBqxeip3cF1bl1kf6Oc+60IZTOwU7NqgdNH+tpr3kHgjo0W2CEIQgWgzFCRoBKhoMGLbK00UkajEE/dqIXohxuVDd/f38NHjKydOgrCwVQcBQlRX9V072+kotsFQlso9H4FoZhkkzsCZ3AQRKcXS/TWUhIIkObWZZA1LahmLprx0c/McjljIZYTkHKBD2Kn5vqU+ESCS/FAIDTGBBvX7DMZh2mRGfj9lSLhlEcP87EaWyXMXUk/97XHMVRzdqqM6c7TO8gQpBwUmdNOFzHGDlN0asCSWx13DpHI5Wkm4kMQ8eQUGngPoOvQ4AWlGZ4aCrLYnejKW1WWGW5YPLKMxWETsIKj7iIpVrPArFUNjJoMhamwf9ebBVS1I35W3BRc2joBi7B3oiqnWvSiZSO7gfDmRqcdsIHp8DDA2ZNdgeY2LZtMhVDzM1muxywelbBI1rtYn4tFxous5SapqAKkf88X31zL1ZBxXrONiQaEhcBXayZJU3oJgtBWn3ZJxCYjKGjw5MHX4IZNhGIh2SKp9YIrUcyw3KvlqvifjZjo1pqXl85UyEVvr5AC9oYjZTOK9+Ppy0br4mvdlsEUnoFjIPRWIbQJZlFS5oBDv1ZX/U3l2gsdzRxjnbWfhVBFNtcqfuB157bTgQFQKHpLVLRHHybD34jeeaa8DmVZOrv7ToRCjsv6iCCD0LWKhOSuC23uhNCQYy/lvhRdr82h8ICIgIPZFK/EIlHzNpSQRvjb7XRDEIrWh+SDaLpQMoHDokhFMUGNmg37o0tas6D9gXap7xEXrpR3fa3KchGZxXwNleTQxFIXNECDpCClTM9qMFxVYmr2onNjUveeIvQehe1R3wW5ArcDvB3q9mloWwjPSARSmgiDdrQ60EZJ8ffPlSLT+GyW62iiiQK/CoqQsZ3k6i+zH8oU9y9ku1gLfTNClTZ0NUSJ4mvFEidCMR/aglo1xTWR4yoAomnCWs/NtDtp4G8w2YVyy46LZMMSRoHiqSh6RqORGxChCLyXwlkfKTXdESFqyqG+jtDZuHeOoYipKGaVSWswuq6P22ARhi3m5azcSPAXU2Ln03WKbxtfEbz5TKXoxHggtDnbAuKEODsplIo2mbjDCKchmcoY+A+sQ7/2i/aU6wPws9iBFxDO4YJypy3QibhzI4TMhP1QdEj2u1UQpbIEBBCyFEEQHVLUi2gfqBLD1a7EfhboYCbxCswC5NLQo+eICrh3W+gaABLo4bjwdNAt5Kq75Zyauij7IEw7TDi5nLVQHoL/ro5TKObotsQk/dFKCRq56KwEqFDtBWQoS4nG/I42wgd6MoUoP6XGHZSqczWNhnU3JXjxKrzFZpFaIVacmcwtDRql3xtoYGtsaE0Mje4XySkKF8kdyrkwxAFG58m3a84/osKhjS9NzNoDQpuD6ykSV1CCGCanXHHe8H+DySUIfW1lSj+aQjhaGi6yWmVtdyoWaBfT29shh1xQFZIGaG96caNapz1c61MO6H9HlovW52BKGvGqrQ+vG+z23EKgL6evbzsR4uKlbnvGZ76eH0VovVbHt3GJevFly/Ow2KwkXdqK1DC7u8NxhWmfgCy4TJKfjVBhieNypbwCmO87Un9EdV4qtTt6vHhqtsUtVR0JhKMgJAUJOrewskdZZi3qI1QurSiw4A2hhFRuUJENJcvFicJXG5EaaSXItTbwCL5uvGaZ6HhApUmXlSmosYrsKyDcyyAbPExTVSnaBBqCJ6pLhy3cQecMgzJ7auTcyQYxEAvaBJVhrLMPhVIjY/UdsMQEqSTDgKkd4GefgT+QLIDtJFWmyjY44q5gy8l5gd2WaJ5GOYTq0nU2T+bRN2ssNB7TVetnc3i90ljg3Bg5Q9OLD+8vpheoB91fMFOd9rGqvBhDUBZdEITRwSC+r3yVliwZMR3mmpTtU8B+1BSPNI5nXsi0C5n0/drV7ZuvIPT+/fRxpaijh+BYwA2t3+uMJ0h/b5HmpqQTgPmZ5/PWJdUHqsHHn4BQiDhVxhNcnOMGwMoRfdY8WQt0mjLznXAy6I4d0/SnI1Q0C5JcjHwhQhLDxaakSjSmPUBT3azBjcUQWJFhnjNEnWhDfmxAz/s1ejXxEq0Zoe6KtJGLh5ceXenB7i1XZkrKbSYNm8CwQIDN9RUfwpTZamVhWIYsYLwfA9pOVKxEuVN9hzpIwbDTWUolOg/x3RmLfEUz7RxSitnczNHjmefSuHRZ0cpXTkoIop+5Yr8IwTuSFJ45bEFnt5REYvkj4efjR0Y4RYxGBTcGbxf3hxijR6m3eZndFiuKkgVYpEBo/je4Rd+KUFx/DzGU3JhTVlchtNnE6vFiMJxOl++nEgAJQTE4w39eCNUxiZG3PVr8LmW1ytaoiCtgUcrZ7a7OxJCWhegZgvt6c2IgQfbgq/3Q/L7vh9fXddZu+2Didq+tNuVzMW4+aaPk1CAnakZ9PniGrtotGdIytZ+H0IfNQ04hHEEwi2G1xjV8Tdl+38V34DTcIdX9+QhVdCBTFAlk1pJdSEsJEQk7AKknx9KC4KRqpBwqFGNQRBPkC3Zk3JsjJSLoFas5aDLvOOSmbmpKk8VxlGKJzIhHgTzmUjNIXqef3CqYAAUoeMvkpqppeSh72ZQVctRsuoiepAQc8Ajmghkod+BAqS0ZYaV+Xamj4NwMSpGpK8KTeTfOfRui00LiPcSZsJ6duy8xy42TFJ5da4hWgr8Xfes6tEE5P+WXLflbrQJonUQZx7Nq4hJBavnFNF0uqyQW5dp7xMn7i+mQJD6ZMwMvAZYt1WpUIRSvwoKUlduJQwOVUVMMeQfnue7RN7H+ml7YuyZjod9vjBud66Hy5WXXdjjseBxBT2EymK+gZZS0RAnP+nkI5dZS/wGh9cp4rS7+xV3OeAufXpE+0DD92etQj7sxnTM9nzLRYsGgK7H3QHRTIpGqtV2/mvBGadjxTlpdtndq28iImhKwNzn+DQwbSoiI46Acxw6oTGaKQ3AllcB+inJ+0isrEJXoyi6N4ARX45ySiyqZmj7j/yOmqCT6LYQfZLCHpT+IJITnwpyh0gUxlKJKIcq8nCu1KS8hiipIx1HlcgpWpIyXh9AAWS5SgDj6e57x729dh0qxRo1pcGSsL1cgHj8hlIIm1ANpovN5QwRWMfKecVDA2wMdD8vMN7e+ankyvVVVJRVHLwborUwa4hcBllGnq8gLy8rF8FtYfzNh/cHPkyba3W5AW1AyZEHKhyghks90DWukAhaDiKGVbOtPQugp/Qfl/opSBOfKmv5WkvYuxPftJlbsygL851eKdEoVuZyWPIXNihronrFhadbpUC6HTUXBgG0RUnhNka33JJDauhIaU2IJhpLJlxFMqtfLjcDXPWIWUUtBvfpSQqbBlZMihBFMzNtYoch7UZLGpIyKG1ik7VL2Pq7E8m1BKEZbNmA2b4UVaJ6F6k3eYDh96uB2YVfw1C2tmuhRH8oWNTWW/owQlS0wUsvDPtOD8EXWcu8o0gxiLsYHv7kfytmyWkfpDmBcsjmoxDhh+QWEkjk/YcuxKfKast2rDJf8hGgIBsM1p7LBvIOMAdJWDFqOOLRNipE0aN4LQ6F3RR4uU0RQ6fuyLzXtAubfNzDnww7uHijk6qQban24oGWb7N0MCrc0EkYaEJOwIC6DdyK/rrs/rVIkozB0QoWY5+21yBtJ3WjckCavzK7h7yGGbFDp/YF+6Nc2+yxmwvV1pFQGpDIrlRbHrxTnMViixBKo/KXEgjidjYxVSYBJ/sp5VKVt4Fcp8pmDTD9htcYkVmzzFOgq7YaqV2VoVRx0qhOp3HfVN+ecrHiF1mCLmxOWlGQ20WyNNwdIbHMEXI6t3B7tquskuY/p8o4Evr8SzFYSg0owmLbiKOTSteklSIk9/d27uDZI+IO9eZz+9c2cIrj79U/SIANuVQhtSAwFQuFYOGbf0ukQoagICXdBFW6n0/v3N1O2Pvst8lf7Vk+moS8UQFXzhXVdPAofYIqjdANEmkGv4turVDfA3IpYItaYXfdrp6FObjIf6rUbQzm5Gk5mUoeVME0E6ZE0a/qdtzCYad7l7IkmIC+ktAWtX0mw0x50kX4UoTgZOR0iFNyFDsPnpSwNLt9e3VYIJUihx+t2avHPRqijlmIi9FeJAJmiCA09A8M3RfGSCvFGpdwl09WOHFzZprhKelYXJDA9NrlAdJVWLT802LosExuicaBealmyO0RYhXSVA7Nxq1unrrJLiXijkpWnfr1jSJJryqsdXaK+wNe29DgF0Yhn7im1B9EuU/cZ56ToKdQNKpRprFHp1fiKqR6CvAJEzDRe31xMey9xtiW8SxZ3SHLJLUqeZyz8vfj7b/CzcSVvV7jadSKjW22D2qAmfFpVsBNH27fcUOnRRfUOUXZKC05FlAfClu8hQjS8njbHXBaOGzINLeSjDwqlJONCen5IERQkuxSXvkSVRR88kACldypN08srzLo1+1eTW5LtCeTrD+sY9oGQ8R0OIYhAhHaRTE/J/UPERC/o+k2jLoJC70jYgDUD/jme1dXU52XrNNTlO+ob05/ZTgj99Jk3Or8SXla+372Sh/rVM2/enFSPuh2IjJnUuvxexoL5SCqx+idNFRBDjKflIuNUCsKAJm3pRcvaE1VZjspFipF3SvIVlBxBpeI9aMqfTGzJlHagboheH7JUtR417FPk8g1Ne2xpZDyWdOQn030lfGva0OurDCKUjnXlJfPofVIfckSz13nEeRZZXKdSDlRCpAyy5uP7pF6pYfOmQX1688UqWnvxIgatCMOhfyXJX/Gz3RaMT/yVLJQ74WSCCe7nL1mIh1tPr1hKHVxcqCApNSGG1OkQMj8o2LQ8nzOT1BC7ua96L4yjS8l1L4IJdVF6Uh697Nwi1rLcJE+pDZOkEyyFWbU6XfnD6H6oAXKg3g+a9PEco2iMUwAaN0QoSsXdRr02GME2Aty/NukM72BZdiWwefOAUNJhRF3uuxFaPW+J14H5ped/BKHVsu4hZvqe9vHsaPX7NUUeCNNovq2gJ6IOamHnKS+GCNmqq3P9aEu4peZ0gJKp40tfQ5eU04kMET7iUkAADdJ6hcYASDOsk4AvLeVMpXiiW051itTuZUwNeDIedMospXDmKWMzU/d856ybqz0CeSyFWYvHJQIt+/ykbSOC2qKHFDqVmo4TPB4wUoBnUZeR3xcN4ZepgpJmvEox3fJ3+my3RVaofymEim/tFy6dz7jC11CcGbEteq/iKKdaQNslY2EU1jpDWcZ2sNC8IRdwea+y3XvB8QgGoMinWXvC+OhkKLGWqe59BdIpZtmuJ1dXaM24qJR2sOK8mEYDR7Rrh30itAGEYu77AittJOrtaZ+FYkxDBUE7ece+B/LfWTseT8Te4nGW63wNLW7wRSdZQ4oz+peeZ2b5Awg1nuwUyaXmmZ+aflVBVZDqCgYcxz2XQ32mp9Kr4MrRq/DtqafnacKak2iuMI1kd0ZwqdsKEf4T8URLyZiJHHZljgNBb/vR53FZWPLEfukcPKuo95HrrBmB6ocJ+ABpri5Wg9ZJ7dNF8A698+VsqczX+kgpLhRnRrW8DfWTwcRLjKFOBJpCskSjukAlN352HRqrKUQiNLu6+n6EDkQwCPC7uD/VdDH5siTTDw1OqeoKeYjWSnzspqL1LkkyApMIzRlBaOOyUxP5lPslNxVKR7Kik1dIEZUCf5wUnyDfRY6L1m3nDfPfEQc2kzXlc7E4RSPECfo1UmPJ7iFNFvceWTo+qhQ5+j9DqP6glf68VsL3I9Ssss2Tl3eo3Aep5Uzk6g8xVIU5rOX0Cigi8FxVaGRhFmE21ApMSYVt15N7UsTfobM+ZtJztAxfJZlYwcjT0sqUbozhSKLJFaFlS0ogGW9l8myY5x6zgVBrOKcRd00WrepvnjfP3/i4H21TmWi93hXKD1R9vo9QyKV0lnonZXl+zI9Mopi9w5PYVOtpXJie9wJjqLNIF6lY7eUUWXg2hpLOkMY516G2U5885+UFUzPbD1zz6eOuJcphQpcHrKqRluX9ezFRgqBRuyU6DNeCYs6W3siC836E18Mkqc+JmGmrgRHuSaAgit4qlrNAKSPp6BqmD/3KtaElEn8t8WcYoO3ZQncD1RrIQrTbMeQWMMp6wZtCywuYBmPgBAPM7VmepLPx1VvcJx55k/m2iXTyuY+L8iQufkxdPLdJlhsYz+6A6pUw6vqxWq5hu4/SWV3VKg3beGJodiqU6iLQYmgnLxTVXbHt4pDpitAQVJLUnlK1h45CLvcfrDBFeroKUw6HuiU2s4j6qIssqv4AKp1Blcq8TUBDMDs4BUAlYW/KLQb1V+vRQlV/nLUHkGjZQ4GQSguaWrzq1WfRXSDRlBfby10pvsP+k1a2i24WVsuVzYAQNtyXGUNdD+1yzkIlmC7OvsDLnf8N7cViyyzX8yf+c57SLpYH+H188jgeC/zpNJpeVE3Ne6HhVmvOEYezUOcBovCC6cybvr8fxXxSdVcuREIPW9OfjG9Dv32hHrqRZe0Hpas7nQYQOvc8+MhMPMyDh2HICjEpAfCpGA3NsY9o2WJCC3NBvB5qQlF0fR2AoPuOFDwISCZtz7nFq4cP5+05uFTt5z6vY4eRA7vM5562fAve9LC8fO7tuAN4tvsj61Bd4ava0JxIVGwz9ScOUjrYO2gFBnrFEhJNW1/5oZG+IIMgnjQZdZWgnqYI1lTiEj1sU5kwocwUKrFrU9V+xcHbd6H+GaqKrGmfGx04sP/4ZoHXobrEbqh2qu7K63zi13Dsj7MVjMOV+HUSoadnLLEklJ+4qAQqPTXfIreWj9blvEcYKmBDyV71Zwzbtl4gL5eaq9kaEh1rsOf9Z0u5UAxDQyYtFEKvUCN7ZkMMDQLewT7aGPq8CfTtWICdCrQUiYjrScRRxNC2c8tyEQ3oJxMgaMRqksp2CWqGWq45XSgFTtot9FACyZqVRgNFOzGCOhhatkMtQTAJR30nqhDaQmgejDzq8Fo1SE2DtzCbocLU93zWfUMQ6CkrmzHTbbUsC3Wk04njZoM/Uf14ZlMx1H3+eVy8aNE7zz+PCGza31/LFYekMHr4vUbldnUnFaCPYigu/3N114vCyo2THcnIswPpq2C0Wfn4WbbYNdq2HykS0ZrjmgZXvB47kdEJKSHn3Ay3Co/aw+6FsSf+Z2LKqKvVI+4OnqhjC9cH5isxS1eEauSFkX+6LoPwYVnrceYGRHgQ4wsmv3qourZKAps7lHqyLQoNLOwGUagrOuBJx4k2p+5pZY2Sg/tS3QnBJ1qVeZbDAaNInmf9oZyLZaqqFE3qb7949difrN3qIjc7gStLnz0SwJCVoqmiJ+CP0UhmXUYk0zfRS22PI1R+3w+n0lchzeie2S/TWUej8drtre+jsnQhGCXOSe0l/Qjzn28uL68/5NG07r8FY4HLUKqp9IHQ8ZtepFPnt8A4yRTCZSTXX/fxwBpJxIwCJVy0dnpnBWr3q3dd2/tiiVD/NZUiEW6/o5Wp2mJdo0htmYSa9rgwk+YbESXCY2FWbrebjDOSd0WxyCDlWYDFk5a7A+TqtbxMMRcCJj1fttus2G9hDLVUbhmXq2Sz3SwsLSnwzrWw0KNsg5fmd9LShJjKFnK9RFNWRlm5261TqWYl+UbegdKruy6gRrjdgdiuCbMfb1mnHHELl5CIKPOHE4c0C+SOiFBq5qc8aJHIFyn73pYYM8f78SLIA96tN3zkYRJ/Lbx+KwWpX8NgMEbGd/hs2gvUnDfmizku2GWWraHp/e3TZ1+4IFFNsD5lwY2VJDQs/2TsjHzb66mS+gNCB2HtRP0b9TEZ1p4EXI5eX4iTaEUGRJxUHdDWLbhGmBJxpoLqqkV6Ur+GvFEP/dD74eVs3K6xlKux09Jnz4VdHZSLsg0wejGa1qNJo3tdQ96bsJ6r/HnFoLer/wMlsa9/H59ozn93lhvIPPT+UG0rJLbJmoNgGWKkfSKVY0YTkrqYqEYMROFlizmsEpdxsIciEB/fcQwUU2m7DDK6VJ7O/YIvg6IRxRaA0FPZ6e64wXgYBriWssv9bmnaFhQ5NxtIr8T4EvLDHtDDfCnCV3ks93v8AFUDn+NpOz7DYTNIn2wOOwqGxhxO2UI4acvxVMy24DGcySY21XKWY2p4MebKuBTOcY7yORwlZrjdQFoJjPgNp9bWdkLjJwyS5ufvk5JlpqG0C1OeCkbmMOAdvsj50LswpVstJkTTv+Nfh1A1CXMldCQ7aDTeQiWW/VEWbFGsHcSVGANY9W+QjwYy4k0SkiorMUyqotDFRa0LEIezVtMNMLNyqgCrBSlLw4NRoHi57fZln/TE3jWNHCqEcpZbmYoOZuAm0rctoVpRwoW2OM90um5H+8MRaiinh3W1JS7rPpFItxfzSp6Ww8t5ZM1zChNAPRMQWZRUMbjDxZ5BuWhH8UvMbkMtwYZQUZFmEDjYpa6DWUsMe7uY0q4QGsbUkIdgymLLsU/Iz+9iGxINGMOcU58a94JdHutxcdwuZOK0iANMTW8C29/sqT14V0KtJLgDlFYO9BxwXpROwe0iXHGCNDvsIMaCd+C1Qrql+kk5R2aAiVAdO8dU2iKH0F8UFPvN3MFgGXQ5wxCiDRFrzkVMnd19+hihmqZUXaDnvU1dUybSXyTr7w5tp2UC4ae/4nT+yxBabeyXXF7acO2+7MLKVzF1owuyh2REG4vSiC4tWIyOe3w+VgBVgkfskYLSew2ficY4hGOpSHYhJyUfUIkGVkUjIjTkElQhlMqEDOOir9QiGDdZG+vQkItahE0Y9nIhis4wnGi8erf7pyNUWXc+nBeINRZXWmFS7AAek1Q5WxNFZ0ad/RxGCRmXnXNajkGeM1cT2dTsKjk84pV7iF460WpbyEmJJu5DDHXm1VtYv+HprQE4UTaANMIa61go2ZPiE+FvTS+VQPXdHlJEi3J7Rzp7RoGUSO4JHLuGgQOGuxlJ6fkSVgK38U6k/ECccEwWgXhjKbA/3gOwzl0fCk5rU/iTIimBUh0TlSRe2zmy9k8Q6uMjU8yX2oBb62WuQ+8y3Iqxwpz/9e2uEN97RSpZBhVKLxu2P5mMrzqQPhgBddE1McXaLjNaaNQPYE8IhEJy/qaHye331Yj3lAh9/z5G+RXC7b7bnwaKRNTtd6UKrETsGWinH8p7qeLSY6UGBweF0AYRqtOeF5l9DHmiGetOE0xbpyIbhHk0Tqf5vcpOEKZZf2oMlXmxR/sVYhwlrTOkuvNIl9nrEpcmm4LzEJJ6kBtAgcUFHsNge7hDy8JW8rgAI/Ql+NpI0W9QE0rFm6V4yHITir6bNsCwYvUpRupowfFhDUIB6UDRDnYNnDoR/WnENNz7HTyYoE8jNZ6FaGzCrEXED+TAXOUG9IGJoa+yvXPCOLLKqr+D1TT9zDSLCBUxMBazMt5xIkddtzsoFyEAl2AoIXLn80ieOCN0waJ2doRC2WK/w4kb1BJbvECEWqjlzjFCnKURjCH++lUIpdI73FHqyHJ1IDRE2QgOac1RP0JonNJGSXT/JAIKky+87r1pkouAR6DUp9arH4SMdMO15nUgvFyw97sUa2BNNiDb6F6tRxlD2xMkuQPq63YYFBnAMck96NZa4k5MJq4njMBxr4YmTFvWotlq1mp3LO0Pj6FS8pivzpWiVHooZlRwBZlVMxwB4ibdMyOR3TqKbCfmPKBKtFf6dxlV+ZTsFqCXoYWBHBOaCZsdXrakJu4Jod78sAMCHBulGeUWc9y7CGeQO0EEpWTmTpFnERh9UxRS8Kn2e5ZgnVWBVSB0V1AM3h4Tcn4zBmzcEwKblALk6yKWy9OTaOmL+CDUy6CzeShcSJN5HFqBvu+evVQIY2ClfDguGBcZxuFIA7emPPXDxwhFtxkfMDBjGCypr+MlqCw8/d3rEdXmi/UGrYbor/hXVYrUHBbmPd6S0tuwgzrVcN9wiI00hu5UNUaXlDkRLl8LCNVJqcezNfeCldyqP8P2C00lpiQ7YNGJCAokQ5Uag9FCCJQOKpj5o6DtI0qT9FeX0RslCAFlAcOU6W0oKzj9ASF63QNCsTpdwbdhlaHlevWmYs79wTGUxiUQ4FHbCmlvkGItiQKqJ6MgmMtyIAVkVCS4fFe5MJVbpKOMeKjHZJQi8jeMqjok/xiJMZUJ1G3WdDnRHhDqx8cdi1MhCr/YCYqzZRkjFm4oJbSlGwxAhODqA00OEJqh4WK5uwNmsFFaQhGpXO8hKYaoOrfRlBGE4ogGS1qwbgL0UHLaSmU4rO4vlO5TWe4CckqkBukL3CaiBdfa2816u4t1DxD0MDMY59QiosHLGaF32snNYk5Ve9919BeJUKgZx5y92qAkHT0/wP1PEQrbza7egRKDzHLVrYBiPVq9+2Y68qNm83okKe50JOtS4nDgo4U67r5tjjrDaTU8qgRS0KUZ+T1VOuL0C0V09SaVZxtv6Cs2lacI3mkwqojz9W7nDbl8NWoe1Ol/1kG0XGftkEpJb7GMhSQK+FK4TbWzAjMunauKiPOnIpTTn1a6Pm+JZqy2kOLK56LwgwEyzroiJTVIHQrnSphTTgjpIlS8ItMO3FQe3MgakH+aTD23qwXC2uaw/KiWizzUpVDtjkA2QktGpbnHJQzLth4WkHMfK19K1Jp8H5uywOMd0uM9bMhCfY5XYWW6O60PXWvDSIv7CNCXspbF0VOSgxH2g8ipZHNVlrsTcWC+zEdSXqZJZFl7LjUJY13IFOjqQ4rw43WorGU1CBCK5Ao8hZMXqYKShEvE0CJP/k5+WQztyCAHHFOMjkIoG5fNydXlaIq8M+yNpKEi5HrgjjIMfAVWmM325W1zNKsBcPFUwPceTc/axSnmRsq5sMap7NaEqkesP1FNe9pugVHPJBcr2m6nLgakLQ8I5Yt6iKIrSFyz/0p97rDZ5gDaOwougN7UblmXvDA7f2wMtWXW43zgwNY36LSEMj9tKh0um0gBBQ812V3K7BMEYcNbwVfpXEhBpch1N5SQj0oETYMxMpVJGIpgWw8xlOtQcdKmErxqtGY6HJ5ddDyhcJ1AnzoVERO4m0FLF50QnbK4eA8WwFweh6J0G24PC5IYKLgpLyWfId/l8/1+HrBAhFKdIghT4JZZLsU2oeG55PcCgtFG9AkR+Kn1O3fFaCYIVrmJxbCLKu8DQulYTHFtE70Y+E+4boj1aPQSEbqYp3QTge8QaEN//7ostyNZ7smDWykDdur8A08OpFtyz/m0KpO9Fz2iaXPWaGAqbAwNS9V8uRfaAsmAImUfYSF63e1SQ7dVZ6bb6YsZ0/KmSd4D2PSQDoNXaQWxWl3p+8I9lEvRMluiqtRq+OTv0kEbbaeMdSTEV6/mBB0Muw27jye6fxVCv9eD+1PAhstl+DCXSVK5zUXhHf5CTXUeUQ/X5EPHhROyoIsX4foGe5Z2CZJzKmV2diwg4g79Z9HEFf0fhF0kmBAhASSglwmKDjwDzYI48/UE2tQUxcSgqZZIdky1bC4JcVyITZck5aI4tdVZSb4jjnFgIBsxDStO9DdT6H/C5p6wo4ymyLCI/K1nodvCZqnUhhM6rFHbms+vYaoGPW3m6REDu1NZF6qNnZWInwYovzuwgGx7a1njvjzvszsUisj6o/PZPP5llaJHFBpd9GY+2sgOurl/JGaE8Cgsommsj2dYKjasPtmCUSxa9Gy+fBCwArZDzq7VlMaCpjUpUCaU+y4IumPaFxGh/Y+PB6WzZhsilGDiwjAQ6pyoFbXjHAR6EnTRHYZnNxQLOy4RSvWIPx2hHF2x9ccnQoxGzFlTVHdhTwbyQgnDejQvLT8gpkIIaR6oCQ09IFCEmOUG8kMaL+kUjKQXJg0UV6BWQcIQSFZ9SZ1plGYQHud0W5lz9yQ+IIRDfxpNTEuQTclb1mtStGlo5AsKQ2Q5qO7yKCTr+WGBNmeCFi5Sbdjwlhksedne9FTUXh1UlruWlu1mRTPgjavDXbHAsAecmNiMTTH+sgJbgue0Prkuydv2YN2DAsEsl17haSqa2C9xHQrfM3iXRJD8i79djfNnI7SmyEI37xVA31cVoQuo7U6p0kAVE6WnMB63VIorfxCimCQbuhVCO5otAzTcBX0hQDNEl6Uhz34U0jnzklRuS0EX8rk0Kpwl7cqjjBrXLWqMvhSEitqv8ZgwH3Lf1JY+SgiRNgz0evYFqjP07qR6Eeosqj8DAgGqO7LU29B8fr9CfhigUpTJPCm1Mam8J+u9NahFYPWgzeJm4PFAKRuuacAYaAr4qUSFBiheUXRlgRuBpeU7vmgj/Rv2O6muovxh4HDIU1oTlKhyseJFn2B+IY4J/CI8WoXoaiclasFYZvKVGdWLcDsQWn+0QRUKWOen3G9X5y86XnPX2xRq2CbyYRiGo9j7IvVy4YY1RyEM/dAiTWFW9bsQWnPRchlVmmPLqrUiigtolWL4bNJuiOAR+IDj6SnFJWv+/T3CKhhDJ4Q6MuPGzulFs02jNfR0EIOfnHCXvAXckEBGhSomhtPGoO8GdEgrQNBtt0I0ZC4v/aDjDs2XgVAVQ7WPDEZZJ81Q/Uo1YRx5GQYME1VygZ61jxNL5aIFvRcVnaWSIIr5KvB00jtHu+MEtygRWQb2Yqh2KRgu+XKhZsTgDr3CgpURM4Iyd0bSHiTkU7Xgw+5jpUtNlwn830qzKi7MOaPNg61S7hQ68Twu3NBC9lM4/R3xGPoiI6sBXmwrfg6HvVeYm+fYF6TYPSSycNYgImmEkzwSQok4sBXzDLQ5wv8CbwmVRO/Lq+VSMBfiCtlfYOUmvwmhdQx+XjYpxCDzoBVAwQJUYy03o/GkQeWE2gQIpQqKiOveyGDM+zRq9s9KYhY4CoD6hzXapjNh+XUvplA1+wShl7QQB3FhNqsNhrisGnQSz1MlNU3zX0DUqvmO+SLWoZ7SNPAemPUUCpHxc09JVtvk4+oiU4Lmi8+X+hjMdqr5GCUM7SlNazwX2TIIanP4zKjk+yKhQXhKNixGPWrOx23lr02FIv5aA0fmrU10XiRb5QgKJlUoheCLHgtHfShpROVOTsjKRIpejZfJDDiGZnwl36umWUOl7Knm1ULVDfZElJP7xSeKtUeTso98a2RdHt2xQuTxZ/slaizMkeslCerhcCecz38bQqneOfaAM0FpdFMJ54oDKeRSkN3WBxAFpGJRQ9wKl++rBil+QDuGpjEC0Suda0xwivC2sMaybecZhI7RAqI8Z7sZNvvDnhW2xKN4Rni2OIYGiGI69GUgVCkrGI91xUjO1UNDWi8y7yJ4DRztsZZmdUE8PGqf1Tb9UAlTWwr8Sr9AOiI0GFRQYd81wOuNyD2PvGFu2jl/N5HAFtVbEhMosumps7PERVGcuXUUkmKKQXi+UtcU6aZKrBqAjkQmVKR7ObjtnUWMPAcCLZp7+vp99I/sxxbllL8gHQLNGt5lyI54iay/IM7KRVKm8xKi81T0+30I9UAJhNmuHuqDpQBUXAuVRTCaoE5DRHiVb+EFdOmVhYRYMTXPCAWnF5qAROgHimKjBgSfpvFThHYGA8O4vvY5K/qO49yj6y60AWdt6qJgPYqyLqhFrcvQd62vyKD8IQg1PV1/rBFinH7VvGoRpRgTMcMdiqIPgqNPaq/h6JZrqUBlolMT+oYSygTjlS0bRzwdKGaiVFYCxeMw8Q4SjCIV/wQOPue5lSGDKdomgXXWPXCMSkZe5uIgweErNLNVIyqa1Zv00zQfHhK1Br8S3BWgGYrVSK8YRGxoPsgthmdNLJpPf0/uaY4FPAfWxUQM+0Uy51FMS5ebLNnkCKHz34bQMaNjw5904l73tkudepFOkFgKSjzEO5HpQj1B/Cb6/Rk5DEslTo9iEY0pFEKxarzSNDDnpcE6ZONzOm10O5/oJg18cRdNqP03uxiEQw1V30unj5kZWIuSu8By0UtBqPH018tYZJpKasuS4IHLnWNdCI1U2RKrepZpPWXj4qsXelIW9tQOIgW2KoFUEu+AnSHJqmh3QrvACOUjiGCnfRIFDyj/Itp6tifGLI5mi5i2+jarfJzEYoP4jEwV8w3h6WrhQ1NYAVX9g3pPlpwEB8zFwJATdiq7B1HMk+Xwg2Cwy1PwOThQuuZJsuklav2lJ8l5pLjxb1uHKhuFymgCcppQvb6fVt0XEbi+uakBxGifjPqMuC36Nb1X42a1RkPaqw+S1qMPJYlFoDPUlcZC9wlCW9BjAELbwluYvZ9NOyIyrY3bhajQ4/+S87aCoP9lEcc/pVL0uv1vbJ/E0Hh+l4CrAGoRhP6S37UO1Sp3Q4EXIUpm0PX1gy4gB1wupg6MSadTm3ImY89rYjSNRKTRJXoxTxCKNJnshiG5Q20IZvc+Phyk7hlfZZoFKof5su27RGh3DCM0WKKRtkAV3bbnoQSlG68Ifd1+Wwyd3y3m8wW1wiBZPf9t3RbZlCg7dexv4edAhL5XnZMbSXVBUZj2OeYJgI4nPvQT0KFpNi8bJ4Se2UuDqhyMBBgcvu5nENoaDQcUvG+3czAes7bX6QGy/ngyA3uj4CQaRYRboXfJ03pF6Ov2GxWt4V0Jh1kG0PlvQ2j/vFUgpfBfT7Rz3384CVzTSmLUDD3fA0xvw7HehHNLDTnuY4TKRurfxZL4Bj938gakvo+PB/365oCDopw3K8r1EnVbrNo6t/UxOH/05gYBsMzRGA29fq2mvSL0dftNCDXhMbvAhChkwjDA/du6LRo8Tfq1h017ewuK/YCeoaoe9EG1X96fSrf1xi1Ow7HeGqZ1VX9rPwrEsjsod15IMfgCKoKT66H+dB3aqun1VjukM+BstUnb6LJMxqE2DAMZHuWyPM2ZBXtOrfYljL4i9HX7tfOhc7i24L9EQuhvQ2jl4V0Dt70GmRTBX3MkE5/3i1gMX8BNkMIua0PhoHN72+m8rb+9unqLvmbtEUK56dfD5oWqBF9cTiYwKHxyuG6H2bIXBDTZhXM7K7dtmEJQpH6WlKt3IkUfs1bUYvr9itDX7fcg1GIMBXl+/hcR+PsqRZVUitIyAvc2CCb1KboqAbTmh4ORUu2ki8QHjoU2a9C/dXvdHoRVOhRTGXROCCW7qA+RFCjvKsfgUY+MvtpTxsI1m6tDvzvqY6U6gwYMEKn1hsMQ8p3zMhGAtlcpmQv9V4S+br9xHUr3Z/L9Elo/xL8PoUrJ6ITQ6ZQxFFE0HIwoXv1edHOF54cwStXd6U0UYSRtgLLQiH9WURQIpR3i//0fBOoVu54OLmP6YdOXAmq6DNZE6Hh8NfR7etTvi8g1uEXTfs0GaaLVTON34Ju+w/RLQoaRJWa9H22vCH3d/r1KETB69/dXtn8lhlYwJZhASdEwl4L2Sw2Fo07zQiQWhK0LhgJsBaeIqJTXnQ6gY9/3LOj9dcjupZEueqYf1lEwnqk6MFh/bdCVvKBJ820YEHZr8D7FK9/eYgIUqCZFF1F0dsFUFwZPenMGxGYQF1sVkv0qTzQ0gfg/5fv5itDX7b+I0IcLNxBW12n52J9W2vIs5vZDzIpWphJ040bHxSeCoHNNahLmxgShw/GsqZaio0n7FsaGUNGGqthl76y1abin80AFF2MuMyr9NZDqjtARnVG3SAbR2qJAJgjtnZ15XxH6ur0i9AGhNZkpU1UibjfKqeWDuEFgPg2Jbl/vakrsUxBaxpgP1dRS9ObC6d0yMfZAW6KFYbfX+Rih0HGYlaAuJBAva7w1YfyL2aXVBn3SBDOjY/u285rlvm6vCH0eoVrdDNT0aDXp/aEKqWK/dBEJbFHRcbiOxVoUCI0GiJyDylICmoBYl9Z6HYqkjPqfIBRTLmAulEXa7l/RgLRZWbkgtKLvMvOgesb/PWyvCH3dXhH6GKGdLnLPEQ2YRmeAkpGgtBjEy3skDHqeW60GhN40oVXdZbdGROsrH2C9yX6qMIAfI7R73Z9jRhj2LTXdblzCaBSdFgiirKC4kM9pztSgHvfDVn9F6Ov2itAHhHZuQdWFcPyg5mH47F6GvFGnXSLJlVFvFI0ov8kwWjHn8/uRN+n1Gs2LaoKtcuoGxGmzVvsYofp0QP0weP+2an6fiiiKtwBf1TSL8fMjhI6ZS78i9HV7RejjGHpNqm4XMzCeR4Qq4Vz0XWQ9Skem97JGRb9EEDqM7tFkgcPv5bhZCdHfXFwLRCHMiTja/BihNR0Ww6D6kVyEDin9SUWVnnUiLERb6NJIlnuOo68Ifd1eEfpRlktPz85VA2oJwQgIvVhWYy/3Sq7+hnH1gpOjOqdj4OKCQtHsmnPZFUSX95hmEYxqn0FoX8hFaLIkbYcKnuF1o406EfwKQavPEFkpGnpuCGmvjIXX7RWhHyFUMW7FhRQMhYvpdXSSYVD0WxFbWMZoxegdDq8Nh4h+o9F1D+8gjf5GTGEuiNFuLWhdPlmHgkk/IkU3KdleabbaGiZLZ7N3WQnMpiuOvoAZAVFBVcntdl67La/bK0I/7rZw8ShGwW96qBmJGeESoros5r7nJDcoR8t4ekJogBAKHfph75IKKE2RNqoWo7CBuJp0niK07UIwkHkuGqGzuHbb6da5Ek3fgWw0W89aHd9Uo6uqKfqK0NftFaFPEMpSbYO+o/S8v7noDW8q+1GYMYn99v05hnbFJRQIHfWExDAWL9Kl6ruwYnT7BKGYdWkNenofqtYlpL29wbDXgLFoWlJwISWziPz5cObqJAEPrgevCH3dXhH6GKGY55SOJxkJVGC4uPBvsdZUwrhcaLL7srxQCMU6NLpvQp8I7oUVQq/96eOa7tN+aK3ZunwLH2AI0aMrumpDZhfj3cBrxvlRaHSK+t8lp2Z0jpa/IvR1e0XoY4QydjKI9uEC2ngDM6ZBfxIqV9/3LOeSE8j5bslyUdO5/pDfjIhQaBvBVwnE2t61mnWBayFC8KD2tFKEHiljs8xzozLUgBUPBXTBYYhlEq2tpDoBUomirwh93V4R+jFCG6Ly1+yrbmS36/k03xZGwvubKXukUOwEb0iwN6TD7zSoYZSshZjbvcS6knC+r+xePqnl0gFNYmgiXdF2u46y8BTEBaLzXbvC6KTFOMow+orQ1+0VoU8QyikzQJQz1RgnuwrDxhhRMuqPmOKKQgpDKBFarwtCA7xCZccDveGBjDudVgWjm5vR0ywX1hDXvQYaLmDMs6DbGQKhWP1C4Jpuhei6rMQvQo2L6q8Ifd1eEfoky/0IoZOrHrxW8GPXD0lhEHyOiFDpWAKh8chpU7WzKZTdy5Zndk9psaxGkQ8DocqukIWoAREKJhGsgilE3wI88Z8bUcwoW9MaDiOjsYKo/orQ1+0PQShUAJO/5pjtxp/zBRCablcTu37103WKqu0JQo0HPd26yI2xLQrVsPrlGyiJNThAqnVG0ygilY+kwEpLAQiNmmDO9zp9IqpTh/l2g3oMTIvFqpRk+oEzc8Dnu7KgGYhejoyVWWiGShQFQyloT2ZjSNHnWJmaQO88Y1G3ZQ+7n0yfPT3/xwiE/4Hx7Od9Rejr9o8QCvGiGKZVf0FNN03jEA5p2+ztVb3+ZQd340sxRfD31fMMzC8LSdP8/WF/Ty1zhh/yKGjPbukLSmxirPuSbIdGvd9UZHpqkk3dtyTwUdWT7VYRte51LglFtEWniKbouIzRc0nb4XU3uGwlOc0idKgZPSDU8b/omY0T9Nwv/0Lo8v6K0NftB7PcKIniBHrXCdQA//57fYqh+jMb9m+6nv3c07opHkB2+Mn7qu30sxWK74Dx/HFcGHmYunmyQ/j4/cP796PmGNXeLjWK3mA92uTkJ2jvYlTK3ijl6q/DXs+ZIpraTF67LNLqbI3Snhtmd61a0JiNx+n6HVzUOh5KuSnS31kdPP7uOQj6AX2Cnp7/+WmkE4Gvm899XmUjZLzG0NftBxEaw2QI7oV/RwtE0WSeE6GOV7f/pSxXf/44TqirT/MxItSGadCRo0XXwzqQp3cb6NXUhPH+1qq8hJUtTNTrcZmqd1gh1lQwbXnj8WxVclh0eh06k/acEvSW2VLyuq02bIles9zX7U/JcgtIsCO/FcXOeSxZLvSjr75Y5fmaGZGy7vnKK762D9P/wpOg4k6DXnB9DVfQ2gDEIuj/cTKFw6P9ppJpwGoUVd0Rptp6QGhDBre5tRpEKASt03Z0HfSsFnqkyaQhAG0nGBb1tO7wAaG2+7XP4n7dtvI1y33dfhCh6SaldSFjKBV1idCV7dUn5nObodt+AAfXZzbbMCzTcMOnj1vVdvrZgR2XZevWc/ux4OFl0d0L78Qx9SfvhyRR2xuCJy/2D9eTsTVqWub46moyMaUkHAyk8UIRI867dHowmiAGMdaCGHoVYiwU3hCteDgFfbC9WkG6U6x/0XRpN1AVfvi4QWjS5O/J+Z82HQl/GJj2c59Xx5rdNqzXGPq6/ShCy8QvadKdr9frstgwy/X8sec+s3mO44dh8NzTru86nucG0Sfvq7bTz0EUmJ5v+8/uxwoj3/LdwPdcOEVbT94Prc5pEEVB4LU9CO7e3rrTkes6t7f+7a0DA0tI0kdV40Vh9Pb2Fu9GpXYWwjx6gioT+H+o3EbRMIhBW4iFuhCn6LskXhQ9nBc8rF0ncJ6e//npwHYiWF4/93nxVtt3vFeEvm4/itD1CqVMFHSTNMF/pxhqG89sKIlYjKHPbbahI/A44SfvO8WkanNotI4g+dx+TjHURnTCm60n7x9OIZMbwvqFBi1wTOr10Ysx2E5BGLUtaqE0Iasi/IV7ZroDLECFwAubYcMeTLniTEEuQo91xMUnzJzacCun1li7BfrR+UQQQw3d0Z+e//lp2MyHgWE993kRYzVLf42hr9sPV4pwVWaoF/3u+dAvVIo+tw3ff4iaMD1jP7RPLoJ+sj7siGx2i8S/HgkMdA8WHuBF06KlGipGNeKXA91oi7Zno2bQagbtd7BZpQQ9smC0Zn+/1p/uuvj83qni5Bnqkc/9vh05ilSx9B+9bvRvu64efVCnctbWaQjMhpKt0Z3XoSmv9oW1++fKba8IfR6h4CkAnPP4pSEUnKImLZW6aJ7o6HN2HhCqikIj9Fi4Ah0pjhEHwJtvsEy9nUwoVgZC0bT9brVG/xNgnfZbMOWOZ8r0909AqPNdD8MYWy78X3vxO4HxyYkwjRB7IP6u3PMvzH2NlT+tlos26F8oEb04hJZRH2yDHhFae4xQsfsGh/AS7KIL6qIMwRmUzgsgy+ns7psRlQOHI1ouQYozu0Oii1borHXa/ogYynJ34J13bOGHz31ZNvrG5me6WT9704OAn9T46LYQuCiR6dXXgMUI7hMm1t2B9YrDn5jlwtDlr3j+AhEaAKGXwvqDz1KvfnlZ084QHcMboluDmMoUUXRAxwkhMFxg9BNySBiigTjDoDmFGTfaoneg9aI4NqYCoMCUJi6/G6G69ZkWjv3ZNpfB5FMC2T/D55fxrZvVpzmdn/rMRpVbu44jowpyNzGfi/Wv2w9wimgs+gfoFP1ADB2NZ72eRk5RtyuMBLEtBKeXCO2IlsmUua2QjN5XaoGU3aWSQ7cX1JpT6OWWRdIc9f26F8JtQrb+n4BQFZos/1Rx8q0HmDzeAocPOY6u/ZNVaIXQLz8fhI8+piBTs6VnbZ7OCtB0VSYcvCLx5/Fy6VmYLF7gOnTa9YWxAISKWWjjUqzR8Efr8pIc3N5VQH48Ut0BSUZLUfYE1cHiq+tWCBuJlAMts3bIDBkqKBxH4/TMH+EKYYGrpD0+j88eBWE1cNXvXTd//LoxjS/j09YNS/v4i7AC9xGDJfRQzLL52zc880vH0f75veS/leViEfoX16IvC6GD98sptBSoZYJKUVdJoSiE0r4QTEDq5o4nPuZjWOsdPoLo6AqSDJMxRmYQXKdosYCLOxgO3WCAidF+pZn92xEql70ZnLo3MmhgfeY8Qk3zfQRR5rrOj0PUtb8eha3o0a9VBU60g3lnMLggxoo40jybLCzdeP44xitCv7tSNH95MRTmaCjVBvTxbV12FEJVmisuwEAogFof32J56fQHqBdNL9RUGpejI+1yPHnXgaQgHoSGLuTEppBd6TN+9vsDnP8foGjNdd4CVjPVtskX6rEn27pIeYgINSXD9Z0fvvID98vIiWwtQuX70fnhqHd5GYX8BgBRJ8q3uzIr8+QLNWfcTdR39YrQF6eX+50IrQXN0B0ORS53rEmPRY1qnzbWdrWrW19cXqAOOBiIIczNh6WYql1M2pMGXEsvLmIlc33B2fH2jGXhax0L0sa/jVCGHVsdypV1HN4V7I7Hw3F/xH/7faBZruZ7uPhDjX/qbIO6u0MaamG+mWOeaLUhlxIjQYilmMmRlgfqq3iDVX2TEX4w8R/HbUxV12GHxI7Xa34UgwfWiTlMJWggY4QaZ4w0J90u8b7NYYUjoyjE3w7H8jwcXZe94dzzw3G3S3fHOc9Ts0LVPcXTBlqkkSWfyYHoP1GK3eKcHI4FYX+oMuHDsNkrlbBA8+VCMiRBeEXoC0Woh2EycOLVArTTe6Qr9PhkziooGpJeXU13q+5oc+yHbl9UUDCKViSIsaTshj01QfrvI5QTe3LOuLYD9U0SoRDEx7bEAJLNSTZTrmBPIQ4/hEU5x+94t48iPdrv5lK7iXzgi/GKGDGISwvIAnJDnq9bFWW58Ixsk7vTVoeSnwFHtlymzSFfGgK9EX8HobbdZ3gAswYBdy7nxlKzC0hWCLWs7T6Po2i3EzDiE0Q4oKUbQbV65Rn54Xaf6qdCEuAffEyC4IyQx/ALGAPB/5vUhv8IQnVkuSM3VBBtaN3e1xHa1QeMohdKnV7Kulig3o7hULjCsOgdGi1ezYEWLwUbWv92louXcYUWCKpcFoUUQlPPIMqMsLrIwTDkks8xQzZf8AYDl3t03IXAzH4X8msLDdVMRbC0VPi0QD6USVX8ROgZWoQwJ3cERuRIy45rHtpWXINIRdOAZR0Mx+LH7SHlsT35wDowGAjC/IcYqmu7I/LwOe4SgYbFaaT4RvxkeH/Ae0uAQ+8Oc80LUaPGaVboNCyQni0vkh/1UAVO2aepPvIrQl8iQgfDaDRwQvRUuAZtfB2hkJJXiS5LRu+XisGAjDa8HXOgBRMDmHvp+4rwUD+JrfyLMZQVl0C+kDC0H2JoKl8C4l2E3FJPXTNZZUCLmWZZ4mPncYKXZ9tjNo+y3T6NyXHwUkyns9aqBYtIW67m6up34sTT8PaFXlWY4IaBFBnPJMVhw3/ZwV2G53FAx5vPnSBd5amNwLrYHldJZIXYPRGE9y3TGGdsbI8nhAYZ4mw6DxDNmQnP09UqBbfaZiY9X66yTG4vSIJXCWJ7kGarlHcS21LNmQRPIxmeJ7hlYEwZJ50u/jeT3P8KQof3qOW2ZuT71amY+1WEUoqTEEWiC5Aq0U4xYoomQGi+3kChM9SHQ6k5ab/BFcKWNr8dzbn240V+RiiiICYIIDgRlod0c9ztd6twg8XpboWreovIVWC1utuXWKwe9rGmAa+H47EERvV0v8aTCGshI2W+z8vj7nBcxzxgWu4PWDrmiM9bLHQPJTCX7/D8vojxuyn2qzVWvwescFNZDWf+epfhHFdbrI6Pu5Ir3+05hpYHLpfzEFkuZglwCvhpkzGWxwXO7njcFra2wt/7farhU+CIuzzi4tsKrCg/rIlXH/uztfVxxY+3LyRPf0XoC0Uo1TjbswGquZ1vQijtWLp6vzkdqThKr7QbUP+GrgdNFLRFMc/drnUcNGJ+C0LxpaGfOC92e9ZSHsVQVkwYWDUMA22O212ebw7b7a4A2LapGSCKacv8gJ/T4rgrEKpW+/06y/isZdwBENtyU608V0B3kQI9hREFyea4yVb5jkDAqzd5qoVroCbLt8c1Amd+3O/Wq2J3LBF3d4d1HuHwuCdk+wN2n++Pa0sPH2LoEo/gHLAWXpi4FezLLMPZ4qMYOJPVEkfYpdoCuyuKKNocsYv1HoDX1Fe3QpZtBw4y5VTzcRb7/A43i0LX7FeEvmyE9hEGu8DUtyCUK0z0YKCDIjop90q0MwL5T7QVWNBtj1XbpvPvI9SRD7tCJNqXobT8FUK30mrB/wFVv0Qei2e2iIooj24JmN0esdKW2IkqDUIlMLsCPxaRCOXZlHtDguybWhSF+R4RM3Ri5MQIesd1oIVmdtjd+VZ2LJ3Qz1D44bIU5RzNAYCwewByh3RzA+RY0QaQCjfHnM3a7LAFeqTwY6r683YfBaG9Q7Uq2vHMtKg4bkM7Pe4iI+bxEESD7QHpbLrf8nvLDzg3Fpn8MCdCsUjmkY31HucXGinPxnxF6AtG6MVs1vxOhHYNGy1P9D37Q1FJWb6XpHdKa9F1wckWApSK9/96lst+ZpQfmR2G0k9UCD3sJX08ElQmUMXayWa/ZmxZo/kBmC51bb7d4eEECGU4Kn00LvxwjxVhejjEYPiaIN4jHK0OW1ZuDeIhUte/g/S0CFnL1QiinLUl7sLQsDTFKTBIJ6a/2S+xRmYMdbMVE2YPwdJyseo8d1sE11q828Uu0CsiNgs8bYZ5ZjhIVwsE6wiVokRHXWp7B2YDF8m+BFEbMZSdH65rQ9xbSikhlcfVa7flZSO0HX8fQoUqpHy2a4/jKOrCsBZN17lMn6Fc9Dasa/8+QnGonCu+bSTJHUbXg90hX6Zpiv8vIwSuco/Y5OvrQ85WyXqf6xYAhAWqBDqAhrFqv1lJh0YWfAeA1lYDYpab79c6IcoYlgJFFKJBUlyilntYo9q7263lncVhC0QdeRswJfEMN4fM5p0hYyEqiOZpXvIG4EpMl1qzFWwRze2YlaLiUDgSVstjJkXcCMSt3X5NGGNv/HMHHTdLOIAsYgt8jeppZ33M2AgKsn3J9fgrQv8bWW5HAFrNd6Na2xwNB0pY98P7ahQNfi50/60FQ60xqf+GWi6rN0fWbhDHpMapuhmn70OiCka6EWRyTWJortm4pq0gZvT0F+i2YC152CuKwxHPJMetIycvqqErvk9n7rtD9rrRpeGSHTdIOBG2vJAVILwNQRshGaABqcE0ERoNpLY4igec4pyyjVSKeCNRXRhBqIa7SSKZduwzFmuRlI8KF4tP1oX2QGioY28JysH4mDjONp/LLxhCbIjq5Eg42F+Ae8OSTSSc7uZ/kYH/X0EoNBYqhH5bpUgNphGhdQEpc11hGUkYHQ3JLcqgCJPOm/0hCL3/NmNBt5jaWuhvZNIK4RdjADMpupSmB70YA+1ExCQmgwqhDKVaKLklcDH3ZB3qAbelBMIsTRMsArehKogyjObHHBVTm4/aQKjPEOqkwIGJQCq8hxxNHPRb0jQwEAglrssBNgCNwxuEZaM2vMH3tNxv51r4CKEh7iaajnvFHYux8rn9cp9rCwmYWVIcUZJizizapmlR7lCtdcmlQrwFQhktLcZQY804G+qOnNQrQl8qQoP70agVUkWh/s0Ilb/q/B83AHRKKyasR5cUqL+fQeYaQiiIotbk3+flqhYLyiZe1QbEAi/YHdITn5UPSHAyGTw5PXpGqMX81jRiprRmwQoRA3KEKIZ8NtR9RSk0LGS5wr5HXchkAYfUPxRpStNiLZV4Q3rpMY1FtkyEUr4coHHIKVJJq5bu8E8IGOKQkRY8ZLm2hzOxHKB8QbwZQtpDScot9ltQFkJExgLfEla/4CWC1IBVKMpiqalxrM7jmYHfpO43uAHppCdyufwaQ18uYwESYK4/+GbGwsPW4f86t1d1snIv0K65rlhGN/cFCOpJe9aqm/9+P1RXv7vgJBTMoGoAoRZiqIt800eHZL3PeOWvsRzVFUKtDTEscMGf24jw2wn/J90CGVhtCjnXkbPID1vIwLGpkgt6NBdFY6kIZ1IpkqUnDp7vijNCbYCGlaIUut2bYxYi/qIepFlo7QShCrCCUNNnXdck64+VoMiyHCfBotTFXcUEQBcbRExDI6TDbFuQyiSdIuHY20xobZ4GK0UF825Dk5Kz84rQl8r6o7svmPPdb2X9fZTtwsW713tDhDah0qmkjIDR+2W2Zlu0Xe9dd3/LbIvtCDvVrsIearnIOGVLkO6ilrvyz1muWQFNstxDOtdiNBgjg20UkAkW6Lb4mmS5OlPcgNz2/RH9DT0/bkFEWkm3EnDYIu/EYjS+Q3w85rHmZfjLsYvD2mGVlmHcAcxAJSixDkXsJfsIr9nFsSFHV1luxJISslz0faLyiOqTtkTbE5k5KlE2Gr17FaZxBMZvHhol39hVK3A8gvtFuuE+AlAvikhDXbv0XhkLL5g537a71zBW+lbm/GnmBb6D+F8Xq9BB74rtT28qDAZQGGAkfAPhIrRFHdDn/+11qPyBIU3f9U6Rwwp3ezXZggov0GGWhxXPBDHUw4TJepfrnG1xtRgFpm0aov6CSz/Fwm9TspITCkJNtyL5havDbrfbbPasCLs2iAEbQGKbCfcIjdcAdV38hboOqAJhsSss/gJIG3KA7W2Giu7KwkF25Xpz2BC57gNCTanlMoYmBrB52PMUNneC5e263O43+03IUydPYa2Oc8hV21cnpo84sd12v2Q1erffbrYE7StCXy5CwTwYDAMUconQWq/3rQglRrH1oU0EltHVOBSAwkNChl7e36RlgYJuf1C7bNRJQ+rAFPiyNhp0HouL1X8Jcx7C3SI5BD0DZTSBDiS2rfo/Ip6ZE06g+/AvS/4K1pskYA14S2xuttu7SIvX291umyNyIbcsJUaxbOMhUhYZ8LlGrAtUURb9FTL8NAM8uxJ4wH72IOsFWHSutrlIK5SEGXe50ooN8BMXeNd2Fa22mR6WmxNCUUfaxuj7bDAxSrLCFijLYk60ZpsteE1JsC2dSJtvhPYA5iDuFSkRSGJwpN0VW1CYwmITRyw05TgEuInm/yIz97+yDo3ugVBUchvwF4Qc5/esQzuieFKj8NibuufSyqVGUv0NBcdulmiLSl903CBtt0s3F7Rmep1TO5W14Df1P83h1+dQmen6IuyFUo/xZHSLZ4jSiw6/AK/SI7O8MAwfaMGU32Z9KfTtz/xWTrKDqMP6UfT15WHIF2H5zKZn9EibgT4b3H0chR+NmxtBxIEB3JukUuTGoVGNxjivCH2Z/dD8fkqE0m2lRcmTb0box5vriGbXm05XhkfhO5qvV3BrxKzoWOxGx48QqimEsqH6pyHUIex0q1IUw99PhysxrrZCxbTyV5RX6cZZA4wDavzCHFtscp7RMdJFmkV3PePrJ8QltS5dXd19JFwkBo/83p/KFpq+qI16qgJmKjlB5hTArWGbv1pt9BWhP5+xEI06UBKjhmZt0O38Q4S+bYwd0WC4f58Va3hDTN6SYT+C38TtbaNhSg34lCwTo38aQs/EBu0EvycvQJelOJZnQYdnvniretr4vBigYXwfRAzjpAr4oBH4+MwM8+lH8ITBq4SajPMHefBtfUXoC1LjnNqzN3UYmsGxpfPMyXwzQnXoGTWlYnRzn0NDN5uJkQQWqxjy7jXak7Gkt1QqI6u336/9YQh9fNV/DkZsO+a7tfb4Kv/oin+Evs8iQX+MfP3bNasV0IxPz1K54HwsBMOfMeSG/gxt475JI/QVoX+wXm57JgJ//cFAa9T/GUIvIWit5rsvLiiim6sJ71qzryOVvuTUCzco2SsP0uafh1AFsZMB+KdZp40pMrAbHpJYJrnWI31enZUq41Ea/Fm9a4P58Nd1P80qWIr6pm6YX5PnZZFMV6eWYshbKQKaIp1mmvorQl9kljsYt8e3DQJ0UP/HCKWUdXOKwTRUiWZpsc4wPjqVQTXI7XZPCIUkL+EJ1bE/DqG6OLEpPu/nUGB6HyWVn08YT8j+fODSJfs1vgkweiXfKwmK+fV16/m8TcXaeCRr/9FV8PKz3f9SpajdbnQ1hdDxP0So3mpd0q6l5kLwj34u63z5niL1UL2eNrvKM62hBFL6fyJCT1euYXze50H/2orS9H3zC1ZojypF37ouNmzjy2L2H5+t/pHlucGiL7iEJzOnsxvkK0JfBkJH6LagDwLuD4ayf0IMhfvLZb1DIYZGm/2VpFyh9SKKYzdU5r1+UwGU6p79PzDLfVQpMsxTq0V/UJY+xTR1kZ/+frQMhQl77DyPplO3xTG/UGd6/L1S68g8ZcWf+dV8eg+osmdKY1dPOtHiLgo82JyjV6y2V4S+lH7o9AIhNKS4LYo3+j9HKJXmxeqlC6U/BdGbysL7gvTC3uWk8ebN1W333E391YrWdDnGMOgpNiqtMU8kNnUx73QgXikRJyAgKLjJP301JYPjQil3sYUCCvRzA1kQ0kHQT6ndpysWg9IYccBlB/UHkkSKa4iiErqrwUloz40wEaaVu7mIjkEcTI6M8wBLwWHr1DIi7MDWKjFBHp5cIH+D6ReeG07T40mLhp9rKlVeTTq31ATkZwsV9LmLQBOtX40i+1BfwaTOLg/NFWfyMvCF9RTlLjl1qh1SmJdELIOXiilywK8I/TMQiror+qA+EQrfltoz5/sdWW5NJ0DR/+whcab7Lwy6EyS6pxHvkU41MrKM1JzpL++2sGrj2s6D+QNgUPELPFGiNqo+qKr2GPKfGSiRXFypLmtD4LsafqTULT2e7GJbKuMji1Kenkfg4nXaHbh5m5wStpTwFC81C/+ywgAsQhBq5yD/iSaojeewQ517Vcq3geiE4r6gE7xsXJpiaDqnQEt4uipU58QRUV6+RVQ3SW0iDTnkn5ZIdlc3Dl/mWEEO3Kw4KQPlo8J10c818ccmolIoBQmDSFS7bfl+whciZP9fQmibYn01Witp/7Tb0tV1eosKRHsdHS7dMIso8uSmmnuZsmSkXtLrPtZI+VUIfVjDnbK6SD9bKXGv6OR7YeCIMG1ETCGYhH713QLZuGwDPVxlViU1T/+lkIPbHqKVvA4cHkM0d/FmUOcj1Y0EOkwjFL6dcnaCli5uAmAVMqgbVBYKHEGei3f4pORGVGtA4VVSZPAVER7BCJpvKZ4EGLkiDIqzdXg8TWygwirPdUILb9BdifrgKwU+7jy4N4jyIabkUEBaQOPMwdiNZQOrFuVEK/VrcpBsYUZQCVGulegVoX8UQr2fiFCsQRX+1Na84ChakbRGJ6kU8TW8VgjtdP4N77MwND/6Hst1Shl4wxdjB1Mqr/bZ5MWU7xIxD7xYyNZ7YlWmfuSrKhH69FBWJDuDNwFRWwldx4fiiGMiGSb8VRQONaHFWrqMacqkmMU8kggjvoJqzepU7DxJvCGs6ZzWxBg/T8Lz3SZUJHn5PuRTIQyqnTEHh8B2JNeOLfuhLCnYuiLQYtMDA4TFQliLeByROhQ/CyjrG2c2FOJyGL7G0D+oUjRFpYhZbvfy52S5nSp3xWSaQugN9HowioZDTEVdVxTHRgMVQju/nJfrGGoK+7yZEDqABJGKkqHnyFcXrVL8yjLmeDjbYln9yldriOgzgEWZBBwoGkAWARjOMHtJQewgzdfrFSjxkcts2YQ07haxKclSFz5qerbCtb9cBSl8m7Jyt0EfdbtfQJyIap9wWsNqFu/nEUKeQlSsoflly+IUh1zjZUASpHOt6i0E3hwniLNC8m3NQassCgzYBMuCzlC5jKm7PMvsTsBMVxjsCAM1K7wx45BcQSXEtcnjAbJ4TE5B7TvNN/gSFqv5S2Da/2e6LR9umnRZoX/oT6gU6STc1lriHkqIwnC0Dc2FIp1c3gYXnHtRBsGjgTAM67+eOY84iQmw/WlbhpBDwODJtoBYXiD2La7lIfRhiAsCYukWmoDQqp6jHrPEmAiUhMoFNMMOO8OGKiYqLpCb1hzoYWPMy3QLagqKJLbkhhgMxZzbbr5S2l0RUloftaH1DgNkG4oXlZgtK3f0eSrnqOOY0L2l0BCg46ScZzsyobUJdhGrRn0noKjKmi/bY0jFw0A5LaKgtWuaTrYroXi9jTHJdqAq735rmUGMwTR8BhmGk2XoknZSeBXUriV8GjoQagUYNkdmsMW+8fxuEyHkQu4e/8a4W2a/xtA/iFN0P/LIKRLW3z9HKDopyoG7dSkQbYQtdEYLmEWMOCx+8V6MDW9uRs1+7VEp99chFPUWF35/22rjrKTuQice45mYDmOqhxctcZGW+doRjeg43Rwgo4lYWyQhkFLa2oLzoYBpOo+hUL1EsDlu0gR1l00a8JFEVW/lccTWAjPhrE3tqCaEadNtXi7T9b7EePiWEvJzDncjyOWcFY8LkaROibF8TdMmrGvvtscyjSmabVLJfr1MMVq64ug2ht5C/oBFZQboFUXuM0ZGONEDRM0wMb7LnHTNuXKXDmyMqTjNTImhSAwlVvVMyMUQ3scJ59BCNDl4vl7EUMA+pu4rQv8kD+5REDcmPw+h4xNC0RftgaPQ6wTtNqLobDod9AZiPqrWoxfwMcSruGF+DUe5vTWr8m7ljPjYIfgHEWpJhRN1mWrTlJcg6iYIP2UqNVXDX2IaG8USXMUbSuIGFA5J9tsAOEu2G9GOpv5shtkybY2BThZf0PsoIQxm2vZ6m7oy3WlVMiiAgM5FLBadkCSD+BEXnNQwCrwtjoAmSw40hRGFPv1KkjrdH3LRumWXJ4KcCdeX0MGmdG5piSLE2g/TAytRplNCdtMFQjHZ6syPO9wIAiAZERdV5wX2CaGyAqUjjrkErpyUU+yhpXteh+rZYYMiGU6HKv04HU3nPm3dXAGh30BeerEInStH7nydblfjSb2uP7Nx1eL59nNP65zLN1BV1L+y2ajE4bIxn3veRGZkKnbn57YR1ThH0XUPVIPWYPC28emJcifeV88j8Ezh18hYd4uceF1/86bboMLnaET73zSZten3Io5MysUbrVj4F44nl2/eAIy94VDVeHVF2u0P5IeqBvuDCNWtU73m/HsF7lgbmiOPTDxd+ohQjKcqtGjuhZZAzIUkShGJF6lFhMaEb2q5UqfxMopVe2vGUBiD6lJe4o0QBVvcVYkD+pZtaUaxBlY44MmpUngPHpfkDFJmV7Q70SgxaYpIaMW2+CbaojsmC18HARm13JSxEGViiA6lMSvHIdWPiF9WpKizoswqoLpZUMuXy1jYuFm0jMINnDrbuoqcOAlTvCPUvUTH6djwHAXwrVgJ8UPufp/+L1eKkgQgTeYFETqx6+MvXTy2Y36F22J+QwwV87ovxFA7+MLTgtDBqCrlPrcO1Z2vnsdnx5U1DfIokFYZTdEWLWAkNh0NzSYxeq84DBft1qXjXdU7ExSOrm99h31ULE9J74WKw2DwMFGuSp3h99dyUZoM52FcbZWjp5au6RTBb0YhdMOsFBpBJWou66JETAEKoF+Qo+7riDIuoIJFH5JgQiQTLRLQE6CuQL0h74xQ5sc0OOIk6YZ2LGuGLdy7BBce7wEitbsNLcj3gRVZrteUFRLRbInDrmn56IF60lCF0ND2sGB/NIWYoJSrslWJFSsUVjIoansWxI9W8jkzOleUh22xxgalbFAjTON5hB756bfKcoo3jISfEZUtm9YV/8OVokUyn8+R5RZAqO3UJ78aoUZgfsUr3f7SPkTR2p1dB5pUirT6M2f6VaEb70sIBXMhyTcb6KJg+ankdTnkvSTPqEeto1Fgdrqag5VqXxcjcM52wx1mcJ5OUwjVvxuhhJOeo3RSbZm0+VkTgRB0RFvPCqFoaJqLA60jWA06biA0mysvs9SzcQVHcy0pYXgG26WI4atka4PrWVSY8vAcQ7mCtXPRhQ80uf4haS85uuCCrmT8KEBowBUqZa9Z2CFCt5YgGW6+pgd8IXEGE0IzcNuYQ7YQ1aoSXdSM5SQIEUGkjLcJfi/lXjRdtPiwiVmoZiGJHyJV0ijPInRDhFLiUJeD45Q8WU1ALNT5H46hMVG6iE8x9OpfWocaX1qHfuHpEdwJW+2w20PYQlrZ+eFuS3Du53201SFPBggihmYIFlDoBEId1IhoJkH7UbUgJWO327nypkhtdSgZCULBv380PyoyIEgIvxehroBje95QYElQvkS/5U6kdB9iqClq82kSR3fpXRjLr2CRM9QuGOCEwROtckCg8ALqVwv7dZGuodWVhyeE7hHoYHRPYWmd4tSiysvij40KquPbhIStGykYPRDjKxZpHOCWHjPL3eJsEPRoNePu94lBOh5MTWMwFrBidJeI66hWHdCzkVqUqxJVW6dWIShJHs9Jh4P33WKeQD8wikTi7ysI3VcI3QQJ1sskdFAaNDT/pxG6WFRZ7tW4/qUrSHdc84sI1b4JoSah/KVK0Zey3MH0Bsy89huyaJ+f4P6WLNf5/F0ASWun1gRDN4UUPQxdWvXx7QTlpHHr5CVxryyCuz0nCFvA8wNCtceVIkGo8f21XMNj0cY9VYrQkEfook09Paw144xQYb1LDooVZALj3RhAiKiXe1yZyWEbhPMM9ISQSn8so5Z26C1SxFE3hBLnwzqUqahYLoVKPt4QhGLGGghF95VHwDI4YcDiOhSsw8hAjZcIhWo8ureBiOYeZB3qrstY5OfFPW1DWm+JWy5U6Fl85cFsTSQfuDhGZRnrUPY6UewKs3lFS3weoRh6kRhqnNahCy4JbBEX/h9ehy7m8XweqUrRVxBqO8bvznIHU3oKzm6vgVDMttSe05/90Sy3c93ryKqyxXHRNex/MX42vkJ3p92eXkiDFIVdYBTBE7XcyZVQAWs1KfJSj1f7h1mu8PTAIz9NXYHVty7YdNRdkf55QChZuEqgFmVNLPMQkqQtiGVegCwQvsCqegOpaw2mgqDSC6AVBfARQjUmtDRHw+OUvi1FLFMTpzTl0IIjAfIs324TW+3xjgg1paol9KACa0qkDGiAzEPycsH5FYRSNxt0QbRtC1lKypp2h/4PHNIgBRjoK4Z8jc0U+sF8Ocs9IdTkwekIXBLVyBqy/+lK0d/zJM1IItmuHO+tYz63oVDrIzV87mkYbWGK3w3Nr2wOjbdseBQ8s2G+gnMSzz0NyXm6fkIw14Q2wshqfXKalNiAM+XXzgPKdvKhnjyM4GhCAqndiptQ/luVWRtCKBPP4/BoC6nuVDDKDulFEzopt9Qc68lKddQ0J5PJ9VW1I05eWPr3Z7m84APjI6FeEOp8akwbVmg8VIo0B/Si5ZYi0Ggg4sJFTCkSK15RNjqlsxIKO1C6xtJz7Rp4IEvR0timtoVOZPFoHYrTTFEGjg10GWmfUiEU2EHnUbJcnIxYNdEJeGlF6Hqupbpr82TkVI1kj2zV4rFMfbef80YDhJo64uXCIp2BCS7NnJBl8TRWsFY+HpU1ItQ5wxUtTvG7d55DKCC8wS/3hFC5YbAHi89+3P9PV4rm84QSWlsi1A+90Htm8z0XluvPPu0F+M/3wsj7yhZCfDEI3ODZ/ThhFDjY1ee3UTQFcmbh7a0XBNOp3/70RPHW4OvnEYWBj5e6Tx52+ShuAcF0FE9n8apM3uGHgJF7NguHw+F0eqOU6pHsTv1bbv5UtsCTn6odOYFj+473A7MtH68kQhH58k+mS84JoVv1K1+hOATODykEwYJkGwyTrdgP3bkUoYZ3N4pIsaHqupazORzxChDTzwhFoAN9do2SE7gAJa51mwg1MDeGeHgoPfENxOwXQhzY+lDd3fP9mOSk8QSWJA76q/Rnw6v5zMY35rvDPJRuS+nQX2m/3R02YB3attitoQqBNJtmjIiBsFdKShSecG8ohDSvfQtCJctFooH7E3ZUiLz2K2Phj3FWmg7Gk5Da8KgUoSna+Kesv6dZLj3V0DoZoOUya79DjTuZgVs0bbYm48tr2QaPFqSjShwFBSXj7dXVIwT+ogluXfkM5ktVGrIXqxLjY4nkx2DDbsH6xwuSYsW5l6zcbITDKhTdgmRaeYQNGZG7DO+KZSj8PzyeRRl8A7WsSDlSht0V5SrMsW+8eF6sKDTtZ+vNdr0Et8lc5Hn0OHSh+L0ts8jS5jn2gr5nmuMcnIV6WCtQ6Uph+mtxWYp/5atgSTIECb08pzSSwXOHxokpfeBs+TMl53hZyL/A7QtX+Hhop+Pz8dBxVoDb+4rQP82d0G7cVgit/SKEjse14RC8BRgXlpvVMsacaI02FG+opHst/HoJpFiRyvDLYADuQvfNYw2GX6ixAO4NxKLVfKRxUg+R2OuFLrgaXFJiglKXdZ38yjBYipfZMtJiBs6jX1nIcRLVtCBlP0TsdGWmjQJCFkwPCULEyoBz2JHqoyrBaZCCtCfJJWvFvkyT8S87lJWzb2nnowac0NbiFRPngLOfSjPBUxL0VWqPLMEX81M/ZOvTD2V+Bu0b+UTYp8v/Ux1/JR8CTP35K0L/KNbftIfBkx7QCYSOfzZCUR+mZ1PnGgjF6jMrEFumIxewvBTNIvxRR+OzOZI4+mEpGB0JcDti2fSLEWppJ3FbzTzzxR3HOKuFmedPdW4SVi/E1W5zaBO/JV+Jmpzf7wp3ydJ1hTlBhejV+oyGJ3ES+nCLa4Xnqc64/YBQy5b03BAdBtSALWLZUWpDXmA/zJ4HJC4w5t/B+hD3g8A31OobvxJeHobhSFovf3qne49hqvluNeyG2VDM4tCSDYNyYABG3itC/yg1zl6ops/6tcY/n215BqG962DoQhQly0hcmGDGu6c49kiBTQml7L4sH7ovICKO/gWEygA01d9t6yF0iUso/nAx/RHKGCklAG1Ht1A6sLXKx0ivlLr00+9LLn3+TvkPBjlBlSvoMmgt7J0FU2xTpP6oBR+oh1SIfHxi1llYVx3KUa8UG3AEPjRVfBkQX5RgX2RYPm6iRyK6hslOAa3GQW7iYLiMpXMcFZZTTAV84tihWJLoJbnBChMzWVYeaGz6itA/CKGgCyCG1skp6nf+8XzoU4TCI01r0FzpOhiwL3qXZGXenoSXMEKsU7gTK1K2VQbC2BXLl+U9h7zlgYuL/i9HKMZbTmcOVb1Q8k5Sba2P9f3sc6wVtq/NKCRx1nXpISxy7oYwzs/vdBhCbauatz7/EiyFU/qB22o+zlEv0k4AZkXLVSdknUKqJjIOlq3CaMhhcxIhiN+kPJAHxSZShMvBYNpaNb90abbpxikB0B9JpZ3SYPt00IyUKZmFs1/nQ/8ghN6MRn6vy4kUUNX/qW/L5xCqnEa7/lAfkF3UztbScwETF4OkFxTkRBMUJmqj0O+xarRcSveFDZdm/9/Q+qOMgoQpZY9y4mLqBlLN4NR1NkVuD6Nrlmc/GD8YZ31aJUqrh/KzEVbLSIOKXwBVUCXKoQ88yuQm4xbuB6eWOHQX+B0GH022mqLP69KvxfZkRNxRvWd1/UiLWNaiCzT45rKuPJ26Uv1jAkv7N6xeKZICeSOelMXVskHRQR2VdiYMPvPwwI7SLINTuPkSRFD+MxoL5OWG/pUO25bWgIu/n4tQkA+oi9LtvGn4/hCB8RZUhazM0A6dQguFnIQOKPO3aH3W6+hNBQGSXSkaIdlt9h55sf0ihHoKZ0g7RRMMsUfnB9ErEyNbRrxVEBWM6Gd/Jbh1+oEKeoSCZT2YMylHNE6EGaeFX4CA+uC/JNbDKnYpbSBWggLjkzuHbanlMGIzh3R0ZbSEQ4l4iixEOV+mU6ZFlscB3mNUtw+Djkr22Za8urEYhKfuiGW33B4MpTUq9xCpL3mW9qr19+cg9P2H6Siw32AErNXSfx1C6xMgFIvSa3FZA3MBXViMi6qK0BU4ftT/C/1xo3c9VbR6zpCCxEAdX5n0NrX6VV2f/fwYajqnK7qqBllO9TgN0FwVQnW7+pSOCrmm4uQ/CqOIaCpGyYrUOsVZS6sAoztKC8hzLFqe2UqLLxCjNEfuFEoN82zTYp0S0SCoTCFE5kvh2lVXCBa5nloYA1x4WczlseTaZ0V7Q1FLyXDEYXz/oU/s8HgB62I8D0OmgNSN8EXYjf5XHH6bs2YtuO7V2RLRPlLf+zkI1Sp2LSJk0OkQkz1wdAt6LrXbXUFoXaxFAd7hLQu7NTX78r6iGlEcEC3SgU2y7niG34Ha/Co0fL1aaz42MLJEADfQlQEhdHPtajmGK98SDVqdfCPTETKSakMAPumCcnwRoWZYtpIElDUgSqG+VsmCGaLLyRovYhkDJhazvuTOCFbEmU0gOnJTYMBzxbmBrPpQ3RxYubHkl4mpUVfkcYlVOZ7pqBxcF/lMdnOkEkTwoa9aGce4egBNo9U8TiL2cvzTAloBGutTnU0Wl084Cub4GFyyBtU35PJNpvOqU/THIBReR61G6NM5EBVXLBt/AUJP+SRDARDaEYSWRQKOriBUef/C12V4OxkLZV6BVIkxYEHKoTTOpE0are9GqFrnPXYwCu3T98+YIVJFBhNThg5fpGctXsLsKRpKOY8TzlvD1e1MhGvTNJSApZJTR4GDFVbDM6us060qT4ZEL0MdUuwiqmyUzdZIwrFa1xqByqhd4tUz9EoJkDUryUwtVej1SWAMqiYusmavWpnS7NsW/1+zhJhSIQNpyMLPyvOykmX9yebETAzxMt6geBcRUV5b9AQ4vO7rwcsQ4/zPxFBWY/pOlzb2QEen84sR2hWEJtSrS2G59gZV5A606cEJbg6IUHRgkNHS0oWF3SqQSvflFnILtU64+O4YqtnhI2EseVvkikkZnqLopVVlgaESirUCAYVJFEqfUBPWHwdNditQetNdKcdFu7HqlEBZ3lHxzgX6TNHPIN3BtyybLENH9s+7AEVshXIgavKQIGS7w9REJ1dTI1+6OhvSHdAgEb1NFnrDAK0eq+p0hkKwwCGlFIQ3e6fkNcjQMikWYPs7rhoKrKTrg7P3GQhMm92CB5MFM1urkpmrhN6RNbIRvSL0j3GFGI2CVtgFg0Dalt1fjtBeH9SiJKH+H2InTBFrfUgDYrYFRCJn3GiKTGCnw+SWPqRKeQzzo8NrOD8Nou9FqOs++XUafsJhTtv1qtk/dCmr5R/YzSo2Yj0ni7EgqopJcYLjKTpcSDYs8krFx2FxV6sqK/Z5mCZ6dIlbkRhN6IJkMbxXBAZGb1n5OtyJIg8RHIEBvgBwbSgnbTKCqsoSV8iWqlJVfVfQGXj34QLT8lV7B4oOGE7b7FfaieEU8hfDoTaeZ0weU3Tc8ycfT5zq1kwnfNtQzRjrJYyH/od4uaNRa0ZzT7LzfjlCO2yxcJpG6f/J5kDupIfRVOihWLUKod1b0P7A3r2olMfYIiVx8LsRKmpP7uPzjzbbVXLy63OUtQKu/EjwEbKmGXGVF0YiQVaJPdMYJdjsU/xCoIGpPqUvaaVEX3QyQrB3hD9Howe+y3bFwsgQwAaMiHylDL1pVgzdXgbsiJEzpMJ1UFWlLElMeVJhJA4xbuX+gMWnsn3QTOKMJyo2DsQcquCWJNNmIdikMIqIyIdRWC2/SXKSHhA+yg6qTMrYhSO3Ql5QtyZyl6RV9LoO/WMQev+e82f9a4XQbu8XIxQvqKlp0fYs5yxaVSTC4Rtjz1OseTZIe71bgLTnnpTHqMYw+iGEgoKAYezTljDMHHfrBHJDejWPyaVXXGx2GEiisHuKGaz1doNJ0WRNDjphsC60qITqbZli+mW3JgpSkN43QqOPYHtR4inl46Kt1s56U2IhuCjwimIuFaRkvcW/U/FMWpCRvxbpkmQDUWq8CsR1rJijJV61LflDWOYaREQ3+UKiMgnzm/VCQJ1xV2DR4wsNs5KviSrjQ6iyUH2poJAJ4OjiY2xL7MHi2hMyNBRVwtAppFtKGQUVy4h1KoveNeR4HQiSyuTA3WsM/YN4ufAPncF997o7nvx6hNapENYfNKctlHIB0QRdF4VQ9HvagRRuTzGUqvQUCiRI1ezLzTT6gXUoELQ/nralUhE7HMulzzADxT6GDwhF77YY+EqVOOZGlKmz3Q4v3KYUGNlyHgyjZtAJwlTYBtIJYN9s98c1KLFz6GVi15kqN4Hfusbxcgtzn9wnhFciF1qb262aauN0JyfIDjlWl5AHw6t2VFYhSnAP2FK7GrYquy1OAnKEJeNotj3g/ZxU9TFAxgPvSzCIAqhXc7ebBGk3uzMZT3tXuuV+pXMMHB9qz3lRHBRsvq18Qq3AsXec8wap2BMNFSrT76hXhuFSaCBtoX/9itA/iFME55Z/DaFIcVs1eBT2BgqiRZbOPkYoQigQ+gZqC2/ejq/eXIPAe1IeY2X3exEq5kNZed7UcHK0wpULKTGWaSiBGWNyOw4szD0vDG8FNMydBJOhZeoAThjvhBpCYMw3h1XkhMo0DLoIqaPzWRSEMLSZpytOimOW3oDW1zrNIwxEF6ET5sctIhLkg1wzyiGmokEFtIxNKPPtM91KDwAQlFWOx7nucZ+xFuXUv40J5yiGYHyG4Vu+BXGUcoAr6l9H2ElBkQaUfBCHCTJf6lAx1qHQM2SWi0+zXxleVFI6geoRseWlFDHU5nseh0M7WHeK0BkRuo99TJtzt/PyWL4i9M+JoUDorPlvIZSCKB0hKljIdDHpgr5oczC9DntjILStlOjZPa0rJ+AGIqkw6C+k/bK8/+5+KL5j+9HL2En0kNwFDKQ7riRh4KkkfnDFUjnIhapChD4EgELVHpHrQrclcNzNPkP/ZMXLN1ZDlC6sAyOLvg0P37cBOKFxAUkGyv5pPoMUoiyWeyEEWKD/BZk/1IuMFevD6fGQYKGsbaBLFOa0l8C5UZxzDi0SOhZCmdqmqgoXwiEWwtBEyUgQhBp2wlPhLwY0yjPrnqpIVHHJqNab+axJU3sX5duEBlFQX/H1aL+LVCfHplB2zgkbaCoh74WWJ3P/gAJLWjUC/orQ345QrkOlUvSvInSIWbR0haHm9mw6CHoTItQDQCt+Q70h6kaXAGlTcl9WjZDnfi9Craoz+eBOqDzMMNG8oZuD0GMpORuy/poCVYg9G5RLEKw4EG2eEYr0lTp9FDpxnJSJIJs2QC0VqdOH79vcUG2aIkbLANOlJrQRAmjQbtJYR7/Vga9KodycEMnMrAJLKS4RMoFKa5Y0XMg+XeohuDZgR9qCG0eUX0FVKoIWL8wfIJWfp5GpPeomnRC6slPOeZIVBW3Q0DFjSr9EqwMUzDABmmC4RorFvoqh0CXczyHseciEXCESvIauWa8I/TPWoedKUe/6l2e5J4RiIJVdF3xROHytM1HWMbVOt7KFULrzI86+XDZQ4p1SgGHwA/1QjJZh5m1ZbQvVjkfdBNZIeURxPfwisPLCttlsCVr6IhlKEhdX6QmhHrst0DQg4qA5f6icYHbQKLJ2x8Wj2rHQBWzIHHGPG67qXA/rUNpgJ8Q5QprBqUwA0UT6LLeR9X6FsXADPmQllpKIoYvdLlaKYGulQG+otm1GGyTud0+hbMifQBU7i9xPYyhlVXROlnpKLCUETWTDZbVuxHvZtyt8Bb4BLVLObXu4UaRUB8R+18La/5PH0P473mcRJIEGHNcckxX76xFKxyXGUFcquuiLzsFrgvb8uGVbb7TuCaFKDgUJLhB62ZIiL9737q/vRCgHoV3WRqqNxVcDLkcwVkql28Jwqe+kjELQYb0HQR8WeUU+XpxYdJEVYrxkqCRkIQu2rxC6XYXR9pGPggEILkHj8ag7jX2i4lMiMi7gv0bftPBBZATa7mEqyiWuuT6itBOX1LferPkKaHByjpo+ZXJrcDkdikCKteoONVme68qg4gkBvck+iaFZoICpic4nPF7opbbbrA9bhwiNTkwqeQNruft9TONGkS1ihi7swj85iP5XGAvB/XAw8ocABtUOer+8llu7rLj0mESTxijsItB5Aauob93evq1X7qOIoSqIItltKhcmhN5eL/xehAod4HGlKBDZ9p00Plhe8dkrpAVSQJV49h1zGuIKQk8q8kRoyCwXIgQWH3AgDugGUSBW2sgaH2W5hiAPA99Y2PniPc9VHikB6QoHXnI1a7oYcRPZP8IIQLTWbI/AsCyPF8KMMIkiVp5wNEvnArhaN/INsRB3RSPB1OYpLA4faq/nLJdxnw7iEYUM9fkWETxCtYngDPb7hUs6FNq8DpJuXIYhEDrnTSMBjSmyCxo3naRBXxH6OxGqD6dA6PCWQgjg5f5yhFauZidvMx0EI6rooq4LUtHt7VWjLiG0w6e5bAQblwzAEdPf7m23G/793VmuHzwajCbLdgPxSqUMwv4/YyjWXYXUeFNax2PdRmdckb71KoSCl6u5zE81XypF9EHiFexlOUjqu/0ZIZbEUOoCbcC8YycyhYxQtMrozB2W+9wqDqWsHFO+CzGUXmym1GsAdCwxET6xDiVCyadlxDbXCKTgJvlrcC0k/uG2AJUyO1uhO+SyqhR9WilK5L5hco1bUNlPVA4hxx1wBRwoGpShKkWanM2d6BJaKryLi6P+J5eK/iu83GA6BFnHJ0CpVTL41QjFIS9ZA8IQljRZWjIumiSzCxBzwctV3xgnvsXDu9cnNpUlWgeL0uh7K0UVYdV/qBS5K8jdoYZDso8yRkPvhKu+iLRzhE+KVYamK+mtf0LoDkLwio+eiec8WimYALHpKRoon9AKobpc3vi95Du0WUBVxz6N5MA6DK/83EeLhBE3Wu82brhElRYx3ATlF/FNQjE8JVjLrTJRyXJRT7rDzQLV2QRuTWvOyaBNk0I9dy2DN/vD/JMYqselqC4Qe6knLSLpo2xdG5yiJFQTL2LAFsERcU2E4k4F6xfLyLhQdWUK5xWhvxuh0/4AddxbFnLH9Pv81QiloPz/s3clDGmrazOsYqABMVKyELKYoB4xxhv27f//q2/meQPaBW172n62h5x7rUJIXiCTZ59RWVpNMkZwdVPMok3uqd0yGDShvlaSj62hIFqr6fhXOudZdfn+6TNkJF3rEz4FV5PBaoe1kFCEIk0f3QETSLAAbyi5bKQaqKRA+Y9JhGJuGtcvOK4hxTvLwyfI4WYpOgQW7FjYjJ4HzU1WTmAjXaSK8hEyxkipengplIMhxj2yWNKY4lzEIzJFS10yRbShS6r6Qpx3gwOwPsNZ08mGMmpLkmlPVoyAqcObjadrPj6W358A2i8zRQGgucUSUfldeBBD3U3jcS5C4wyFF5OxdBk6gDeOkYNkF6AEQrHOdCocwY4WaNopl/v/jdAuiDF7V9EFypH1EnzcqvbLbShqKfRhK2IoGwhH76ecRRvWhmj0E74kqbIokDbhC3PHRrONwdFu7Xr8C1hQQHdiUYgeic4caJ6yp6cos7hEaMSYTgTPcJ17MYmtEd2BzRoKY3M8ju6CF/yVFhFK+4P2gB3TOBmHWJaiSLZk39EIgeOWUAgp0ru0OEQj1RY0IeEM6wm0VzR4uSkhQjZqx4qR2oKeGU/GvajQNpPfkScCRdHi+fQonsSUdZnApwZ0twy58awFae3tZruE6NsTeyJIF+YpNhboeeMg09VmDAd9u1hhNynAnDoW3kemKIZ86AVmwKpknUZzbOU3IFT7hAtweJ9PZ5xFq/fjiz1Ckb9la9G/1+D+ti8bqhaozc4wNolv5B6yuqajx7n0H/EfhIOZhI45CJ+1NGe06iZP09mE2qEorebhC1L7LGf+CCbayibzKdoMRX0im0JAdaQYDdIJfo8p7RTkFCuEJctG7J2dTNFkhVOOYz9/MoU1IZfsqp9NptOc1t/14qcZGoEjE017ZpJzEd7zROdIFJUyHD3wNXl2LNQpVsr3h1bjnPFzNkFfr0OaTzZBTkiPPcoxa4okFwo+k7F2Quh7qof2AjBaa68Qif1KhCJXdH09ymeg6Dzz4w402Kot1U302Wf3KxEq8akV6M9sKJpZTI1imtMU9lvMknJehalhU/xmzIFydss31ejJM0JVSzr5u0KJ5TgfHRXfdGRQsIcEQ16hB86SpckJbKEZkvHsgk/MVAQRsLE4qRkIX586TBQeLqIo/IyGkORi+wUJ8wrKTYqapaBecvkWQkU4iDdAfhckmuOA2TSJtFkntU4IfUd8ud0zG/0KUITQO78+Dv1yglzmW9IFIHp9HQrFfKXYfhtCi89R0r46iG45IgZcgsKA17HrKAxYEa/4MBQGW3LnaQUBl2Hpn3QxGTwWCMmkyUC39m8a42ci8WQKU6avGDIDYYFgyQda6axBhoGaoxa1B90v0Bf5ivfPKga51XCrrqZCXdN4wYzm6pKh1veUZjKfjduIL4WfqBhYI+sLZ+90tfZAiSFjrjTYM3CfEPpebGjYFe0zILTU/PXVli94kupk/YNG93ICbrHhsESupMK7FQaxX63boh8OH0QFl5glJGEu2428Pe0B9zNEmEwvxqVZanWKoUrvRd8vjKsr6JFZaMWj5xewLAjG0GAo1s2XA5rGgVsP7Hyu4hUURiMR+xUzrSmKbEcRzXvCPuirs3Lq8wURkwxlm4pdV5NB88PSwj1e1cAA/QR9v2ZL7LKkoWNN+xMorf9DNhRU8GhV+H9CqDCg0JDmswlG0YYlmTlTnUWoyzxD8Bfb0EAtTpoYAI7AKBKzZB3D/LWp66LFCdogwJLawBYFIdCxYOlWqD2nPYsmWaLbiRS5pav4cy1CTKhQZKraCES0AWc03VhxW3uiBasHIV1sT2hRYGktMadsTrRoBwsKM4umF11B/HJ150XZMiDGI06WFcR+EZkWrGh/A3E4b26RU0wX2iRfSEDFI3Cd+SpXcblzQuj7saGxa1839zb0d3u54CgC/UmjX0/OJstpjkEX1li4jt+MUCBGxMwRtllhwUlgiJVyi69L0Wea5BRy997tgUbvGSK+ohMruHH5wQmTZ6gVL1fmzjwYZ7e42EzhPHKMoNA68sWGR4oLDV+yRUSDaMElnaBiOFMeqlxEz/z4zp5tWwhOFL+LCFCACVhI8Bnb8q3SgpMelGtWQberKFz8F+/mhND3gNDr/nXnCuQkdb352zNFrbM6WnTbYOu9Zll0dl2TZgXxdH8jQnXdLzxZ6/lkcsGKLvZBgjzQyeUJmxo+Kynhwn7pS7pqns0Rpk69kPl2SJ6pC6c9/i8oFGVPD4fSheSL/i8Iei1Wb4F8z9BNRV/ti/ySaMLsM0UmNVuUmoPreFrRVL+/bgyS5gdCga1jRwfnVzpKVGgxhVXFt9Q3oZPPlzxIuilkoiTV1SztPff6/SerLXWLjHustnQqv7vagvZbNffmdlPUXJAuCkqlwJOGP61SfaH09Ktt6Gn7w7b/TMdCuVa7upJqCxBa/dnqhN9QD4VmDBmSoNCN+agcYy5ntVrodfXSCaGn7YTQbrl8VidC0SnQZWfRb0Yo+HMr0hGseUzoKopOKKKRa0GM6Amhp+2/jdC4fF1XNrT7/4RQuLjgOrFbtevyHqJnwskpXAvaCaGn7T8dh6Ivt+4wDoWAEb3cyu9GaAcIbeAnCBYiGejOrhMOo9VKjcbv6vo7bSeEvttc7vABNEXXJCXplvTmb88UwZHFTE2H8kr1Vnhdx7QodKCzAqEvc8snhJ62/yRCoU4IhMLZvAREm43fXW2p2jbx2cTJofprd6Lr6VJ00Woys91pnhB62v7zPUWI+xpEaJ2Y+M0I7dt2kwa8dKX5/f71RQOiS6Bjh5tb72onG3rafhyhoxT/yXaXjW6zuzTBY0ToaDROx8l0nv0pCH2onV1zRBoI1X67Da2ImhPO2sSvvn/VbCVpNuegC1oR2+eD1imXe9p+DKGA5y1RmqXAZxyPRskYgl63SXoHzN7ChmZ/EF8uEdqhDf3tCP3882iAOBfyojOIRVzX7ap9qracth9EaBJnwGKSxWkWpBDsITIFtOnt3d149AchlKkiILTZeg8I1c6rdZKLTWlF6y3nFIeeth9EaHYL9zYdxRAkT8dxDK/39m58C/+Wfu/dH+Tlzh9qdbtzgdFp9OU2tP9nhFYw63ItEM2ur69rtcvSCaGn7cdsaBonsKNpGiMEhTmNs1EySu7SW1hTuMB/jA19eBqW7AGFjTjBrVX+nxEqetzD8jAHuViegGa+e0LoafuxTFGWZneggUGOKM7AOpNNwUOTEa93CaD6p9jQy158qYHAC7JK9frlpfbb66GfI1TGRctlDLrMJ9fl8vCE0NP2g9WWOBpli0k2T0egZM7n0wVQimwRU7qjP8fLBddf14QJbdpn9ntAaCVq1cA+eC28V9fQajl5uaftBxGaTvJskd4tYEshazWfLObTCdJFaZZjyxZ/CkKHQwcFyYvmmSC08v+NUM4sQ7Ll+iy9v07PTgg9bT+eKQK7Yr4YAaHj0TKLkdlIx+BOH5HUkVsOJvUoTuLjWxLFr298Ponf2kY80PFDRQmM/SvPx+M44uuvb6751/Wxxb65jgRnen0d8T1PdfQEPEUo57lOkuS62D75tJz7EbAJOusTQk/bWwiNYS0Rf6LRO89n0+k8BwXqLEvS6DZFygjV0SRDohe7HdmSNLkfJcn46PO4CsdA3+itLR6Nue+xp/EMwuLR0fPgck+Sf/65vbk5vgcX+tYyErWO1/bAOu6ProPY48fxzz//3HAtylCm6cs90mQcnRB62r6xYyHFNQl0gsY/G+OfmL8jw4vaC+LQFAFpkk0n0/zoNsknE/w/z1/b5fXnv2UfnGL62i6T/+G56Vun+JZ1vLWbrOP147z1NJSETgg9bd/a9XeLLG4KGzkesfKC+gv+5Y9kdIvOXBRdpgtgcHpkm+C/2fLo09wDL54tpm9s8wWPNT1+HspcT44/z9djHccXKuuYL79pHa+cZzqZL15/nnvwZIfti3XgLLMTQk/bN9ZDR7cpeodSmMtRdhfDHYP5RCEUzbnsL7pL2Js7unvFqxuP8sUrziOAH9/n87e8Sxzj/jUXNBnlc5zr2C4JOhbGOMY/ydFlwJF+Yx0IG5PJIqaPe9zNTaaz8ei1pY7j6Wx0ixvcDd1ceLv/fPIsffVkckLoaftWL/cOjiyMKBzbBOi8TfAr/kzHtK9o/0Mfw3SOpob7I9s4TpOn+ejo8wjZcDkjF3WIJz/d9o8/CcrHxw4DcMp9YHzk9f+gcx74QySKoO/+/vZ29MV+CFTvJ0fXsT9Uvoju0+SVhfCGhbd9dJ3390BozCXcfhpH718/xj1rMj8h9LR9o5cLEKJzXszoaIRoFFZ0nNxi+Gyk4tBbXpJA7LENyM5yydR8dRvhZLju5+M3Nh4jHR1//n4M/CGHc2R7AEKxDiCUjf90Az5/PUZ1vm0dyJ0l98d3gA3FOo5+HnjxKM9H92nxkd3KJB+WtX9+lJ4Qetq+B6Hj21t6tQqluL7Y7JfeAiswAbCsd6NbXJK3o6M2VFKko/To83SDXyDjK69XV26cjpFCPmq67qFUySTokdc//G/+OE6v/xn/MwY4MNp6+9l+KUDzbeuAt49c7LFlpPBQv7aO52XiTUQZEXpPYPLTfHnCMXNv45OXe9r+7QT3YZJb7CybdH9skwIHZtvugHKGt9+7sU4Brzu5i7PsllEyD/PlbuP/TYGKG0BHbKgs+9PjJOhihIMwTiL8/v3ruGVSLRojPicGcePCjYddzUd2vydAx+OvvB+s4hbZ81PHwmn7OQiF6wi5SPTS/yhCM5QWGGKixoCq6ne/PqHbKMfABqjDK/8aAMfJYxwDobdj2tD09osd7ngMlGXvJtPsFiqX3/0+4GGMZR1wLiYTHoEcFN9/57od8f2ceopO209CaDpDjSK/+2EbmqINYgbrhzLDbHKHLv3vPgB6+udYA81wPl8yOE4ZJn+G0IcHmTxnwHfPHT6HaMZ2DLWOSZ4mPwAs2O8Zaj75KGXJJb9luvv77zgjjhBNl+kJoaftJyFUWgGTH0coXr+YxsTVdAqB5u9+PewvGoajeY7BuClok2jNvuLlPgCXNwif/2EgevsVhC6z62WeJHO0HefI1X7vOpAcussWaFyGQ4HpH9xtGLl/P0Qx1oe09HJ0Quhp+zkIvSNCJ/H4RxGaCcLjuxh1+izKsh9F6GI6Gs0X8yWmzZGV/QpC2QaVsvo4Jgfa1xAaLYDQxTyfTkbfb0QPCJ2MEjQv/zhCGcJmixNCT9t78XLncG/zLIftyuFkxv/Cy82yfLYiQr9iRMcPj88Ivb095uWyBRntx8l49KNe7jxP8zmG9X7Uy71Fxgyl3VOm6LT9JISOmCn6AVvxSaYJEzRoZ53Cu8x+NFOUR1ke4f/0cjm5+jlCH58SdlxIgeMW4ejtF+tAsyzWkaCt9i4epz+aKcodVF0Rjf5opihlwwIOcULoaftJCJWOux82oTAaSF4m0v4Qs9/3R6stCf1MSQojlBt9saDxdP7E5qgRwtCvIpStBDGCwCxmLjW+/dFqS0KWmDRK36i2vPJ5gvUUb+aE0NP2k+LQd7qxfTi5k6AUDmjyD/py/0GvAbr9MyA6I+USuy3e7fq/G6HUpbdEA5tC8VTljQzRzT2y+Ycfn10QuhLX/o9soj7uqU/CNDXre18P5WJqfH/5QepUFw5llN8oxMtDX3Ne+TpC7z+FUEy2Svc6TSyY0BJ0/T2MkxvUOkejmyz+B/YyI6no34JQEXx3oGBt8hu1PAMP6P7rr9Gdr1wTrqMVCvf/ic1UoNnDwPnuA+jesQ9X3yuaE6Ga95bgt6UpufH/CkJBj5/N5rNJNsrRPRCP/7dAy0IW3QCx5G9BZ3GeTbIfj5/fG0Lx/bo0fAa4YMJIvmwveuWKc0Wa/kudeGGSMV6hcfn7nEiHlpAGLIiiH4A4PnUvcr/CdqO5vuYa4tDgL9MP3Fc8E0/38RU6+n8HoWAbmSA3O52Pc2R5Z/+bLh6m0xvycKeLHM9ACBu8aNlfg1BcX+GLbzOO+F1b7lFjGGiWUdy4/+thHm5WVmHofihK9N0jwCVM+S8R6hWf+ivethn9p7xcGM7JAsQtc7Ar5ahPzqUVAamgeDZLUYGNMGiWouf/b0GoScBZISjZ9DgQjwpWwYhffY3/tUvCdzzX8v87CPXkLoVPIgSh3ff7Doa8MPqaUwPbHHkOg3pw5cF+upp23EY7YYxY1PgPIRSt9DnJDmYxeM/AjLB8zEF7doO+3MX0DKJGOQqXNkZZ/haEMu6k36qn08VqvZxlQKqmvWIX0hiX0NcCTtzCov+Ql+vRfHnT+b0WTBbZ9xtSGtCn+eQLL9dEhJrMZ0JzCYTqWraYWsejDjQEqLvEfydTlIymiyTFh75AO0Q+WaTgQJuhzJKA/BdVz8WEAen87/FycZ0Bksl0vdtt1uvdeorv1jzuVuEeBRR+aSxd7X6zibVQ++94ucBouNxlWrjYTX4oDNWmm+VXUrlakG3XPkNLGlEt364i7Wi6aLZb33/dC/5rbSgizQUIgbLrWQbmUHYsga/wFjPe4CBB1XKGnO5o9vd4ueKnwf5tt3NM0GXz3WbK2sFRm7DE1RjoXwFiON6so/8MPmkCDcPRVtsssqbLzPyB10davvwS2j5SUMluFewRasGGvnL06W4dW9/l5Y5UzX0MaaV0JMxhnN5kzT+ReuJzpX5EnaXs/q2NDCWv0JiQTpN0C8dff//660lPIIdRmyicYhTtBtmhJHl4+Pj4QLqH9B6W82l8A9bf0X0GBsOvTJSP7l8c563zfO19jkevPU02leMsKeqdCu2ofA1HEWo5BCWxFPhwSg2xotPNJlOPznYbWIUQbpVDg4j6qLBoW6rq5mrLbS53bIdl08BQN3ePyQ0gNDakwOfgqIYWMpcCOnGcxGVJT6o4AV8LU6vyxZLjMHwe0PQYclkS0gURHok09QMwiK19sgTenE8zE+g4dOTIu8EjXITneI66tTjMKqvVIsiWu0YsBV9fli0FX0sWjYAaeECuR/Jjh6QPC0cudvRRfdLcfYYsCrlU0xWPk0kcA2tdwYby0K4RYHeeWe54Ef7DG0d078nu8gGqdchPHw8GDj9/T4s9zff4NvHDxBLgwWS7lb9fMcvVET9fqZHGGj8bFMUi9bdOhJrflSlC0xpxCaFQsBuMrlmxEE1CtMGy2p8+9/RAdCl95ZI8XPlCd/Iawu7fQuhbrx+9oEbgkCg6h3B7ub9/eHx8kP+grgjS3PE/8Q3JC5N7qLl9ZZ0C01fP8wrAxgqh4zc+jVcOoDhZ0vHrNtSQSkqEDIPGEqgATI+Xu1kkZXQjWm1yuRLipzy7lzt9hIswRe2JoBovdtNx7CSJhzuWzwsyg7ZA7Dp7hLK+HmpJZsTZE65HPUHvdOqp0jpYWfOYBQaijeyscnQ3TkIcLIuVBfbveUSd0EoyHD7PI3Vle2iOfLoPeOHiBJioxb680uU+MBpZGl6Y4mVjLNyLtQRXdpY9ZTFfPRoFcsVrWYITah6Ompixw+OOnyZPKZBa5E5NL+NCJwi3NZ+vfcJJueJYux9pERZt6oarctlWZC03WF4yDnBXuTf5nlJJ/xhh8f5C3gl8GUTmezDdJNawE55wsSIXDx6OG0RoYXC4Di2DYwv62pHLe5SDNcOf1mN+LqiuyC2TRgKYjsSG6t+XyyXjwYg0Ymilgx4hmHeAz1ESCCNK8oIjIc2T2WL21jb/lj3mbx7i7cN8/iJ5Fbb/4f9yDvUAH/va8ebfdMB/ucc3fFTgYBi9hlBPbuimE4xCRpOO9BNlm82Yt2kLVzvalGFaoul6g8B05uISm64n8/Vuu1uMtWyz2252T9pikyNunenudL3e7nbr2cGGWryhR7M1n5/jtasNnx5FsDczHHKzmSfMTE3w9Ha7wDXsxdtltsITqxw2Sh8v5BSrDAZutcqXO6xiSruq5Sv+PqMVSWHpd9v1RLUOUA8j301mshB/tsK/U94Q7pc4iQTWMSJFGvZosl7GXBTezXoW4MoOZ5vthh6+a6rMjDbf5HOsYL1IcCuJJ3x/6/mYv24meAebHRatw8GV96kxDjUXm4mOj2Qyx/o2TJcFWop3tN0snzyWTGdrfnzrKexqtl7gIGve7Qwtnq4X+KS3kykXgePS6+C7yTby+e0WMT63fL2AlRwtsEz5XLwonvF4G6zK1yaMUr8LoeALuRNyk0TmVtCryjmvEaxQTMg+Z1gwypFCvSV9Y3trh/En/xw5xHicfsdGY8RO2/Th8X+LOUbTHmFEhRCNbCn3ipbse9cpy0h/8SYneN2GMsiEgcJFs0xZIuEXaU4Q92i8YOF6iZcawO2d5riSkSj0kIxYLwjSRQTobRaze2e5W22Wq0mAOzj0Pebb7WSPUIPxkzfHS5bLaYzDzOQwuGCmuxVy5KvdkmhbrzFXtNyuYV5xOe5W09lqt8KC4tUGElwzPIO7xHq9WU0nC/jdyHBOd9v502S1WzjaGKef5LPNeuLSt8ST2oQLmsw2u+VqMZ3tuJ4Eh8Ww0Ho304zJdiHX7AI+ejTjonG+aRxqs+2K73OzUHGfoYezLd5tvsD9B3cdhOVY/5on1fLdGqfA8ZasbuCOQ8d1jZgAMM01f4G3PM8XW9wdYASxzsl0ASji08RCMbyE5/FHtltvV6vChwW85t7zcReRLyZXs1LeCCa4PfF+kuMT0+DlLLHQ5W6ND2myWU8xrb/DexohjxR+H0IZtKGNNUlX0zhbzeEdJmzpzhYzFZAeeutQ1Lhbzt4soPlvdXqajv5Wj9qbYbx12KNS1Sik1GlUq7XeVe8RSaPF/4Y9p2/bdhCF9Tp9k9D/ssvKfSvfbr1Z5H9zD9PUX1Ne4h7RwRc+FofiekaKYsNrIIK7ptO/m28WbC7VVA4XbmC+wc0atmqFK9oFzCZ0rHg1ugs6wfFyvc7MsRavdxkaYMLZbvHs5WoebgCbLT1NXI907sarLdJLS3Gfx2t4ZclqN8GdH9hfmBouxwWWkSx5bedyUfpAF14PgMa+Gc95n0jX8CdNC9Y+Q6y8xE0kwKWd7KO1yY751AiImsQMpuc+jBruKGEwIUziDeNFLdniFTnuC/ST18BViEwP3me2Xu8RClCu6Vfj4FqQb9Ypwk/cEeZaONltp/Qx1lvasUIFC+CMifsACF1ltHg7IMZbSNQQTnfLCJ/L5om7znezRMcnsoglmgTEjQlA5k5o8g0cV5bIb0BP8eW4RhghpAijDAnfWH0uUbzCXSlarTN0BqZrgfx2WaQTvjkORaoI5f10CcEz2Gf8CX6r9C6ermYcZTm0nGfpZB4vZ5HxxobLxbBMhtBf33Q/dPXjTxu64YS+oVvHnjcRjHGP/dYyLrh1fKd0dXUV/48mdNiL7Wan02xAdax06Jn8dAt9U9dN8+hCrCCw8Lx+dB262uPo6/EefFxGx55nbhHZhHj0VqYIrQmhBhMB/8+ToA4+2WIzp7cr9x1eeCauJkF9tlsEuN5XTP5EcgkBZ7jLL2gVfaSAJxbDrnxzQKiJYxjWApeexVfOcMXRTCxgHXc52wrH8PBwvenMwqTr7X082u7ukVeSnTWMFIp1WQLTGjDEaw+vjmDmF9JnN4H4z3o9lsorkGHwivZojdZcydNuFatX8NhjuXUutlO8Qzi7sTndzUx1Hj0qFrXNma1Jkxde7oIfQrTZJt4Cbj6v9Hy75P4r/O4HtJjseUeR0ozp5eLTwEH4GQLA/BSsbL0iDLWIN4CYRc/YRzZurmvpbjtGZivm8nEj3M5NOS6BKQ4znsMi0u1mTN8Gx9Gcpw2ez/C5eLDaUtjBJ8n3nI7h8gC/ztc7Jo4hlCkiZDwQiIB8br2CsC9aXDHYFS3WOTNDL2zoPF3O4jeLAW8NTDjBGybS9Nw3DmG86L+qaM0ObWilVbocXoWPMKEfhzX7XHB7CTVRh32QxhfnDJ23OgPct2z9q3vwDu96xqtqjTDD8XiftjqGULpo5ow2dFXkZgJtvl3A01CtfvzArdUOzismX+E8JvoE1yzSqwBnZsW8PhN9vps6YixdK0rpcC0PNjRiN9t8Q18PLus8f0KCY7JFqXS626AhIjHEnEyJNkcuOBT/8OEwnzzzVI4KVa41gl2Y3lTTA+sJLmo0386MCLcxpF3Huw00apCJwX2CqOU8zgSGBhlj3CrwbTq4scBaLROkelxtul3G+AvhGvI6GRfF95Yh+Fu7Ef3iCVJa0T5TBCzPmC+FAU914BePxLw5jeIJvM0Y+Mc9ygglqEGsDFhFsXgHy80En1wYr2mmYU+Rr8oROue8tCyKFMHxNRnxE7pysTjWFDeJRJYeeTTH+ORwC7bg+K8wN4M00Xo78nA74w0s0lGlx+cyiWDNd6tZFspVO+bN8bsQijgUCaFsvYzAfLderxboVJnfRaD6WC/g8qbP3AKT+d1ymryJUEeMw/Fr1yM29FeubSvwXhEI5ZdivZjfqVQazU6zqVWjkg4j+s+cTu51Py4QqlTpv6JrGgp6jq/D9N8azjJ833i1Sww91OZrz1v4mKK34lBJ39OL3BJELr97xnhLNZ+BcoHHOgnSI4DwmkkbF5HZHL6IFkhlYbnOA7kcNflUp0tkfxBbvUSoQasy5V1+xeeQEYK9Rr5yzkzReg63sni5pFfCdLOG02jicp0hAZPNV0ibIM0y0Vy41QGCFFyvhhyRB8dVmUvGiVkZIlS+W5f+IkormbyREP84T7ywGVwjUtMCF54h7wXYdc3DM+lEJzmc860ilXWotoiJxVe82qUw4mPBk0nPFqeQqg7rTfmW72qlezR8Ot6F5s5xs8GnFONTwOeJTA69FGa5kAtaMe1DZ551FMuzpBRFy8+H8EPulMvtE9pwccOBJw3QMpfkM7AAQvGmMwTOWxyPkPfnkgKbw856iTL53+Hl3jGjcjvdTFne39GS3uFGCZaSZLnORi9YQqjosJxdv4lQ6w2EurRpr135Ju81xmvGyXq2oZVqtdLgP/0IRvTqqve/xcePZ2fRQFzfbu/g5X4doa8gzPOMf4PQtxSPv1nh15L6XAzWFilJou3TM7Ld5l4wzjay5RQJkO2MUmxTclDQuPEu6MJlMzUpLzjw6+jneUiMrMDdAi8QThevTR2FOk2cMRYOV9tZoWKXs+KIbi1gdp1a4qvxa6PdAADpSSGnCTcR0RhaDycpT+DTT0UCVmDHlwQqYcDLaqLE5J5U7d8ifExX3FHpBAA6gdDIh8cQ4DGYXuDfmhFE7no3nRQqciy0pvlivd2ux9LEh3sv7Tv7etabsU+/nncc/uFOt/D48YlhzXq2WiPfA2StJJeL24mJFaMIayb4FJAgW2J1cpoU9yM4D2hIQ1oo0sSWS86W0TPfMrNYokCNT5blKd4oM2ajmBmADXWYKdLV55KPeTPAHuhtA0iRK0AqAI67/l2zLWRDH813gGaarRbUTMAd4TZLr/EW4hdzle8WobL16/V6X292rh7/Vy4DoQJQrV778xFqsKzuRDKXgbIHPz3GiKxJhK7nIcyaWY4URX1Lus2QhJ1LIZ5XY0QvVzOYL3IlnTLm/T9HMGSNEXxJpRB9CPBy2e/LBiQ/KhadEIfIHuL4DHNhsPSQQBxtV+wjMHEj4OFRjWEVY5OH8EczNBf4SIaYMZI/ZmDCoM6yMdOXvM/EbA1A8thg0WGB92XyanaYCFsQx44kZKZMY4XJZpWs1mmo+YziIss3JHcdJfhko6fVdsqkGSPg2XZqBbiNbdYJ3Ve2NiBzQ1vGfDD2WPAeFRumxXIpbKhlyv0KQbEbiZc7QjiMz8MpvhWE8QwqNXFp080q9DymcvkQ7yv+RDxzj+1JEiw5dF1XqMzqIZJB98wFSeCfMALAxx+g1ov8acJPEhf3PGcW5XtyuSx7RlgumClZySEXOko2MKVA7Ut2j/eL0D42ANSNqpXK1cNjr1c/ixibVvtnZ2f1Px2hkrRV/zJ5zAY+xGpyP6YPN5HaBq6mSJPKIf6dbWch/UUgVNfkarQIPXwzgA2Lqvi6ka5IdptIijkSX05p2ZCrldG2yWoZjVaLWPd9n/5ozkwKemIQlSWEEup9pseDSfUiYcaXMFptUmVRVpLkZW0Rh5wy5yTx7nyVS3eQq2wobxWsQIgpdQWJnmuGcKldybrSl0cfj5wHx52s5/D2F8yrMhAP8TEwYzEXd9qCt5qavC3waYSgIU8hfUj4GHCqCE4BPj8g1FCfiWrODWOG3KmqHGnJaoWZKNSNYTBhaecac7lGMVsKNPKQ8sNXaeHQVd1L2YYpZp5yKbc/3+Hnge/jHhltL1kv0aaFlNdmwY7qY5MvRzNFFGnBqibs8dsswWSbzteoo4/uFuvspZzB+0QoISoADVqOjd/Oh/GwV9Kji06z0reB0P4fj1AVLCNvLCE4LghY0gTVukkUxel0gws0hMe6nYasLOwmvjNbz6RrbrmVvOUUHTgLdgtEAPKKd/aJFDlpQ6Vig+BWMkUBX8+X4m6PdCp+4GMeLVGzQJA3R+SXsYrBtEjIdOQENtSkMcd5lyjHIk+yyZDbdDIYLx+wxKFgT1EqmezWT9LwxmKkL34ubGjgxBagiWSyBRvqsNuGTUtY4wghaoQiC5OwBhKtALn401M6Dyz7JJI6DuVTnG8mFupzOjJFWNp2gjc4WfNpeKlikxfbJzb8SdxPwxcHrLbQtLLVMIatjgHzFT4lJNRwJ5pvljCuLuq5uAswO6voFRiI5vRyaZuZMV4A7EjjIZ/Peigh/sTmEDdfw8vlp+ZoKdo5pj7C4xn6Mu95mzSQ5A0iy4q/HaGJtCrkm3kMvkv4zhDhXS+F/me9Anf0e49DtWaDZrRVD0tOpRr0+43m1dVFJwjEsqIoWv3DEXqY3ZfKqAzp83pB4LdDZIW0zjRmqx9SIcsFskBzJEonSMjgQYNeLkp8xDKtBoI7QG81ny03K7ZvIw5N8FXxBKhLwlVkilVyhTgMXo8uGeYNt3DgEMehLrhA90Ni0YZG7JdFpIhpLrQuzTgGh2sXcWjK95WzqsiWotViydRLiArpZoHf1zk6fennsudiLsZTMkW0obqDvdZLnG+dswmPtdtVRF/Ay5HYmuO9zeAQP222q/mCtWG8H85sOnPeSALd2iBLxDUvedJZHCiDFmgmbJ0hKW+aLpU9A1QQkiOX61nxboMGxPFyvZkj6FZNCpvVDFmyJTJWrrxZ3DAs3lmkHgqnYmmy04s2H8aVc6fYi5/bdjfRLQuJYR23r90Sn8tquZ0hEYa3gqMjRw3gs8T7fTY0JQFsvEAIAaK8yWS5nOfjKEmvcW/6hAf2fSK00UQet1IqlS71QeNDAL+2Dwf3IjyD21ttNCpHZ0X+JIQicWoFrqU6OSxdSprxBF0IaARCtVPcsAz5E3T0oFiKy5QTaUh7LnG9JfP1ehKCX5j9tQZadtC7l2sz2Klkics8VF1/mPZAAQXGNMelul4xZS+HZN8NY0gvXaxgJ6b3rBcsF5IDVoMeE5jPFUguVvMgXixHFtOYyzlzuHg5DsUlaM50ud5irWo2h+WhbDWNjMh6Ws5Cy8MNAN4pElNLzNNJZyGvk+lyqnb2nhboVlrKyUN1VBhVfPj4eF1jysOif3axiPnel6vNWk2g4NiMsmN8DIal+niQcMNYSzRf5rox4+ssJ14uWQpN5nx/ODetNRe7yKPlEprUS0ncolqH2NHLlzONa6Y1jnAoT40kuAAG/Iv1agK77uHtw/+eqPeSrucWP3YWy9Dugybf5QIZaf17qi1Cfx7lkiTCpNY1ZH7ZY5QxJs1ecMy/U4R2LtiZoHcvL686g1YfdTciNGAEeqnSRX+4lys+rqG6k3T0LLCvNZTBEUgjjuREiBbRx2DG6M121bRKZEl6iX3dppOEBQ0KBlb8GD6dbyX4GhDEEc+6F3NwI5IqFnvCkjRUQ26xa4zwWrCuxJwbSVJXzUnGbN1jaOepBvVUDcQx1pMREbqfMdk+0K6GPeRisNKRz9/MohYYMfHF2ZVwP1Inzu9o5CuWkCgyVJtBKBOYGDBgvMxREisaS8woi2HhDu+H1Te3KFsm40hXEzGRKs4Zat9AvkyfvF+OMCPg4SjgTAzXgJSshXYqRAr0P8dpWHApIhmHM/oFlYI24jtPSHgUso2Bb8Gnh0OzGMuQAbuf1EhOMkbqWaZ58ZA/Tnhkdz8uY31HTxGb+wDFfD0hkSz75yEvBpIfhKToCLx99zYUvUPYLq8ur5p2P5qvZii0XIZntl36SxBqGkVOV9eR/oSPy+vS5DcdCCUV/VTJlRZVYq8Yy5brztA57oWZLIuMdBadPelE4hVo7jPFxTXDh9TcGYsBlqGGsNiKxJYeNin4hqW+PEdNZnF4DFDi4KVWUIRYe1YzmUZTpKEBw1Yiwxeb7SvE0PRH+0GzUNVbHVONtqn10yDvR++YIlNja65MixnFUEGoxnCk8Apbb8qfJouuOqHOxJojL0ENRrmq6m35aipB+jBCOUlQDLl44orLyqWr0pGSF53zYP/Neq4qzfOoahYuJNaljqTG+Vx2JfFDdBS9RSC3NDX2F2tfHfB+a4I75cTW7bOwZ57dUf5v9NyxIAiN3hlC0dfHloVORw8bfbs/XSyn/UqtFtrVagN2tdNp/PmZotOmnRitmRoiBfozIjnBTYr2d47Qbq3WqhChl7VKv382w4CG3QdCBzCt3ePV0BNCT9sfh9Bbpcj5QrVgTIHpd29D61UitNkrVez+zVwhtBedEHra/jKE0qFN05c6KRhffKFc9F4RWidCm039smT37XxBL/dkQ0/b36jbMvpUS+xW/f7ebSiLoZVGo9HtlgZ95NL3CLVPCD1tf5mXC/WhW0yKvqA9GX2qm/leEYrpFgC0ZrX62YIItQuENk4IPW1/E0KVdt/42evFH7ej0R+B0BIQ2m6h7j6bL6eDFwjVTgg9bX8PQkcv1d5HJN8cPcv6vVOENs7Pz7VSt9YtVVrIE4EZZjqwVRwqCG2cEHra/pZqSwSmE9LkgncWLRxQy74DMyM4OdlFz6E0ELeDvEj/bNuzekj3C1lQHNbYvyT/2O8vE9y6cZQdRNdlgtvUj2x7hBZ/Mo17XsNWCWwUQ29u0GlBG9rG43j0vPnhs/Pvt8hXQhvH1rlH6NF1Kgx/8TkYzx+I6fnHWVBY2kcr2Td0LKCUrr499hwY0uTHEnso3JShWWhWCg+nv6/CezJw7ClhUXaRGp5qPlB8rqi0SxsuG3tMU5X7TcdwSX/r8RPGb6Zjqvl2aQq2ipuKz6YgS1oM5B0Y0sNksm2CRIQs38tctBJPBBeMuW+s4GFj1W3DvyK1Yp1dr5aSROU6TXYO7Sneo4LkRSvWXnRX6L4iDJTjSnuEJ90CvqdujLiE2JYnM0G6zNcqu2Ltb8qhUohw920V+6aQ941QkFWj0TAhx1+a3d7l0ymGeadTqJ7cUX3zNoENTb/BhoZvMom5/5pJzHi2TejLbWg0odVWxEoLEWrXa6GDHoZarXvchvrWW6t4a51fFYHUPh2+fvObj95CaKgIV5yiT8znZa+F9/NFxF4iabULxRxzypgSSphXiXzpvQMo0cUmI9rRQTLTlP+SxYyXKHqMwFTCbhj2/6l2G93zvf2AsaFGMNlkSG5YU/rscMjpImX7DT8hN56znb5YqXT9xIsZOoeIEU5noYc3lO43i+uUnjfL0J4FE9n4z0XHsWAMq5stMrbmo6HdYB8UOd90fgIHNUUrig/HdRS69p+Fs7801JIOuo2Fto0bKMpeNErKHWKOrmNrMn/6I2woGIqgHgYS1zRb5KPFJJmiHxpKKBS1z7hN6OXG5pGNHF+4GVp7JrFjG5nEsK9x/DiuMIkde97CM14U7F8PW9m2YCz7gzY6lrMCocMoEAqUXrvdPnKcCONcujCTfX1zQ6zTso4+DwrbMHTM4+tEK1wYesc/B6AAg0tv2lBHWNwLmOj7hzJONWLAZba/F7hoSzPjvSCIE0hTYCFLSNNrkEg3xLyaJVaMM56K/k416zmMLXTjYG60wHwmdaeFi2XERprqQGfGKUuBmeFY4ASCSUeXa9HChwtrR/IGRaOkLjtPjZwJJjEBSv4yds3iVmDJPXt/75Y7gLfeoN3Yy9HG7iCSIC2OajEEwi3T0qX7VT8ct9AppsrxbDHSCk4qNhzG7P3zivOGz6sBuxib8Ej9LeyDoC57D+qNb1ZbJovZajpfgm0Dva35fBJN5/BsZzmFiaagXsZzjEP9zza32DxMovt463FosSnbcz/b9vvjqwndL59+seE68pzAP7I5rmOBZtPa/z0YeMEwDAZRf4oxBDtTCL0O8PhwOBwMnM/Ov9/iiEv/ch375z2swnJd6+gyLbXH55/DfoNyIN5I5B97uRM4lu/43+DlWqZZfH2uYiaCZ5fi0vI9sBxYEcckSD9Axx8XeSAd42GxN6gX2d7uC2enq/S72dx+v5iR70gQRWAFe51pQxrC0ffuMBCRcFxdvCEPqysQxitFRGmFpFGfLyNTRBOklTXkAOlSaNWDoi83ZnesOJsGIxyZ4eZCeGQjVmITcUALG0gvPQgFQ/D57PCoLv2yqrtXzfCoaRLzcFyxzmyctyKhZ6Fv5EV7oxlS48LhJLroUBDHYQTr6/FRdMiTM9MkQoM/IQ4FFxv92ul4NM2TqXi5s8ksT8UFRkdgPk9gQ4/FbRKK0TYVcejReNULJA49HmeqOPRo/CYyx84+PvzQ6Rg0oX2beaJ+v/ByYUM7l71ardM5PxIn7uPQY+s0XBWHvrJQcv3pxpE4F0Ec2Djdo2/0m+NQ0m84uG0FElcqtUoz3VJBayokWlGkQlM/2keHckHHiphW9ccjauX8lOEbEYM9eH+mQWdHjXJAgYXYi/xn+XinaKq3ZLbGEHZhT8xVJKORmRa6BzccQAGzCcPfiAQfGQmQwqAIkGWQhDgTeSdDdMNh2ALVEn9YcBF/8mArDnqT1SSi8IpOR8WLpFPeg2sPs+u8OK7IoajIaQTK3JDE1XiZCpnFlOoHjTLeRYyCLpFBLG2oFfpzzHvr7x+h0GtJcxDLQ8kapdAkBm/THXgZ4eSSjh65IggAgtH6zXtN+EYG9DleP86D+Wqy94sJbpRaWtUWTOjMts/SIg510WaEOLRxNA4N3mLjfCOXu88UvRqouq+TAerfEIfy6nW8Z55DzkUa9HJBRzLfQP9M4cnzMwqMkOzdxdeWhkrWRbvHOF6i3WNEEyNVApIoHZHuZ0wC7JGG6AUSI1oCLspUZU7ArTmhxkgRuNE6puCppHZJJApGOCx49QzqnFgEOI+H6BGvy2IrxlA4SAS1EZVW6LQ6YMLEix2hIc9Ag5CRvzfEOEg2Fhc84qO4oUDlJRv5+EhBdzQmN/s6uyeV9Cjn21EeLVVhRqJLEz8fV5eRksCLQb6bjZmP4nIxxsb5HZ/zMTE+Gy6XboMXUwoGx+KuGGLHeyKPivn+ERqDlBPIRNI2AX9YmiXxLSiLCM4spdDSiLnc5ewNNk7ciwsbqr3CxqkXpAFfP4IjNvQVDWqJVA+pIh0IrVbbGKidRf16ts8UNdlS9ApCaUPFlh2l9Q0d4xXSeFM4rw3z1VuN98rTlrqu30RogRsMBtKskbNEZxy69mIKnoAgxFQ7YG4Z5I85mTcovQJeAaBnAhYGyDasl2SjpkABp/9BgQfWZcPL1nNop4BWQMRId+ROgebDaosNXMnqDoJpsGQm3JTkUTEYn5oReGlx4K16BYhqqSEz2WA1C3DJuuQpmlD+BUPaMgfOZ1YZg8nVEtwiZH3XOFpO+gVH6LUREs5E5WVOHxpUDSCl5TIS8quQ1BKD4OAOypc8EkhAEKHujwuyS8y38nNekLATnGXpnKSkq6mE7rxRRTnFVyicMoLnTQI0XIUmLTWJ/kh6NDH+gDg0ZaWFOhAQhQDTfHKLQVFAE93ztK4woreiChF/A1/uGwhVXu5xkFuvInTv5b60oSVwFQGat/1+eEuEVmFDG4RuSXsVodorCN17uceXobzcH7ah3+rl0t8khoR8QIi/cI8CQjPSG0AOhUtBCWYEEaH1YhVDEWGZw7pucxK+gyEnm4D0ZCnEsCOSb012MwdeMkK2BAS7q+UycqB7NH0CSkECMFpv54hudluOZVviO84hiZQpGZNCEy0iRyfUzXekmiQlNCW9NrMnSjEBoWMqCiHvSFw54E9ZUikGeHAirnEJzm18tqEwoHDAcgmkgstkPcugDrUMIxAXJqAIBPPSlKSWWM4UBCJwc3mopxxcCDsIlu2PK2hlEA6XAuidkEyJIjFbUJKKl+/iVoQ3usiozTJS/Lo4mLPajSJw5gUUh5mYf0Jf7hvbO+1Y0JrNkgUuzhvkiW6rofkP1C3sfp1BEuxniSD9szsWLEl6TKjFtShGpHFfych2Y6g4VG33ovQTOWDBY5EPTmJMf3FChtmVcF4SoRqp4kkDu1nxBwVWEnBRrlMkYhOhYwbVpDBYziQ7GgjbbYy8s0tNkv1nBwqiBLlakX+BDU2o553jfgVALU05LryHWIRdyJgnDNY4IZC9jJDgFuoH01iTbBMLX3MJFAmDPsyWbGHgBLOwXOSJZiS+dkLqzZDhFpefG4GlaOQY++NuV6YfqeJKKty28x0Z9Ywn0u9JoVM38w25jKjpCEr6mbyQFIBjeYUg9E+IQ/9YhDY0t3pWT0GvZLvdRioIbYVDmM/GS92WP7aniFXXBN4ovLSCv0MhdPQpQoGvnF7zBqWKMBaWWEorCM3rjAyuCWsgHqni50KYGTMKEwLoxYbVBiWMAgbMMViuo/heJZhw3U9yywL5nbBeQuwLykzWcj31FQFYoEOVZQTRJLA8RyRvB7XzmMcFPzZJeElsL6VOOJXQOt1OkJkueNEMJTaDO0bBUI/UFex9ZJGQzAtxWNxEIKbAiwo3j0jcadIg8U4yenHcfUwPvMVOzGdJYoujx0rMgaIPI1Z0J7yj0IZ6vimM/PfbE0J/OUI74K2GDQUZd1atdzs3fxtChS8T3LQURQhU6nNvQ0GB/gKhmw25gZBCQprkKc9JMifSC7opogVaLAKCmjABUpI2Rq1hzUQnLn8yzecQGVnhAgeJFojXY8UOIkFwkCBXNKOocCSiHYZVwIKE7EDoZhRCYkHeK+UdcFxoJ1qyPJivNQ6NNA359WKKNTxn2vBy8C8J7zafYB4qgT6SToS6WG7ssu8B/M0TOsmR0PAi3SQR5IvjTqUSi4BiTBvKvXTqbgvDJwhKdLNg5XUASMAabMK80QUkpMYDJ4T+chtql4BQToYyQxT/dQhlgoVRF7xc6PjpLxGqf2JDN5sAwnRKoETkVxYmzSXqGtZ4u4QVpDeJski+mwdUdnB1FFVRJQ28NfVKdtRuWkOObyUiThPWKX2pgCYzJWMizNGBWD86nUbg3TMxM2KDAS9ySsWk8KctOa6Qts9xP6Dkyo66KFPTo/9atIdSMAqEvmCqBKxg+O7JkqRTmgh3jNRUSRwjIt8g9VR2wiGPNimcZQlbmu+Pu2FYzf5FUxcv9wnvlXJqLhVXVKINO8/BlKiZcBrG+gwBKunFsBb95OX+DoR2Sm61fzNbToM+bOjtX+flSinPTVCeVtKbBy/X8D7zciFTBm3r1TQTiwiFdoZcuFad8WZpoQUACAWX1ZScuihZapBIWgnHHbCnXpHnbNvL5mDkVNaZ3XpIPa0X8/x+up5ZqqfAUqyzqBTtVh4RmoiXClZ3au8Bpps1cuDKnwa57PQplw0ioPBT97Vj4cTG+mekfiZbfSjs7XDSiVBLo6ShpLqgAJyPKYhESU4pbzGCfHHc+33til4uPhnKkInA76qQtjEoKsgGwpShOBAKSPus6YrC2gmhvx6hsKFoV5j07Xq38fchlAUJr+g8II3fcxxqvUToSIoptByRF0eqNWhCrUpNU16uCCmJTIN4uWtqGaylU4deozQXUUZtzL72DNldEnqyRR3JmnvuNWf8akmXgAUPkc104lby1iDKDWI2EfG6ciaslTpE1HsIhDwUfWDhZnNv7NPnaJfHmtGexFrtCmTtYP1E08EmtsgebyBFHEuyKSVHH4022wvkCqNL/HzchJ8M2yb0MQXoUwYDzEJTdkVH0GwoOVR2XuAIntJKM1TXxfgUh/4GhA6I0Ov5YhL49bDxz9+GUEXmyNZykLVa2qdx6G5uvUDoWOQwVUMe5V+hTrQZoxcdjPJL2YHPxMvtwoUk7cqw0JjENntIfSKli/Y7CKOgqiNlz/vV7t4T0SCIKfE24PjLzcz0RTQmpBSKU6RmJA6lKPaIfQgLnInOZMx2fOSALASWmS5aUOTUFo365zov+eJx83CYgJ2TsBd6agvHVwhFXG2OixeI3jVEwSdos48g0p1qL48r7cigvbxncM1sFG4sXszcs6g5BBSUyuCzU+2JbPfUptEhmTgGpk9x6K/PFAGhAWzoamJX6/HfZ0OluVYvjijV0Jdx6OLQQYJyZ8ICINVPwHCLfxIPCV30nUasgRi6u6SQCrQctiqXS3OzkmVQ7QQXKmoSE758rIlEUKIpwZI5DVAE+TMEc0wsx4W2AiW5dytHZwxJ2cJFFieokC5dAw+botO0nVOsic0KMSSKY5rb9DDyx+8R+R5IK7CkI1EuakTQ+oSyfCp9C1niK4Ei6DbhcbgE0AOEUPxuk8aH4x5EFkwoCa/TxJqwcGuFsw3vWOwBNPnO5rHjIYt27xlPKKEaAfxmJLjg5/89CH23ui0BbOhghkTRoNrqDuLZYhrY0fXfFId+1gSoJDlhYXhds1QB0RJoUFOWDG2nUD+BdAkUSHJMs1CACTImKF+CbJ06LEskkKTaQi8XhtSV3I9Ee8vNFqNYEPjbLuYr5E7jgp36CfieQWuB5lETwRalCBMjmt2uPIOho07TvF2vt4vdwmeO2OXIJ22oMVrstrKeJ0pU70bPFwq/RwrIcOLNAYhWc0S8kPU22DkPJwCKFFmOF1NnBoJKDoWNobSwg9wC2g0Pxy2kJpTjCtcgQbsF5GbQz2Cx74/1qactuzmAyYnJwTvcRignuh3Hqfj56Jx3tBNCf2Ec6lcDkJ9EUEDrNjroLUrtvytT9Nnm6WGULhaEBbKsswTdGWg1Gi8WiYyjJlTAheyIdP9kaL9D9w/VuJAwgdLLKsuWkJjNlnD1EkqIsDXOyEQYZcIcaDxFMhfC25xkEUJ2JeWyGOElY11llymFgl4AkwIt5giCKVCpjicgiXqC3L1jpKJ14kST5RQvSND6tKMiiuYk8+X4xfvHpAvup/TjtO1LSQAAmhdJREFU0d8LRZmNrBrjpYuUS8eaxuFU5GLG2WJKHQcIWy8n8GMhanE4rhRtPRFjmkDK6F4LREpmlhmuL8oVrNsuoMWCo8stB7lpnAk/0bGwXOjQLKf4zQmhv66nqBtV7RkSRf2ACMVwS9qv/702VM1UsxdVunGNWJkQVDri/VmjOBHJEoLMN6HTktHtZLd4kgSiFSEfX2QU882cGIuTxJc2dlzt8eheghkOb8rMC7ReKEYhHfpKdcVXb8CTAqm026tBFSaKOSqjyQw5hBE4oGZESawGRKPw+e3LdE+IDn+0X4reScJVcy6VgwLw5WOKOiCyDsm9gMA2yEQ6VEu2a8czn49LV9wVWgj4tJ5EBPGIpVtDcTZY0BHGLSMZcd4FE3iYfxwlmr9Xk9Op/KIZJ4T+KoReNLphlcWWqB+0Sp1Btlze9MPr2t+KUKlSyjQ2M7zMhYQCIxqSCCMFhyWraVBNSW4vyDHCVjvsK0NgJmd7OAoWFx8l7Q3TUW4xQoPeWX2/Tu2ZAgX4dQlJjEf7okjksWwCJ1Xi1gjJHBkoZXceh9UM0fh88TFFLxJF0hBBLTdrfxbkW0OiPnTZvoD7CwdTBHNAKyS5MfNmxKi6BJ62Py5vAZJPgwS2JiIpMupuCr+CeLmMQ5cc4HaCQp5KhsIDiysO3IiHibwTQn9d11/Xr2aLRX7Wt1ulhpAs9Fv+X4tQi201kVzARiRmz5fe+f10Bq/CMDKKznwJz6TTJ9yPafHUypAaqjXecYMoKN4op0h9XM1GWKg6yfUsBikiDZAfPTdS8IdVDI/GbNHP2LsecTZCQU9oDWJFOQIMmF6gfzKyI2xLKoTEinB/UfMW0LM392QRanzVFIOHCHuVJ8kU+SKcc3/c/Tw4VJA8ReNCfigRzebbd71CpVTnQXUZ+DH8PWmLqB+ZwbswoX8zQuv9yXJ+U0c91Gl2ZIS75f+1Xq4rbAX8nF3txQRQRAEudb0rk2NR+suX/jYWD2k6LHUhR6AIwzglddu9F0aN/b+u+Znsmran74rEeTUpsQ1HlLwkfizi8UQSnGPo+WJejP3vcgw/FuDppFlwvMPlZz6bKowgqj94NzEtxWmi634kdxYkinEECx0KhuWLSifAhAIKGom2GKgRj/5wXMabSowt3NNRiKdhyAw5DoU43KX7LJrAJutEhueoA+g8PeZmrRNCf1m1pdmtV6fLuV3vV/2wOYA5vUEcGv61mSLDdB3d88TyoPCHdrdI/ECS+Yl76sn0rF6swaPgZ56LhqHhFUZUItHQUVSAdAeNWCJXvKfAUt4mRtwsRShmeo7SCjREgbQwaqITGImqH7/tOAbF1RT5JXb6BpF28ELVKC9Ja4Tvz/wkLe3B5YZl1wNDezHWKLOJzgv11D1BX5xN5+huEgXS/XEti7cWI/BDxUnoOGRy8YR8Te4WWEycPyn6F5WMLsbqaOW9I+A4IfQnIrRR8/tE6JlfrdiNARpzkSmKhgQopNG6fx1Cw/2HwGyLxYuNmBBdeWZLjMPRQUqgW/sJ8KKeSgI0kqn4YraU6KahyDL5iwhy655zAIjBr9PSDxRcNEy6w84/V654k2GeIzaVrT/ib/rC9yksRzon4PEuLbVe73BcYSyUoYBQdmBmia8zjEIwFI6CFRqKYoVpIKHPlOcASNCJOfvjSh+gqyhRFOWatBOTJ5VkoBJXB3LNUDDY3aufqluFDgibzoFD8L+AUHAs/GZlpS6c3BuUQ/s1yIg2ay3JFNWuhw1OdmuVyt/GaG0WXpzCavgeRo8/n2yHtX0XBLTaX6as9IcidFir2vkSo2e1ZueiU6s9I7Rb+xsRykQMmEIRTR4SP+9qcwJL08wT3k4Ifdbgtu18NR8UCK3vEUqeor8RoQdmFd0txO7f5RacEHdC6AGh/Ryp3Cq6Ff4LCBXuMlbmhTHv/RmryCcRrXbyck8IfeHlTlYKoYhD9wh1/1aE0oyGRalwPH6n/mSWnQB3QujehpaoeTaJvkRo6a9EqJpGszJ0sIbLdf7+AtHANEYYCTsh7oTQAqG6TRbrfrVEhHb7nyAU219nQ/n+Q0Te+K0QZ3hnqSKNTAnxCXEnhCqE9vy2NPpVK0Boo/T3I1QOORFOAyA00t5dtcV0fdIunLbfhFCQzUPtN4O2EpWV5rF3ZNtrK8Wh4wU+FO4+2w4KRFBWwl/e50pHz8cJosh1/GPP88hQ+dkrGgXdiE0K2Rk1lgYDX8m3XF8ngwEFl8Lg2DriKHC/9vj+b6wicP3gi8efF8Q9PP/oJm8k9I5+DiHElVz/uxEK6j30xBOhoUmqA/TjUVjIQEMdhciKNKojzQKQWdIKmSU94gSJ3Po4/sEhlUBLOE9KMiKXrbcidxgofl5KkYbo6xPSXMXZa/E1Hht/XfYAYgybN5mkuI2psZRIMUj7wsgCdQ9XLQfLko4ieT6W1kNT+poiaUawXNM9AfSHETomET146FNwIkJZKTquzFsoKxXqhJ8//1KdUP+KOuHnCr/HnsdLMdLn63sRwNDGHOIi6/dbnU7nQ6tvQ7/l5rrmXlxYPSr/do+sY69O+Pnjh7/R/6ab1pePH94IVSF087j8oFJWOvo5fKM64RcbG9Xmq80Ks5Qg8siXq9UsFYscczxyAX5Z0shKJ9F0Pp4tl4hY0xl3i2nfwEG0Wq3moPVCt0M0xePzjCBOFlkyXYGJMxLKSwjg4RU5eHKj5VTDUZbTEWlmrXi2XEMcRJriMcKJwwfQaBLBJfQCxlgPnl3vIqohZvPVepnjGQhdoocXQp25gQY/6A4G2fI+waIWuWKjNp0TQn8UoTChFG0ZFQq/b6tCmG8oKzm++a+UlbRPVCFKwyac3Dyilwty60pfSi+1WgAeXej+vtKX+4aAr1L4fW0fUYV49RCv6rYoZbXouzkWwK8ViZjJHAx5KxIbsF+d+ihbMBBs1zMlC0qLt9pBwgT0IiQOwdTyKjM5zYxfQK8JyIB5E3QD4GmAsJAD+h4QFkC0hdIp4CnYcCc840dQjtjxLKRyJ2MQX0LKo2iOUW/os5AZxxCIedEMQ9VYlcShCRe02mwxtS087z5IpJcAvw/iPhckZzgS/jdRLb7WCaE/jFDa0TS9S++UbstRtb2CB1VmE3TN+NrzKg6FI/UV3Zbn/RBlfkW35Vk+ELYneNH117xZole+X/3Q7HS7H/oBEBrVwkgQSnGlI+uQOFTXtc8fP5zG88xC4faz9e0/T4lUjdfkZTzf0o5+Dt+q2/K1rzKZQfUs1sgaMqZQydykPtAyE8KPnFDROWFGHs1skqRrStjGc1LhWas1NMnuFyToAc/eHBJoOTReQLMAbGWwkDtSggnXj5ALgcwaqM8jTGWCMggzmttZEoUzTpmRVBq0YRByUFPkHpmEdjiGMAmBMWm7QqoZd4E59QrReT8GbT5FO9cg/JoA8VkwwulSCped8PkvvFxY0ASh6JjaZ4tZchyhiiHqmH7oW9pnz3tC+8zQrVcQqjuh9wKhMRJFZ2dAaLNW+wBuayC0fl15C6FQVlIHO4JQwMuEN64fRShGsbjHK583HGVHfx2h3+/lUl07wgUOKhMdskNU18b4o0cQkC3aBVd1KDwMIcnxoHMUkiozYks96dnHNG/UM5sJty4ZdEF8vQxI05WRO2G1y8OYjH9sc19T24QEY5jOmm9nFI5Y4QsOzNX6Hq4sJ0Ys4d6UbnfNXW2hawaSPxGNgUwFSe5BG5iRJp70uBBOcbHcWQjaAxJ9eSHT0foJof/Kho4hfDa6vaX2WfqmOuHP8HLfyOV+5uV2B0qQEF5uo9Y9Fy838J8R+rd5uRwAM8MJyeucFWm0ImiYgBRzulmEVkwO2u0oUMfXlyCxo1IZzGoMLiFQLcSo0MwBHAc3qGgJ06oYLUGeR50IfqrQd6ArjcFvE7plm8xL1xsMVwsTtuZDDYZ5Jy9JwJwHPbIYzwB2GCJDhAv2zzUTSzFl1pyC8z10IaBizEjlB5EzHAMUnFBJmpBYF3cBeLwyLa6fEPqv4tDxmPqhi9tvYOP89wq/Mo9ovF4JsZ4RimwHhUOBUEj6nvftyXI2qEfBWwh9S+G3GJR+9V7zxh76T1H4/VqZhtIONFk74QsTLIAaD0ma1QqcexmysjLTSey45D+ABiESP+styLPggm6RviEX15JGznF8eLup8BBgGs1YkP/SctIp+f2oKZhuNpBMskwp8Ky3ZL6X2/SUoSqPu9lMA4lKAsqkhUjEa+ttEpFGmswP0XQ9h0TLEveOZbpeaUJVDR7ABZPI1nKbW9GpSfBfVltYbrkdjaUeGr9RDj1aDz14eYxDv6I+/7nC71HvkJEq4tD9424bPH/22VmLNrRWaZFvIW7V/U6n+1WE7l/3eT30i3VQP1TGDL/uBe81uPXjbv9X66GHp3+wHupjFlQXOvcI1ZaUw5Ppdhm7JK8ECEkz+aQp6x8ttvRD75lBWslzc4tyYiCtBKoc6vPJfAxSN09A11InMxEQ6pDNAGmc1Yzs7oqr3tCn5L0G5jWRb8ASNkwmyf+mcnXpRLmMdMZUVqG9FNoHsPrq4MCNnqA0AXntbLsAhZnQPjBU3uSf0BedEPq3TXAjeQsWsX69B7ltILRUJUKjajjUtFpNa7z/rr/xfgvkJdq3de3AoIG+Y72DBJEeUpxBp9SfoRnx3mPEd+AQTyC6JPM8nFDggoCEH5pNaWkhbASXFY54QgmTnCrA4DgBeSxhuppkiSl6EZloPATIvoJOd0Vm6UAI+GAjdbKu4OtU7EWGCyprn4EvtNFGlGIQXmttRuFTuLYzeLfzTT7dUh2GsmwgQAu4RD1wTrncvxahItmSD2rlrkaE1hRC++Gw2+1hpvsvRCgjvQBwQfZmKTYSYicrh5d8RCqTaDr1hPpLvFxkZK0RURCAG2U8zZzxdEJ5JVHfXeAgIBuiVtm9gSBVuhMW29wVAVC4wfcbZIpGwvosIjFMF02FrwSaEyIS7GCvfJpQtcISdad7diBQFQkKMqK1FkuCypxsUEdNYDrny83IDHSczgOFl4fTCTHDqWXhr0WozX6FKBSEdv8LCA2UpPUCFFyrzROqKA5MlxfG1JyGWco3Uh3V3DCyluwKFKEIYIgS1HN4xOsxAcdwk9rbYNw15owJmRBG9gxC108QA96OUeC0UG3JImrpQhUJBdMZFUNZjIkQuY681W4aCF00DG0orEQe1ZdAOTLfbYWYfkIbmvH5ANqIm0VkQlmbIhOGxTfAbwF2XD+5uH+3DZ0tZ0G71isphLb2CC2hW+GvRKhw26FYAbVCUVES+RS09CFzM80y/sTnI10AYkMjQnOzzNOMagpUE1s8pTnrkMgubVaTcbqU4iczRZrK5UaRqLBkaHcA6pGgDVRmCCoslE7KUxD7zcmgt5k/pVCUmDkyD4ccPYqfC4gBIySG2CCen2Upehim7BBEZDsBXpcoqzpgRAINvPBiK0fc9U4A/ZsROrXbdWHfLH2O0MbfitAUfT1LaKU8GahVwN9EzAhhzO0W3T5TSTKTShbIzNkBG0NGiDyWlIrXxgvK7dLQsomBD2+Q4bUiMFaCqC/yFrR8gCBUddcTVFL1lLqjOMt0M0PcSVmY3XojBnCy3pIdk8JpxBjfwNOKoruz9Y65YnYuoO1oGoGyOpzQxkdUfBqzzRfpIya6YwzQkVAsPCVz/2obGg1aCqHdvx+hqpfDSSfTXMtycRBDkk2igJnk89nk3jfD/ar5vMvudO1pMp/mIK9FwTTKJrNZnhgOyd2zfIbjUC0pztUk2zinyuh9jn0ybYSqjJlLttUacwf0EuIlM4QVbHXgXhOIuYAiOqRcRCwHhHFPpU4LCZnZfJIaesjCrzpM/ITWBZ+dFep06QSlHeTMT8xGf28cOoUNrVbJMY/iaK2+Ryhyud2/0oYaqiXEVRMsoUM+Z9VPrx2gSZ1P4VMXws0oDshGLc0knrB2HgZSfMomOG4kgSR/wNqBDKwogGBnV/gcQqGZBbdlJPsFirsT2WJ2EwX+/g1HEiMLUtn9IHoNioEzkpajiPTSgHOAVXPxbgR/HN+3dcrk/r0IBcHCamb3Iyl7wm5+jtDS3+flWmzpM8DYzouenYMBFY5MJcoiU2eG4rf2IxFKCPbMnQI7xagrtLQxoeQLnTxJb8N9AzuMKGsmrsrgxNKE4rLvNhQJcKSEFLG1o2ReOJEmg2kOdw6kGoM1GNJ3EkgTvxEpZno2SepyblFekZWaQlnonBD61yn86lLdsyGad2P3+5WCcaFeZ4tRNan9vQg9bSeE/hEINYUMXWmdVasD9SQQms0XeTUIG+CbV6zWJ4SethNC/x8Q6oiygI2++WtItpzDgCISrSk3d9A/IfS0nRD6/4tQDJYgr9kWhIat88YLhC6iCOg8IfS0nRD6/2lDDZ6HCE1QBm03wBrGvr96f7qYR3GJCIWyUu2E0NN2Quj/Txwq4yFRvphfD2v9pkIoyy0QQhtEJu3nCaGn7YTQ/8dqCyqD/s18kZ0Nh+1PELoYDFyF0NoJoafthNDfjlB7gBKbVrLMyjWLLfWz2vkAxVAMm5XqZ1IQDTAuSoS+P75crqhBbVOzhCC5+6sRivoTPopmkyxrZA8ukRhGJt9b1So8jEoVifCKBmXHDhiGq/i9wvWRaZi/8XXYmQsGURsfrpTIoMjKM9pEatWqvKVik93wAry0IifCiTu4d0LFld8ODoZviL801P7ySZyfV7hDRVMn6TQrVTyF7jCuSWvxSJjz7WoVnEcGfuXNaOp0pW5j/x3z1SV2klXkj0qlXlfvRW2yl7wrdV3w5cxSSJ9Lt3hS4+rlNRqf59LVu1Kv5NuSY3KBlKZtqP1/D0KTFCAcgfEkTZN4NL5NsnF8l2Fym2ycozS5UxwLI+0XM1oboux6vAms8qHSsAcDNuF61WqfCO0HpZIjn28FFxy93GCA61J9uscVgEwZp/7NCCX7YAXXWHPQCGvdYelXI7R2dlavdi4ucOG36rhmu8NyudwA2zecjX6tjJ82GGQgSsWthD/6VSIISKjXq6UmXsgLWQdYeIxur1et4wDlbrc87PeHQ7uPOyHB2Ov1QAlFhIFWnOiv18rlns6j6niqVi/xHJ3zVo0adReXuDkAleCq6bSxjuGwXj0n8riOar2Oww3rOPlFRe4DNSy0VOWtAafuXXBRFI5tXnR6PV3uxLyXUHLgslYeVs8bjU4TC6gpmvPO5eWlrvMugaAHj/XKWgUn6EJDBI2h+Mn3UzmvEP1YvbpbNXo9/tsr90r8s4Jd8aaqrXoLNzyddwpsWpMr+V0IBRFRCkq/JElGaZal4zROyCEGjr/R3S1JUG7J9Tf9JhaUVzfrDXYfSCa/ggxgsHLeGVzwuvGrtjQstFv8dHlLq1QLhNp1BVFlA7SvsqDov5oFRbO+PMcBoU3D6/a6v9yG1guEXjRhU+otQBbXOK7DPUIByj6IEnWBaKnO30slIhR712uNAqFdouoCtBVAKK5wHKFb7gGhZbSKyEdfEkMEHJD4H0BotYiymiCOZ6TZJUKrtV6NyLvsloCgaqVz0WxhHT2sptrQG3zqon/W6u4RWjur8nAAiphw/FKucSUa9uCBemVhXAX4BKGXlz0gVCx3tT4c8m6jEAqL16UXwXfdK5eI0MuLTp0WuYFjliuw5DhJF5/TC4TiDoBPSP7k26wDo326JICoILSCFfxGhAqjH9BJW5rwd2HJBWhJao1nyPX3FpOY/i02NHjThprHbagg9AI21KkRoX2F0Bbvfw2FUDTqwsv1idDaKwjds3H+bhva5SArrjYtLJXiRuNXI5SGU+M1VhJGGP5W04m7bqXdrPUuoYncwF0NaKzwqV6v3pKbXZUP8YqluRIjSn+1WxOryK1XIz5gOvFDO8drz2G6Sj1BEq/fepUv6JUvLwGAGo0snF6N1/U5oYoTtIDKDiBVE4D2AV6CGBA7w0u79fo5zlIuC2iJJ24AW03suhhT4L8Ja0bzDS+Ybw3I6dVg43ScGu+jCv+cGnh4mva9cS538BpRDRMKa80bB59utdsVHhLvqSm+Lsek8FrcyMimo4tngNNUCVEGDTq71+h7/EYbOsqyPEvjFB4uIAmk5ll0l2dZEguhNejExMuN3wDotyL0uHcJ8T1TM489X9ELhAZet46PO4MwoV1t8Q7+EqEDv1UgVPtBhJKN87XnGS+/xlpIuJEv94swVEVfmg8XPGpG8d0vzhQhbtpfxQJQXMcdda13cOHLZd/o92FpASkdV2mNwGw04XvCT+11LhqlT7ZGAdAOMXNZ5mF7BHenc35+DmewzNRcSewLHtPoEffEP5TwlVudzzRByoit0uhyjxq/SSAK32wHfwG4Hb1O0w/z1uXZLmti43maBoWczwVOlNISLBH9ct9TMbLehVcr0W+DwNSeI97zaosnwmnFvFfrym+tV4HQnkIo368mnxkDz5rWuVBo7pBV57xZ5aLhAcmtr4oP9Pch9I5DSRM4uFk8gh3FVNJsgkcwg4u/gNE4+cZM0b9k49RlWPDolVopiZc7wJdRwvcaTVfTwK5WXiBUqi02PJI3EPqGs228xbWp6Z73JqHn198qL/UQt+pOnEW3vxahIgjXExgIQBlN8sclzFKvrBAKNoo6P0IBMdxTXr0dOL91wXVNkiMlgQGu3VZdsAVM2zaiMx35pS5MaAcgbLfb1S59RWZ8uFXolcLUtTu23e6ozEy1VWI6qMVj1FU8pzc/wITSwUbQSe+53YFpP6OPXQLkq4xq5axnNLU8TbvawpJbrRaiV7xBTSGwwmhRK1xQLoJNK+dtuFg4MODJTA9eXaV1bwrQK7IMnKDTqcCalmtkiCzuI1XBIAx5R0IA3Avwig54sWg5Ow1Zb+Vnpore9HJhNWfz6WwxTfN5ns2nMcQ2UihtJHGcwpZm2WQB3ZbEObJZ2PCPG0Pbw3Ms9+h+YeRbztGnMZYURB6OcPR537YHINvEJe7bA0y25PbAdrrDnutYtm27deXlhq7ruK5rD6wjx4lCF6ov1rGnHcg3eXjSPLoQyGDLHkefNz15q59tNt68OxwO3W5kdyazX41Q+oQ1ZckkJuu0EEm1zmlU8dilMofl8iVDU/BUMNNWFTMFI9oqdYlRSWJK4gdGrooAEfkk2wZa6BXjiCU83DyHt8qrv8V7Ae8Eyq+mKeJZiarzEnFT6UoOptlXd4CeOLCwqXLFtwDQEhEK0zqs0cfGLwBQXRCKmJr3DWKUeaAqfc6q2FWVRcb9udalr85315XMURfpaQFoVZlx3BbxC16ia1g07kdyt4EN7ZR6QChyaJWaAJyvqfMugF3pDTRrEos3ugVCaUz5CR0vFvx8Lxd+7GSOcehpPlvPM0jeTOd3cT6f3BG6kD6bzoWN87j2mRI/O6Z9dtgPgmDu8ae9wASRnBseexpqZ74NUbGBc93FdUKE9gfVoDcc4tDQPvPPgFB0/UXUFxsOURg9ciDs4Thq0V9fB7XPPP/o856r9ji60K9rn2GN3pBbzQ8G8WIe/y6EFsnSKohLuQ1p3iR50yxsKexK5xweabvTUVcg3cxLIhTuoaRmGVs2iUBenMQP3sbVRYvZm1r540dau35NIVSdlZCuiC/Kq56WvHfJEBKhKO4AdWSF8SplyJsMRdvVYblWabebJTH6tUva+TJjU7i0WF25B490SGzKsWq8WyCqRaRIzNNc0uY1JeplHrrJgBMHrtMoqkQwD9VqdMSrwFZFtgsBN2wn//qIkLpUpxdRryqE9mnUcZ/h/oxLe+W6QmhHOQHH6+0/H6FpPqWbO5tMR6NpFk35Kx/KE+R3s+R2BNOafKt+qPbj1Rb99WpLpYQKGePQUohkgyL6G1Qt5tLFy22pnqKBz8oeC3LaDzJa/6p6KNwi8f1wOUNWcRb/88sRCks3VNYAlqrePxuWz4Yf1Va+Ki7VK+Zskbv8+LHWov1rlmATNWRqgDsYKMRv9HJb56w/SGCJXGeZRxh2qgIWwRpsGNBe05lSVY51BUnSptQzerXisR721GgdBaCyCkaaxH2nwTsJLn9Gp4hk5TA9WUX5UvJGgNyQ/nqtQBiBp6u7At3QTosI7RJz8s5LJSISfw6ZAaOvIDea7h6gQCjOyHi7qdDLqg7eqzLQLeKU71tFCSidwv7X+7znXCg/vU6/47ch9C7Lc/zIslsKQSQ5/krzPHtnHQufIHQgCO3bVaerap9A6BkRGkV1QWjteJjw0zsWLHP/g/g0DgjFncAjeS1YM5F9i5sDjSXJnmu3BxRS/OeXx6GouNBJbF4MbJgFWL7yx4f/PW8PH//3v489H46kf9F7/N9DeXgpLnD5Y+9iiL97PdheGhTJ/lxIBheRKoDGV3/sDmCvAH7mdRuNodjHy/IDDtsTB9p1BE3DRsPs4bwP5TJfdHFx1at9lHU84u+PRIBtX/Q+lvs2DXA3ktRQ+eGh3LviwcTSEqnwflXa6EKKunKvefjfoxwBeS3ikk4xzD0rJxGOWKtUfbdFZ+LyiquvXPfKD+UuvYJyxa4G5+fMiF0y8wU02oRmt2vBs/ftyuD8vM07qmS6retaw+7bH3QcRxnR32pDUWxJx/g/M7d3Y4pBoOZyN07eKULRowAGFCB0NYGXiziUoQjzGBKHBv3odyMUAqOm5x1S2i9tqKt+TiCisF6hqV/u+dUqaLVg7X91pqhhtuoI32zGlsSq+IwfHx8fP0FoOYDjOxSEAgzDIa0XIFYWhNbAhqK3WqWKamzAU8POxRXh9fjwsWaX6CwDccgO4xKvsGKiMCNWr1aiqexdDgYXBO6jIBRwu8J96iOP8FAg9LJv4+ZR67fkWJ1IEMp9C4QCXUPBYa3IJ19doiMKCOUNBzvgLMFFAy9rwpEHeqRLijfDiwFiSemXYMh71RtoeFsf8Si89F6/MWDfQ+/qSqW1nTbDXCkLoWDauYJf0fSwrAj7o/YyaPZt+Ly9yyuJRH+rDaXdHLFlYSTtC3e3/ItllneI0I7nMkRHAwzGtTPY0FLXOyC0ny0WWeHlskj6mxAamUUG2LFE2G2PUOSmlT5mDpWUdDUbNPN8SIvRCnLo8d78YoSWui4zO/22WK2hIFR8UgGY+JhiQy/gK9K+4lJXpcdLuZzF6ME6MovbUIYGQEMoNyB68fpys81ECs0PNkD7gNCHj0Pu2oh4Eok1cXS+RCGUtwD+Kj8I5os2gT7oB0PxP+UVfO4KqygzTlTWm20CvSt1pwAG2xfKtg57RcSKCpIgtK3jd95oFPQ6vEF8xMEuri5qPGxxr6Hhvbi66qnC02CAQKBtd+hu07Be9IYdqfn0VIUKLUztivjIPYYM1d+KUDb8iRVFxogIZasf///uEFrfI/RDvw1VpSm1Q7uqS5MIPetHEHIJ+r8boeyFOihCQbh+j1BSZgl50HRNgYSoGa/nQzi51YjG3v7VNhRxGxG6D9zOkCfFTawKo0EDRuex95F2tIgHaZKGgMgw/sjnQlonmqdh90JgiAs+5s7AiDKhvUrLHvTK+7gWqRYArUDoA9Hd6eyfupSHixvCxVW5TPP5sEfs8GPykQhqVeT2wVdwf0AYRy/DZH+Uk5S7PHyxDYviLBFKdxdH5Lto4CKwO3hAYmXZaYjfcVQediiHfRgSoPIIzPOV+Mrcs4OkMhB6iRXwtsHdeSuR3fDBIE7nR4m/LpF1q/5eL/dWhM7Qr/CMyWcL+r4QahKhVqPVhnRo3scF6LI6TYQiALGB0Enrt9vQQsvQYLrZNZ5tqEmmLZB0gbt9PlmnUXO6eipf1+xoAO3waXT9OxDarxVXfbmvENo3cNECYeXLYU18Tbq7j7ArD//7OKQL/CR/41cB7+PTQ0/ZnI8PatcHFYXSwtYcYKFwmvFwDQHgVbkIdB8/9qKLj497d7r8AqHoHZIXPRKFHUa88kf5uvy8v5zskU7scL/Ih/LV5SGMfigQKvcRmHR1vKsOeoY7Fw9PCKl5Txhe8S19LA7LOwf/fSoXj+CBq554/Y8fLzuD80rtA70AHBIGF28dH1zxcYi7UbYkSABEUX8t/dZc7hj/G91K/zz6XNhBjwfT9+bllgShARDqAKHRYjkBQlEGE4Q2ULarn8VEaPT7bSiVGIyv5HIBPZ9EtU9UlJ8u17Ok3AurA1sYln51TxGKktWq5Gh4KSIP027iJtbnRcis0CVSo4I1ubh7zAwNn/+Wy/7jxycaW8kRCWbkYn74WOxRrrWLo/NxmMr6HqFy1QP1srsAQPBChNboc5/JgxKHXgpA+X8c4LF4aQGqh4fH/+1vCPxz2CvyS/gdGELWplc4zwVEh4h+O4QtVo21/69IJT3IYR+Lwz4+v4J3ouKWcAnfFYVR8cflPvJ4eOEe2x8vJX6GSUW7UqX7GxFK+8nW3L3llC7d9xeHPiPUasQ3ARxaALRazAgJQvsDPNga/G6EBuzJmk7Q4CFMtuEzQl1SVk4mY814Qql2mqEC0IsHbUy2omEx+tUILXUrH3rlAk/lZv9CGyJxVBIbCiODPOVHZRMfiR6i9qO6aMXDxN8PTxKvKm/yUcWucuFy355Er2WBiHoFEXqxD3Iflc182B+OCGX2p064n308eLll+U1WSVA9KE9Uhch8VNnQ4sTDx/3ZHugAl6/U6R8LLOKmwIj0ah/kKvuKO8oTQ+PnsxXvZY9/fgQSo9dUfYdHv7ji3nLjkXfEV5d1FT+j8sOGwu7v7FgYM1s0Emsq1Rel7vve5kOBUI0I7ZbaaFCkDbXtD92amuKDD1xnHIoH0ZGldV/5/H56pghk6+jIWq6XqCa/sKEefnMplwI5znFsNC4bg1ItqQd0crP+9fX9L+7LtRqszz8UPmmnfdEYogl3j9CyQigu3bJAqIAMQjK5lpXryAt5yBwLwfJxX97g7724haTR4OJBBbKPYkNbKs8rcaHg4eHjHr4vETo8Kx9QKGi5ZNir9i8f9gfe5LYhWd3iUUD4YzwUDLHL4FIhVAFbcktiQ+W9PCg3+VEwxrchr9rfGWRl++xVGW+RsyyCUCkMfQzw+FB9PHKLkc+kgSM9PTEibnDIpXRitP6idZ4cCx5saPVmns2Wk8G53dEP3VeV87Yg9EwmFCqcTv7FCDUsKHlKmQVFidC6zxfrRV609uKtCp/0/WqR59DlW88n9z3EOq2aNPjfXNevv1+D+7u2Sr/VvCoQiqjwYnDR5EBa7YDQq566PHsFUgqj1rwo/lYBKbrMz2oKxeFFqPaVl3UvUcsBnJWTKwjtD9T1PbxQh354UM8JYBRCawqhEpLuj/Wx3rkQjNOuPR6CXeSL9ovqKkssWaiuPNyr+eVedW9DH3r2sEBoS7x4OtdEo1Rj5LAMKJUh3fvNsuoin2zb7DDq1ZClfb5x8JfLi+F+nWX/YEPRHnlxqZ8Q+jWEBl7Jr96gu2I5T5uNAVxZaz+z3+wohMrwUGVPdf3rECqOLFnNLCVnBD71BDT4sbKhpnC2a7NVAmEGSINBB3s2YE29H0ERatCvj341Qm1kbnripD0h8wrb0mR/a63IFMFHVTCqXxwQShQM+y8QKolPtMpLyEr71+WVWhYv97JTPTu7KpAsfjMnMOXSHnSuFEIf92kj8VfLRXWlphBa3yP0rK6J3Sv2fzx4wAec1CWrJe5tua488nq/V+v3DgjtSyEFSSjUVhmI8q3gcfHdH/aALMz2PrLdHx3v8eyMPU2UuKxeKs+4WANy38P9Omu0oY9yK0Jl6YTQr6Q+FELDaprbOeuLHc6AOv9fCEUECkkUjYN7phWpVkIfJVlDiqMUN4G2yXKtooPFbAQV6sGHftDPF4vc7v8GG9qvCERVwYAdt0Bo/QVCh68j9PFBGV/UVAcKzD2FVIVQ1CfOzgjQhwcVVuLCbaiOhWGvXFzVUnl5aZPKrLfSy33CBb+3oeWPw0/3/wKhyokVV9juylqHZ73eM0KHBUJ7Z3VbAlE+8ajuHEWoeXCs90UmWPiHffZqgB7ARoVduai/cgHPsbCq2xa/y+PlFjt0LxsnhH4NofByu9WbiU3y6oHdaIZa6XOEkiPndyDUpW6mnq026zV6hpbLxXI+n2r3U8qnyAAb7KoDHfs81aG7OS31drPmh+sq0lmzG9uvRr8YoSXOGRMPvMjKwwFuZ0Qo296lX2h4oS7B+tWnXu6niH0k8PqDixcx2QGhaBBQaRwVsYGu4KKsgrty4ZQqJBRxaLlAaK+IQxVCVVVnvz8qmcPnGPWwqPoB8vAGBEGY9oa9PCC03O8VCB0yf0VsFp2FRXZo+AKh9PJZ4Xx4VAgdstufRRTQXtWk3kLzWi7vy8UP+ztJgdCejAHpJ4R+DaEm49DqTT6YLmYD2240ov8/hEYSg94vMQ+ExublZj6bLyhEv0colP9mEzebA8Dr1SIpTdf5eRBVQfM7weR5P7n7tQjtoh7KFlVpRsesSQWFdhSNi0xRr3tZILR2tbeLnyO0SMPWiNCy8j0f9i6rUJKI4XpQDz9wsOVqWMBSHjj8+r/neihtaFl5uQqhBYxV9bP4VUHp4Rmhpd4ha6tqpYCk/dKG9gqEamfMFUlVRlVSPl5cqkM9PD6f7eV74cmukJOGt9CEr8sbj3juKJXi3ydl0x+LpTw8Sq+HzMuVTtpnX9b3Styj5FazzJ4upm1wcjX0L73c0m9CqImGPgjDY5R8PdGy9YyKZLH6vMXLxbZcQ6dslE3yFNq562lMfqV8iXZFzPhf/2KE1hgYguSj3er7NaFZ2CO0R4ReNos4tHZR1CGKJp/q4W+psfAR226Kx1nUKhVCMcZyVhPgSnrnoadznE0A+fTIOk1PNd+qFE2B0AcgFB2Iwz1CVZRYpJq4/6PsL66pigalVwCTYPSLBVtPKjdNjqP+cJ9arimEliv9j2jO5z3naXilENqR6qeEuAqc/zvUdveebE8ln4hQ3kFUfYVzBoBo8Z7Lh9ooZ+1kQrRyQujXEaq5/fyG2qE3zab9tUzR70IoI08rhjRfPFsvlytw+JrRc8cCVP+QElrnnszTWWGQT69JhXfDAZy+H1UGt7/YhnLODVcS+cLQ/E7WDiIU5B49tMtcDZoX0nAzrMPrfSz3Hljlxy/DqvwNoxJjUkV6aKoylcnuoacn5cI+frzuXgq3V8wL/QkgfbjAdCceexAwwPawyY6/MdfLQ6NAwtPh9DXGr6ixyN+wuk8qfRup/Z+4fw/rwbnYHYS9hnZFVqKSsnI/gO9dq9nMJPPBj4xDeZrzfvkj+m3xmofeFdcyBLuKKgk/cLcyi6Mfi5Yl9hTxvdak0eLxqrChqjfw6iLo7fs0PrL3l8vkewGTBD9W3OtOCP2SKw97OFolmvRvINGSDxqdhqk/e7kfiFD7rPKbEIqe24CN8dgzW26W95Yhmpv6vtqCQul8tV3N89j02bzATEQAxbb5FPf/WuXmFyMU/FelNrI8+F+/+oGfiUZqHk26W8sd5NnYbIp+3QF6UzmIzZrix3LEtBDsBP7vsn6PyLDEcS29J0VF6bOVqc0rxb43/Kgqoj2weTYuh8+Nur1ubd9FKy8ZXvG49c7gqm5fS38r/h6eHXpty43O8LD/8PJqqLpxeUDdrsoUatFfKxlacKVgQFum0vDD568Ijj9gLltCSbjTPD5KnY3afkkfL4sB7n37LwZ70DuM3BjrvQ+IQ4dkSVNBdHjRCKUQzFlacIMOn99YQcBWOjFafw2hmA/9EEmi6CZLGo02TntgSJZ6aLRHaP3XIdSNfMrbhkgTzbPEkc6hFZxY0bMOGZ7qFKJHy4KXwQdeL0Y4YDD4AIRyhhUd/zW3Ef9iL7cErthGpbjdcwSLQ7TgoUYlD3gir0JDGBjQyFou9zGNfdlVLApoHv9IFoSyIr1EfZ7N9+dNdrdLSCscCjwg5jWvFFsC9sKJGjCi0m7O3ntQLciwKdrT5d9eE4jtVTjFadc5NILC5sezM3UXQBcAusLUVLniSLpQs9Y93h1wuxWu3qIZSILB2lmr2q8W5AmYxyZPUrlXkcFNGH8soHuYHOfPS0yaNTgjfimNHJiN48w559LP+nibMLCXVXL6NS/VCa4u0IChhmBgV4sFyOkuG9Xf3Dn/pyG0kuT9nAjNGvByX9jQc2mnPyMpbYO8478IoQFtpGU6muejb2KzWk7vgcnxbI1uBROBqW4YHifSsvl8koEHfJxPIghTg66gVr9Gx980qta73i9HaEMYgxQ7VkmYdoR2CMHApRATYDibPB8cp0TOpX+JfnAQh4AriHwnbLnHpBknK3uK+AClfMaQeGG/hZk0cnM264rgBBwEtR7phMjl1yhGtC7aNfBxkjaI3AfCggL+v67MWff7XcyUclr27KytoNjr9OtD7s+hMCxbxseAhi6gIZmZHrm04WnC0S6CQXIVYVKui1ddVmnAL5EPqwpLGXnTLkulS8UCQ5YI0DF1ai00cTSbiu2l2SIbWrtVqp3ZQDcMcAn10ArIT8RJx3pr9Y6MdgOgiv+QCxKeMjbO904I/QpCuyUitJ1m9mQ1D24ylFu04IDQzjkCv0lUF4SWjscJ/96G6i7E5JkYwv/uJ6vtBq5sqGWWBjbRAD30uhlZ4WS9mKPhb5kneqSHeOcD8tbdLFbIE/UrbuNXV1uEWkDZD5JrYUa5UKUgFxDz3S2SugNYLYkJhGirLnxiuHSBNvTdtmBpa5cqHYy4D2knTMi0cRErPqImCfrI9wV6oRoDXlLpVWnFgAcyf2mkl62ci1PYaPK4hA4RCvJBIUrAPGcb7jhGwO3+mSBA9q+rSVFQ4cIoqnC6jnN2VU8DBwFwp0D/T5XD2sKtVK0Kt2GpIu+KfNw6u8q68g7Zoiyx9LAmf/dbjQbXyYgS1IJnNfGUa9XaJahC0ZH0pAbxzoS0m/PcwmVGUjMRzyDLZ+1kQ48jNMhvgpzMuFmKhtzoWQekLSPc/V+P0CBSvKKuZoy0fDfNpmzrs/BKOb7GZqNsNdPS1WSCttycH50TRdWWHUxQDAVCG+3a9fgX29ADQkkJppgrlbqKYr5riNZBizx7rarwYcqmfuNPdNic4xInsTSsqiLdw9ZuCULJfdRu0eGVfLGgiIQhLETw5iDhL+1NS15YJZ8K7xoyh0lr26yJMIVQ3cOw2/Qje+AuK4i6aE1lIfVal6vEjYTOsYp6sRzSYpIiTbGfAa3k1m6QhZWmEKcpVfuHN9Qiv+ZQuejChiZPgPqcd6Uz9RR6ii475xLPIidMPAO6YCfCmbiI4Vnx/oF7Srd0SyeEfoFQzPtTt+XDJEZL0fymfZvjcrO6B4SSGgUTL78coYZpmabj6zEWrMXrZaTFzmgy8aVDFzydwGgQZ+sULX/I965zWFbDDSpVV5nQATABdp/4/ld7uWBiJzslAFripUggMF9UIpMz+r55WVfkqdaBtpImovL8m6icEFUkzhNKPuzb1BBTUqOloTQmzklTViK/FolDeA1fCCEJCxKkmh7y4iavbv9cECrHPydC5ebAxdA9bgNRlY46AoJhPq9sJ1l8OzwFKbeHEqciHQzGpMqenbcpnifg2qAXjoAWHJsNMae4eXSaSkqGfNkcSBFmZYStCJxb4gngL7+NlVWqbOdWAjFBFfa2TqtOhNbrXUUxJgglQCFj0Thpnx1D6PkkYtNf3I7zGIR+zwitEKET/1xUt34dQkMaUZ3JIfi25hyz2b4u0akbhWoPRwtMLdPC6SaL8/WTJWQopXoUKSNfr35Ab9mvRqh2fi4qRAycxM+sl0SXRKOfV+dIkMAVWhV0U0GfqCTkKCFBhSJ4kPhEayonBKYUeDAVYfWks1kWS4VwjxMKVFIAUUqzX5XeX4XQCvzXFj1PcKwMKSBDPRWFCI1E1bCpNY58X3CmBGIvXFmrKvZaDDVd6y5NJ1egi49Of/QKU6EkKyLjLtk1yCfYpCyF3GmouQJeXkQTuB91iUUJOflIjZE0lt4V1ngsADo0/bYiJutwup0KVMKrXRZaFGcIrBcIxYjA5UWJOiPqRodScLPZbDZOCD2C0CS3bzjZ0h4gV/QCoZ2K/YzQ7q9DKLzZGJ1DcTZbrNfLzQLN8y7KogZ9WzMKQxhW1EnRyqBF7Jefx5oUSktoIAjQNG8LHS2qdL+6L5denhILOldxlEJoSSG0poifSTmpteAOk8cSIaowWYMN8xL8/h0RNOohqhShL7zkEnxFl8yEwhetl0jegysV6NVF1KzCqx13gobkQK+HXWarFAFfSed5q7IbbwKCpprSZ6E+WhW5JooH4Ew6+fooalTrniPuLReQaTZs8Mehd79XbRFTlz0qF1YoptQQ5QFoDZw3uNyKKM/QD6UeIXNVVIXAPaVCNQzFUc09Ie/UxKE7KBGJmaY1pQVV4jTkdUKSqkfzPxRNJ95dJETAJ9JUPeEnhH4Wh2oNy3cqWdbOqUzYHvyTox5q7GUkgVApiOLO3RTxzF8Wh0K9wsqmeMdJzp4+VDzlYfi37CdCP66VzTGx/RRrYOGUIqnW9pE0HNjwwgdVt9IZ/CaEMnWrSKrPMJXHv4GzvmiOdQkfIrQLmwIVhRp9V/aFQFoMCBXsqsKKcNQ3SowSmWGlYhKjOHXxw1/tlYXPkqlf+MNDaapnLVLk/RQznjCBCSO8BMZdhqiASEchFPa2IgzawO5lCdSDpKzH701JDH8UijMok+ns6LukmAoQ2uQKiXRdlndZYmpX1Cwg7wDC7RKkEfmmJP1Eut/OeaPZE2azDknJ8Gid+BWG317NaTYLhPZABTgAQvuC0EsilN26JFJD/UpyRLXuL7ah4X2aJck91M0g1PKSkeiLVgXF0XmntM/0I9uB0dpBEtMAX+xXn5cpSkd78fSX0tROZOmWfhShKMDXrmv9PLMzzkCf2/GkM/jw4bw4XqNdJQ0KiD5Ylqu2PhxZx14/9PPH93+LbpJhaMferwtuk5iDn5n4szClmzV0p3igSBe63DDbrGZzFELnk1jrqFCpWR+CLnQxuxmUgISLXx+HaowjC/1b8n1XOuiZOUM6hhaozJZAGQQDOs779lmVVm9wgQa/D5c9+pRs+yvLBX4pJGOMAJGuReH+ErdCZEOvmN/FbYcVTTKRldGV37toumUyFthwEIdnuA9xJM0+w/QliMAa5P5Bn91jGS3VzUp5aIMht3PJsdWzQBgxARYEsNfXZzb5d9mMi6QQ9u82L0F9i2KLtPzgbBo1JXinGKC/AkftXZxXB1W+P5ppsojBXg4vu5IfHiKmbDbATMh5NzQL4asgb36jJBGlzpsB7/Ho6KhSalHc/1JdFF26+GYoAiNKTnoh+FsoGv+6ONRPMqgljbO7eJTeJkl6FJ93hGcSJ3eTRbqc+m+dJ3xrYM58U7HIf5UZq9IhQqt5NhCin0o7yduNZ275xofqNWiuybGAjrfz1rGP0LfeWKf11g4mUkPaaLmcpiJ5qkHdJoTllAG0fIYa6GQVa3EpnS4RLu+loFvIl8xW06hBTU7kNH719NmX1ZdOgdAL2xeENi6uunVhmAX0gFBgza/Tf7y8tB0ZUqmJfqcAhdf5mUDtiqFirXlJhAYBbQ2PWb8+ux6iMDF8YEuh3APO6OzW0UEC0LHTp6PGtNGwA4fVNuV4tE1Elis8uKzwgBofI2Tgu1XdstLC65RMGG3hdsDx0coHftHSAHYQTYyKXAEzclRP42rIDsj7BqZ3jLMa6HAv0QgMFoWL9pliOGmdSe9QU3sv2xc21LgfQWc7gYXM0jSLj9tQyvum2e2dqEIkxisbpYoiFB8s0zC/fE5tuh+6xounzc828FdGjuF88fj+aTqHtQQ2NLXBI3ITfegkedJotz98UMc72NA2a/LtfufIOqLAgqn78vH9306AHbDco++VPH4xjGy+XM1BQhQz7DSVMxtr7CGaL1doWeji7wAdC3CwPuA/OJpcdiegKBEEG+LfjNAOLZst7LNN9tT4GLWSnCwLCXUXsBswOua4NggUaoLQOrsZegKsIcEkyWGphMJPhllFfdOWWPLq4rwuOVBpuwcHdAXW1xOx0SGa55pDhpKX+074j7SVHQ1S5CXy8DbYsQ6OaeGWhnVFiRNU1JfCsaT2B/UNVEeHqneYth13CSSBGqxa7hHaIM1nVSDfI/vDxRWLsudChiuPXnTrCqEYSVeKvu8VoVYEmp80m0wmkCqI0qM2NBU6sWwyn86Xd9AZcY9sSvbID+LQcn3P9T5/3i82h8pKL572P9+MMA7c4MvH1RYMoWdWS4ZxfjOgl+tHjTjLoqghMknYLh3JFAW2CxpXKCsNjqwjjnz3a+vY/x1QesnznGPv17Li2DOMIGbb0HK1Wizm81kee+hTAK/ffUDTuUNwit7diOMujlqgH50xfO60e7ihDwZB8vsRSlNZcMnCL2zXVYvqx313nrTFYu5S9cAKQjsXpkKoMFP3hgXhNBsJ6piewUsD6YxDZ58aQy0oN3sf1Z6RimIVeW3vgDhy0V+w21DSQM1nNRmssSRolgbaw/41IlSobNWMKFzmDjKFnV5BkvQwbBTdhrU2OO0xjdMefhyi06gRXl2wtxd3AJjd2gGhkod+twiN3SQj+dWEKqH5a2EoolBIF1Lh97U4VAwSbdOROHRvezQv+CQO/cI2MQ7VrGO2q1uDJmH9OkyzNlK5i5tq0BjcZgGqL0Ugukco49By+UO7eWQdn8eh+8c/iUP143EovNw4FD55D4ktfJa816WK9ERbLEehlkQ5iMVAWhQwUtUl1OlWI2kbHsAM0c398LttKFrdh2dNNqCSw0/EVfa0tFdXBYXsI6fDDsybRChNmWK6LB7mC69q7Bbs1/cdPtekun16OjDSPgjZrPBMDznMVRz6GXEcEUE6ho3wZUyf2JxCUayhVzWOq/AmolgIC4SCWdSOZO1qiqxL+1hTs26PImghFEfsNpJRT7v2wBPKUR73o2dqJhv9hUBoqfmOEarB9MB8hrcit/0aQsmaO4JIRL64+4bZlvCNDKhmvZFEVV2tx+NQq9lpDX2kcm8w2MJwMxhlLyL2vZf7Vhz6lvYZ5HlffRvsy3U4HSp7GVHxrvCwb0zX00K9LR7n6E7QSvFew7oK1fDFTbvpMQOKQDS6+80IZdfbZXk/YQmIXOzZp+PexwOZ9MWBh5oIRfqzNzww6BZcumhZHSKL6u/3e1BsKIriVr1QyELIwveR7ERqK9g1hwWbwhXP/ySyLB25CcgQmjLCl5cHjrADQvvUctmT9cK9RvfPw7MCzceCdvdJjGzvUvHqy9z1YaeycEEMya/0mgL0/z9CA2gOzqfTPM7mk+T2eKZIkc8zXSQ2NH4tl0tLdMyGHvZDLlc//rS+z+Ue2bo1C2qWfksh9KbvVxqDUW43Bnsbus8UHbOh+402VH9ls97I5aLZD60JYQR6XIduLAnOyCZGWqL1gjlrHW27lpmwfR5dLIVGfItCFnDKqf6HYed2/P+AUDFjBU3Bnsfg4/9ecs4+FZQmMsVclhmUy4Jf4ECe8PESmtiN3vPLywUDw+OBKIHZoGb5QPH5TG6gEKpmua8UYwGbCg801gqRzYveJwhFTw+0Pfcsm3wRJB6HxahLwSV4eC/C0fJxf0t4Js59VFkqIBSNflqlor1jG4rb+xgKocBpkt4ehWdylypq61tlQ1+vtmjfUG0J3q62aK9UW9zKuQ0WkTS6WS4zu4o8bpLHjfYBoS+qLV9D6HdVW17zcn0tDMCssJJ6i+Egw+Vz1Azap9l2opmWxPpaAJe2rYWlrgJolzT5OcS1ItYikQz53TYU1JzDwwDXQ2GOOPH5TJer/uEeEnwCoYw0O+UC1KS5U8/2z/od5Ye+eDni2IfHgg6IEmN7XRi12+Oer2SoOFcexbqCQIhCY+UXfNmC7ovhFwitKYsoP5jp6vWeuYPUexEyIpxNcdzv7xQFI/aBpkgQ2tKOs7W+A4Qm9+DVSdLJbJ6PqRj6h3QsOLVKUEWTQGzfkEikXrHbDXQVHbyVplsNvsXL/bcdC3AGgmCxyrP5NsPd7uUHna6XwsrJtG6+zRq44ZSQF+2WnJI2QFpp0q6a7ElBK14nuv39maKz3p65SzFOCoPJo3JOHx8Llg9cxbFQUz+CHB5JmYuDKYRYkoLFNaoaQ0WXd2CdlXkxRaxLmwov9iWp3t5IPlwNX/LW4vABmtxlOdcH/rGyXRVz/gKhXl0QWuRyVWpL0sbN8sOePbOrSMY+KrpcZdAfi9TSgcQeo7Focqo03jVC4/FolJH9apJSAeKP6SnyKnZrkOTiLsag4ME0CxB6ACL6LUX291cjlJ25o02m+2vUiKfr+8Pb0yhxNkvIwQCAgjysAXGlUo2drrSd5PirBgEaWaQZ/LcjdIA55Jq6wMt7hO5DtOdfHxXBgFB31cApAqaFj3vn82MwAG1IgdDeQeZI2b0LHSbaFYSKCkz5qsjdHg4ucemFqrbs8UOtsqa6b5zVh4U9Lp9VDzZXIRSSIEXxheAvixKxcMFfDPauLBg5z8qFI/xYEGoe6NGGLxGK2WH0HbfeL0I9cFuNsvlsAoSO0/SP6frrht12q51MmMoFJfS122gELxF6CYTimV+OULbHp+tFvFjBHVkuwmfbGms+ugDneZY+zVfLlAwQIRHqah27ibXltl3XrOalzFT/di930Lb7CjRXElo+PCp62oKs7/FBflX8lLBQtKFIlzYvXtjQel/ZRSI0FE73h4NmUp2jaJ4i9BLmwLLCTnHoAnEfhVnwqqcg9FDmgKhCKKbGL/bs7meVTzNFLWTaagXgFZ02GRp4ZpZwCzcb5V4JVXGGxwfJED3sLXW3QGhZENpo1ZvN0k/kGfrp9dA4TpNsMcWWpaPR6M9BaK3Stm/zQPgs++iJaQzusuAAxCutGpF74Zfb0CCMrGy12k7H4ODMPvkItCidrdYbEOiymcjWSh40wksu+sg6KIamYN0zISjQZcHldyO0wSqDusptvfwkl/DjnvxHSSPRLh5CUuot2Ry17igb+qRAJ14sepMuCpmjPUIfyokwkT0T3RaEsy/i10OP0NWF4qRF9RU8SR3VPBR1egcd4N6nNtQpXeEOLOaT60BrsFVRFLo40p6A+2pQqE2U/yd0ucrR5dPD6v6ZB7LvYxCm0ynV3i9CNbQUAXTTPM/R1JdmfwxCh7XKAN0WAxkQiZDLRckCXUWHS1DDgChg8KsRig/CH8fJbInJlfkLgGLghf5taCZZNnZkQFPrOl3kdckDQPMeoSHUQ8M6SqI1/fo3IxQSq3uEomPo6Tn/+bjnhC9fxM+0tZLLxXSC3VSEs2WVDJUd0XvvF9kdKa+8zMbsDe6jorV+eE5NFZkiUUpSqqEwykSotDI8HhK+/zsw0+73L1cbHsbeyvs49COa55vCg6+UTgu6fFXUVUJq/9sT9QpCB3zjqNGQ7GSI+bfGxftGaMJC6Aw9C7Cht39OHIqyRWVwk920kXEZBIj2UXRu5OkzQq2ACM1+fRyKpqH1MtfGIToX4uAl94LmC4MY0RrZnYaOxraaA2PaGeRQJOxfQ4JbKLgwWfG7OxZKmCGpq8a7uiBU6XWqHI6YuwfF+ixwUQ+jgdLWropaSCH5KazUHb8qWZlCVUmJw+yhUtREHh8PdZD9bvu+3J7IdOJfNu4r7UMGw3uisIPqKBEqfLlN8H+dlx/3dNTD2mXjPCo/7Jck7+Xw614hEX+hBEqE0r1/orOLIwDccGMuuu8YoVHEuZYnxKL5XZLc/jleLqI3+ya3FVte/Zoj9o08e0boB/u3IFRH/3s83YE3bBy65gsbqumBRKno/QNWOVTikMxXGzQHHWmDwnDTtUUuLY4l/26EIkEF1aFQvFy/DHHtcu0gRf3x415iW0gqH/e6Q2ftTremVHsf9grZIsrdc/t2We32uDeXRcOB0EHvnzto6D49KjFsmW35qHJVaJqwzzBVczHcNzw8gUR3v5InMaoPtaHUVgGravmx0AlFi8WQREOXqj8CioHlvYoTeKn7SkBcDHPnTDFi9yWDVQ2fiNAOWZZqvdJ77ilKkulsfJ3P2FJ0+4cgVLMgc9C+mbTBxBkPbOhJIw6lDW0ccrlVqFvPiVCdc7y/zIaibyhezh09W2eapYXPQzOQIZxN7kXm18KczgcOdQ+aWlRpt285LxdhPkSz2Tb//2ND4VCi0w5y9jYDzppGODA5hEpmuaxyRkjeQoJQ0dJiRKSF2UjqeJO7R9oBH6jJDXrNnn12qV48LDp9Hyjgwv7BB6SCO8WR496VVFvwVPxRKXlK+2xZxaSo/wy7hX6w7NXATMuwoMUVJSPlmdrNi6ZVFQYhqd7g/CWQHLFT9/FhT8irVoc2+T53JHMo1mqDAvShHPhyatfCnh5HAcHg8K7j0HGcTmf5JJ9NoNt198cgtF67hmSL1FoqmN+HLoqG4kukGv9KJR1fGruNQL5DGfPqT1f4ZRGFs9rL1Wi2wvzZYpWKSwv23IjLnm6WC9IuzLIoJKkCpvzhT3VssivQyY2gR+yaqBFhnqTU/e0IReNhhfywoNPTOJ8N0hNhq+xxXLtWkMuSbkDxabKdCHVD+ADq7y4nhkj3g4E/yNtWq7riob0kN2fBKdi7EO6yy05xZBz6sjguf8Exe1rR4y5S9tLLMbgsehGwG2Yxa5fFsTjwXS6XwExYq4iIc7cYJy+TAIWsJ5jp/ljwFu3JcXv44iucLb9s8mejWiLjb6Ui4jWaxo5L4Ttslkrvt6coROd8pvq9Y4Shf0rHQgUMUUMkikD1k1a74aBplkKNXEUvEZoCoa0KKbMqv4IFBR0I9xgHArPfAgqmywmaF9BGXwSh5nKh6XGSIZk7MRxPyAlJ64Ervp5CkXDAozomm6fwJvXfjdD/741RCviBWk0SMCh1JLIQkuegLLrAZe2/un1+PTrI33KqJbuDLU3H8Z+CUD2CUkd2AxKxm2oITp3zkquBmvO3IVTx4+qrhRZPFYGCkOa6zBB5MYZYFstEyqVhGmtG6CsbiimnMOxnXJfQBOr/WYTi82gJy19Hen/YWggGlorVg719oAjxCaGHSy0do6downoomuj/lExRpVuv1e2cbUMD2y01BlrXsBrtPGn+LhuqA47xiF1DJqYPSPcXULnFJE+YBYLc1W69mGR0hAMn9rUKyfNQERrY1f5sOQtawKehGpD/iwglREtEaIOzpAx5u5cuePj6BvsJSFJ9Qug+URTfgzwB/uJ0ngGrf1Bfbt0HSRFSLm1QIqKq1dVQyMCoS+f3IBRD35rrLte7RRYThYYItEiiCARnyWr5lE0WKMMAwYHnWoFMTzCV20ICC92ItkUXFwf+jyKUHD80ohVCtKxkwYHQD5XSUMa8uyeEPudy42w6Q1UxlyHtPwWhITnKAYJFZvdLHmBZ0oxGAxIR7aaEOb8aoXxVhBB+DtVtzBxYMYNQpnI97jte5RjO8cjROaa8kuaSg4qyBJV2MAeDmF1Vc3rmfxahJNMGZ6ZNASYkbsBS0myCwb5a8S6ZUdJPCNX2lHvjDGMt2TKOsrtRdv3HdM6D5QoARdWiVS2h9dwABDvoKkLby29BqBaPwskSbExuCq2HhZpJJ4kCVm1g0GWVh8W7j4A/qChWzs8pVhS1Iac02Wux6f9ZG4qZaUq1tHwwcVINSfhnPwi7PcQTOxeNE0IP2nr3CaZD54s8Rxyajv8QhHZRa2nlQCjoFZwu/FsLEIQK9+R3IRRahIvNAlIQmD4DWn2En44oEGqmo7u5yBCSDUWX6QTYUPAoQ98L1ccJuxWGNR2BqPmfjUOF4xIIBR98/5yIJJeuyIJTvaHxM/ln/3wvF3mie7hr7PrLRulIkSncCj/u3RhtgJhO4z+38tjo3SAU/KqIQudR0Kp2XaNhdek5IdUF98kH9bxuKYTaFfeq2XR+IkItEhFiVjtfr4nCsZbO80g3OGwu/ws0MHDqYYwwdDO3lAa3pdnn53aLfCE3XHTtORPyn0Yo+OVZchFNJNLS8hFJ8Z6fEPqM0ASJ3EmWseiSJ+OxsqL8B0Hp6PYFBYr88V4QCuYLInQW2FA7MA3W0q12IwCzWAfGDAgNfelYgDAkEGr9NISGEj2aFgznPAMKwTK/WuXFvo5rgTI3XoDCOgMLipVl+h6hH87PWy3UAAccuBmcEPoSodjOkYMvCCgEotXKCaH7bZSN0bAwRes85lrAai1IvL2VtBGH0diqq4A6Un++C4TCGrUGzBNRWw5RDfQ/DMdutEegtdbOIYGmO3VVd6yUgFDzpyEUYyrCbKKl4DUBPUqcg+QJw6B4q6aYUI8JJA6dLaAB4Wp7hDbOqfHT6oMwZXoBhHZPCC0QqqTW1DCEgugJoZ95ufdgkk/jCEWX9G5MujAY0JHaaEfV/+/u5MHb94JQcKGiGDofUMZLeuo44QVGTmoUan5Xqi2sxQwqpcufiVBglOR/ZvREJVA8FblKOxQdQoZW7BmHQTpDx1/6AqE2h1iRfp6DVak97P3HEaop5dIaRDvPBaGl7p7DSRnRE0KfGa2h2JKOk+w6SZMEo2hjoZdPxYKOMY92S8DKWNqYFvQdIRQAnGKsxReEWq4gdJQHjXPNLVmXntuP2FbvgGrxZyKUZUw3MFLos+R8k+D6iyJP6UfoumMlkwwvsELohSZKHEMhdOBSc1MYIRAbD0v/cYRWKEUGQbIGBEepF1ird5VuHX/gd+2E0P0FF8t4aM4oFDkjurhiPZOxcPsl/H9yMKjju/dkQ2EiIafO3dB8jqNhviXKbm1wCJa6VxbrpVB0CZjL/YlerqOJunaQT0FTvZykkXDJRyLvokuOl6PciRZBDCLUXthQqkxHXJFNtgXtv41QKAdXBJCiSiSWE/p0lUIW/KdqWv/pCNXDEev+quuPcCSxNSqjyOCmd9By4V/8QbzepeP34+UO29l8wdHQWl0Q2hWEdrKsY1JBl15uxEDUJ0JbPw2hIM8NLNzXQhjPlHKEs9AMUGKxKOwbgmGeDSCrzQqBaK69tKF9IhSO+WwwcMIXWln/WYRWRTVMJNLJp4noE6LBHNdkzqh7QuhzHIp2eTQVIVOUj5gdyvH7BJldsFuDwAh/QTACP0BiRCrA9+HlIqlQDkFDtMRkaI3TSF1BKPj+7FQCUXTRuy5aGqiK1oWb2+r+PISyvQ+9QqsZhULRLgmzKrLasKvjNFnOtYT6Z5P8ns1EH8417YOD0e4O2hRtmVhF0aV38axC8F/1csWGcvSrQengHiddqG/aFISWTjb02YaCSWyEntwckizUD02EVT6fz6ejbJHfQfNyOk/TyRySLjCv3CYLaJ9FryufHdc+O+iifKZ99uXmhr6pWwehlq5hfODGX+EUncEeLbLIwd2302m3u7LTByigZXeNQacRtP1hLaANhXdpn1e8Y2eh9tlrOm6WH1iGaUkSyLRMUvjhI1stJ/MdnNxpBnU2zzMNJyK732S13s5GpKgP41LAPvpBE21tUdCxK169P4AJnaJboUda2P3n4Ojg7bb+cwjVKp8OupRE37TR2M8mneLQF325owQTxVPUREeYP8tG+WyaTlcQ8Jqh4XSRJxNEVZCMQFf9ZA5TO1PaZ97RjcpkAbTPHC/wPf/YXi60z7zjT2MLkYBxg09esxdXwwuJ0FUGkeehB2Gzgb/fI4KgaCOK2gOrTIQubyDiHEXO0fXGUbA/5tffTYQd/MBDOigMgyBkmVObryN3thxl6+0i5B6+RwGlCINodG+B21G2yrpeFAfBILAHUTQI/Kh1Lclluw5+ouhisH9PoevgBP89hJ62b+Up0tMx+awxwz2GZzuKJ0s0MEzBnwspwmw8mdHNnU7n6KuHBjBlRvN5DISaxzdYUMeJXN1wTJjRI5tBG2oefdqkDQ1gmz59tN2W49dqVj+Anb/pcOYeBFf9/v55cBVFjcGgAc1KzI/ShtbR28CpsK9vsKE0+8bRNxMEjmFZe0/XkGBzPjfC9STx8hU0TqHsYhnUZ8L0dpRbcc5m+vUCHX8WXNym3TyPgjZ83GpAExqBU2lYQ5PbXkfVNTQc44TQ03as2hIgQfQ0hcc4vY3TWwSgAGvuo0v3dpTdJQRvfDthzy7pdNFVl1KDe+Zov1yDW+oaxyg8Kv0BR0OjEvg7ML5dPbCcNG+zWKIbILQqCPXPqv3jJ3lTg9ssdpCGBC+a5pGS114vQfCwYjwu7bUWg1HkxVPK+yJ+jzWFWu7qOUhPQsUSzPNI5NZrX9Haik4IPW1HVSHiMbJEy3Qxje+yOLmLMjGWRW9uQpyyPHrLxoUEzQ2iwR2/cgoR4fzVE9yDwXw1GZDKEhn7FwgdDCDlQlYxa1iTpqI+FNL6pvmjPEW6CyMHZSXcURCwhjFnPicjklUv15vV+JBLcmLNypawnkuE7DHfF8TOIpfTZaUwANf8YBDNqF9ht6AMVAr+47nc0/YdfLm47aMgukTz2t0124puU6Z0yZ2bjCHoC7iyKno7IrFuyjySIFR/Q+L3bXXCT7XPvtRIs3yMWppfffL8/AOd3HzQGYD+57z5odraP4HxlqQRwIq6YLNj3NevokdFO6pdFnqifXb0eeDPVHQlxecHGfLVDinZxEhQ9OT4WBCYcquJMJk9ymSqJUP3PlxcF9beKZXCkK1spCW8QWNRtWrCTe/u36clFZwTQk/bMf1QXxpzs9sMRAsp9AnHWZRm1yis0Gai1yhNYvYXoe+PIBWF3/HrNlSVWf+1wq/hfmlkixwfvNhgsZjeDECdxzpK5dmGNppQb8EYWgNt6n1arZtqVK+3P2g/qPCrWWoHCyGzIAr5IFRaCMNpTKoiDJxxaDvBHWU589lZn0xmIJ+HkJJhlUJWaofUguhTj5BNin27Uuk987Oqz+nk5Z62V/hyR5MlKOdnWUIgjvBAzDE0Vj9ZK8Vc94jPwM0dczhNKfz+v3i5qkzGjHwnBkI7naDJ2tknCB3EEPoFx2WbNCmTFZRb0LF+fJjpbS/XU14ufzeEqjrfTTBwkC+WqTTSG0EgT0doXyBrmJSK/YY9APxRRoD4YBiWWr643BH6Fqqt88pw2D15uaft2zgWoE54n1O2JefM2ftlElNlMjQmgGN20OzgppLZg4EgFNyvzwhtxJP2AFbU79YhRQ8ct/xaTWv8W75cMmcm0zyB8PB6yZZ5LN1VVGChcIc5+gQQZR8DOnW5yIYq9PW8EolC2ZE7sQdssADZQu/7O+edfdLJl9OhiIoV4D7lqucMPVvMhcAXTwfabPnEmweyWPliYskLzECXf9U2WWAyLp/nHumVPM3xi8kdVzVf+JjWMYWCg7/zRhTgYbzh0WImjxTfsYuXMwzAh2Gp4TyTPGrz6QlpP5Prb4xCJzK4Gazpu+UpahwQarFTrENS6PYgaKoWsWeE2o1BdhegL8UuYdbrBpoN7eqwpgX/ntE69DNJE803iYZGInbj6g69Wkuu4CjQIu+JzbrzAJfpHqEhpFqcoNG+pnyFXUWvBUrzlRcqBN+IUEbLrqkXAbGjXO8gW6/vffmgNWu0hm3HisBCqKdrMOA7OqXAZ7uZFinkCbiLbbGZmdocz4VKg5gY8z8l63b4njQnUOM6wtUdaE+7dWjJ79xdt1SDMRaANkgrlvm7SMt2yxPSfqKXm45AgzKh9tk71uB+Rui5PYB42Hwxj6pBU40Zdl/kchv2KB8gVfSh0kJnrggU1oZa598iNFB3M3TibjaLiVyX7KfgG4k9WlF0Cedk/RvneYCLe49QDLE4XHAKnW57UI2I0CqA+r02NDxUbmCzreIPQGEzVs3CwMUcdEkR8eZo092KjcMRRpega6eZXKcZvSwsLTZw1dGQokhaiHa+Q93iVA6NpIcRuv36IkMEaGTPFDbU3WsY+x5bIEOO9ni+ZhbDd06UbxcnpP00zvl4hAIKW4XmIMtNk/eL0IYMJnnUj+4EQF7eCq4bHTUI/MLL7QRx3rAbWhviyuizQzaXCP3XXi4LKhYNqZNOwaGwAssmfD6LbboyezZfLRa73Wr+lEmdxVXr5ZBGGw0UHWhuL24GrYqDYmiFkfH321Af5tHVFdMKrSLBkW7W6AJGPwX+czL8YXGWXAuX21xNk+vK7TXFHdXl9wKhuxxeAI7Huwo6/134z/R4iTiDHIShjNCxuqv54uf6oogq30jILijBYwiLbYoPoXkYADSVtc3XJxv6MzvnU+m3ZevtO2bj3CM05Hg+5P2QrKoOr7toTYCQwEuEBh1qQ7Q/4DI/qw8of2YDoYN/i1CMriiPLnZ9j22SqRawRqMuXD/fZE6+yibrzTLjotsFQkuloN2MLjpIE0FLSbrFuzKiXPneONTwEVU6SESZWvHJAaUA5Qi2XELJIFltJ2Ly+HAYKcJsLRnHYDkLfUYx5Dortjnl2lD6xgPj1MR8UxbJrKsWjbDnmEAjstltlgqwMVCHlH+oZeNI48w/SnGo0zFn78JtyGLVVKWPeaT85OX+TITeo11oMkOjH7TP3q8G98Emae02BDinWEK/NgwPCG0cENoIUG/pcL6pdhZEU5DT1sr/3stVK/ENlUgRZ9LSmV9BrBfrUb7SUE3RjPs1r3Q8uEcoqHybkax30K8C42LyfwShkviBS51Qk9QQm65r2RYINfYR5nS3lPlyxJ5MGjGrbEbTzRQJndl2t9ttcFt5RujUcGebmQbTu8hXm91uPeG3kSw3mw24RF054Bov2q2RuTcTkHNvttss2y48a7nh49v1bgVgZovtbrNdTiQcneAVu+V0c/Jyf2ZP0VhNgOZCFPbuEUqvEWHoLOvXy+UIgehnCLUxI5o3mlrlAxFKNzevla1/7eWijRELdiS5iUgLy5PsEcJCD7bUiFLNh0MdTNfSB2i1D145qSYD5JTzIKgPDdxRapy0an0vQhUZbzyVdgjN3MehW3q5ckvA3SLdbFJ8bFq82qS6JHx0F7CdE7urCXoptotDKLrYTpgpmmpWvEYb8XSy2K0yXRuhGyPP55vdE/aZbddI8s932MsbY6f1cpWOdivdYlA0m85BuI+bxHIHNvTZjqQwEHxbz7PZenOyoT/VhmZouwUnJ5jERu9XnRAlCqmrlLxupdXGnOVNqx5THA+zobVu5bngadoNzIi2tfMBao+RHaPIEdW6tvZpWbX0vQh1XCIkEEhZuuRmhF4eWaHISp8AUC0jPecU1hUAdjj7yBO1G5GNWfPl1O5DAQpEzj+IUCqtRSjFwnrNyW+PdghHEHqP4ThHlVH8xW7KSkm+XalELCJDg3YyWm3GPlhC15vk2YZOCEH0WCAHvDAt11kisevMdgumhXKEtJ63pidsetMteIHj9XYZRAlCTPYi6/w0ZjuKR823WI+Fla3cwEE6GUVjnOeE0J9XD41GT4tRej9K55MkG79XhFZakgDFeG8X/bbXrLU0B8Z1SLPaLanMqWo5wvA2qFDQsoBm3XqoGgWA1dIn+Hxm2fhRRmsxRq54v5GRy6hoZGT53o2E7jfp7KB3Zkf9/oRsLJCtLO37/iuVz/tyx/stOLjUnydzQ81ZbOBQbgK2GVtsVBQv19lXSTxUOXwBav58+CmAp62QuUUnf5qEz5ki2FBUYhwt2Wwz0rrQNY02mwRuu6ktcYhwMg3lqNulgb12WYTzZruVZJFw4O1qhFTSehfLA0xOPe2WHhPIs1Mu96dminJoKiEWnU8xW/ZuEQrWTSC007kCQ9FZSukTCPH4aHitdfdsNwp8KHQMsqz5oXH+oVofDvv5chG16889PFKyeWbZ+GFVCB8pGzOkGXXCAOMEpCfKI/PA0lLWKObewI2iDxM6Z/LV/Nrb/UaE6iyBWNMd4kkYsfCAUFjFcTZGri+B5YatBG9Ssl6PnnmQYEMTvo4UvvrLXK5CKCLPzWZEz32ymSPFtMllW2xnDnGI0USmriM9WW/GjtR3lsj6IsqdbNe8D8B2Ynekh5abGWLeeVEEOtnQn8poDaqT+XySp2zCfa8IrfZbglAIp9dAVb3MAyDUCt3PEdotoXn+nxy523NbEHozW0ziaq37qZP7r21odOgKxGXPaznKcCVPn3Vl0JNABfZ2VGWa6MamX/ovEMoaqwHFJmR04Ml6zzY0jhE1YpuTIxSQMxl5PgPUYdZIA3a2AOk8075E6Gi9jlkIzbFjvt2teTSYalhBzAozVcSo0k3EQ0bYuUGlFQmzHFgO0DuV89x4EbJFMxdtELC2kTE+ebk/tx4aCbsJDGiajt4tQsHY2Kvhki8NI0ifzLNOx+4ETvdzhLoARiMmQivtqjvEbOh0ubCrbunL/t5/q8EN6gZ234STSZKYED+LV3nkv4BojbQ7jUELg9sTG4q+xlfP9I0IlaYBlFeQcocJY+1nj1BvCtb75Qq49VlmMb3VJnvxQmaKIpRi8gWwJ+NyX0MopmAnRCgySjLNn0+ekJwGNkG4gQc1GuZEhFE3a6nnrBjH4lucrGlD2fECsVTY60DZ0JOX+/N4iizIhmbjex/FUHT93b1vhDaaVxpYZ1H+vwUpnB11v4ZQSqDF7Uql3wVC+3a+QCDqV0pfp6f6UYRKTpf5GM2Zs4EBubbpLnvue0XvLfJYuI1UsYAZplSl7V43fhSh9JFFnjQScWHjgFCMwMVOEIGeRUdX3nKTjder+NmbDZkpQrYB1RPzaUVEfopQXReE4u4x2c61dLe22HIgbw7IBNRHMJeLwCNCKViDOBSnRsp3zmIOyqO7tZwsYBPwVKo80QmhP5UFxQN9Aue0qXx2d/eObShJVTmaHfShwLnI0DTfiTA5IgjVXni5sKGDLHUqOtA7DO026pSTQfUThDae2TB/3IYa7CUKHEyJxk8zKG5vNlMvfh6Cq0CmFn6u3cKQat7v99mRJA20P2pDi847ZIws/wVCx8VR8KwR0lWd7iaG9jyxDhSClRRWMLaQu51/gdDCOuoa4lBUXphkQsffHMWTyXYpzUILRr7cy2CedreEt7DcLhKmtl3MEeyesOTIWW7yWFqcsMD5qR76E+NQP+WcdgpyBSGtft8IRQnjvMW4LrsBQj8Qod39SFoRYbJZwL7Jg1YdRnfoo4t3vpgG/cpzlWVPKPfvFH75UDpdoky45DhoLL03h54dMLP0ICQNUa+ALfP9SGeD4NeoHr4VoeI+StpWl6bYZ4QaHhdjhGyXTSD0hIAxeunlzrRkxRKNPlo+J3k/8XL3CPWCKeqaSIBNdui8xw8SG+ZoTHB1hWODcWjkz3erUTSKQ9KrgTwtg5oxXog+yMVugaB8ggaGE9J+Gk9Rcn8/GosMBMqh43erH6p0d+DPDvo2UqN5hNq/G6kehk8QGnG+ezABYxf2HwbngzbbBfrVT+ZLm//ehuITyFeraf6UQ4VwlUr5MXyhHHROEthKC80Kc8g/tSocFnN+HKE8XyihqCXG8gVCOfYCsyqLtObI8VgvDoB6KMCZAzMLpH2W8RcI1e9p+MB3gTgUSFvsNssFPAKOwOKfBWjRMK6TeCPJFDkWvdpsu10XG2bcljjjYrUFgXdk4lawwu+rk5f7c3uK7vG/t5A5IohFGyJf3IGyTvvFE9yQQAk8/eCtlVSNBLSqLYgSLiYQIWyeO6FX2idmX3q5QSOaRNf1YW/oOs1BG13rs34LihFaYBUe8bcj1PT8T1hQXgBmtFoYnO/CNPdym0XZZPTCdlUGlcp1LaRc6NQeBPWjI9mC6sh5Ow798hNE4mi5uOe94Tl3CwLSTHvxuZuT5RRzcfBzt5vl9P7ZtK5Y8FwBiPFyKaNmOXf0HORv2Rgkffnz9RaEacl8+cRJVFB0w4au5uRj4n/8AYQi47uRVzDbnMzZtYGGkhPSfjdCwb2Q3KFXmmyco+V8pP1yFhTTc56XK00GMgkaUI0ly1vnnEl2DwjVnhGKxj9QocCG9nqR1RnAoIJpoR2hz0jrFmh+9nLfYkHRKXWmf+Wd6DBM0oMb4PpOV6t0vcKwi3tAKEbNWvUWifGzqNo/quWFmI9Zp+R7EaqLPdVcNWH9Yvw1DvjX4VZhMqHDv6JkFH12i2F5FFknjLREaBKKigyRG8WxL/Zej0cJZz51Sruhx96XF8jZMJqGWZtATLIRJ3EU7YkN43jE9NJp++02lDEqqP9uwcYJG+r/aiYxsaGGbhV/IOujn+sg5LJbICuYZXnf1Ltu6HWLTYeEFvbC5mDCu9G8zfsREBqjgHpehRZ33saw90BzGbjqrFOefyOTGG2obn5JaIZYj7lbnb4C8qjoMUcp0Dy8n27NGrSrflUocq/96uD8KGOajKnE321DQXcaxvuElXuUYdTY7y0xsBe9MN2ujACE6i+5UYUyESCz6VrBmoCxT/nTFW5lhKhGGBkyNuMEbNtwQg5082nXRe+gK25P6JyA9vttKBW5UZAZjYTrL/n1PEXWyzgUtlEUJ+tBn9on2S1a6ErPXm7pYENLXbcBFmmQFcHLrcXNC+R+KTSKFiQINJjOXnDrm+PQFzxFn8ePKzGinAKB7Ha+Hz9R60Xttt2yRXHb7l9XouPHhxlN8ui7EapAGUdqcPUZkzSFXvjCiTYDX/b+3BEQI4xOBSPCMRjHBlFhjAlmnx0W4BhVM6UGn5W9XCWYJ1b80LVhWK5HsibDUXVb/YXbfdp+m5ebiBElo/XtN2SKfgKjtWV+0mOANtcKSC37vOgzm9WTmmuVDhDdI7RkkccIjX/94bAWXlw03Coi1+WkM7ho7gfYtGeEvs1o/XWqXRjWGKmUBTqxojhbIPUZ69ozvxoGbirtQT8H7TbcXf/44XnNR0/pd9tQTzuQDlnBCzfX1L58vfGViMNUiSfD2x8u9Iv8nJpF1feFIcPhb26RNlOOPyffDPXRQNbYcF+YTJpXWFX3hLT/Dy+XioXJHePQWfTrVSGcENfJfgerd9npdPqU4JwuJzeTPtWVvDDoWrLVrDYFI/hrie5s076dYHy0FgSdJlg5gxnUukE7ZmseM8KWUpf4JlUIE8pKkFT64nmkU8FMQFqiNZg5JTtDW7rfD+qJVnUQzFZoVrBRxC8dOzyO4oGXIf6BTJHuorJhReEnvUpRMcT6fKt05EfgfnpMTxEXkSPCktF00Jj4NMjMXusKwzq8GA7aWUK8wFkaXfiY5K6GIMVwLP+5bdgKvWL8JyhoxU7bb7WhYwi33OZo4J0vgdDkVysruW4QRa5z2KHnUkAJHQiwhzc3E98bQpToOjqIIrkD9WtYisBz3QEn56g27EXBRdwbXiNfs8g7ncHAi4bYvkdZCZJKvuP5X+yCAAwZFc1/ykEFnkZ6hGRLHIfG/nmcphqJklK/Gg/i4bHDG4mX5VHw3ZkiOK/73AwgERovykO0gQeE+CzMmKHStbBedEx4lmkhR2Qp99dSTpEu9VbhBDQOwQZiFbRi6IpUkB3BvtwIXMG46zr6gfVX/Fv3FIT+v9nQNLkV3RYgNPjV6oS6bkm1Zf83TWgbfNABSROy1GdxFJmiEsUKuRW6hV2YJKdht1EFzVphGF80Mf7St220DQxaUQUhk0Hr2/1mdUKjqLZ8/jBsn6/sZkQ6a2Y7SwYIg7gOnmFY9zk9PreRyJXep68cmmKL6KV9inT/u+NQlyEkgMQBm5d+uPF5Y4RDKwr9Q0WKon9KpI0D0G4Kxy8mYPliEhopIIusuOIyNGgauRdCE0cm2BVFpy5uL9PdhuzsFkkj4wS0347Q/+eOBVKGsbHI7mOsJcKwimSK/KPhTsMGWxFK6E4XnQ6VanSDvgHkjtgpixHTWvdndM4fCIToVu6HTi+azQG75vvID0Hj8cZunXccr/diPrUIVPEAhtPsBm56llY6MVqftj8coc2mUepG5KgGQrPrfkUvsr1HNpCNJQN0ArglUedG18L07KznNToXRGjt5yOU7RQl3kmasKFE6M2E7GF2u9lxh18gFGkuMIe2G804y1DA9K5PCD1tf7gNvXBKFaiY4bK/yW6r128htNnkpR+7qMd021qjTVrOpF6BDW02St2fbkOfaRv0Jn7vtW1prIB/3QJCvV73C4Sy7b7DHv+kQS7oE0JP2x+NUFQM3Eq736ZWkg0nt/4WQjH4MrHR9EBn2IWKC42oXW2Teow1l8rPRqj0DEvJtta9hCFlERYjLSD4awChl6UvNFA9sm83qHaKQK+UnBB62v5ohDLM6wetAfvQb7LgulZ6E6GNSRxYbGmwzPNzGyMmixtYNk2wUvkVCGUzYQkJ5JoFej8wmE0H/QH6/bQPYLT+gmuw29UMtArnmY0RnRNCT9sfj1A4ph8w64nBMztLg9rwLYS2G3aW+cj8d4X/pA+btpoGdoV6DI3Gz0eoaIHDge6Vy7V254KtiREB2i+VDCC0+ZWWJLPRvs0DkKOhhHFSJzxtfzhCaz3tvN2m62hnt37t+hsQCqYFFAJVs1vFt8kPOBggiUPxsV+EUEgmAaF2+4ZpXAC0eg3bKghtfPE9mO0mdB8bnUGDbUUnhJ62Pxyh3oeWjSGqZXSTxa3r3pte7qDRydNGXHTudUE/hiywbYMqsHQOiP5KhA4GzBINFEDRqj+QhsMvPoAPaE1EuaXNp05e7mn7SQi9Uwi9/u0IDdsttgCgXSEbUNX6DYTaDbtzmwOn2gedtY1yfQD+MfQp9Wr188F5+5cgtFHpDnvXfosTrFF70AIvRA8QHQzsA0IdERhjrwNJQ+HrYiUQjjhVW07bH47QrluNbGkBYHhZezNTxCnRJB+1m01pD4DpHMBFzlroWmhVfoENVbncSqt2DVPPWZp2Z1AphYJQ5wVC9Wd9GSwPrToKodHdCaGn7U9GKPqJ2jINjYGuBL5k902EopZBiaUBNZXQosD8DSa5B/1rKI9VBs1f0FPUEDoltD2hTz9Do8IAfL7i5QKhz06uYRU2PslGml5iyuiE0NP2xyO0AlZL+LjQmb+ZVKEoVtLeQOi5BpXfuxx1DlHaBULP4SQvJgO7X69Wg8bPRigKLdAdLCF52+eNpA+AorITssGw67ovEEofFz2y0H8i/xhqQSeEnra/AqF2JIqEfRCguJANfQuhpmbbjSD/BzVKSweNbq37IQATNrADK1q3fzpClWRStzrg8M30pn8ujIIeOya6nmd9qu+A/w3Y8gQInxB62v4OhLZIV5DZtp3H16UI1Alverk0olkGmUCTZgzawJW2sL/3z2ph52cjFN2EDaZxq20hdDjrc5bchBI46JSAUOdA1Vtg1czQTGQ5pRr7c08IPW1/PkLbNE02GE0m6FbodN5GqM6mups8HjTOLfifjSZcUJGTAMXYUGv/KoRK7xKpQNlbpFgFDe9F57x6T1GaIUzWulHphNDT9mcitFLBzH5J+8AgslJtsfMdeVy7H+fDWtSIOm8hFMOMH9ANkN9G6HslReegFFfJ/w5P+bpWP/TJknvgiGDEGwhtFPwrXd9HsNvpcOas2mIQOoCZBkJLpQ7bjIjQ52EaSwouozy2ESDrVu3k5Z62P7JjgRzzQ45zogkAQi32AIWWfwYd+zwfcYyk09He9HKxw4cB07k2iqJgLqqUoipi2eWNPSCFETQ8oQvcCAYdWFhUM78ToY2GDkhiq9X8QZtRaM2xwV+9ZBAKE7oH/bmQkTnqJqCjVwLZZaRx08LNllzuB+38+gdYUE7bCaH/rwiFtGAPVihq9enbgsZkgMkx1FpY3kSz7bcg1HACdC00URodnAtCRUQl6NvX6CwiQiHa8IMIbTbIEEqAEqHn5xFaldp2huZfqChVn22mLgi19ooU51SeQXjc/H5lpdN2Qug7Q2jooZYI8nZ0vbPCGIFoqJlmMd+DAs23IBSQhqs5aJ7bJpoeOByzYDpXlIErFbGhMIfd0vfbUBllIeNgGNbqOIC9B2jfrnS/QGghXgGBcAL0udpzQuhp+zMR2mr1fRedOoNme3AzWy3Ad4v+8wikXeyF/3aEAg7oF4hAXdQlH3Y7BlVg0GegSJAiDh0wWPxK2+ybCCUvNnhMtG44RIqoct4PGOXGmAk918LuFwgtpsal1SlpRCeEnrY/GqHgru4PBpgVszHJBd0V6LTAgjbuskRY6NrfjtAA/fMYFh2Q+6Tmo1oDbpIBRk0VREuhh3HrZucoRF+xoXyZtOICoeW43YYFnUVBv33ecL9EqF4QStuNUXbbaLRPCD1tfz5CMc3ZarIDYJbWbbAjdOLsPpC3YH4zQpuNNO8EoKFvoKkd9EFtesw5CI/qdYqj1YBQSGX/IEKpLqEQWrNlnZw4O6fbrDc+R+j+dcwSNeOTl3va/nCE1ut9369W+zcZugxuoloF132SZS4pE2CJvt2GkgrIZsxYG5Z7tdaA7b2rCcZNWgh1u7Vw2NWItB/xchscBa/UQxRTQHE2F4C2zm0wQuu9zxFabOcxANoI7BNCT9ufnykK/GqLfFyoHbZqFegiJRn6WEsUs0b95FsROoBUYSMGUNE9D4hWkdCBoztVEK0AoYq+5HsRqviOut1ave77/apQONz0W3YlggH1Li+/ilAUWxCDtqEefn5C6Gn7MYQCBXcQ/E3ubrM0vsviJBlld/HoNr1LRviZsGNhjITIcVkltUXmMxH5VzfHN19DaFQNh3Xb5oU/aNvVmgk93zyxntVCdXYdvUFvXiA0y6AHHJRoRIelfhtWdLGagFIFEHVDTLK5Xq30qrLSVzYYUAfVlmFtiHxxGy2JcMWRJKqIMox+efCaTQqMhWqkvGkHGSUC2+fa5wq/0Qmhp+3bEDpOQc2RJHdJGl+PE7C55lmc5hk0z6jwe3ebjkW3JX5FmlBxuTtUH9JeUye0XlEn/HCOemhUJd3PLeLRSoD6BFpZS0AFlAhRxzyHgQYr/VFVQXnCdANQGDTwLlAULYUMRH17QEcXYzI3bc5YQ5xC5YxeUSek9tlnD583Oh8IebHKmLfB1AzKLP0PH1BcrV1eXjab+89DJIywP1eS5Nd0Pj68uJOxyQik9icbetq+EaFQH4Se14havll+l+Sz6SzPZ7N5lkD5DCYUykrf1vVnvqHwKzb06FY5t+tnZwF76Nr2B7S9tu3kKfIOcr4N1bn7ljyvFZDWvZFmSbPhYBSMtEGVAaCJvOsixS8taO8i1TM82rGgu1/XaEMISrd5OGwN7JgzM1JmaZglJWdaevmB+77+AaYcd4rYllUZLz4a5WicbOhp+0aEApjLfERgptk8v1tMkinkOifzyWgEyGbYpkRofFy1pdAU+3e6Le3BwA8YMOZx1e/WUArFTQN1RgCAeiedDx/wUjf0j2qu6BQ0s/xo0BiAb+Qu+wfz1DB63bBWsaPIRmkEfmncHsTBB0K0VjtyHCeg9tkXui0fOjbM+XBYD6qDjP0UA3sQgErh6lJZ5INMi+XpEOi0rPYA3LgJLK/p+r5jOYd1QpgIJzjZ0NP2rQgdJYtshGtuNpmv5vl8EgOhcT7LoRyaz2FMZ4vlHa5t/8gWFFscul7oQ/7syOZR+8w/+rRvRoOYLTrRwB8OIWGGBtugE4RhIC8Z4ES+F0aRd+z1Lp8Jo2vbbkaIQrP8n+YF8kVJGEeV8ygagJCM7w96algsYtFjKwllnb77+ePdKGoH8aDVQkMickTEZxvQv4I9DrEFz+8zwCkdZwAXN21Ax8kPPMf1DuuGOhSEioMTQk/bt2aK0rtFfjedTSfJ3TSPJzCm03wyhTlFGIpodHRHDe756BXxUNki7w390OBV/VBoh7WkU6Fvw1RBEyLLULOE5BZf0qZYKAy0GwZHdT91/nCCqAk/N2qTtSuGOmHTQ5zYrVSqAzTj38CHnmQ36HtHb8Sx4zhB6GCd+udvM0ThptVG2+98CdawfmD3K4bZvLy6ZKsuaq37d6a5pglhzfMgyWM4uoH2AbM0Xcc5rBOzNY5hnRB62r612pKOICudwqFVqSH+kuV5fsc/b+9uE8Sp6XIavHWe4E0N7ldjSKjzIj+6uLFFhhDmL7tpsgP+s1jWfOMkbYdhKNoVSDoCVVF0FnVrw8ipgE0IG/xT3ATgQj9z/32xWV8Vqy1hOAaOLXzlBQ2oXafe8KWuX+L/pS4QWnpR9EEF14lRZmkUb6DU/SJ3fIpDT9s3e7m3t6M0hrUcj5PR+C65RQCKFNGIT41S/Jcv4OUmb1ZbvrMeitI/s0Bq5hnt6LV+TkpLjkIPSRkSNSMALfmk3PkGx4JUW861AbsWqGFEKA5Ml71+rRaUSG1MnU7m6ASCebUrn22l/fSnh1IMZZM+e76KiZab6YId/cgI+5wH7XavenqT3fRAaOWFQC5cZWglBm2hNWubWsm1Sqd66Gn7oya4SZKHIbAuFE86najUi8gbNo2gwll3XCvLLr7oKngDobqITrvewZpqqLk0G8EHpmYdS1DGqk2UA6MolQToOsAaAv7o96uqbZcbnFbkkcJ6qx62WgFKqCiiulWQa0+Ya8rsTpuyLM1ScX+RVQLPOmqe52ablRXo4ca5ZZkfjhAqCUJPfLmn7Z0jtA+E1rqdiwsIfPrX1Wi2AmEJ1P1sLaL1+xoEvwehAAwgGpOFxPS155oJUkW3MIWLWQ7JiIhkmjYg6lfre4SGoecysryuVqOgitRtYCN9S1wv8ZrWh3P4zpQN/nwB5/u2BAQEWY5srmmcEHra/mgbimlN9LB3oKDQDvr5apkjnQOThlbzoPGvEcoNR/K1D4GpcFGIR+CMyBnBHi6m+U2MXsCWAPWwRTZhGwGb1UG1JQmmKfcGPHEDQa2m43mXR8fX2pp73h5nd1BX1PUTQk/bH4tQsiYIPpth4zxutTPMiMUFQDMLz/xrhH5on7ejuyxyXlLuYZ0Dm3eFWIF0NslvmCluRe39Fg3kHwLXvsmR1l6usFsGt7hPcwsuFNAQdS+/gtAPH6R9yEyfYi14hTb0hNDT9gcgtAc2Psag+rBbIefsKkcFI6jaoyzRguBnIBRKhXSY0XYXfJDGO+lPQiWmSTcV1UwaR/F30ZZxY+8ROoCSGRs1sgmKwcvlco4alB20kQvG/aMf1ZAbRpLoCwnfNhPJ4uiOs9h5JfV9Quhp+zMQ2kPR86LT9LpqkgvyuNfI2FznmaFhdrv5M7xcpm7usrGrtf0CoKWSHkVk6oOafR/GEvkfdGRwm73Y5vLIYj6fZjc3bBUcIH0LDxcJJa/GzqJe7YvyCW4HUsJJ0vRaC6ITQk/bH47QWk183KYHdnn2y2PUErmZ0TjrWmD2CX4KQts0ZRmMMq1ogVAP4zKa9aHCaLOFDZwrNJgo9TxvMJs0qwO2EGGHAXcN5AWwoLShtW73KzaUadyY1PKRr304IfS0/dkIxcCW8P5U+v0IxH5M4yKnmmXAT9v+CXHoudZ24XQiTYQZakmwKoRee5Kx9ZhMrmLQswWc1v06Zl7UFsdRhJizZdd9VFuilu+odG+177ScAC1KrJhe6qXG17JETB/jX9c/ebmn7Q+f4AYjdFOHJbJtkTjLkUG1Yx8ApVr2Vyesf8TLxQb/9loIAwvNw9DrdmtfbnUxqNhsjnpjAqb+4klOr0hBVVbWEYntw8S2YSjcAZUBZmpwV/jguObPQqiuuR56KXVxowPN2XdnRTxKqBmmG+Fovny+ouLk4z/DwVk8vFQLXnz9Jsf3JGtGWhlfzduY/ImI3TA9Safp6oIJ5RtzQ54ydA6fMAdfDSqiOobGbBjqWIby8CO+BK/HeCD7H3U85rl82KWylMt3Ddc/eiEGZzicVeT/cABdPhdSUjmaG8kNlc+gh8xVZ+bYLd43JNY9efOOLJOpBo3jCpapS7fI83FPCP23CL24aPaQcan24xkGWqJ+NaqAA6wU/WyEwt1sR+hq1KyQjYklUn5KX0LvAD+a1sq+2ILyCowrBA3ZZ/QCzCUFT9KJCUJfMjuEIS9YFnei85+M0Oe5cDPEpRun92maJONIsxz5LKIiTR0ZhxsSWpddbZxojucopBVxsuPJh+Q46noXPAICnneQOXUj3SkuGMcsvnHe23TM5riCBs0JzGJfORce8wwvVLcSTP+7WvEFRFEGbBNqOu8VuIkEMTEtETqalA1i3VQHALpMJ0LPNV/rFaWxaL8SvegnNdKx0tgwBLWaJ1l6J1b3DyzXNIt7S3HcE0L/pQ0dNLvDGjraRWAelLMVDI57/GQbjZ+JUKmHthNlRgNYFQfyvzWK25d7VFch5BgQV1ol+Q+aD3X8rHTkUWE+AY91uVfa83F+hlDNctWFEcspnJ+NUMe0XEvGa/kZTtfr9Xaz2a5XE7ju+DgodmOEfPNuaFmhW8BmtF6PXwL3MJYaO8SLFTixx5eoL8zHOE+k0Cy144BAiWFBNd/DnS0qPnVDzBxGA9woUjYL/6NbrynjmK1XCQAVusTKYpPxU/HkHhLw/rVaZ7IGj8cjQukLwJ6H+JdmnUv1DAMn9xU6+WXpPm18hMVmqyX+ifIRKWY8vqBoocbcUMi99IAn3B/3hNB/jdCgUar5/QApGsxaVjEAzsJIvOeO1n4aQs8tk0WQNL3DMFojCHxzbxiZ7SkACtUJSQJ1a5IHqtW0zh6iDeE56ZYKsr+OIPSTBcqyJEWEKsvPQ+iez1PcQnhy+Cat+W63XK1Xq/V2txgp1Bb+oG4edo5CJ15vEiJMO4yj+8U3wF8Ly0qKNjjK+7F4LzRwLxAlKFed2tub4DCUdXPPPUkMWq+wxHCynhUwjNx0t9bV5w+ju9zlCrihLBJmfbXL6AxH6k6pvA+d68I7dTR+90JAgbuM+LChBbjJuSgGGWjZboXfp+vc3dtH3AjgQpv63knARxQejntC6L9lEuuYohGKToUcoWhFCzPOO+O/YyxfPxqHEp7olyU1ym1EVQj7g4lhMGU5hb9PzZ8UW63onNf2Tm2B4IauwKxsaKP0yYmN+J4ZY9Nt/0SEagKTouOCZsHz9elmgUxW5Nznu82M0WYkbqNCTRTR9kU0JxFsaECEBM+9hwFNYxxhBtAEJCxaO6NwB81Qp4upA7ARMSqIiegM+5obCGOxRxINU36N6SsATFzafDflaRi+Rul65XANxLMhKXT8bnJdLtLb0YpW1dmrTelkm+H35e4vUjpQxnPtSgW4TmjCQab1zzZL14kIc7wT3YrMg3KVz9CUXrlgc3/cE0L/dbXFoXzvYpnZfVyfLnxEG3bV/tkIVXa0bXYaCqMYSKNZ1JovTSTjzJIu/11CpBc/SxKeimdbWNOuvvdyvaD2rCoh/hk83Ejyxlr0U71cYT16tjWWN9stdMUHM92uYvFJPcn+uKEgkxkl04jDaLOOZVgPM7t6oQSOY5nFPnvAGp5gT+I7T8wQ0juh6UpEQKyZNNNMwJjKp/R0GSJEVor+c6Q5883EEu4Y/IQNtdTheOtw5NYF44eD8YD6apvCf0ZCzeBndXBDAWcsPY64XiwxDguPHEDjCuQ90s3NNivcP+A8hzTUfJQXlC/+LO05bgRFRumUy/0ZCO2We7BmZG2/6Uc2LSimnQeFTZO06U9DqCV4kSwskIRW3HZDeDXVtred4r/ivws2HBWc9KUXG1NKunDmGuTLfanTMirsBdZ3/tNsqMIVszvGHoVwYGFDMYkbIr0KI4qPPEplUieSrzkBpeFqOR1rYHFYb8am7mSzuWupI2n4A/2L2JUgiXFrJNE3Mi1aPFngVYwUpzNGp9Z4NtH0EVqtoF2caCM+PUMjI6GG3K1p4TxLPARjhnGHHebxxNrB6G6WyYTLSfAe81kG4+clmMgFqw53Xm9HPCsHGeFPh1zsIsPCfZzqaTafx8IQlc1yA3cLM5lOYaN5KryebwFerp/MNrvFHBH2WJYwzeR2gRWiGnA/nTBNtj/uCaHfi9CK7TtIjYpdgkJRd1inBV1NIKtQtUKMUyJ3FMGDpIX7mQi1CBkMgrXbdFA7mBr9Jw7sc1Ea3GdyNYlHX+SBXiBUglbZl3xhXHv3E4QyAE1c9ka0rf3pfhpCkSadTjJVx5BAEzZUKhGWl+/WmmlMNrv1erfFRetr2XK3YYC6yiRTNNK0p81u4jkKoeZ0jV1xgWfUWp3u+LoNSVbz1W692mzwqlhcSEPLtytNTzbrxWa3yeKFOupUUkk0acV5Nkj8JOst8lZTmmCLfuhmiYe323mseYhDHSaPtpvVbrXczgJ/uVtut1jBkidxcfAVVoTDRtluucR6Erkl5TuaSmSgNutIGy9knWvcP3R4uTzcbrPNjBEXtcIRck122mKnBRAMZ3p/3BNCvxOhUL33mUCVZr9mc2ggfZtTVmHQsiEEkWGaq81ExIfXIPjDXu4L/bIAdhTMwHtvj8UYVEAbz1sQNhqWh7HrFyYUtpYQvQScA/wFPk8spHOONQfgSARxaOOD9nXO+R/3cpEx8bwIMNrAorlFRmi2m/tcuRktgdUw223AKZwt+Lu2JPqibLWZe4DOJtHy9XpCcyQeLBAN2wZ0LUNLm+zWeRTl6+0EKdbNPHOTBVAZrRkpIoTcLEMtAfan+dSY7papljxt8VRMv9bTFjxPiPP8X3vnwpw2tmxhUU7m2LItPIxuKrIE0WMEmYwpSi4hQAL8///V/VZvwE5sksk9Pq5bOSgvB8SWAC31a/XqVeQBlaZUrBlR2Rlvtpu6HM/BkOe1Gyz0bL1tJiUHfWiSpOPvaVF32yXHWLJImXNS5JOqLYeaW7I98F24WhLgLjyfs63yot5wnuzV5aOy28zvcp5s+QqrFtB64WoL5scLbk2kmQ/rVlaBeVJuOiH0xwhNhNBPRsf1Lz+KLd8Ut1e354iGFZlnhYPviA28AkJ3AInLKXYPei7T1TSwQQmhofN7QWOe955C86mnO6AsyA4le4QX8sfpnRmXmV4fvjpCR8LVgoseo1K46oEQ2kJIrOumxX6EJYZKCJxRyAjKjlpHKihy2U6wcPfCNpQFE+jNu60cXOzkpvZ43Zx0qr/YLMv5thU0im498wCHmAv1pg3iYr0lS1t6LRgiYbRop5bliYEQ5pmIxY5TLLdN5jsx83y23TR8kTnZo5HXbmud/oosUY7pa7zRWrYVR53bCXCjGkRtdf6wKvUfbGEaBjEaTtHigRQYt5j1HYfo5EBwjl3pg1ASR63M/KQVAAsc33VAfMqZU6NZbdoy4pHduu2YizEJTjb0n3u5wzS2Esf7QF1namdBZHr4EY1pmDhqiH4bhCoTgQpCKTJuaVGvs6GHHTJyHDutIn9HGDp4nTJtlAQSMobX5t9Oi8gUj65fHaGWiMEusq0hJxR7hD5gVR+ALeYxwhOdkEOVWau9fDL2yhRzhy3JqbbUwqISOJYhnW7k9vK+sMI+IZ1hvsQQrSwZi49c+mMzXyB023oxDqzFl3NuBRpvZQ11mYhMdxyHcqnc7MxbyrxFKveQKdqurSrTYP4CIbTotvdWouQgYegsNLBqgwhkElXHHuc5kXkfH8Ss/NlDRxzLOaQ5YHWf6fqhCkBoYKY51ifvjUnfyhMu5kK8vPUNb6o5rKtMGYmt5ITQf4hQ2KyyVhcEoDG1xt+HtGcuCsadvYM2iyDBmyE0S0IjnyBkRCcqzeJKHNHrkiFqe72vy+9TwMEj8q6Da3+X3R/J4ouhMCv7L06PeQ2E6ppPuewUOpb7wigIXZOKWa0Wja72arulBYcH1lzKhGr3TdMSkXX4d7zs4UEJZuWXyOOqmgihLjf41Q+rRNJvAScjIBaWlo2sYsnO92aF8ZNzrvIJzulm1ZjNMp+R0kqlptk1fnEC9ua78qUhVPmiSAiNgFLCWcwSP8kAThNH3bbC78zJyRb5crsm09Mq/qyUpcWnd7F7EoW80h9p3cQWzzlvHpKXm3iHMmtVNyveY+fcYd5NOd4Qh7abx3UL5dbDE0L/IUIHHz7lap3WVM8BInzm4kLGHRLIeYwUfDMvd6SgCY1phK+ZYVh+wWn8q7T8lH7dJsjp9hVXnnuXFzfXN333uD0X9fV/eszOPfEIZ+YdXlz3w6dzWV7NywUqXLTL7YY40JUTDKGreE/9KUEbKZsNNKN1tyy8WgZ33RKcJVFJsmT5sA5zVWxYaSSf1L5DPEdet1KJUaTdEFQ6/g5ZAH4ecRCsXCY303K3xaTpttvtw3Lm2WqFMkU6TrdpqUni0SY7GERgSIfwGwXLgEr3iXHO0sEcQ112W2dDN13oWbLJThw/9n7buVtjaJpqMoqVHd3gKECu8NdZPfVH7eYeBhSRt3urIHS1nePjRt5YR39ct61cheqE0H+KUAYq/K6y4rA3+IikAqJ5iIoM39FOWfSQy/vjzbzcHRFuaFmh4Xm/mFi/dlm4iPTmVka1P3zkFO23/s3u32EJPq3AYvSWi+vr/wRCRwr/YAcwhHzkqikOoa6CyOcdqwAxlvtZqtw5WT8s6/s0mW7bwuc/NSBZiqcjW5lyfWchtq4whMoR1rnC3jO7CU0BOz0VLy9QCliZIuo1jpU7KqYNGdKFHHwwNCZtWteFP1NBNllsm/0tYzTbcDrExc1mWRi6uE9Mjd+zMIRudC/w72ULV9smLJO4zCiDxtW6dZdXZHx47g35/GFJuAH4WJjPsnvY2dCw1Q2FNBnheBmWD11QLLYL4/nNvl7X+c3FCaE/i9CbCyYQFja9+mNhmkSkXnq9ovdWCN3T4BiOlqmVm8kO57fFWDCdTUpBFh1sKd3e9jUH+LBd9tlRuxdyjidij6bHZiS+CkIjz7o4fPHyokcvd2V3mNy4NFAEShHoiqqeYXos5UPg2Ooq30yi6Qb02ZgoypsqjozYYblZkKwl8AtEdV0VK6V12JaUW4RWvsJGKVIiuUmEh1zPhf8RyZpRatzBuW4LqsmIhUemaB7YJ8+0iwkmLSBkbjYLQYnQWEEuq5ftpknIVVlCkExxmRMvjngjYVGTIr7nnhK79yiCY8yaxuqNFFWmvNc7vGWHULK71SgkHyS3XP+WOo9CyYM5tnm02O7XvSfjEJxs6E/EoR8+fQpVZ0SxQPOTUMZF6JJBiJKmFaPnrRBaiGQdIFEv9DkIOp7EbfmXOrlVi5kgZnQriD4pwsi4ZuWEpxneiLW12z1yYa7v6VE17PW83EL8AJk6OAfubmAIxWksPUeFzVtMDXZOFjNUjpSLM8D1g2KnemgB72gaWbuYF68sRYr7+HDvp92mwRLpJRHuLyuNy81mRqJ07tuqrZeMxUryZa5qK9YQK+rfwHKxI+216UbG+gt2LWzeFODoU5EBxJrVkSqrJWzlGgscgv+ZLDc+tAhCgmCiss9YjyjR5BubNsGmblib90dyaG2O8UI3H3kByuXWOkDLbrKY62REfqvORczXG7l7OKzrqE3BL4xQ9Oe/mKT13Dq4D5OBvplKqNlKNhXiyGSl/f7/8wedz5B1+v2yQXeTWZ5XSuI6RgBsgFjtRH7kHz3ON5OVnk0n1LUMnyxTOV+E8CMbk1Rsjeuvt5v9hlX/Uu232Ze/9h/H7pEvYFdG9kY9LaFIrMro+8aIVd9GpF7HUa7eTLvqnp2Hm6wU/XQHN3R2+jGtVOFwHhXGNlhViUqMuoKpp+Q15foOl1VWxxuvHpaBuQ2+oKl5POvtygtH1FGbqlyI3MA+HUu0DwsldNbzWd2uhUbFocLefLOux2MOVEelzhxwqQR63z5sO4JM1rCkVRRY3cNawPByPVdtge6wbuQib4lWlZMi/zUjl+uVzcNmPpk2UCpy48QfbmnYYMi3D3Pqq6ESY/XdmIC6jlL2ghVB8XNe8l6aEoISddRxhhHdLuaNqBCply3269Z2G/OyXxehzIdAjr6GjbVsJ+3yy+jo5sYrlXnMWKVRemSn5HI8SXqZJhw10m2/za4kZztgYtOnT9ohjwqGM2XJ8cOMNFnp6PM53OkiKcssLVMaoLJj+xFvJlok+WYb7raiyKAjZjDSy/EjVPFrx6KsD/sZu2QafMaoqFEOrzWndMMlp8lRnF9q/5QFZxBH9H/kzz6IPImzJP1phMpFUV1+mcdmvl0jc91utsq1qtNrSfoWVs+c0oQ3wyTykoqiS2nXQOw1nT0PlnndvONl226uri4ywTyxpBgDFh4o/DdkRYu7zXZi3VxaFiJPM7buFqz6Yq11OkA7JaFN8WdpNF4dDS+X14DQnNpqDaLLBSyg9WK1afxSUW6YKQ9FNcWeINsjW056uXg6YdJbYDtTteCUS+3Eecr2rvU6zPGmyaFSwV1aN1YPjuYqQLXNulPtdb9u6ZwP/9dF6AwHd6yMSDVfjVdN8u0kpa+HK8Vxkbw8WWm3++3lMBsMwIFG+/2F5MmwYMA38xLiDzEbK8iGBnFw9Dg2WSl99vx+44ulXpBaj6Ay9McmJ2FDZfa/ndB0EOPsK31EDmnn/h4i0WLHO7rtS4XhJiyQPOoN+PvPAV3hvcKJIFh3sWadYdMz19vx7QSo3WSln0WoMwZT4jbz9CNVHrFxVbNA78wu8JTbKbqEXs1Vm9W1r1CtnvPcriVsOuf5eyqm6gSZ8R+1mKpVpWp4nYjzMeNj9Wgtq1jPZbdJ/Mzmy/0h6HnBVYDtu6jvKHgIwpxAvStqlPPaLjidZF7VpULIQhMufdVrWdDWKOaVsfSlpciP+tLqJzRaNaZPeNz1mMec28KOo9XRkgip9JDOuuec6rLQKWRS+OdmP5OvXBzWtXgj9n/hOHQ2Ji4jd6LJStNWd9jvb/n3P4xz2H3l7TtG+xGCos11Nav+uqY+19sTYznTHybH/e/xXRPn5UaxzR87Gn+kR0NEV1O5vChjhgpe9K8vXY0ldL/4+eI2HVK4Pe/f8jicwNGgF9vpJ4newqEMwvzBZBcCHf1Qip/XKYpMmnvXvpWY6ki+a4UMR2rBtod1VY6NQxtbL7OFvXR8lPqKQjVRWlcopZNUvLjcWjWVPqN0IrdcDHqudGsa5Wd8abW2JE5lxdt3wiQWJ0dFnuwdcOvrlJFNfHWAh3aWc4i/Mmbtpop3jSzqKwuS3dn51vAmWxd/FYBbnB07vRSMM/eJ2F5krXipWIa7O5YfJ3dLSE8chBpP4TRa3LrqSQt+ZU7R1P09mzFFdLxalN8DjgK7H7H+bm+z4bvhnIaEz0jSksT9G6OEbNBuyDZfaUzu7Tuf6A8yRVytfkSaPZB8z3fCj3z0/W8tU7+VNMiQ8qQj8+lCgSPfXoyS8CLocXFz8vzhoCILBtbbrOsUhzz27UIeFa+qJEZONZUdM6mQkRFmUsNn5K5r4sRgtNMXCFLDYuHgFznivTrlEqtr2lXu1H5Im/EFppF6utAUETOPV0Z0o9s+kQQO+EATZ5UkFSTcpztqR2md4KyeBCZXpMwxmVVsY+Y5hp+XNUr/mpdBo/koTEc71SVrYcPNTb4iFoBXdzVJBaLU/PKR4zKYGkx4aCBVmyocw5klnaAArytCnGK/brgTQ/qFM0WIEoyxoGQJmE64KA4ZmW9mnrlkDt5jzNfEJOxnGZzDnBYNB0RQgXEpV8zIRvDgEmHM97vWknO+Yu7ioXf0OGKWZaNnzz95o4fpD6UwcGTLRVng5cee91xN4ZkVDg9HDFKSTY6vmysT/WevV44G7hRSh4+dDIEYsc/WN5ps8PNxaHTQEggdLp3nEFtNFrGQUsgT4ykvrB9Tz7l8ktlDrwxFwE8NRY5DaPTG4lFszCkWWZuZUJKbSVQzZ1IcKlU0n+qZyD7k3EQxosehG1G6y2ojhsRBcwhJ3XK52m7mj8pBds9L0U0IVaj1R8HXxILYdjCaY/64clzu1FnsRi2NMt38ClERyVJ3jKEmZ5Y6LTK3rutD/5Xj0DG5XHgzX2bMtJ18ZzrhHkh58N2P4+y3PzWHgV6W/sV1qW7Q37Oby2RkALW5ZGr0/9F7+V4VY1bdVwp66ipcNMXouI08Ug7as+NZ4p5f1jxKfDsYPOkkHSSZzS/k5+R9dadKrpj2s7rkj8nuxnc6C/uZlrrpC7SWnWDQ/8HLTQjXnYNHOCu5IS8bfUMbLoyIQPNzZHATx8BpHvCo0/YZu3ModuJDu5oRwOJMyfOIvKQUdcCNzInyOadSxih6/Ojy3Fnq2NzUjPgvjCPnf+P62jWXqSBULTekceg9KSJnBwORunKjGZomhOMRZtHo6aDZSFmiMNnJRkTm2xamumTCLrKtAmnioFs2agBaN7F58vt1kZJI4l+6HooJ1QBu08udto9e7gs2bO/lnnEVD9DE49e50xBR5/PAv7i8vrz6OGuk6XfbHxYohpwPrRna+rp8X+WO/jde7rPjfOPlPrONtApTJ9AYhx1t+ue83D1C4ZvBdW0XrufsaW/L/udBnke2Y1sSi5IrQsllMGg3plNf2WmwBDw8UuDRq+vlxmblTCLERCmj0H1I6d6jk5vvgmBjPbkrPd2JZWqXPPN2inyAJcXpkbuAmzrKd3SlXXHbmc3c2wW3BlhxfGO7k2KkFLNitwNvb0dxjGUcJY/AEa3rzbf2Wfm3hrqDKS3cvYsSnSRC06/en7/nLgiPZuJDedxiJ9v7SBRfBwqG5QzozkIwJiUWJ4t2SEp4/+8Fi0zi9eqtFK3js6v3vw1+G1ydvTt7d3GOXsJNgkze+8HH4QU0IuaHrWqGpcBSmKXvXujQ/jcZCxIWGLXrO4ilRdchSqCeCptLGMkXSkYm6SrRDL5zsRZKd7OVbGxhX6UUsUhUWj9FIk8yLuV2J+b1BXaHDhUNlaOIXEoUQyhO4l7Y81Yi87SUyPEAuXd7aWd3iMyb0oByUrQ+bUctwpWUmT++FULRZf9NMtC/2VBcOi4zXwB9Pzi7uOrPTAyDsUUZcq+/oUr7H0Aof7o1FUgvW6/rZddRwUu88VzdH7RhefXyftF1i6k9FQejUrPPTC6jJopB7oMXUoipKLdZDEYdAfKwNACaBSzFcbWqeb0UPXi9FQ+NkaoyYM1pd12588RBa5cHkbS2ll12Quhpe9F8uqEkV0ySfiOEZijeXjkFaI2Y9y6Rwy0/qTd6eFWCCipqsNFRZCax4qf910eolFzNeCVjKOP3FZI+uYm0TgiGWqPjQJjZrJd1tdiKulqP6f5fq7rfTibUEVNzvuoNvPB6Piuq9epuXK9p06Cjf1GVcFqaCbIF7Xw2p82K5GEbmyJksyVp4rfrOS+rHdGbPslYrl39MD0h9LS9DFAg6kR23gahaBVcnl37vYOQu03ZRGHkss8QQBzcUhMBKYKe9XoxAH11hKrSkbWd6rbEobRKSVMZ5SmVx8PFug4X4p/kPKDGaAhkSTRhOuG2RjekFfGmmDdNU8fTTbek/7JGSqC6q9DAmRZLSXV499sF4VC9bZCUW6yrpFy3pjzrL9bSPYciy9aofVgIVe5FvZDVCaGn7UWEMtngTGrp7z+8EULVI3Jz0XOyW9r+zLGfatDGm2zk4H7+/Pff5VnyfpASHhevbkNFgW27Ut5lB88zR7lyAvdMbUg0SdSwRatQJGw1Tay6WVK1XVOvaA32Zst1t5qUcFGaOqkVh/q5fyekgtXVNFmaRg/uL+iqHyRexSo0P8Igx+4GjdjheLmkQXMwDK+g7UhHUlfNTgg9bUcQyiTOd26ewYe38nJ/V+dKb6+Mx++zIYmhskF/kfnyw4wpgH8BTSoVESa0/+oITZyXS94HBqjSmEva7DGcgsQKZ1bYLOismlGJadfal1xgTXuUKhL1piGbhGIybYaNKxZK9iex8txyM5awALp5XiKE3uHYVt5EXV7W7rW5I8XZrpPEc+MIMnO2lYicb8YnhJ62Izb0zBu8KUJp1Qp6exnansfQzfTdlTq1q4+3EOYpEA7PLwqrKkb9l1Sr/02Ewj0LW7UuevI/EfBYrWdoba3r+h65K/G5ZT0XRIZZsFqPS9qjqrkUN6o52R+pTdoiYLXMnBZAS12zxilebidlohQSJQLUAqhJNpjeyXoV2KiuGWoRUv0QezRWVTDXaSjPX65Wp0zRaTsShzKqyx/88cfg8m0Q2is+OILQoeGZEWJkcJFQ/lh8RM3vc3abXXiauiCU3QxfG6FqFPaaJYLpgd+ofItIJUYQueblCj1lP6xWEzg29ZKOSQ+1ZG8GwWlxjxzzFFHoJTFqCve/oBtLznABSXjSmOozdnMp3I/ZlU4p1gpGeiRbzi25FJOxnXr+fLHv6EfPauFTLc+C+02VnhB62l6EKJGh6vg35y/UQyfju9n0tTq4Y0fL6n1S7Nk7j/ZTFK5uZ3JwLQClaP3+jC56h2HH8nsVhO73BvXHOrh9110ciH6qar5vDqjjm7/U/CDaX/DC6KzIavCBCDDKF4ei0yna5AXlcnX39JRg6BpxvGrnyY/roYXweRafrtn/rs28Tf/8fPjxpXroZDqdvp7GAqxcdGTLT6goDEgOgc4hWn6V4fNznzbtWfbu/Z8Q5uIDDdd7aTTLTyLU+hYgEvhGfUuPaizQd+FbhnVHiklNsCBx8/WeU06SULyG0YuUCMebI0tr5DpGaortAv1uXD2y1vYIheVUVC8t9A1CJyeE/tcCFISSMfr8HKGz11VBMXHL939+0BRc5LYYq/D7zd+NHMSs/7mafS5zzVToMUPLeBTnR+aD/rQNjePdYB6Dx1GERq4LDJq4zba9Kw/Gl57S4CWK+ovDJ91jMbJyoZFFSzcRxsnTBVH4LUIjbzc4+x8g1H9pCsZp+7URajXJcyZK/8v7uoMYecXp3d3r2dCdrPdAAgm37676Rb//eb6A2ApD4bPE5G8HkpofOIQ+SnO9gpfruv8ChvbBUT2GUBxgHPHc12B31zAloMaotujM42cNp0mRiyv4fJpAwnw+Wz7MnLpGku6mB8aOB/o1Qk2Rusx/7OWWMSN8r67C0/bftEWuKBn2s9t//S971KZaraSXBQAAAABJRU5ErkJggg=="
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "f3efdc02",
   "metadata": {},
   "source": [
    "The lecturer's picture is a ball floating in water. As C1 comes down into the supply, it fills with\n",
    "electrons. That charge raises the potential of the well, which lifts C1 back up and resists further filling;\n",
    "the emitter charge does the same to the emitter states. One has to \"pull harder\" to bring the resonance down,\n",
    "so C1 no longer falls almost linearly, and the current keeps rising until C1 finally disengages from the\n",
    "emitter supply. In the Thomas–Fermi model the well charge is the small equilibrium-like charge of a local\n",
    "Fermi level, so C1 falls freely.\n",
    "\n",
    "The traces show this in numbers. At 0.48 V the Hartree C1 is at 62.7 meV, 6 meV above its Thomas–Fermi\n",
    "position, and it stays nearly level between 0.4 and 0.5 V before it drops. The charge in the well peaks with\n",
    "the current: at 0.50 V the Hartree well holds $10^{11}$ electrons per cm$^2$, more than a hundred times the\n",
    "Thomas–Fermi value of $7.4\\times10^{8}$ cm$^{-2}$, although the RTD is nominally symmetric. Under bias the\n",
    "collector barrier is effectively lower than the emitter barrier, so electrons leave the well faster than they\n",
    "enter, but the entry rate is high enough to pile up charge. This charge is highly out of equilibrium: it is\n",
    "charge in transit."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7dbb623a",
   "metadata": {},
   "source": [
    "![Slide 13: charge accumulation at the current peak when C1 is aligned with E1](attachment:slide_013.png)\n",
    "\n",
    "*Slide 13. At the peak (0.46 V in the lecture) C1 is aligned with the emitter state E1, the current flows\n",
    "through C1, and the well holds a large non-equilibrium charge (circled), even though the RTD is nominally\n",
    "symmetric.*"
   ],
   "attachments": {
    "slide_013.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "d7cc4020",
   "metadata": {},
   "source": [
    "## 4. Why the peak current increases\n",
    "\n",
    "Stretching alone would only move the peak. The peak is also higher, and the width trace shows why. The well\n",
    "charge lifts the potential of the well, so more potential drops over the collector barrier; C1 sees a\n",
    "steeper, effectively thinner triangular collector barrier and its width grows in the bias range where the\n",
    "well is charged: in the Hartree potential it reaches 0.60 meV at 0.48 V, against 0.41 meV at zero bias (the\n",
    "Thomas–Fermi trace has a smaller bump, 0.56 meV at 0.42 V, where C1 crosses the broadened E1). A broader filter passes more current. Once the well empties beyond the peak, the width\n",
    "returns to the uncharged value and C1 again falls almost linearly."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "937e07cf",
   "metadata": {},
   "source": [
    "![Slide 16: why the peak current increases, with the C1 width rising in the charged bias range](attachment:slide_016.png)\n",
    "\n",
    "*Slide 16. Charge in C1 and E1 makes the potential float up, more potential drops over the collector\n",
    "barrier, C1 sees a thinner collector barrier and becomes broader (circled width trace), so more current\n",
    "flows.*"
   ],
   "attachments": {
    "slide_016.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "c178ab11",
   "metadata": {},
   "source": [
    "## 5. The valley: an empty well and current below the band edge\n",
    "\n",
    "In the valley at 0.76 V the lecture finds C1 aligned with the bottom of the emitter. There should be no supply\n",
    "at that energy, the well is empty, yet about 25% of the current still flows through C1: the relaxation of\n",
    "the reservoirs decays exponentially below the band edge (an Urbach tail) and injects some electrons there.\n",
    "The cell repeats this analysis on the Hartree potential."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "cd08ce37",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:28.913095Z",
     "iopub.status.busy": "2026-10-25T17:26:28.913004Z",
     "iopub.status.idle": "2026-10-25T17:26:28.933248Z",
     "shell.execute_reply": "2026-10-25T17:26:28.932885Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.76 V: J = 2056 A/cm^2 (hartree_iv: 2059); C1 at -8.9 meV, emitter bottom at -20.8 meV\n",
      "share within ±3 meV of C1: 57%; well sheet density 1e+10 cm^-2 (peak: 1e+11)\n"
     ]
    }
   ],
   "source": [
    "i76 = int(np.argmin(abs(V - 0.76)))\n",
    "u = hartree[\"potential\"][i76]\n",
    "e_c1, g_c1 = c1(u)\n",
    "bottom = (rtd.band_edge + u)[x < XB1][-1]\n",
    "E = np.unique(\n",
    "    np.concatenate([np.linspace(-0.15, EF + 15 * kT, 6000), e_c1 + g_c1 * np.linspace(-20, 20, 201)])\n",
    ")\n",
    "t = reservoir_transmission(rtd, u)(E)\n",
    "Je = rtd.current_spectrum(E, t, EF, EF - V[i76], T)\n",
    "J = rtd.current_density(E, t, EF, EF - V[i76], T)\n",
    "cum = np.concatenate([[0], np.cumsum(0.5 * (Je[1:] + Je[:-1]) * np.diff(E))]) / J\n",
    "at = lambda e: cum[np.argmin(abs(E - e))]\n",
    "print(\n",
    "    f\"{V[i76]:.2f} V: J = {J:.0f} A/cm^2 (hartree_iv: {J_h[i76]:.0f}); C1 at {1e3 * e_c1:.1f} meV, \"\n",
    "    f\"emitter bottom at {1e3 * bottom:.1f} meV\"\n",
    ")\n",
    "print(\n",
    "    f\"share within ±3 meV of C1: {100 * (at(e_c1 + 3e-3) - at(e_c1 - 3e-3)):.0f}%; \"\n",
    "    f\"well sheet density {sheet['Hartree'][i76]:.2g} cm^-2 (peak: {sheet['Hartree'][kh]:.2g})\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bdde03c9",
   "metadata": {},
   "source": [
    "The well holds $10^{10}$ cm$^{-2}$, an order of magnitude less than at the peak, and C1 (at $-8.9$ meV) is only\n",
    "12 meV above the bottom of the emitter notch. Still 57% of the current passes through C1, more than the 25%\n",
    "of the lecture's device, fed by the broadened emitter states\n",
    "and their tails. Valley currents are the hardest quantity to predict, because they depend on such details of\n",
    "the contact model."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d9229fa",
   "metadata": {},
   "source": [
    "## 6. Exploration: how much of the device needs quantum charge?\n",
    "\n",
    "NEMO-1D's default computes the quantum charge only in the double barrier and 16–17 monolayers (about 4 nm)\n",
    "on each side, with Thomas–Fermi charge everywhere else, including most of the notch. The cell compares that\n",
    "choice with the quantum charge over both spacers used above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "b511e06c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:28.934154Z",
     "iopub.status.busy": "2026-10-25T17:26:28.934077Z",
     "iopub.status.idle": "2026-10-25T17:26:32.430462Z",
     "shell.execute_reply": "2026-10-25T17:26:32.430032Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "quantum charge over the spacers : peak   9790 A/cm^2 at 0.50 V\n",
      "NEMO-1D default (-17, 16)       : peak   8787 A/cm^2 at 0.48 V\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 660x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "h_small = nemo.hartree_iv(rtd, V, T)  # quantum_charge=(-17, 16), NEMO-1D's default\n",
    "J_s = h_small[\"current_density\"]\n",
    "for name, J in ((\"quantum charge over the spacers\", J_h), (\"NEMO-1D default (-17, 16)\", J_s)):\n",
    "    k = int(np.argmax(J))\n",
    "    print(f\"{name:32s}: peak {J[k]:6.0f} A/cm^2 at {V[k]:.2f} V\")\n",
    "fig, ax = plt.subplots(figsize=(6, 3.6))\n",
    "ax.plot(V, J_tf, **style.series(\"reference\"), label=\"Thomas–Fermi\")\n",
    "ax.plot(V, J_s, **style.series(\"nemo-family\", lw=2), label=\"Hartree, quantum charge ±4 nm\")\n",
    "ax.plot(V, J_h, **style.series(lw=2), label=\"Hartree, quantum charge over the spacers\")\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm²)\", title=\"Where the charge is quantum\")\n",
    "ax.legend(fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b8902665",
   "metadata": {},
   "source": [
    "Most of the change from Thomas–Fermi to Hartree comes from the quantum charge in and next to the well (peak\n",
    "8787 A/cm$^2$ at 0.48 V with NEMO-1D's default); treating the emitter notch quantum mechanically as well raises\n",
    "the peak further, to 9790 A/cm$^2$ at 0.50 V, since the semiclassical notch charge,\n",
    "with its spike, overestimates the screening in front of the barrier.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Four levels of approximation: no potential, a linear drop, Thomas–Fermi self-consistency with one quantum\n",
    "  pass, and Hartree self-consistency with the quantum charge inside the loop.\n",
    "- Semiclassical and quantum charge differ at interfaces and inside the RTD. The quantum charge is smooth,\n",
    "  tunnels into the barriers and has no spike; with reservoir relaxation it is about 80–85% of the\n",
    "  semiclassical charge in the contacts, and in the biased well it is a large non-equilibrium charge.\n",
    "- The Thomas–Fermi potential is a far better approximation to the Hartree potential than a linear drop.\n",
    "- Hartree self-consistency makes the charged resonance float up: the voltage axis is stretched, the I–V\n",
    "  linearised, and the peak moves to higher bias. The peak current rises because more potential drops over\n",
    "  the collector barrier and C1 broadens.\n",
    "- Even a symmetric RTD accumulates charge at the current peak; in the valley the well is empty and part of\n",
    "  the current is fed by the relaxation tails below the band edge.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Run `nemo.hartree_iv` with `exchange_correlation=True`. How large is the exchange–correlation potential\n",
    "   in the well at the peak, and how does it move the peak?\n",
    "2. Compute the Hartree I–V at 77 K with `initial_guess=\"previous\"` for an up-sweep and a down-sweep (pass the\n",
    "   biases in reverse order). Is there hysteresis around the peak?\n",
    "3. Plot the Hartree potential in the well at 0, 0.3 V and the peak bias, measured from the linear drop between\n",
    "   the two barrier edges. How many meV does the well charge lift C1 at the peak?\n",
    "4. Repeat the comparison of section 3 with 7 nm barriers. Is the stretching larger or smaller, and why?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 11.3: relaxation in the reservoirs](11_3_relaxation_in_the_reservoirs.ipynb)\n",
    "- [Lecture 11.5: asymmetric RTDs](11_5_asymmetric_rtds.ipynb)\n",
    "- [RTD tutorial: Thomas–Fermi and Hartree I–V](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_03_rtd_tutorial.ipynb)\n",
    "- [Self-consistent RTD solvers compared](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_06_rtd_self_consistent_solver_choices.ipynb)\n",
    "- [NEMO-1D benchmark: Hartree 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, Appl. Phys. Lett. **67**, 2539 (1995).\n",
    "- R. Lake, G. Klimeck, R. C. Bowen and D. Jovanovic, J. Appl. Phys. **81**, 7845 (1997)."
   ]
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