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    "# Lecture 13: Incoherent scattering concepts and impact in RTDs\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45169](https://nanohub.org/resources/45169) — [video](https://nanohub.org/resources/45186) · [slides](https://nanohub.org/resources/45185)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- where the valley current of an RTD comes from, and the question of the 1990s: is it scattering?\n",
    "- electron–phonon scattering in the resonator picture: a Fabry–Perot cavity with a vibrating mirror acquires sidebands, and the polar optical phonon produces an echo of the current peak in the valley\n",
    "- interface roughness scattering and why it makes the I–V asymmetric: bias leans the density of states against one interface\n",
    "- alloy disorder and transverse effective-mass effects: weak in GaAs/AlGaAs\n",
    "- low temperature, where scattering raises the valley current by orders of magnitude, against room temperature, where scattering inside the RTD does not explain the valley current and the contacts and the band structure matter more\n",
    "\n",
    "**In this notebook** builds a GaAs/Al$_{0.3}$Ga$_{0.7}$As RTD on a monolayer grid, computes its Thomas–Fermi potential and then the current with NEMO's k-resolved scattering solver `RoughnessTransport` (Lake et al. 1997): coherent, with polar optical phonons, with interface roughness on one interface in forward and reverse bias, and with alloy disorder in the barriers, at 77 K and at 300 K; it shows the non-locality of the Fröhlich coupling, locates the phonon echo from the resonance trace, and varies the roughness correlation length."
   ]
  },
  {
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   "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": "14ef4c9a",
   "metadata": {},
   "source": [
    "## 1. Where does the valley current come from?\n",
    "\n",
    "The figure of merit of an RTD for circuits is its peak-to-valley current ratio (PVR). Around 1994 the best\n",
    "measured PVR of an InGaAs/AlAs RTD was about 80, while circuit designers wanted on–off ratios above 1000, and\n",
    "simple coherent simulations predicted far larger ratios than measured. What carries the valley current?\n",
    "The usual first suspect is incoherent scattering: an electron that loses or gains energy inside the device, or\n",
    "changes its transverse momentum, can pass the double barrier even when the resonance is not aligned with the\n",
    "emitter. By 1997, NEMO simulations could be overlaid on measured I–V curves; this lecture summarises what the\n",
    "scattering models showed."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7dba64c8",
   "metadata": {},
   "source": [
    "![Slide 2: basic RTD operation and measured InGaAs/AlAs I–V curves with PVR](attachment:slide_002.png)\n",
    "\n",
    "*Slide 2. Band diagrams at different voltages and the resulting I–V; on the right, twelve measured I–V curves of an\n",
    "InGaAs/AlAs RTD (two wafers, three mesa sizes, two bias directions) overlaid with NEMO simulations. In 1994 the\n",
    "best experimental PVR was 80, the target above 1000.*"
   ],
   "attachments": {
    "slide_002.png": {
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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "995b4d79",
   "metadata": {},
   "source": [
    "## 2. The device and the coherent reference\n",
    "\n",
    "Scattering in NEMO is computed in the central (non-equilibrium) region: barriers and well. The model used here,\n",
    "`opennemo.solvers.roughness.RoughnessTransport`, follows Lake, Klimeck, Bowen and Jovanovic (J. Appl. Phys.\n",
    "**81**, 7845 (1997)): the Green functions are resolved in the transverse wavevector $k$ (a radial grid of\n",
    "`num_k` points up to `k_max`), elastic scatterers (interface roughness, alloy disorder) are treated in the\n",
    "self-consistent Born approximation, and polar optical phonons in the single sequential approximation, with\n",
    "NEMO's reservoir relaxation (6.6 meV) in the contacts.\n",
    "\n",
    "The device is a GaAs/Al$_{0.3}$Ga$_{0.7}$As RTD on a grid of one GaAs monolayer, $a = 0.2833$ nm: 20 nm\n",
    "contacts doped to $10^{18}$ cm$^{-3}$, 5 nm undoped spacers, 14-monolayer (4.0 nm) barriers and an\n",
    "18-monolayer (5.1 nm) well. The potential is the Thomas–Fermi self-consistent one of lectures 11.2–11.3;\n",
    "the scattering is computed on that fixed potential."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "44a2f627",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:12:06.067404Z",
     "iopub.status.busy": "2026-10-24T23:12:06.067301Z",
     "iopub.status.idle": "2026-10-24T23:12:06.884980Z",
     "shell.execute_reply": "2026-10-24T23:12:06.884473Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "222 sites; emitter Fermi level 53.7 meV at 77 K\n",
      "coherent (k-resolved): peak 16064 A/cm^2 at 0.200 V, valley 423 A/cm^2 at 0.375 V, PVR 38\n",
      "thomas_fermi_iv current at the same biases: 14931 and 381 A/cm^2\n"
     ]
    }
   ],
   "source": [
    "from opennemo.solvers.roughness import (\n",
    "    InterfaceRoughness,\n",
    "    PolarOpticalPhonon,\n",
    "    RoughnessTransport,\n",
    "    ShortRangeScattering,\n",
    "    energy_grid,\n",
    "    froehlich_kernel,\n",
    ")\n",
    "\n",
    "ML, x_al, OFFSET = 0.2833, 0.3, 0.324\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=OFFSET)\n",
    "mixed = EM(\"rough monolayer\", 0.067 + 0.083 * x_al / 2, 12.9 - 1.42 * x_al, conduction_band_edge=OFFSET / 2)\n",
    "\n",
    "\n",
    "def make_rtd(rough=None):\n",
    "    \"\"\"RTD in monolayers; rough = 'emitter' or 'collector' puts a half-covered monolayer at that well interface.\"\"\"\n",
    "    well = {\"emitter\": [(mixed, 1, 0), (gaas, 17, 0)], \"collector\": [(gaas, 17, 0), (mixed, 1, 0)]}\n",
    "    stack = (\n",
    "        [(gaas, 70, 1e18), (gaas, 18, 0), (algaas, 14, 0)]\n",
    "        + well.get(rough, [(gaas, 18, 0)])\n",
    "        + [(algaas, 14, 0), (gaas, 18, 0), (gaas, 70, 1e18)]\n",
    "    )\n",
    "    return nemo.Heterostructure1D(\n",
    "        [nemo.Layer(m, n * ML, donors=d) for m, n, d in stack],\n",
    "        spacing=ML,\n",
    "        mass_average=\"mean\",\n",
    "        terminal_layers=(2, 2),\n",
    "    )\n",
    "\n",
    "\n",
    "rtd = make_rtd()\n",
    "V = np.round(np.arange(0.0, 0.5001, 0.025), 3)\n",
    "T = 77\n",
    "tf = nemo.thomas_fermi_iv(rtd, V, T)\n",
    "MU = float(np.atleast_1d(tf[\"mu_left\"])[0])\n",
    "coh = RoughnessTransport(rtd, [], k_max=0.5, num_k=12)\n",
    "\n",
    "\n",
    "def grid(tr, u, v, T):\n",
    "    return energy_grid(tr, u, MU, MU - v, T, step=1e-3, current_only=True, resonances=\"on\")\n",
    "\n",
    "\n",
    "J_coh = np.array(\n",
    "    [coh.solve(grid(coh, u, v, T), u, MU, MU - v, T)[\"current_density\"] for v, u in zip(V, tf[\"potential\"])]\n",
    ")\n",
    "k = int(np.argmax(J_coh))\n",
    "kv = k + int(np.argmin(J_coh[k:]))\n",
    "print(f\"{rtd.num_sites} sites; emitter Fermi level {MU * 1e3:.1f} meV at {T} K\")\n",
    "print(\n",
    "    f\"coherent (k-resolved): peak {J_coh[k]:.0f} A/cm^2 at {V[k]:.3f} V, valley {J_coh[kv]:.0f} A/cm^2 at \"\n",
    "    f\"{V[kv]:.3f} V, PVR {J_coh[k] / J_coh[kv]:.0f}\"\n",
    ")\n",
    "print(\n",
    "    f\"thomas_fermi_iv current at the same biases: {tf['current_density'][k]:.0f} and \"\n",
    "    f\"{tf['current_density'][kv]:.0f} A/cm^2\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c6c9db6",
   "metadata": {},
   "source": [
    "The two coherent currents differ by several per cent because they integrate over the transverse momentum\n",
    "differently: `thomas_fermi_iv` integrates analytically with the contact mass, `RoughnessTransport` sums a\n",
    "12-point $k$ grid with the local mass of each layer (Lake's $V_k(z)$). All comparisons below are made within\n",
    "`RoughnessTransport`, with and without scattering, on the same grids.\n",
    "\n",
    "## 3. Phonons: a resonator with a vibrating mirror\n",
    "\n",
    "The lecture's picture: an RTD is a Fabry–Perot resonator whose mirrors are the barriers. If a mirror vibrates\n",
    "at a discrete frequency $\\omega$, light leaving the cavity acquires sidebands at $\\pm\\hbar\\omega$. An electron in\n",
    "the well couples to the lattice vibrations in the same way. Acoustic phonons have a continuous, low-energy\n",
    "spectrum and mainly broaden the resonance; the polar optical (LO) phonon of GaAs has a nearly fixed energy\n",
    "$\\hbar\\omega_\\text{LO} = 36$ meV, so an electron can enter the well by emitting one phonon when the resonance lies\n",
    "36 meV below the emitter states. The result is a replica, an *echo*, of the current peak in the valley,\n",
    "displaced by one phonon energy, and visible at low temperature."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a06f42a",
   "metadata": {},
   "source": [
    "![Slide 4: electron–phonon interaction as coupled resonators; acoustic and polar optical phonon I–V at 77 K](attachment:slide_004.png)\n",
    "\n",
    "*Slide 4. Electron–phonon interactions as coupled resonators (heterostructure and lattice). At 77 K, acoustic\n",
    "phonons in the self-consistent Born approximation (AC) and polar optical phonons in the single sequential\n",
    "approximation (POP) are compared with the coherent current (coh.): the POP current shows a shoulder in the valley.*"
   ],
   "attachments": {
    "slide_004.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "58d1757f",
   "metadata": {},
   "source": [
    "The polar optical phonon couples through the long-range Coulomb field of the vibrating ions (the Fröhlich\n",
    "interaction), so its self-energy connects an electron on layer $L$ with layers $L + d$ far away. The weights\n",
    "$W[d]$ of `froehlich_kernel` show how slowly the coupling decays with distance; this non-locality is why the\n",
    "lecture states that the POP self-energy needs the full matrix, and that a tridiagonal approximation runs about ten\n",
    "times faster but misrepresents the strength."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "da8a4f7a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:12:06.886206Z",
     "iopub.status.busy": "2026-10-24T23:12:06.886113Z",
     "iopub.status.idle": "2026-10-24T23:12:06.989507Z",
     "shell.execute_reply": "2026-10-24T23:12:06.989130Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "k = q = 0.05 1/nm: coupling at 5 nm is 0.82 of the on-site value\n",
      "k = q = 0.18 1/nm: coupling at 5 nm is 0.65 of the on-site value\n",
      "k = q = 0.36 1/nm: coupling at 5 nm is 0.56 of the on-site value\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "kk = np.linspace(0, 0.5, 12)\n",
    "W = froehlich_kernel(kk, 60, ML)\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.6))\n",
    "for j, c in zip((1, 4, 8), style.sweep(3)):\n",
    "    ax.plot(np.arange(60) * ML, W[:, j, j] / W[0, j, j], color=c, lw=2, label=f\"k = q = {kk[j]:.2f} 1/nm\")\n",
    "ax.set(\n",
    "    xlabel=\"distance between layers (nm)\",\n",
    "    ylabel=\"W[d] / W[0]\",\n",
    "    ylim=(0, 1.05),\n",
    "    title=\"Fröhlich coupling against layer separation\",\n",
    ")\n",
    "ax.legend(fontsize=8)\n",
    "for j in (1, 4, 8):\n",
    "    print(\n",
    "        f\"k = q = {kk[j]:.2f} 1/nm: coupling at 5 nm is {W[int(round(5 / ML)), j, j] / W[0, j, j]:.2f} \"\n",
    "        \"of the on-site value\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e30bf3c7",
   "metadata": {},
   "source": [
    "The polar optical phonon current at 77 K is computed with `solve_phonon_current` (GaAs: $\\hbar\\omega = 36$ meV,\n",
    "$\\varepsilon_s = 12.9$, $\\varepsilon_\\infty = 10.89$, no fitting parameter) over the peak and valley."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a3987530",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:12:06.990835Z",
     "iopub.status.busy": "2026-10-24T23:12:06.990744Z",
     "iopub.status.idle": "2026-10-24T23:12:41.645220Z",
     "shell.execute_reply": "2026-10-24T23:12:41.644752Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "with POP: peak 15068 A/cm^2 at 0.175 V (-6% against the coherent peak), valley 946 A/cm^2 at 0.400 V, PVR 16\n",
      "beyond the peak: largest phonon-assisted excess 822 A/cm^2 at 0.325 V; largest ratio J_POP / J_coh = 2.46 at 0.350 V\n",
      "C1 at the coherent peak (0.200 V): 14.7 meV; C1 is 36 meV lower at 0.291 V\n"
     ]
    },
    {
     "data": {
      "image/png": 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WD/dO+sLvUhCyswqCzYSIJFzYfE0u1o6WcO9YB+6d6sK1YZVig03xhdd3YG85AOHi2UtyX3hoBNYs34BRE4bDxsa6Qv9OTfX9N9/L9YYt69VdFFKT0mpbHw0uhUcDOXNzc6Wft7Qg8NHXEtuP7rO2fvx9K46pXPnxclL50foA87sF38sErmtWrVF3UYhUHlyu/2AnAm8U7Uj/KBE4GVephMzKqcixy4FBpbzBOoL4Bd/Awx1NmnuhmmtVnejwbmZtCq9eDeQi8nnePxeAuyd98eBCoDxn+RKjknFx6w25WNpbwL1DHVmz6erhIpvbC0+H2alHBzkq/sSRU/KxYnrLNcvWYeS44XL0vL5b8N3X6i4CEWkZtQaYImO/SJBqZWmJjp07FnvMfR9f+Pj4yFFkTZs1KfIFuW/vfpk/q1nzZgwwSeeIAKi04NLc2RQZNinIsc9ElnFBUCmIVEJiwI5HYw8ZOOkqU0tTeHSvL5eMlAzcPx8gazbFIKes9CzFcSI90+UdN+ViXtlMDjYqnLJJ1AqL5O7iXO3ffUjuS0xIwtrlG2RfTU3qSqAO9erXU3cRiEjLqCXAFH0hxAiyXTt3o5JBJTnCs7gA8+MPPsGGdRvRomVz3L59B/Xq1ZMdjkXfCpFra8+uvfjqmy9x5/YdiJ6koh+GOgYqEJUHUbtWHCO7SsiunYp0i7w8bwaFmnvrN6iHpi0ao3pNV52orSwLEwsTNOpaTy4ZaZmyRlMEm2JkfWZaQbApcnMWl9xd9Gdt0rcxzMzMsHPrHtk/U/QbW7dyI4aNGoyatfW3X+HVK1flummzvOn2iIg0MsAUnXpFZv/9h/fhm6++wb279x47Zu+efVi5fBW27NwMLy9PxMTEYGCfwfj159/w9rvzsWXzVuzYvkMuoi+aCFpHDBmFHXvYD5N0Q2WX4vshZdunw8CioAOmmA5NNIF7NfHgwJSHTMyMZXO4WDLTs+B3KVAOELp/1h8ZqcVPPxQbkhfQuzeqDxMzE2zbsFN+rmRmZGLT2q0yhZEI4PXR5598Idfsg0lEylJLVmHR2VckTS2tI++WjVvQvkM7GVwK9vb2GDFqOLZs3Cq3X3xpNu753pHL5u2b4NXY84nBZWpKqhw5nr/ExRY/+pZIE3h0rwebGgUjIyWb7Lzk6AYGqOdeFyPHDcP0F6egTftWDC5LIAZG1W9fB4Pe6omXVk1Gs0EexR734EKATFAv1K5TC6MnjIDZw+4FIkvF9k27cP3qTeijjz/7SC5ERFo/yOfunbvo3rN7kX0NGjVAaGjoYykMKlUygInJk0fF7tmxD1vWb39sf6BvKBKiS8/bRZpLpKwRaRh0iciOcP7ceSRWj4aBiSFy0wxgYJYL81rGcKtbD7Xr1M4blZkF+HvnJQvXdhV1Het2rYng22GIvB/z2JSai2evRZsJTVGlQd7Uc507dcLx4ydkImiR0W3fzgMIDQiDewN36BNrM1u5Vub66OL7UV/xWuqGnAp8TxZOh6SxAWZCYiJsbfM+1PLZ2eVtJyQUDTBFEtWNW5+cPqPfoD7o2rOzYlvUYH767leo4VaVeTC1mK7l3QsPi8D+jQeQEJ8gR4TDJRsuVZ3RvlNb1KlbW2enM6zI61jrx+qyz2V0QCxC7kQg5E643J+WkI5jf51DmxFN0em51jA0roFa9Wtg45rNiI3Ja/G4fv0GzKxM0bmb/sxfLn7wCw0aNtC796M+47XUDX7Mg4nH5iRNTilaq5icnDfq82mnezK3MJcLkaa6cfUmDuw5XGSubDFop1uvLho/64c2ETMFNenbSLEt5m3f9/txORJd9Ok+t/EqAq6FYND8nnLqyrGTRmHj2q1yLnPh/Gkxf3kaevXrobMBf2Hvv/OBXLMPJilLfIZ1bNMZ+4/sLTYvpT7/fampqejeqSeOnjqs09NXauwnY81atRASHFJkX3BQsBxB7uSU13xFpCvEwLf9uw5i784DiuDSyMgQ/Qb1lkEMg8vy1ahbPUz5dSSqNnRW7AvzjsTSVzbi5qF7sLSyxNiJI4vMaX79yk3s2LxbXjtd9/Z78+VCVKZpbMPCkFNoild1dTdq17KDnN0nn/iMfXRfRf59OTk58rHaP4+ilgaY3Xt2w9Ejx5CUlKS4mLt27Ea37l2fuVlq19Y9eHn6PHzw5qcqKi3R00tISMTaFRtw7coNxb7KtjYYN3kMPJsUPyCFVM/WxQbjvxmCdmObK3I/ZaZmYtcPh7Hju4NAjgFGjBsGt/p1FI/xvuuDzeu2yRRpukzMBS0WIm0jgrhHA0ExAcXm7RvlXOukgwHmoQOHsG3rdgT4ByAmJlbeFkv+1OiTJk+Es7Mznhs/BcuXrsBLs17GvXv38Pr815/5tQcM7YffFi/EF99/rIK/hOjpBfgFYsXi1QgLyesDKNR2q4WJU8ejiktBbRpVXNN558ltMPbLQbBysCjShL507kZE3o/GkBED4dG4UZFruH7VJjnPsa4Sn9NiIfUTs1Vd3XMbx/47i2t7byM7q6A7jaqJwW2ipm/n9l0YM2IsBvUbgtUri86a5/fAD7NnvoieXXtjxvMz4X3Pu9jn6t29r3yuHl164c15b8nZsvKbi8X+Pbv2YNyoCZg2eXqxjy/pdfIfX1IZZ06dKdd9euS9/ulTZ2QN5vDBIxUVWBERkZj/xtvo06OffH1/P/8nlrs0TypTviOHDmPMyHHo27Mf/v7zH5Tl792ze6/Sj/Xz81PqsSL++nnhL+jXawCGDBiKVStW41kY5OZHdBXs048+Q2Rk1GP7f/n9J0WfJlF9LYJLH+/78st2wsTxqFFTdZ3HRaqiebPnY+Gf33KQjxbTxo7o4m13/sxFOTVh4bdgu05t5GAefejXp+nXMTUhDXt+PgqfM3kfzoKYAajTpFZoPbIpjh46jkvnryjus3ewx6jxw2Ctg/OXjxo2Wuk+mJp2HTWVeN9nZ+WUObjc9MluBN0MU+yr7lUVIz7pD0Ojsn9miMeU1iJ46+pdDBjQHy1atsBnX36CiPAIvP7qm1j464/o3qOb7IfcrVMPmUJw+Mhh2Lt7Hxb/86/sWyi6s9Wr5Y6rt67IQbnhYeGyaTg5ORl//PYnUlKS8ec//5Pbnu6N0aFje7z30XtwcakCR8ei3eBKex1RGykeX1IZRVe7Dm06Yf/hvbLGUrxPxWPyyyZm7+rXsz/atm+Hyc9PQlhomGw9/eTzvAqoksotusYU/vsKy/+bWpRQpvz7u/XoivnvzEdMdDRmz5yDlWuXy8kMlPl7y/LYv/9chBNnjz7xsWJ2xAVffoMff/5Bzt2+cvlKTJsx9aln8lLbqAFlcqqJjrNzXn6xQspDVJF9gvbu2A/vu/cV+0zNTNF/cB/Ure/GC6EhzG3MMOyDPriy8xaOLD6NrIxsme7j2NJz8LsShAGvd5eDBk8ePa34wbp62XqMGj8c9g520CWvzHtF3UXQOSK4XDhs0TM/T9CNUPwy6t+neuy8LTNgZGz4xOM+/OQDeDX2AhpDBhzrVq+TgdKhg4dk/t35774lj6vvXh/79+3H7p27MXL0yCLPUcWlYLrVLxd8jqYezYsMZhQxQUlZCkp7nUFDBpVaRnsHB3m/c5UqikCwcL/pw4eOIDsnR5ZJ/LAXWWm69eimdLmf5rzl++yLT1GzVk15u3OXTrh29boM9JT5e8vy2B3bdir12NSUFLi6VkPjJl4yGBUzJT5LHaReDksVfTB3bdsrf5UQVaToyGhs3bizSDOLk7MjhowcCNuHabhIc4janeaDPGUt0Y5vDyDKP++6BVwNkU3m/V7ril79usuR/0JiQiLWLF8vE+DrUheHLl0L0ruR/qlbr+CHb736dXHwwEF5Ozgo5LHarXr168v9jxIz823asFn2hxTN+mKWrKjIKFhZ5/WDzA94iqPM65RUxicJ9A+QeW0LtxoVrtUtqdwOjnmBa2nqPqFMIujNZ2FpKZuwlf17y/LYWrVqK/XYAYMG4MrlqxjYdzDcG9THwMED0bdfHzwt/WuHYx9MUpO7t72x8r+1RYLLRl4NMX7KGAaXGs6ptj0mLRyBZgM9ijShb/5sLyLPJqDfwD6KLygxY9i6FRsR6K8bCfAF0cQnFtJPkREF3dlE1zYxs54ggqzw8IL+40JEePhjwdepk6fx28+/Y94br2L1upVYv2WdfL9kZBZM22ogk/4WT5nXKamMTxoT7OTshLDQ0GLvU6bcpYksoUxPoux5Vfax0dHKBcSiWVzUJO85sEu2Hv/43Y/YvnUHnpZe1mASVSRRU37s8ElcPHtJsU98SIncls1aNtGbZN26MOVk7zmdUbt5ddk3My0xXe6/vOMmAm/Yo+eEHjh86giyMrPkqPKNa7Zg0PD+ckpPbTdn1ktyzTyYqiP6P4omanX3wVTG77/8jm9//AZxcXFY9t9yOdWz0KlLJ3zw7ofYv+8AevfphZPHT+L8uQv4ckHe3PWPBket2rSGqakJ/vjtf0o3Myv7OiWVUeSZFP1BRRBZ3PTUXbp2wccffIo1q9Zi7PgxiI2NxbYt2/H8tCnPXO7fSyiTKv7esjz2+vXr+PGX75/42C2btsDO3h6dOneEW103ODg4yD6pT4sBJlE5Sk5Kxo4tuxEUEKzYZ2VliUEjBsC1ejWeey0k5jV3qe+End8fRuD1vGanKL8YHPz+NJqPaoEbYVdlP1vxRbRt4070HdhL69NNvfDiC+ougs4RPyyV6f9YmDh+zFeD5CxUcaEJsK1qA8+e7jL7QXkStXytm7WVk58MGTpYBmKCs7MTfvptoUzE//orr8spm7/78VvZ3F24n2Offn3kiOTmXi1gZmaGfgP65k11q6TSXkcMmCmtjIIIFocOHC5nBxQDbVq3aaW4z87eDn//+yfeees9fP7JFzLn7TffL1BJuZ1KKdOz/r1leezb899R6rEtW7fCR+99hJdnv4zs7By0btsaYycoV2aNGkWuKX0wRQDAUeTaTVNHrYYEh2L7xp1ISip4U4tE3aJWS3yIkXZcx5KIAT/nNlzBiRUXkFsox17NFtUQUzkMKRl5M48JYoraVm1bQB9o23UkPHEU+Z37t+XED6L/YUkBVnx80SmchdCQULhUdVG00ohpni0tLeUAEjE629HJUbbmiFqyqtWqKnUpHn2d/BHZTypjWlo64mJjZUApajUfLZsg0haJ8j3aqlRcucXt4p5DmTLliiTtj/zN8XHxMDI2kq9T2t/7NI/Nf08q+9iUlBRUqmQIM7Nnm2VIL2swRR5MseSnKSJSJfEmvnrpGg7vP1ZkIFnLNs3RuXtH+cFE2k+kLGo3tgVqNnXFjm8PIj48b1aQgEshsLQ3h2UDQyRXytt39OBxmT6kY9f2WtklQnxRCcU1MZJ+ELOJlTajWHH/Nx4NGm1sbIodna1scFnS6yhTRhEsiWCwtNcsKfH6s5TbqJgyic+ARx9b2bayUn9vRTxWdClQBb0c5ENUXsQv1T079uPg3iOK4FJ0nB44rL/sc8ngUvdUa1hFTjPZqGvByM3kmFQkncmCeZS1Yjq4s6fO48CeQ1qZvWL6lOlyISJSll7WYBKVh7jYeGzbuKPIyEE7e1sMGTkIjk5PHsFH2svU0hQD3+qB2i2q48D/TiAzLUvWZCffzYSJgxUyayfDwCwX1y7fkE11A4b01aofG889/5y6i0BqYG5mjtPnTz5zU2l5ErVtmlZGTSyTOjDAJFIBX58Hsl9velreyGJBjB7uN6i3TKJOuk80P3n1aoBqjarIJvNwn7wfGhnRWTCIN0WOfRZgDNwN80Vm+nYMHjkIxsba8RE8dNgQdReB1KC4JlVNo4ll1MQyqQObyImegailOnXsDDav26YILsWHi+hrKZKnM7jUP/autpj4/TC0HtFEsS9XDKiNMAKCjZB73xj3t4Zg4+rNyEjPgDYQaZfEQkSkLO34+axinMmHVCE1NQ27t+3Fg/sFc1WLkYIDh/VDrTolz0pBus/Q2BDdprdHrebVse2r/chIfSQxc4IhAi+EY332JowYO1ROOanJJoyZKNfMg0lEytLLAJOjyOlZRYRHyv6W8XF5o2uFKlWdMWTEQNhwpC09VKdFDXj2aoDL2288fk4CjBBqGYF1Kzdi5PjhMj+qphozbrS6i0BEWkYvA0yiZ3Hz+m0c2H0QWVkFMzo0buaFHn26lprGg/R3msliZRog95opIsLisTppHcZOG6mxP07GjHv6ZMtEpJ/YB5OoDEQ+wz3b9ymCSzESuM+AnnJhcEnF8erpjhqNS+nwH2GEuMPp+O/TtYgML8hAQESkzVjdQqSkm9du4UKh+cStbazlQB6XqgWJd4mK6485+ouBRab3c3ZzxJHFpxF4PTTvoGwDpN/NwdKXN6LHzPZo0adggJAmGDNynFyv27hG3UUhIi3BAJNICdFRMTiw97Biu3pNVwweMRAWGj44gzSDmCu6Sd9GRfaN/Xow7p7wxYE/jyM1Li8DQW4KcPDn07h98D76z+0O++q20AQDBw1QdxGISMvoZYDJUeRUFpmZWdixeReyMrMe1lxayeTp5uZmPJH01EQ6q4ad66Ju65rY+89R3N7nA+TkTSMZciMCS+asQ8uhjdF+fEuYWpio9UxPmTpZra9PRNqnkr6OIv9t8UJ88f3H6i4KaYGjB44hKjJaERQMHNqfwSWpjLGZMQbN7YUhn/VEJaeH80oCyMnOxflN17Bo5hrc2H8XuTkF9xERaTq9DDCJlHX3tjeuXr6u2O7YpR1ca1TjCSSVa9C8PiZ9PRymLcRccwXzlafEpWL3T0ew8o0tCLkTrpYzP2XSVLkQESmLASZRKXOL79t1QLFds3YNtOnQmueLyk2VqlUw8ZVRsOpoBAO3TMCooNYy9F6EDDJ3/XgYSTHJFXoV2ndoJxciImXpZR9MoifJzs7Gzi27FVP5WVhaYMCQvrKJnKg8OTg5YPyUMdiwehPiHBOQG2AEhBmKDhryfjEa/d6pB2g/roXso2lkLO4rX7PnzCr31yAi3cIaTKJiHD9yCmGhBc2RIri01OCZVki32NpVxtjnRsPBxR6V6mbBoFkGYFPQbJ6ZmoljS87KgUD3z/mrtaxERMVhgEn0CF+fB7hYKN9l2w6tObc4VThrayuMnTQSzi7OMLDMhYFXBgwaZMDEuqDhKS4kAZs+3YMNH+9CTFBcuZVl1ozZciEiUpZeNpEzTRGVJDEhEbu371NsV6teFR26sO8ZqYfomjFmwghsXrcNwUEhgGMOMu2S4JzpgpjricjKyJtR6sGFQCy5vB4thnihwwTVpzVq5FE0hycR0ZMY6WuaIrHERMdg3uz56i4OaYicnBzs2roXaalpctvM3AwDh/VHpUqs6Cf1MTUzxcjxw7B1ww74PwiAgSEQZRiG2sNqwzDYHN4nH+T9/83OwYXN13DrsDe6PN8GXj0bwKCSavoMv/b6qyp5HiLSH/zmJHro9ImzCAoMVpyPvgN7w8bGmueH1M7Y2BjDRg9G/QZ1Ffv8gv2Q7ZaCkZ/3h2Nt+yJpjfb8dBTLX9+EY/+dlcu1vbeRnZVX20lEVBH0sgaT6FEBfoE4c+KcYrtF62ao5+7GE0Uaw8jICIOGD8C+nQdw8/ptuc/P1x+ZGZkY9+0g3DnsixMrziMtMW/ayXDvKLnku3XYB6O/GCCnrSyr1+bOk+uffl2osr+HiHQbazBJ76Ukp2DXtr2K8yAGVXTu3lHvzwtpHtFdo++g3mjWsqlin+ibuWHtFjTo4YYZf49Ds4Ee+RmNigi8HiKb0J9GFZcqciEiUhZrMEmv5ebmykE9yUl5iatNTEwwaFh/WVtEpIlELtYefbrC1NQEZ0+dl/siwiKwdvkGjJowHL3ndJaDf8T0ko86tvQcEiKT0G5MC1g7Kp92693331Hp30BEuo81mKTXzp+5KJsZ8/Xu3wN29rZqLRORMkFmp24ditS0i0GLa5evlzNQVWtYQm1jLnBl5y38M2M1Dv19CsmxKTzZRFQuGGCS3goJDsXJo6cV242beaKhZwO1lomoLNq0b4WefbsrtuPjEmSQWbWpI2o0rlrkWCPTglr57MxsXNx6Hf9MX42j/55BSnxqqa/z7vz35EJEpCy2A5JeEqmIxFSQIjWR4ODogO69u6q7WERl1qxlE9lcLrp6iC4fSUnJWL9mE0a8NASRt+IQF5oA26o28OjuDu/TD3Bq1UVFUvbM9Cyc23gVl3fdQquhjdFqeBOYWZk+9hqmpo/vIyIqDQNM0jviS3jfrgNIiE8sNDq3v0wFQ6SNGnk1hLGJMXZs3o3s7Gz5A2rDui0YPnoImvQtSJLeqGs9NOjkhltHfGSgGR+WoJh68vSaS7i0/QZaj2iKlkO8YFIoWfsnn3+slr+LiLRXJX2dyefl6fPwwZufqrsopAZXL12D9937im0xYMLRyYHXgrRaPfe6GD5mCIyM8+oNMtIzsHHNliJ9jIVKhpXg1dMd0/8ag76vdIGNk5XivvTkDJxYfh5/T1+NsxuuICMts8L/DiLSDQa5ojpHT+XP5LPwz29h71CQqJi0i9+9QNR2r6HUsRHhkVj131pZyyM09HCXszqJQROkPdeRSibSFm1euxXp6RlyW/zfFoOBWrVtUez/86zMbFzfewen115CckzRQT8WtuZoO7oZdlzYLGcF+vizj3gd9Qjfk7rBT02frXpZg0n6KSMjAzs271IEl7Z2ldGrfw8Gl6RTXKtXw5hJo2BuYS63RR3CsUMn5HzmKSmPD+YxMjZE80GemLloPLrPbC+DysKzAh3+5zQu7b2OwDvBMhglIlIGA0zSGwf3HEZsTJwiYbXId8nBC6SLnKs4Ydxzo4t0/Xhw3w/LF68qMh1qYcamRmg1rAlmLh6PLlPbwtzGTHFfZ+feaJDcAotnruG0k0SkFAaYpBduXruFWzfuKLa79uyMKlU5MwnpLnsHO0x4fiy8mnoq9iUlJmHdio0yQXtJvaNMzIzRdlQzGWh2eq41TC0LBvuIJO17fzmGf2evw42D95CTnZeFgYjoUQwwSedFR8XgwN7Diu267m5o3qpgqj0iXSUyI/Qd2Av9h/RVZEkQgeWJI6ewae1WOU1qSUwtTNB+XAu8sHgCAmzv4GzEccV9IvXR7h8PY8mc9bhzzAe5OXrblZ+ISsAAk3RaZmaW7HeZlZklt61trNB3YG/2uyS94uHVEBOnjivSZC5Gl8sm84Dim8zzmVmbopJdLqo0t0ObkU1lU3o+kU9z+zcH8d/cDbhz/D6u7r6F6zvusBmdiJgHk3Tb0QPHEBUZLW+LEbQDh/aHuXlB3zIifeHgaI8Jz4/D4f1Hcf3KDblPJGVft3IjOnZphzYdWpf4w+vn335S3BbJ2M+uv4Iru27JGYGEKL8YbF9wQHHMnYO+uHXYB6O/GABDI8Ny/9uISPOwBpN01t3b3rh6+bpiu2PX9nCtUU2tZSJSJ2NjI/QZ0BMDhvaVidkVTeZHT8ucmaU1meeztLNAjxc6yFHnzQZ6oJJR8V8jgddDcG1fQb9nItIvDDBJJ8XFxsvZevLVqlNTzttMREAjz4aYNHU8nJwdFafD/0EAli1ehUD/oMdO0c8Lf5FLYdaOlug9pzNm/DMOTnWKzyN8dPEZOUPQk+Y6JyLdU+YAMysrS+YTJNJUIs+lmGdczGQiWFhaoP/gPux3SfTIKPPxU8aiSXMvxb5kMY/5qk04c+IccnIKRojfvHFLLsWp7GyN5oMKnqOwzLQsOTPQX8+vxN5fjyE6IJbXgEhPPHEu8vT0dOzYthP79u7DxfMXER0dI5tUbG1t0aJlc/Ts3RPDRgyFpaVlxZSY6AmOHzmFsNBwxfaAIX1hacX/n0TFNZn37t8TNWpWx77dB5GZkSk/308eO43AgCDFe+fvxX+WevLE1JO3j3gj8HqoYp+Y+Sd/dHlWRjau7bktF7dWNdFyWGPUaubKH31E+hhgiprKVStW4ecff5U1Qm3atcGUqVPg4OggPxRiYmJw68YtLPx+IRZ8uQCz58zCjFkzmLia1MrX5wEunr2k2G7bobVsHieikjX0bIAqVZ2xffNuRIZHyn0BfoFylLmYSrVm7dKnmTM0NsToLwbi5sF78L8ZhFqe1VG/oxvuHPHBha3XEBeSUPAevRAgF8fa9mg1rDEadasvZxMiIj0JMJcuWYYtm7bg868+Ra8+vWBiUpBstzARfB49fBR//fkPEpOS8M57b5dneYlKlJiYhN3b9xWZMq9Dl3Y8Y0RKsLO3w4QpY3DkwHFcvXRN7ktOTsGG1ZsRHRspg8xZc14o8fFitHiTvo1gU8dKMe+xmIKy2QAP3D/njwtbrsuBP/nEyPM9Px3Fsf/OKY6zqFwwTSURaTeD3BKmcxA1lPb2xXfcLkl0dDQcHAryrGmqXVv3YNe2vbKPkehztPDPb2HvULa/lTSH371A1KznivUrNymmwTMzN8Nz0yfAxsZa3cWjMlzH/MCE1OvurXvYt+ugor/91u1bYGZmis3bNz6xu0lp1zHcJ1IGmneO3X9sFiAjE0N4dK+PlsOawLGmnQr/GnpafE/qBj81fbaWGGDqg5joGMybPZ8Bpg68eYLDguTAhHxDRw1GPXc3tZaLyoZfZpolNiYOO7bsRkRYhGKfGDAn+mWW1u1EmeuYGJWMyztv4Oqu20hLSn/s/jota8h8m+ynqV58T+oGPzUFmMWOIo+LjXtsX3BwMNJS0yqiTERlEhERWSS4bNG6GYNLomdkZ2+L8ZNHo1nLgmlVUx42mYtBQIVHmZeVSHHUZUpbzFo6Eb3mdIJdtcpF7n9wMRDrP9iJ/17agOv77yArI28mLiLSHkUCzNCQUPTs2hvNG7dE3579cOd2QZLcV196DdevFyStJtIE4gvv/Lnziu0qLs7o3L2jWstEpCuMjIzQs2835FbKws3bebP/COIHnQg0xUxAz8LEzBjNB3pi+l9jMfyjvqjZpOhECFH+ef00/5q6CqdWXazQfJrbtm7Hor8WVdjrEamamGnrqsjesF0907cWGeTz1//+RrPmzbBz7w6cOHYCs2e8iN/++g1eXp4VWigiZYjeHWJQT1paXs26GIg2aHh/+aVIRKpz7vx5ZGdlyR9w4Q+bzEVC9uWLVqL/0L4yzdH2rdtx5PBRRIRFonFTL4yfOA6169TGrZu38eVnXyqe678VS2BsnDeLUOGURvXa1pZL+P0oXNhyDXeOFvTTTIlLxcmVF3Bm3WV49qiPlkMbw7FW+fabDwoMgr+ff7m+BlF5iQuLx4aPdiM2OF5u3z1U8dO3Fvkmvn/fFzNemC47c/fq0xPVXKthzgtz8Ptfv1dIYYjK4vKFq/DzLfgC6N2/B2ztbHkSiVRs3cY1ivR1xw6dxOULV+R2SkqqHFx34tQxREVHye8PYwNTpGYkY9aM2fjn37/h6loNL740G+HhEXjjtTeRnZ2DR+LLIqrUdcTAN3qg6/NtcXnHTVzZfQtpiemKGplre0VtzB3UblEdLQZ7ISk6GfHhibCtagPPnu6c+5z0UnZmNoJvhcH3YiAeXAiUtf+PElkcRCoxke2hwgNMTy8P3Lp5C127dZHbHp6N8PPvP2H2zBeRk12xVatEpRH9gU8fP6PYbtzMU+byI6LyI1oHevTpiho1XbF3536kp2fgxs3ruHv3Ht6e/zZGjxmBqNBYOaBgyrTJsgZSZHTo1KUT/B74Kf06Z06fxcb1G5GamoZuw7qgnk0bWat57sZpJGUmwcTQBHs2bob5Nku0qtIBlsZW8nGihqbJc/WweuVqREZGok3bNnh+2hRUqlSp2Cbw8NBwWaFy6uRp1KhZAy+/+hJsbGyKHLd65RocO3IMjk6OmPvaXDg7OxVbzp69emD4yGFFntvK2qpcHkskxEckyv7KIqD0vxqMzNRMPElcaEFO2vJW5F03a/YLsokjJSVFsa9ps6ZY+MsP8lenkVEpPzuJKtC50xeQlpZXqyG+ILr1yvtRRESqt27ternkq9+wnkwD5lK1Cnzu+8CjkQdiomPlXOZhYeGKLisiuCyrk8dPYubUmWjk0Qi9evfAwoU/46z/CUz/cyxqdnbB+YiTiEmNgru9F5IzknAwYKfisZfOXsLoIWPg5OCEYSOG4cC+A/js489LbAL/8fuFuHr1GoYOHwLf+76Y+tz0Isds27Id9+7ew/BRw+XfJWpgSyrn99/+ILuZFX7u8ngs6a+szGz4XQ7C4UWn8e/stfh76irs/+04fM74KRVcCqKmv6IYPZpod+2G1Y8d1Kp1K5y5eKrCCkVUmoT4BFw6n9dEJ4gP6ZImAiCiZ7du9Tq5HjN2tGJfZdvKGDd5NH76eSEqV84bBZ6akoqTJ04iB1lo37ntU00F+fdfi+TMcNNmTJXbYva4uS++ilkvvgD7GrZo1qIJfvv+D+z64RAcvZ2x6vYi2R9bvNaF8NPwsm2BjCOmSIjNwpwxr2LaW5PxzvvvyB+ijxLdwL778Vv52G7du6Fdqw64fOkKmrdoJu/3auyJjz/7SN728PRAz669FK9VWjnL87GkX+JCE+B7MQB+FwMRcDUEmeklZ1QwtzGTXUfEdKw1mlTFzu8OFZm+tUbjarIbSUXhaAjSOqeOnZEzSOX/KKpdu7a6i0Sk01auXVHsfkNDQ9nvuX6DejA1M0X6w1aF0yfOIjoqGv0G9YGxSdlavh74PsCMF6YptsXA07i4ODn5h1DHrY7sp9liSGOE/BSO7NwsZOdmw8jACNFpkUjMiEdochByvXOBDaLWJwuL3lyBzoM6oH772kVmCxKBXH7QJmpb3RvUl6+fH2CK18pnZ2cr/z7RLUAEq8qUszweS7otMz0LQddD8OBSIHwvBCoG6RRHDI6r6u4s88bWaVUDLvWc5L58j07fWtF9lJUOMBMTE7Fl4xb4+fkjM7NoVWzHzh3Rt1+f8igfURGREZG4ef22YlukJKpkUGw6VyJSEVPTkgObJk2bwNf3Pn746Qfs2LwLYaF5TeT37vggLjYeQ0cPLtOMWlZWVkhMSFRsi9siCLS0zJtBKD8g9Orpjiv7bwCFsueZm5qjYVUP2GQVzCjX3Lkt4n1SsO/XY9j/+3HUbOqKBp3ckJmWKWdye3S6WdH3MV9pNYbKllPVjyXdExscL2spRX/KwGshyMooecyLha15XkDZsgZqN68uay3LMn1rRTJSNrgc0GcQYmNiZdqJR9PAuNXljClUMcQI1nzVqleVCdX9vYN4+onKkRh4IgwZOvix+0RN3NBBw7Fzx06MmTQam9duQ2BAIO5530NiYgJWLlmDoaMGKf1aHTq2lwNr+vTrI79rli5ZhlatWz4W5BoaG8rcmR+veRutRzSBc01HGF5Lwc0bN/HOh6/hwblA3Dnug2OXjqCGdV4rR25OLvwvB8nlUsRlXAg/hT3LDqHL0Pa47X1bDkTKr71UVTlV/VjS3lHeNw7eQ3xYgpxowMrBEv5XgmVQWdrAG1EjWa1RFdRpUQNurWrA2c2xSC2lJlMqwDx04BDMzc2x++JO+cuLSB38HwQUSUvUpUcn/tInqgDLliwrMcAUfaD/XvwX3pv/Hn5e+Asc7R0RFByEKs4uqF2rNuJiYzF25HhYWefVzk19bhpMzUzw3/Ilxb7WS3PnYMbUF9C1QzdZm5icnILF//1T7LH5zX2dnmsjm4/du7rhrdffwuARg1Crdi0E+PtjUP/B6NCkJe6d8EWUf6zisWKSZHtTJ8z/+E2Yf26O2IxoTBs/E5Ymyn3HlaWcqnwsaZfc3FzEhydg82d7i/z/K42lvQXcHtZS1mpWHWbW2vnDw0jZQRVt2rZmcElqfZMeO1xQe1nPvS5cqxed9YOIysfi/0qf0aZb9644cfa4HPnsc/sBOnZrh+ioGOzauldOhNCieUt53OAhg+HVxLPUyRBEv+r1m9figa8fUtNS4e5eXzGIb8iwIUhLLZjNx8zMDCtWL4PJw36eIsj89Y9fEBEegaCgYNSt6yYHIwkdJ7RCVEAs7p64L4NNhAP2Zo7oUr0XYtKiYGlsDcPrVvhj0nLZjF6/oQc6T+hc4ms9Szmf5bGkucSUptEBsYh4EI1IucTI2/l5XEtSybASXD2qoE7LmjKodKpjrxOVJ0oFmI2bNsGG9Rs5io3U5s6te4h4OIOIeONxOkiiipMfpJVG5Jps2KghzAwtZQAllvFTRmPL+u1yMJCQmpiO6IhYDBzS74nPVbfe412vqld3LbItnlfk2HyUcxVnuTzKsaYdHCe0ksFm9BdBuHHxFlyqOsPIvyB4K2hGz2uevN3UX/bZFAOEHn2tZynns/6NpN4Kj+TYFET6RiPiQUxeMOkXjejAOPn/R1lOdezRYXxL1GrmClNLU5WXMTgwBHdu3kVQQAim1J9Y4UGrUgFms+ZN0aBhA7w062UMGTb4sZpM1+quRUa9EamSmD3kxJGCNFlNmnnB3sGOJ5moguzfd0Cue/fpVabHOTk7YeLz47Bt404EB4XIfb7eD7B62ToMGz1YqcC1vIjBEmI0+tTvxxSp2SzSjF6oz6YYICTSvFjZW8gmS6fa9pw5SE/6TorAMb9WMsI3GlF+0UiJz5uiWBkGlQyKDTzFTFTuHd1UGlRGhEfi9s27uHvrHpISkxT3if1iqleNCzAzMjLk6PFzZ85h187dj90/c9YMvP/Re1AH73vesgm/cdPGzIWoo65eui6vsSDmMBb59Yio4vz1x19PFWAKFpYWGD1xBA7sOYwbV2/KfVGR0VghBv+MHITqNYvW2FWUwk3RhWs2Sws2A64GF3mO48vOo82opqha3xnObg4wsWA+Xm0cdJM/zWhaUoYiiJTrB9GICYyTM1Ipy6KyGZzqOMhF/J9wqu0AWxdrbPpsT7nlpBSTHIiayju37iI2Jq7YY7zv+GhmgHno4GHcuX0Hf//7F7y8PGH0yESyFhYFecUq0ry5r+P27dsysIyLi8fGrevh5MTptHSJmK3nzMlziu1WbVvA0ipvsAARVYzf/vfrMz1eNPP2GdATTk4OOHLwuKxpEdO9rl+1CT37dZetEhXt0abofMoEm/lS4lJxZNHDKWsNALtqlWWtaJV6jnLtXNcR5tZln82IyldaUjrWvb8D4T5Rin37fz9RpkBS1Eo61LAtCCbl2h6WdhbFNkWPfpiTUowYzw9onyUnZUJCoqylLNx97FGiQqauuxvsK9ujTee8ftAaF2BGhIdj4KAB6NO3NzRJ/0H9sfDXH+Xtl2bPxdHDxzBqzEh1F4tU6LyYEjI1TVETIgJMIqpYLlVdnvk5xJduizbNYe9oL/NlisThOTk52L/rIKIjo9G1Z+di5wwvLzdu3JQzENWoUb3EYwoHm3t+OYrre++U/IS5efkMxXLn2H3F7spVrGWgKQPPh0GnaGaniklaHhMUJwfeRAXEIDogTq5lWqBHWqxLCy5FrkkRPIraSBlIujnAoaYdjIyVDxANH+akfBYpKanwvuONOzfvISiwaG16PvEeqlO3Nhp6NkDdenXkRAd+9wIV/aA1LsCsUbMmTp5Q7VSR4hfsqROnsHPHLri6VsNLr7z02DFiTvQ1q9bCx1tU7VaR05RVrVZVcb8IeMXc6SL5tphH9q2331BpGUm9xC+0S+cvK7bbd2oLE1M2QRFVtOPHjst15y4Fo6qfVm23Whg/ZSy2rN8mE7ELYupXMep80LD+TzV/+dP48/e/0LpNK0yZOlmp48WMKcUFmKIZVNSIJUQU9HcrLD48US7epx4USUOTH3Dm13ZaO1npxMhhdRBJ80UgKWqcRTCZF1DGIi7s8UDySfJrJfNqJPMWK4fiayUrQkZ6Bny8fXHn5h34PwiUP8qKU7NWdRlUilm1Kuo9pJIAs32H9vji0y+xYd1GOcjnWed9Tk1NxcC+g1GlShWZwkKktng0wBTHjBw6GkZGhhg6bAjOnD6LJYv+w5Ydm2Sy98Jz5IaGhsHBwR4WD2dBIN2ZEjIrK39KSFs0buap7iIR6aWff/xFZQGm4OBojwnPj5M1mQF+gYo8t6uWrsWw0UM0chCfmDno9hHvx/rRjf5igKydSk1IQ/j9KLlEiLVPFGJDip/mLzkmBb4xAfA9H1Cklsz5kaDT1sVG1qw92lewIqf70+RAUnRbELdFnsmyBpLF6fViJzQf5KkRA1sf3PeTNZW+Pg/kdnGqVnNBQw93uHu4w0oDu44pFWCuXrlazszw5ry38Pab7zw228DU6c/jrXfeVP5FjYywaMnfcgag995+XwaYj1q5fBWCg4Nx/PQxVK5sg2kzp2H4kJH44bsfZZ4zEYCKcvzx9+/y+IU//IQli5fg7XfnK10O0lyREVG4VXhKyG4d1VLFT0TA9wu/e+JpEPNrR0ZGwsK4YFpIfz9/2RJVs1ZN3Lp5Cw4ODoqZ38zNzTBi7FAcOXAMRw4eRXJKCtLT02WQOWh4f4gKo/zH3r51G66urrIFKyEhQY4JqFWrFgwqVZLfTS1btUBYaBiCg4LRsnVBX7P4uHhcu3ZNqcBYdMW5deu2LJd7A3f5eRMXG4c7d+6iXfu2cuagZpPdgYMZqGZdQwZ7RtWBgIAAmUVFBIjVG7sgxSQRJm6O6PNaZyDbABG+UTh58AyyYnMQF5gAn/s+cDarCmPDohU1IkDNH7Gez9jMSP6NGSkZin2Xtt1Arzmd5JzqplamMLM0kWXTpQE39Tu6IT40oVCNZAyiAuKeKpAU2QJEVwfRpO1Yyx4ONW3la+z87tBjPxaa9GsIdcnJyUGAf6AMKn3u+sguJCX9OBM1lSKwtLWzhSZTKsBs264tPvr0wxLv9/D0KNOLio6nT5pe8vDBw+jStYsMLvP7FQwePBALf/g5L79TcAi+/PRLORIwMysTu3bsxktzXyz1OVNTUmVgmk98eJBmOn74pLzOQlXXqqjXoK66i0Sktwq3Gj1KfKa+PHuuDPpca1SH911v/P7nr+jQqYPsArV3zz4557ejoyNuXL+B1954FTNemK7IULJq1Upcu3odJsYmiImNQd8+/bFpzVbExEfJ4DApMVGmwps9Z5ZsrZo2ebosT0xMjJytRzzH2g2rkZWdjecmTMHZS6dhbZ0X5K5YvhLXr11/YoAp+mPOfP4FODk7yowVdvb2WLJsMbKys/D8pKm4euuyrNBY8PU3uHDuotwWAej40RMxafJEGWAG+Adg5rQX5POZmZsjMT4BS1ctRQ2v6jj44145Yj0gIBC1a9fG87PHIzehkqKmM9I/BjlZjzd9ZqY9XnMV6ReD1fO3FdlnZGoEMysTmUvR1NIEZlYF6/zb4j55TKF9Zg+Pf3TqwfyAL+BWEBI8k55Yayo+q8X82dkZ2TLZeGZGFrLS825nFb6dXvR+8ToieL511AdJUQXzwu/95RjKSgaStezgUCMvkMwPKkuaq1vVg26eRm5uLkKDw+TobzFgR/SxLI5NZWs09GiAhp7ucHRy1JquFEoFmB6ejeRSkURaJJF6qLDqNaojOTkZUVFRqFevLubMfRFrVq2Tv3TnvfEqBgwaUOpz7tmxTyb9fVSgbygSogv+c5N6RUREyuaBfO713Uudb1w0IYlOzKTdeB011/Xr1+W6ceOin8nCkiX/IjEhCUv/Wy5bp86ePYs3583HyhWrEBsVj0D/QCz59z85oObixYv48qsv0KtbnyKPXb1qDWJiYrF27RrsP7AfkydNwX1vX3jf88HyZctlcCrMmv0CxowZiwnjJyAzMxPz5r0GQyMjxfu/YYOGWLpoBQYNzJv7fM3KtZj1wuxiPx+SE1Nk0ndx31uvvY0+vftg6tRpMqh899138dWnCzBnzktwdnbGnm375d9+9fJ1WXO6f9ch1HWri0sXL+GtN+bnPcdbb6F1q7aYMX2GfP6lS//Dx+99go8+/BgpSamIjY3BP38tKuhiVgWwq2+DBnCTwWV8WCLighIQGxSP2KAExIckIDtTuVHNWelZSBJLdErZL64BYGxqBGNzY5hYGMPIzBAJYUnISM6Ud9856ItDi07BxsVallMEhaJchdc5SpZTFUQOUhsXq4eLNWyq5N0WgXJhWchCeFgkEFbyc9nUsZKLEOibl6e1IsTHx8ua98DAIFlLXxzxg0ZkOqhRswbs7fNm9kmOS0NyXMnfhZrw2VrbvUbZAkxB/Fo0gIGcnSFffHwCMjLSyyU1UHpaGizMi460y09PI1LXCK3btJaLsvoN6iNHKhauwfz03a9Qw60q7B3sVVZ2erZfdCdOnigyJWSrDs1KfYx44xT+T03aiddRc705/3W53rBl/WP3Xb56CR07d0RQeIB8/4pFfF+Y25jAzrEyunTrjKat89IQ2btUxhtvvg7XOi6yJevRx3br1QVbt22VFQmCa7VquO97Hx7NGqKSgQHu3r2LVetXyKZ2YezEMdixfafi/T952iTZverleS/i4vmLSEpKwtjnRsnXepSltQUcnO3gUtMZd+7cxn8rFsvBpMK0mVPw2y9/yOft1KUj/IMeoG7D2mjQ0B3tOrRFYLA/HKrYykqPFu2aylrUS5cvyfI8CLovJzp3c6+DPXv3yOewsDJHtx7D4O5VSkuMx+NBwek1l3Bq1cVia+sEMbiouJrPMsnNqykVS0ps8TVomSlZiPZVbh5tVRHdA6o2qJJXKymat/NrJLUw7VOueE9ExcD77n2ZVig6KrrY48Qg1voN6som8Jq1aqgsq4K6PluVCjBFQDdx7HMyF1rhAFP0l5k4dpL80MlvylYVMVuQ6GtTWP6IQ5uHzR9lZW5hLhfSXHdveyM8tGBKyE7dOqi7SER67/OvPivxHIgm5TOnzuLu7btyOyU5DR06tpc1jELhPvv5/aizs3MgYr5HHyt06twB1apXxZ27IsexKYICgrHqvzWKygFLi4LBDBYWRSsh+g3oj48++AR+D/ywft0GDB46qNjgsrCUlGQZAIg0aIrntbREclLeqPC27dti7aq1soKjbfs2ssvY4r8Xy++/tu3ayGNEF4Ds7Gzs2L4DlQwKgoImzQpqfK1tyva9JeanbjemOQKvh5Q4sEg2TadnyQTh6cnpSEvOQHpSugw805MzFOsi+wpvi76dKhgc82hzvZGJIYxMjGBkmrc2LnRb3iePybstBkL5XXq8Vq7HCx2eOa2POuXm5iI8NFwGld53fUpMgC4GMrvVc5PN3yK9kGgF0BVK/SXHjh6T1bSPzpvq7Owk0zzs3rkb4yaMVWnBGjRqgHv3vIvsE4OBxPyy6pxejMqP+IAuPCWkGDUuOjQTkXo18mhU6md1y1Yt8cLsmYraEjtnG6U+px99bP7AHBGM3b13VzYl5u1LwJ7t+2XfyqtXrykCO9G/sjAzM1MMHjJI1mLu3L4Ty1cvf2IZRPOjra0tLl+6gi5d84JY0fRdt15ebWO7dm3x9ht5g1tnzp6J5i2ayzKIvqdjxo2Wx4iKF/Hd9NLcOUVa1cTf8izE4J3S+gqKH+HGZsZysXYs+yhiMTuRCDIVwWhSOu6c8MXVXbceO7bZQE/Ua1frYbD4eBAp9hkaVSpz/0DRxL7+w53lNstNRQ/UEfN/i4DS++79IlM1FibOUW23mrJfpUiE/ujAab0KMEOCQ2BfqOby0TdnUGDZ+wQ8yZChQ/Da3Hmy43jDRg3lG3XTxs0YNnzoMz/3rq17sGvb3hLzSZH6poTM/0A2MjZC+87teCmINIAYBCOImdwe9drrr8oWLvFlKkZfnz9zEZevXMS2XVuf+LyPPtbb21sO8BSPdatXGwkJ8bLWU/z4FM3QHo088cpLr8qcx6EhYdi6eRsaNGxQ5DlF0Dd88Eg5EKhZ86ZK/X0vvjwb77z5Dl59/RXZF3TRX4vx77LF8j7RbC6WkydP4X9//yGDWDGo59TJ0/jhp+8Vz/HOe2/j1Zdew4xZM+Dg6CCb6JOTU/DDT08egV/eCbpLIgb35A8EEgnhBVcPF8QExj4W8PV4oX25DIJ5UhCt6UQKIZFiy+feffjc81VMDPIo0dxdo1Z12QQuclUWrjHXVUoFmLVq1cSSxf/JJoHCkbYI0ETt5sTnJpT5hb/+coGcj/byxUuyKfyN196S+7/78Rt5IQYM6i+fe/SIsbJJ4taNm3CpWhVzX3sZz2rA0H5yiYmOwbzZTGukCdLT0nH6xFnFtpixRxPzehHpo08++KTEPpiidlPkJxaDevbs3gtnB2csX7VM3le7dq0izdiGhkbo0bM7DA0rFftYd/f6jz22d+/e2LZxhxxh26Z1W9k3f+2q9WjboQ1emTcXx44UHXHctFlTOep8xMjhpf5NXo09FbP4zHrxBVSrVg2HDx2RaYqWrVoqUx/lmzBpvEyDlJ/AWswYV7169SIzHI0YNVz2m9u2ZTuuXrmKVq1bKVr2mjZtgmqu1aANCgd8/jeDUMuzerkHfOUZRJdX8nPf+37wuXsfvvcfIDMjrzvIo4yMjOTEAvUb1oNb3doakwC9ohjk5ueCKYX45dijSy/5hp8zd45sLg8LDcU/fy3G+bPnceTk4TL3wdyzaw8Si6k+Fm/cwlXsN2/cgo+Pj0zKLprjVZkLMT/AXPjntxzko2aiafzsqfOKue2nv/i80rP2cHCIbuB11Fyi+Vho3qL0AXfldR1FX02RASQkOFTRp1KkL7tw8aysLXz/o/cUx4pcnB1ad8LhE4dKnG+clMP3ZAHxA0dkNhA5KsWMOqJWvTimpiZwq+8maypFcPmkPsAVQaMH+Yi0CiIx+pxZL2PCmImK/eJX4uKli55qgE+/Af2UOs7Ty0MupLvED42L5wpNCdmZU0ISaRJlAsvyZFPZBuMmj8aP3/yEffv3onat2jhx8jhu3rohaxvziRnfli9dgW49ujG4JJVMVyxqKcUi5v4uqT5ONHfXcxdBZT3ZDM5JQfIoPVxJ9IM8cGSf7FQdHh4h00Q0bdZEK0c8sQ+mJk4JmVVoSsi8lCZEpBl8fO7Ltcg/rC6iouPtD96SzakH9h2AmZk5Ro0Yg7MnLsDO1h4NGtWXA3tE15rX3/xAbeUk7RYTHSsH6YigMiw0vMTjKtvayDR6Iqis6uqispRCuqTE6PDg/oNy1oE+/XrLKboEcQJF/xZtxz6YmkP0w715rWDEYqeuHfjrj0jDiAEwJfXBrEii+9Rb776BQUMGYd/O/cjKykZWZpac0/za5Rp48aUXUc21qlrLSNpF1EpGhEfKgFIEltFRMSUe6+jkIGeVE0GlmPVJW2bU0bgA09zcHBvWbcRnH38uO0P37dcXffv3QX33+hVbQtKfKSGrucjO0ESkWV5/Ky/RuqZo5NkAdnaVsWXDDpmDUgjwC5SLGH3eoUt7VHFxVncxSUOJFjORTkjMGCeCyoT4xBKPFd9LeUFl3SJ5wOkZAkw5j+ze7QgKCsbe3Xvl8uP3C+VAnz79+8iAU6SAYARPTyvQPwi+Pg8U2116dOL/JyINJBKnaxqXai6YNHUcDu07KoOEfL4+fnJxb1gPHTq3g4NT3qw/pN9EonM/X3/4+fohwD9I1nwXR8Q0NWq6ol6DejKwtLbOm0qSyu6JHSjFKLzpM6fJRcwBfmDfQezZvQf//rNERvN9+vZG33590K5DO63pj8k+mOonai2PHS6YErJufTdUr8kRn0SaKDg4WK7zu0tpCitrKwwZORDhYRE4dey0DCzz3bvjI5dGXg3RoXNb2NrZqrWsVLFE9htRiZEXVPorZgIsjhiUU8utpmz6rluvDmf8q8g0RcVJTEyUOcP27tqLI4ePYtLkiXj3g7x+OtqCaYrUOyWk6DeV/4txyoyJT13TwFQauoHXUXONGjZa6T6Y6ryOwUEhOHX0tKyhKkx8xng19US7jq3liHTSvfekCGWiI6Px4GFAKZrAS0ollD/yW6QREvkp69SrLQeR6So/TU5TVBwxZdeQoYPRp09v+Pv7w9KK1chUlikhTyq2xQc/m7GINJeYAlEbuFavhtETR8q+mCeOnkZocKgi+Lh+5QZuXb+NJs290LZDazm3OGk3MWuOv1+gbPb28w0ocWrG/EHKYo57EVSKxbmKE7tkaWqAKRLvrl+7Htu37cC48WOLJLolKs21yzcUzRWiW4VoviIizdW9Z3dok5q1a2B8reqyJksEmhFhEYoft5cvXMX1KzfRvFVTtG7Xks2hWkT8UAgPDVfUUoYGh5WYm1IQc9rXqSsCytqoWbu6zs75rRMBZkREJDZv3Iz1azfAx9sHdevVxZTnJ8vZd4iUIaYbPX38kSkh2YmaSKNFR0fLtch/rC1Es3idurVlbZVIQXPy2GlFChoxiljMmX710nW0aNMMrdq0gKkZgw9NJLIEiLm+RVDp7xuA1NTUUvtSikTn+bWU9g52rKXU5ABTdJQ9dOCQDCpFX0vRT6FqVRc8N2USPv/qM2gjDvJRnwtnLik+IEQqrFbtCub7JSLNNGv6bI3Ig/m0gaZIf1bX3Q13b9+TEzvkt6CI77czJ87hyoWraNWuJVq0agZjE/VP7afPRC2zqJl8IJq97/vLHJWlEUFkfkApBopqwtSM9IQAMzAgEP8uWoKtm7chLi4O7dq3xYLvvsaAQf2xcvkqREaUftE1GROtq4foH3Ph7KUiU0KyyYJI84ksItpO9MFr5NkQ7g3ry76Yp0+cQ2JCXv7DtLR0nDhyCpfOXUabDq3RtEVjrcmKou1ycnIQGREl+8uKOb5F/1kR+JdE/ACoVbumIqgUM+qQZirxHbR71x4sWfyfnDHh/Q/fRdVqnB2Bns2p42cVU0La2lWWne2JSPP1H9gfukI0o4rpaEX6ItEX8+zJc0hOTpH3paSk4siBY/KHsBhxLgYgcl5p1UpKSpbBpKilFEtYWHiJOSnzOVVxQp2HAaUYqMNrouUBZuMmjeHewB07tu2A9717GD5yOIYNHwqXqi4VW0LSCSJ9xI2rNxXbnbp15IcEkZZISckLwCwsLKArRA2lGOjj1dQDVy5ew7nTF+So5PzWlgN7Dst+mu07tZXBKOeaLjtRoSCauPODydCQ0FJnzclnZm6G2nXyailrudWS88uTDgWY7Tu0w75De3Dl8lU5WvyP3/6Hb7/+Tu43MzODW123ii0pabXjR04pRvu5VKsiZ9kgIu0wecIUre2D+SSiz54YTd60eWNcOn8FF85eRHp6XhNtfFwC9uzYj7OnLqBDl3Zo0Kg+B42UQHy+iy4HIUGhCA3JCyhFcFlaLsp8YoCVmJIxP42QmOaTAb32e2InEzEdpFg+/ORD7N2zFxvWbpAJ1i9dvCwHawwcPBBt27XhfwYqUVBAMO57+yq2u3TnlJBE2mTCpAnQdSamJmjXqQ2atmyCi2cvyWAzMzNT3hcbE4udW3bj3Knzcp7zuvXr6H2gmZmRibDQcEUwKZq987saPGnQlaOTA6q6uqCqa1UZWHK0t25SuhezmZkphg4bIpeQ4BBsXL8JG9ZvxIplKzH7pVl45723oS04ilx9U0K61asj00gQkfYYMWo49IW5uRk6deuAFq2byWZz0XyeXwsnBqNs3bAdLlWryBRIdg62sLOzha29nfyO1OXPcTGXd37fyZCQMERFRJWagzKfhYU5qlbPCySruVZFlarOOj1rDqlgqkhBPPTc2fNITkpCj149oG04VWT5u3fHG9s3FUwJOXnGRPnrVV+nM6OS8Tpq9khfQZlmS127jomJSXIgkBgQlH8eimNuYQ47e9uHi50MPEUAKuZA15bUOeI7XYzgTk5KQUJ8Am5fu4vU9BQZVIqR9k8i/n84uzjJQcGihrKaq4ucmlN89pP6aN1UkYL4TyOax4lKnhLylGLbs4mHyoNLIip/Y0aM1dk+mE9ibW2FXv16yH6aIrWRSHFUXL1MakqqXEQfxEeJySSKBJ/2eYGnyKZRESOiRXlTU9Nk0vL8RYzmFoGkYl9y3r4njeguzNrGqlAwWVUGl0zvRE8MMEUTeEJCAiZMGv/EXIVipNjG9Rtl/4tpM6aWeizpDzH3r2hWUUwJ2aWduotERE9hxKgRen/eKttWRr9BvdG2Qyv4+jxAbHQcYmPjZP/MxISS58DOH5UulkD/oMcqaUQNX37wKYJO0R9RrG0qWz+xxljUqIrv3ccDx4fBY3LB7dJqX5UhPsNF87boN1mtmgtcXF1k8E1U5gCzSdPGeOv1t/Hzj79g6PAh6Ni5Izw8PeAopgozMEBMdDRu3byNkydOYvvW7XB0csSC7xaU+EKkXzLSM2Tey3wt2zTnhxGRlhIVDZRH1EC2bGNX5HSIwUBidqC4mDjExMQiTgSeDwPQlFIGvoiaxfi4eLmIubULEzWbIom4eD1be1sYGRoWCh7zFpG3szyINEEiNZCFuQXqNawrm7odnR2ZWo5UE2DWd6+Pzds3Yu/uvVi6ZDmWL13x2C8g8eurZasW+PCTD2RCdiY/pXznz16UzUX5U0KK5iUiIl0k+lg6OTvK5VHp6eky8IzNXx7Weorb6aX0axRdjGKiY+WiCuL72tLSAhZWlrCysoCllSUsLS3z1nKfWOftz/8u17X+tKRBfTDFf8h+A/rJJT4+AVcuX0F4eLj42QUnZ2c0b95MVuUTFSZ+ZReeElKk/hB5zohIO00cO0muV65doe6iaB3RxaxK1SpyKa5fZF7wGftYAKpsX0gRDBYEiQ8DxyJBowgkLeQgJOaWJI0c5FO5sg26dutSvqUhnXD6+BnFh6PotyTm9SUi7aWNWUI0najAESl8xCISjD8afIom8MJBZ25OTkHwaGmhCB7Fj3eO0iZN9EyjyLUV82CWn+ioGJnOI5/IJ8euE0TabfrMaeougl4RAaMYeS4W5g0mbaWXAeaAof3kkp8Hk1RHpCXKT+EhRhyKqdWIiIhIvzw5ay6RkoIDQ+Bz775im1NCEumG6VNmyIWISFl6WYNJqidqLY8eKpgSUkyjVrM2Rx8S6YIWrVqouwhEpGUYYJJKPLjvJ+epze8/1KV7R55ZIh3x0tw56i4CEeliE/nunbux7L9lSExMLP8SkVbWXp45cU6x3ciroUzKS0RERPpJ6T6YC778Fm1btMe789/HzRu3yrdUpFX8/QIQGhKmqL1s17G1uotERCr00uy5ciEiUmmA2X9gf5y5eArz330LF85fwMC+gzB88Eg5X3laKTMRkH7UXp4uNCVkQw93ObUZEekON7c6ciEiUnkNpo2NDZ6fNgX7D+/Fmg2r4VrdFe+89S7atWyPLz/7CgH+AUq/KOmOQP8ghATl9b0U2nZso9byEJHqvTH/dbkQEZVrmqK27dpg9NhRaNa8KeLi4rBqxWr06NILn3z4KbKylJveinTDmZMFfS/dG9WHg6O9WstDREREWjaKPCYmBuvXbsDK5asQEhyC3n16YdW6lTLg3L93Pz58/2N4ennK4FOTcSYf1QgKCJY1mPnasfaSSCe98dpbcv3DT9+puyhEpEsB5n0fX/z282/YuXOXbCofP2EcJkwaj6rVCuZP7TegH7zv+cDHxweajjP5qL72sn6DunDiyHEinWRnZ6vuIhCRLgaYhw4cgr9/AL774Rs54MfExKTY47r37IaUlBRVl5E0UEhwKPwfFPS7Zd9LIt31wcfvq7sIRKSLAeZzzz+HmbOfPE2YV2MvVZSJtEDhvJdu9eugiouzWstDREREWjbIZ/3a9fh54S/F3rd86YoS7yPdFBYaLmfuydeefS+JdNr773wgFyIilQaYqampSEpMKva+pKQkeT/pZ+1lbbdacKnmotbyEBERkRY1kcfHJyA2JgaxsbFISEiA34OCWishOTkFx44cR9/+fcq7nKQhIsIjcd/bV7HdvlNbtZaHiMrflwu+4GkmItUFmGtXr8VXn39daHvdY8dUr1Edg4YMLNurkk7UXtasXQPVqhdkEiAiIiJ6YoA5bPhQtGrdCtu2bJO1mFOmTilyv01lG9SqVRPGxsY8m3ogKiIK3ncL0lCx9pJIP3zx6ZdyzdHkRKSSANO5irNcatSsjqzMrCJ5L0n/nDl1XnG7ek1XuRCR7ouNjVN3EYhIF9MUOTk5lX9JSKNFR8Xg7q17im3WXhLpD87gQ0QqCzDz0w89N2US7O3tS01FJI55dd4rZX5x0h5nC9Vein6XNWpVV2t5iIiISAsDzKbNmuCF2TPRpGkTWFiYy9slEceQ7oqNicWdm3eL1F4aGBiotUxEVHF++PZHuX5j/us87UT0bAGmCBoLB466FETu2roHu7btRU5OjrqLohXOnrqA3NxcedulWhXUqlNT3UUiogrk6/uA55uIVN8Hs6RarbCwMLg3cIehoaFWnfYBQ/vJJSY6BvNmz1d3cTRafFw8bl2/rdhm7SWR/vn9z1/VXQQi0sWZfIRPPvwU58/l9cPzvueNLh27oX/vgZgy8XnWBOpJ7aWzizPq1K2t7iIRERGRLgSYt27exsULF9G6TWu5vejvxejarSt27NmGwMAgHDt6vLzLSWqQEJ+Am9duKbbbdWzDvpdEeuj3X/+QCxGRSgPMa1evFemDefLEKcx6cSa8Gnth0OCBuHn9htIvSNrj3OmLitppJ2dH1HN3U3eRiEgNLl24JBciIpX2waxkWAmJiYnytqixFP0vPTw9lH4R0j6JiUm4cfWmYrstay+J9NbipYvUXQQi0sUazJYtW2L/3gOyafzj9z9G125dFAN7rl65iuYtmpd3OamCnT99EdnZ2fK2g6M93BvW4zUgIiIi1dVg1q3nhjfemod///kXTs5O+OX3n+X+GzduIiEhAR06dVDu1UgrJCcl4/qV64pt1l4S6bfF//wr19NnTlN3UYhI19IUzZg1Qy6FeXp6YMuOzeVRLlKj82cvISsrr/bSzt4WDRrV5/Ug0mOHDhySawaYRFTueTAFMZsLZ3TRLSnJKbh66VqR2stKlZTOZkVEOmjl2hXqLgIR6WqAGRgQiP/+XQp/P39kZGYWuW/AwP4YN2FseZSPKtjFc5eRlZklb1e2rYxGng14DYiIiEj1AWZMTAyGDBgGOztbNG7aGJWNjIvcb2lpWbZXJY2UmpKKyxevKrbbdmzN2ksiwqoVq+VZmDBpPM8GEakuwDx25Bhq1qqBzds3MeDQYZfOX0FmRl7ttE1la3h4NVR3kYhIA2zasEmuGWASkUoDzLS0dJlonX3xdJe4xpcuXFFst2nfWuvmmCei8rFu01qeWiIqE6VGb3h6eeD6Nc7Wo8sun7+CjPQMedvK2gqeTRqpu0hEpCFE5QIrGIhI5TWYLlVd5IfLm/PewvARw2BtY13kficnJ1StVrVML0yaIz09HRfPX1Zst2nfCkZGz5RggIh0yKYNeenoRowaru6iEJGWUCqK2LxxCy5dvCSXDes2Pnb/zFkz8P5H75VH+agCXLlwFelp6fK2pZUlGjfz5HknIoVVK1bJNQNMIlJpgDlm7Gj06NWjxPvF6HJ1uHnjFlYsW4msrExZs8oZhcouIyMDF84V1F62bteStZdEVMSyVUt5RohI9QGmrZ2tXDSJ3wM/vP/OBxgzbrRs4p01YzY2bt0A9wbu6i6aVrl66TrSUtPkbQsLczRp7qXuIhGRhrGwsFB3EYhIy5Spo11ycjIOHzwCf39/eHg0QtPmTZGamgpXV9enLkBOTg5yc3PLPGLZuYoz1m9eC2NjY0UqpZCQUAaYZZCZmYkLZy4qtlu1a6k4n0RE+Xbv3C3X/Qf250khIqUoPQfgzu270LldVznQ558/F+HUydMyuHxu/BQZqJTV2TPnMHfOK2hY1wNjR44r9phjR4+jb89+qFuzPjq07ihnEir8izo/GLpy+SoSExPRoWP7MpdDn127fAMpKanytpm5GZq2aKzuIhGRBlr8z79yISJSaYAZFBSM1197A6/Mm4vrd65iztwX5X5Rc9mggTsO7DuAskhISMAP3/6AXr17YsiwwcUe4+PtgxlTZ2LIsCG4cvMSPv78Y3z1+dfYumVbkeNEoPvt19/in3//homJSZnKoc8yM7Nw/vQFxXarti14/oioWH8t/lMuREQqDTCPHz2O7j264flpUx5rQq3foL4cbFMWNjY2MnHv0OFDSwxqli5Zhlq1auGluXNgbW2Nvv36YNCQQVj01yLFMVs3b8X/fv8Tf//7F+zs7cpUBn134+pNJCenyNtmZqZo1rKJuotERBrKwcFBLkREKg0wMzMzYGFefCdvMcDG2ET1/fYuXriEtu3aFNknmsBFMCtmnRHr1+a+jpzsbLwy51VMmzxdNqk/aa7tmOgYxRIXGwd9lJWVhXOFai9btG4OU1NTtZaJiDTX4YOH5UJEpNJBPp6envjumx/wwPcB6rjVKTJA58ihI3j3g3ehalFRUbB3sC+yz8HRQb5mTHQ0qld3xaIlfxe5v169uqU+554d+7Bl/fbH9gf6hiIhOhn6wtfXF0mJSfK2SKjuYOcIv3uB0FY52TlaXX7Kw+uouX749ie5rlOj3hOP5XXUHbyWuiGnAr8ja7vXKFuA2bJ1SzRp0hgD+w7GsBFDERUVLQf4TJsyHWbm5ujStTMqQm5OjlwbGBigsm1l9Ozds0yP7zeoD7r2LCirqMH89N2vUMOt6mPBrK7Kzs7Gvn37i/S9dPcqPTDXdOKNU/g/NWknXkfN9de/f8i1MhlDeB11B6+lbvBT03ek0mmKRAfvBV9+I/s9JiYmwczMDP0G9MVPvywslzlqnZ2dER0VXWRfdHSMTGdkZ/90waC5hblc9Nmt67eRmJAob4uuDS1aN1N3kYhIwz1LKjoi0k9KB5hWVlb44uvP8flXn8mUQJaWlmXOXVkWrVq3xPFjJ4rsO3XiFLwae8pBKc9i19Y92LVtr2xu1yfi7z17qqDvZfOWTfU+4CaiJxPZOgSmgiMiZZW56lE0T4tR4M8aXIqmWjHYJDc3b1vcFku+yc8/h6CgICz84SdER0dj29bt2LF9J2a9+AKe1YCh/fDb4oX44vuPoU9u37yL+Lh4edvI2Agt2zRXd5GISAv8+N2PciEieuYazDOnz+Lg/oNKPUm79m3L3B+yd/e+8PfzV2w3cGsk1/ce3JHBq1tdNyxZ9i++/uJr/P2/f1ClijM++/JTDBg0oEyvQ4VqL0+eU5yOpi2awMKS078R0ZMt+H4BTxMRqSbADA0JxZnTZxTbYWHhiIyIhE1lG7i4uCAqMgoxMTGws7ND1WpVy/aqAA4de3JydtEcs3130cTq9HTu3vZGbExeWiYjI0O0btuCp5KIlPKkDB1EREoHmMNHDpOLIPpc9u89EN98/zVGjx2tGNSzZ9cefPTBJxioZbWK+tYHU8z1fuZEQe1lk+aNYWllqdYyEZH2uHzpilw3b8FBgUSkwj6Yhw4ckoNrxo4fW2TEeL8B/eQMO9u37YA20bc+mPfu+MjE8oLoftCqXUt1F4mItMiXn30pFyIilY4ij4mJhYVF8TVeFhYWiI2JVfoFSR21l2cV215NPWFtbcXLQERK++SLT3i2iEj1NZgNGrhj3559uHH9RpH9fg/8sHHDJjRo1KBsr0oVxueeL6Ii8/KJitrnNu1Ze0lEZePl5SkXIiKV1mB26NQB3Xt2w5ABw9C6bWtUq1oVkZGROHvmHNp1aKd1fTD1tfbSs4mHHKRFRFQWt2/dlutGHnnZPoiIVJZo/dc/fsGgIYOwd/c+OcLcuYoTvvvxGwwdPlTmxtQm+jLIx9fnASLCI+VtcY3admil7iIRkRb68L2P5HrDlvXqLgoR6VqAKYgBPWLRdmKQj1jEwJd5s+dDZ2svC+W99GjcSM7fTkRUVu+8/zZPGhGVX4BJ2sP/QQDCQsIL1V62VneRiEhLtWrN1g8iKuepIkk7FM572dCzAezsbdVaHiLSXmJAp1iIiJTFGkwdFBQYjOCgEMU2ay+J6Fm8Oe8tuWYfTCJSll4GmLo+yOf86YuK2/Ub1IWDo71ay0NE2u3V119RdxGISBcDzPT0dOTmAmZmpmW6T1Pp8iCfyIgoOXo8X+v27DtFRM+mc5fOPIVEpPo+mEuXLMMP3/5Q5vuo4p0/U1B7WbNWdVSt5sLLQETPJCw0TC5ERBXWRJ6ZkQETE5NnfRpSgfi4BNy5eVex3Zp5L4lIBV5+ca5csw8mEakkwAzwD4D3PW/4ePsgPj4eB/cfLHJ/ckoKtm/bgeenPa/0C1L5uXjuksx/KTi7OKNW7Zo83UT0zGbNmcWzSESqCzD37N6Lrz7/WrEtZvEpzNDQEO3at8XgoYPK9qqkcinJKbh+5aZiu037Vlo3wxIRaabefXqpuwhEpEsB5pSpkzF2/FgsW7IMUVFReP2t14vcb2lpASMj7RuIroujyC9fuIqsrCx529aushw9TkSkCvFx8XLN2cCISFmlRoempqZymf3SLNn0qit9LXVtFHlGegauXLyq2G7drhUqVWIOfSJSjenPz5Br9sEkImUpVf1obGysuB0XG4eMzMwi91tYmMPKykrpFyXVunblBtLS0uVtSytLeDRuyFNMRCozeepknk0iKhOl27f/XbQEPy/8RdFUUtjMWTPw/kfvle2VSSVEs/jFs5cU2y3bNNfKbgtEpLmGDB2s7iIQkZZRKhK5cf0Gvv5iAV55bS6atWgKI6OCGk2hWrWq5VU+eoLbN+8iKSlZ3jY1NUGT5l48Z0SkUmJCjbzPGO2ZUIOItCDAvHrlGvoN6Iu5r71c/iUipYlBSoWnhWzasgm/AIhI5SaOnSTX7INJRCoNMG1tbWFubq70k1LFuH/PF7ExsYqUUS1aNeOpJyKVGzN+DM8qEak+wGzdtjW+W/AdoqOj4eDgULZXoHIhRvWfO31Bse3V1EMO8CEiUrUxY0fzpBKR6gNM77v3YGJqij7d+6FL186wtrEucn/Hzh3Rt18faAtdyIMZ6B+EsNBweVskVG/VtqW6i0RERESkfIApkqxbWFjAoqYFHjzwe+x+t7pu0Ca6kAezcO1lg0b1ZXJ1IqLyMGbkOLlet3ENTzARqS7AHDp8qFxIM4SHhsP/QYBiu3X7VmotDxHptkGDB6i7CESkZZgwUQudKzRyvE7dWnCu4qTW8hCRbpv8PBOtE1E5BZhiUMmeXXuwcf0m+PsHyMS7ffr1xtUrVzFmHEcYVhQxavzeHW/Fdpv2rSvstYmIiIiUofSE1S+/+ArenDcflW1t4eJSBQkJCajjVgd//v4XwsPyBptQ+Tt/pmDWnqquVeFaoxpPOxGVq8kTn5cLEZFKA8wzp8/i7Jmz2H94L3746Tt07tpZ7jcxMUHb9m2xZ/depV+Qnl5SYhJuXb+t2G7TvpUcQU5EVJ46de4oFyIilTaR37l9B71690Q118dry6pVq8YazApy8fwVZGdny9sOjvaoW79ORb00EemxF2bPVHcRiEgXazCtrKwQHBRc7H0hISFwcGTy9fKWlpqGq5euFRk5ztpLIiIi0toAs0PH9rKZ/M8//kJWVpZif4B/AHbt3I1u3btBm4hE6y9Pn4cP3vwU2kIEl5kZmfK2tY0VGnq4q7tIRKQnXpg+Wy5ERCptIhdN42+/+xa++Owr/PHb/2BlaYncXGDVitWY/sI01K3HROvlKTMzSzaP5xOz9oi5x4mIKoKnlwdPNBGVT5qiGbNmoFmLZtiyaStCQ0Jh72CPgYMHolv3rmV7RSqzm9duIjUlVd42MzdD46aePItEVGFenfcKzzYRqT7AvO/ji7S0NLRq3UouVHHEfOmFUxO1aNUMxibGvARERESk3QHmkcNHZK0lm0kq3t3b95AQnyBvGxsbo1nLJmooBRHps1dffk2uf/7tJ3UXhYh0qg9mtapykA9VLDF70rlTFxTbTZp7wdzCnJeBiCpUcSnqiIieeRR59549EODvL6eJFE22VDEe3PdDVGS0vF2pUiW0bNOcp56IKtzb786XCxGRSmswN67fiJDgELzx2pt4d/57sLe3L3L/xOcmYO5rLyv9oqSc86cvKm438moIaxtrnjoiIiLSjQDT08sTL778Yon3N2veTJVlIgDBQSEICixIbt+6XUueFyJSi7fffEeuv/l+Aa8AEakuwGzk0RANGzWEmZmpcs9KKq29rOdeV04NSUSkDhYWFjzxRKT6AHP5f8sRHh6B9z96r2zPTk9F9Lu87+2r2G7TnqmhiEh9Pv7sI55+IlL9IB9bOzvExMTy1FaQ82cKai9r1KqOqq4uPPdERESkWwFml66dcfbMWQQGBpV/ifScyHl55+ZdxTZrL4lI3T758FO5EBGptIn8zp27MDMzQ5/ufdGhY3s4OjkWub9L1y4YOHiA0i9KJbtw9rIiFZRzFSfUqlOTp4uI1Co9PZ1XgIhUH2DGx8XDwdFBLknJyXIpzKtxDLTJrq17sGvbXo3L6ZmSkorrV24Uqb00MDBQa5mIiL7+9iueBCJSfYA5eOggueiKAUP7ySUmOgbzZmtO8uDLF64gKytL3ra1q4z6Deupu0hERERE5dMHk8pfRkYGrly4WiTvpZi9h4hI3b7+coFciIhUWoN538cXN2/eLPH+unXrwtPLQ+kXpceJpvG0tLx+TpaWFvBo3IiniYg0QnhYuLqLQES6GGAePHAQX33+dYn3z5w1gwHmM8jOzpaDe/K1aNMcRkZKXRoionL3068LeZaJqEyUimJemD1TLoUlJydj9849+Oevf/DG/DfK9qpUxO0bd5CUmCRvm5qaoGmLxjxDREREpLWeupOfpaUlRo0ZCa/GjbF3z17VlkqP5Obm4lyhaSGbtmwCU1NOyUlEmuOnH3+WCxGRsp65HbZGzerwvV8wrSGVjc+9+4h9OEuSoaEhWrRqxlNIRBrl9q3b6i4CEelTgBkfn4D9ew9g/MRxqiuR3tVeXlBsezX1gKWVpVrLRET0qL8W/cmTQkSqDzDXr92Af/5aVGSfyNcYEhwiZ/UZMmxw2V6VpED/IISF5I3OFAnVW7VtyTNDRERE+hFg1nGrjT59exfZZ2hkiOrVq2PAoP6yPyaVXeHaywaN6svk6kREmubPP/6S69lzZqm7KESkSwFmq9at5EKqEx4WAf8HAYrt1u15folIM50+dUauGWASkUoCzMjISESER8KlahU4ODg81v8yKDAI9vZ2qFqtqtIvSI/XXtZ2qwXnKk48NUSkkZauWKLuIhCRLgWYL86cA0MjI/y7tGj/S8Hc3Ay//PQLvO964+CxA7IPISlHjBr3vuOj2G7D2ksiIiLShzyYd27fwZ3bd/HHX78V28fSxMQEC3/5EckpKTh14lR5l1OnXDhzSY4gF6q6uqB6TVd1F4mIqERLlyyTCxHRMweY9+55o3vPbo81jRdmYWGBgYMG4O7de0q/oL5LSkrGzeu3i9ResvaXiDTZzh275EJE9MxN5DHRMbC3t3/iE4hjoqOioQ43btxERnqGnPnG08sD2uDSucty7nHB3sEedeu7qbtIRESlWrdxDc8QEakmwHRycsL+vfuf+ATe3t5o0bIF1OGXhb8iOCgYSUlJOHryMDRdWlo6rl66rthu074lay+JiIhIf5rI23VoiwsXLuLC+YLRzo/y8fbB3t370KlzJ6jD34v/xKIlf0NbXL10DRkZGfK2tY0VGno2UHeRiIieaN2adXIhInrmAFP0vXx+2hRMfW4aFv29GOFheTPOCNHR0Vi1YjXGjhwvZ/GpW+/pmnnv3rmLhT/8hBXLVhZ7v5gtaPvWHfIY8XoJCQnQVpmZWbh0/opiu1WbFnLucSIiTbduzXq5EBGpJE3R/HfeQnpaOr76/Gt88emXMDUzhQEMkJaWJu8fMWoEPvvyMzxNU/HkCZMRGxsngywrK0tMmjyxyDGZmZl4bvwUhIWGom//vtiwbiN+/+V3bNy6AS5VXaBtbl2/hZTkFHnbzNwMjZt5qbtIRERKWbWu+EoAIqKnCjBF8PfJ5x9jytTJOLDvIPz9/WV6HdfqrujRszsaNmqIpyFSZr4x/w20bdcG7739Pu4VMwpdzH9+7eo1HDlxCM5VnGXT8pABQ/Hj9wvx7Q/fQJvk5OTg/JlLiu3mrZrC2MRYrWUiIlKWSEtHRFQOc5HXwczZM6AqYtS3CC5Ls2f3XnTu2kkGl/kfcEOGDcFf//tbEWCKPqB+D/zlSPJLFy/D1bUaqrhUKfE5U1NSkZqaqtiOi41DRbh32xvxcfHytpGxEZq3bFohr0tEpApbt2yT66HDhvCEEpHqAkx1eOD7AAMG9i+yr3btWjJQE31ARR9R0XfzyuWrMqj87OPPMfn55zBi1PASn3PPjn3Ysn77Y/sDfUOREJ2M8uLnEyBHi4va39q1aiM8KKrcXksf5WTnwO9eoLqLQc+I11Fz/fO/xXLd1KP5E4/lddQdvJa6IacCvyNru9fQ/AAzNSUFVlZWRfZZ21jLdUpKKkT+d9F8Xxb9BvVB156di9RgfvruV6jhVlXmpCzPE96xeztcPHcZLdo0h83Dv4NUQ7xxCv+nJu3E66i5Vq5bLteVK9s88VheR93Ba6kb/NT0HamxAaaFpSUSExOL7EuIz9u2tLR4quc0tzCXizqI4Lhbry5qeW0iomehTGBJRKRUmiJ1q1evLnzv+xbZJ7bFzEHKzDBERESqsW/vfrkQEWl9DeaAQQPwwbsfIjAwCDVqVJeDczZv2oIBg4r2y3wau7buwa5te+XobiIiKt3f/8ub0KJP3948VUSk2QHm33/+g5iYGDlIJzYmFgu++kaRe7NSpUoYPnIY9uzag9HDxqB7z+64fCkvzc+8N1975tceMLSfXMR86/Nmz3/m5yMi0mV//PW7uotARFpGbQGmpaWlnKln0JCBRfaL0db5OTj/WfI3jh45JtMRdejYHr379JJJyomIqOLkp4sjItL4AHPicxOeeIwINrt17yoXIiJSj2NHj8t1l64FWTiIiLSyD2Z5Yh9MIiLl/bLwF7lmgElEytLLAJN9MImIlPfjzz/wdBFRmehlgElERMqrWasmTxcR6UYeTCIi0gznz52XCxGRsvSyBpN9MImIlPfNV9/K9YYt63naiEgpehlgsg8mEZHyvlzwBU8XEZWJXgaYRESkvAYNG/B0EVGZsA8mERGV6vq163IhIlIWazCJiKhUn370mVyzDyYRKUsvA0wO8iEiUt6Hn3zA00VEZaKXASYH+RARKa9ps6Y8XURUJuyDSUREpfLx9pELEZGy9LIGk4iIlPfOW+/KNftgEpGyGGASEVGp3nz7TZ4hIioTBphERFSqdu3b8gwRUZmwDyYREZUqMDBILkREytLLGkymKSIiUt68ufPkmn0wiUhZehlgMk0REZHyXn71ZZ4uIioTvQwwiYhIed26d+XpIqIyYR9MIiIqVVRUlFyIiJTFGkwiIirV7BkvyjX7YBKRshhgEhFRqWa8MJ1niIjKhAEmERGVqt+AfjxDRFQmehlgMk0REZHykpKS5NrKyoqnjYiUopcBJtMUEREp7/lJU+WafTCJSFl6GWASEZHyJj43kaeLiMqEASYREZVq+MhhPENEVCbMg0lERKXKysqSCxGRsliDSUREpRo3arxcsw8mESmLASYREZVqxKgRPENEVCYMMImIqFQTJuXVYBIRKYt9MImIiIhIpRhgEhFRqcaPnigXIiJl6WUTOWfyISJSXu++vXi6iKhM9DLA5Ew+RETKmzYjbyYfIiJlsYmciIiIiFSKASYREZVq2uTpciEiUpZeNpETEZHyWrVpxdNFRGXCAJOIiEo15+UXeYaIqEzYRE5EREREKsUAk4iISvXSrJflQkSkLDaRExFRqerWq8szRERlwgCTiIhK9fpb83iGiKhM2ERORERERCrFAJOIiEr1+qtvyoWISFlsIiciolI5OjrwDBFRmTDAJCKiUr334bs8Q0RUJnoZYO7auge7tu1FTk6OuotCREREpHP0MsAcMLSfXGKiYzBv9nx1F4eISKO9/84Hcv3lgi/UXRQi0hJ6GWASEZHyKlXieFAiKhsGmEREVKrPv/qMZ4iIyoQ/S4mIiIhIpRhgEhFRqT7/5Au5EBEpi03kRERUqoSEBJ4hIioTBphERFSq7378lmeIiMqETeREREREpFIMMImIqFTff/ODXIiIlMUmciIiKpWfnz/PEBGVCQNMIiIq1W//+4VniIjKhE3kRERERKRSDDCJiKhUv/38u1yIiJTFJnIiIirVlStXeYaIqEwYYBIRUakWLfmbZ4iI9CfAzM7Oxt7dexEdHYPuPbujenVXdReJiIiISO9pdR/MN157E4v/WYJbN29j+OARCAoKVneRiIh0zqK/FsmFiEjnazBDQ0Jx4tgJnDp/EiYmJnD81gGrV6zGW++8qe6iERHplCOHj8r1jFkz1F0UItISagswY2NisWHdRuzcsQv16tfF9wu/e+yYAP8A/PLTr/Dxvo8qLs6YNmMa2rZrI+974PsADRs1lMGl0Kx5U6xft6HC/w4iIl23Ys1ydReBiLSMWprIk5KS0K/3AISFhcHe3g5+D/weOyYqKgojho5Camoa5r/zJurXr49J457DhfMX5P25ubkwMDBQHC9ui31EREREpIc1mBYWFjh68gjMzEzx3tvvIyEh4bFjlv67DEaGRvj5t4UwMjJCh04dcOvmLfz84y9YvnoZatWpjTt37iIrK0vef+3addRxq6OOP4eISKetWLZSridNnqjuohCRllBLgFmpUiUZXJbm5IlT6Ny1kwwe8/Xo1QOfffy5DCrFiPFWrVriufFT0LBRA2zfuh0bt5beRJ6akorU1FTFdkxUjFzHxcY9899E6hMfn4CY6LxrSdqL11Fzbd20Va4HDOz/xGN5HXUHr6VuiK/g78jKtpVhaGiouYN8xCCe9h3aFdlXxaUKMjIyEB0VLW//8sfP2L51B2Kio7F+8zrUql2r1Ofcs2Mftqzf/tj+T9/9SuXlJyLSFRbGNnI9b/Z8dReFiDTcwj+/hb2DveYGmJlZmTAxzRvAky9/QE9mVpZcGxsbY8So4Uo/Z79BfdC1Z2fFtghWY6Nj4ejsBENDrc7YpLdE7bP4gfDx1+/B1s5W3cWhp8TrqBt4HXUHr6VuiFPDd6SowRQ0NsC0s7ND7CNN13GxsQ/ve7qTZG5hLpfCXKq6PEMpSVOIN474xUTajddRN/A66g5eS91gq4bvSI2ttmvc2AtXLxed//bSxctwc6sDS0tLtZWLiIiIiLQ0wBw3cSyuXrmKA/sOyu37Pr7Ysnkrxk0cp+6iEREREVEp1NZEPuP5mQgODkFYaBjS09PRv/dAuX/Hnm1y9FGbtm3w8WcfYe6cV2SuzMjIKIwcPRLTZ05TV5FJA5mbm2PY6MFyTdqL11E38DrqDl5L3WCuxu9Ig1w1ZSf38fZBenrGY/s9vTyKbIu0QsFBwXB0dOQgDiIiIiItoLYAk4iIiIh0k8b2wSQiIiIi7cQAk4iIiIhUigEmEREREakUA0zSaP/9uxRdOnSDR30vDB88EhcvXCr1+ISEBCxdsgx9evRD3Zr1ceb02QorK5Xs8MHDMlNEo3qe6NWtD7ZuzpvbuiQPfB/gnbfeRce2ndHcqyUmjp2EC+cv8BSrmfc9b3ktPN0bo32rjlj4w0/Iyckp8fjMzEysXrkGQwYMhVeDJujWsTu+/fo7mTmE1CcmJgavvvwamng0k++v+W+8jcTERKUem5ycjJ5de8vP11s3b5d7WalkWVlZ+Obrb9G2ZXv5/poyaSr8HviV8ghgwpiJ8toVXl6aPRflgQEmaax1a9djwZff4P2P3sPRU4fRslULTJ4wBSHBISU+5u///SMzFLz34bvIzs4Gx7Cp343rN/DC9NkYPnIYTpw9hhkvTMfrr76J48eOl/iY77/5AS1aNseaDatx8Nh+eHh6YNK4yfLaknqIAGTiuOdQxcUFh44dwA8/fy9/AP7+yx8lPubE8ZPymn397dc4c/EUvlv4LTZt2IwvP/uqQstORb34wkvw9wvAtp1bsG7TGly5fFW+J5Xx4bsfoWbNGvx81QDfffM91q/dgD/+/A0HjuyDhbk5Jo2fjLTUtBIfk52Tg9lzZuGu723F8usfP5dPAcUociJN1LNr79wP3/tIsZ2Tk5PbpkW73G+++vaJjw0JDsmtVa1O7qmTp8u5lPQk8+a+njt04PAi+6ZNnp47adxzZTp5LRq3yv3jt//xhKvJsiXLchvW9chNSUlR7Pv1p99ym3o0z83MzFT6eT7+4JPc/r0HllMp6UkuX7oiPxuvXrmq2Hfk8FG5777P/VIfu37thtzB/YfkXrmc9xw3rt/kCVeT1JRU+X7879+lin0x0TG5dWvWz92wbmOJjxszclzudwu+r5AysgaTNFJ8XLys+WjfoZ1in4GBgdy+eLH0ZnLSLBcuXET7jgXXUejQqYOc+lVZIh9uWloarDhNrFqvY9NmTYskbBbXMS4uDvd97j/x8aIpXTSpHjxwCP369y3n0lJJRFcTKysrNGnaRLFPfK6Kz9fSuiD53vfFgi8X4KdfF8LIyJgnWM1u3rwlPxcLf0fa2duhkUdDXLxwsdTHLlu6XHZX6tqxOz7+4BP5fVseGGCSRoqIiJBrB0eHIvvt7e0RGRGpplLR04gIj4CDQ9Hr6OBgL/tyiUUZ3y34HoZGhug3sB8vgppEhEc+9n4U11F40nuyR5desq/XgD4D5Sxtc197uVzLSiUT18r+4XXLZ2JiAmsba0RGFn8dRZ/ZuXNexetvvQ63um48vRogsqTvSAcHOfNhSZo2bYI///4DZy6exg8/fYczp89g2pQZpfalfloMMEmrVKpUSfTrUHcx6BkZiOuY10Xniccu/285li9dgZ9/+wlOTk4895r2fhTXEaVfx/2H9+LmvetYtW6l/EJ7/50PKqiEpKxKBpVKfD+KgVnVXKthwqTxPKEarpKBQamfq2J8gmh5qFzZBq1at8IPP/8gazzPn1P9IEoGmKSR8gOJmOiYIvujo6Lh6OSoplLR0xDXq7jraGFhAcsnNHmLEciff/olfv3fL+jeoxsvgBo5Ojk8dh2joqLz7nMs/T1paGgor3eHju3x6uuvYM2qtUhL40hydRDXKjYm5rHR/vHx8XAq4bP13NlzOLj/oGLUscgKIIi1soODSLXyvwcf+2yNji7xOhanYcMGsnuE34MHKi4hA0zSULZ2tnBzq4MzZ84p9olfZSLtUItWLdRaNiobMfr/bKHrKJw6eRrNWzSTH2wlEUGI6B/0y+8/sc+eBmjZqiWuXrlaJDA8dfIUbCrboF79eko/T052Tt51Z0uEWojPz8TEJNy4cVOxT9Qqi8/XFq1aFvuYLTs2496DO4pRx1t2bHq4fxO+X/hthZWdCnh6ecLMzKxIKj7Rl/L2rTto0bJFmVKPiWvv7OwMVWMNJmmsGbNmYN3qdTh65JjMbylS14gBBROfm6g45t3578v8iqS5pk6fKgMTkZ80KSkJWzZtwZFDR2S6onyrVqyWNSP5+RFFiqqP3v84L7gcwH6XmmD4yOGwsDDHpx99irjYODlIa/Hf/+L5qVNgbJw36EMM4imcf/anH3/Gjm07Zd5FkTrl1IlT+GXhLxgwqD/MzM3U/BfpJ5H+S/xY+OyjzxAaEorAgEB8/cU36NajK+rVq6s4zt2tIRb9tUhRA21kZKRYKlUylPvFOr+bBFUsc3NzTHxugkwTJn4sxMbE4sP3P5I11AMHD1AcN3bUeEWey7t37sof7T4+95GRkSFTyL05bz7qu9dHpy6dVF5GI5U/I5GKiP4+IrB86/X5sknVvYE7liz/FzVqVFcck5OTLfOx5du4fpNMGpxPJIUWtSWvzJuLV+e9wmujBs2aN8Vvf/4q+3F9+tFnsi/XV998ge49uyuOER3M8/KW5m3/svBX+QH4aAJg8X/i868+q+g/gQDZZ2vZqmX48L2P0KpZG1hbW2PM+NGyyTufqAkpnH92zNjRMsj89OPP5HvZ1dUVEyZNKPLjgiqW+Dz8c9Ef8jp279xTbvfu2wuff1n0fZWdlY0c1jJrtHfef1t+dorvuZTkFFk7vXz1UtkdJV92VhZyHn5HipaGRh6N8PLsufD19YWToyO69eiG19+ap/iRqEoGIleRyp+VqIKIN5f4Lyx+YRf+gnuU+JXNX9qaK/+6idoRoaQk+byO2jG7iHg/ltb9gTSfeA+K91tJ11Fc5/z3K2n2dTQwMFDL9x8DTCIiIiJSKXaeICIiIiKVYoBJRERERCrFAJOIiIiIVIoBJhERERGpFANMIiIiIlIpBphEREREpFIMMImIiIhIpRhgEhEREZFKMcAkIiqjlJQUOVdz/tKwrgc6t++KN157CyHBIYrjwkLD5P1nz5yrkHN8YN9B9OrWR86ycv3adfna+/buL/ZYUbZG9TzlHPEREZFo2aQ1fO/7Vkg5iUj3McAkIiojMY1lRnoG3pz/Bq7duorLNy7iz3/+hzu37+D556bJAK/wcWJK0/ImXvOLT7/ArBdfkFP4NW7SGLVq1cL6tRuKPX7jhk3yMQMHD4CzsxOGDh+Cr75YUO7lJCL9wACTiOgpiTm3zcxMYW5uDk8vD8x99SXcu3sP3ve85f1Vq1XFnfu30bZdm3I/x7t37kFMbCwGDx2s2Dd67CgcOXQE0dHRjx2/cf0mdO/ZHY6OjnJ74nMTcXD/Qdz3YS0mET07BphERCpiaGQk19nZ2Ypm6CYeTXH+3AXF/vxm9QZ1G8lm9ddffVMel08c8+N3C9Gjc0809WyOoYOGY+vmrU987fXrNqBX714y4M03fOQwWYu6ZVPRx1+8cEk2h4sANF/dem5o0LAB1q9br4IzQUT6jgEmEZEKBAcH4+///Q33Bu5o5NGo2CZyUeMpmtTFcuXGJfy7dBHi4+LwwvRZimP++3cpVq1cje9+/BbHTh3Fl19/jiOHjiIoKLjE187MzMT5s+fRslWLIvudnJzQrXtXbFi3sch+se3o6IDuPboV2d+qdUucPH6S/x+I6JkxwCQiekpff7FA1kbWr90AHdt0RkhIKBb+8qMMJEsiahjzm9Xru9fHV998iWtXr8PH20fe/8D3AerXr4+WrVuicmUbeDX2wsJff0T16q4lPmdoSChSU1NRo2aNx+4bNXYUbt+6jZs3bsnttLR07NyxE8NHDpd9NQurWasmfLzv8/8DET0zBphERE9p/rtvydrI63eu4dS5E+jXvy/GjRonB/uUZMumLRg5dDRaNWuT10zeoavcHxQYJNci8BMjwMeMHIe//vc3Ll+68sRBQgkJCXJtZWX12H09e/WAg4MDNq7Pq8Xct3cfEuITijSP57O2tpaBakZGRhnPBBFRUQwwiYiecZCPWKq5VsMHH7+PSoaGWLL4vxLTCM1/4x2MGjMS23dtxeXrF3HizHF5X+bDkeeimfv46aMYM3a07Cc5a8Zs9Os1oEg/zeICQyE5Oemx+4yNjeUI8a2bt8mmdNE83rRZE9mU/6jkpCSYmZnBxMSE/yeI6JkwwCQiUhEDAwMYVjJEenp6sfefPnUajTwbYfzEcXKEuYWFBW7dzGu6LszO3k4God98vwDHTh5BTEwM1q5ZV+LriucSgWFgQF4t6KNEbaUYSb5m1VrZx3LUmMdrLwXRz7OOWx2l/14iopIwwCQiUoGkpCT89OPPMhgUTeXFEcGb911vXDh/QY4WF83fH3/wSZFjPv/kC2zeuAWRkZGyafz69etISkxCjRqP96/MJ2ocxQCdSxcvFXu/GHQk+nJ+8dmXMDI2wpBhQ4o97uKFi+jQsX2Z/m4iouIwwCQiesZBPmJp3aytbAL/+beF6DegX7HHi5pLUTM5dfJ0OTDo1Zdfw9Tpzxc5ZtLkiThx/CT69xqABm6N5OxAr77+CkaMGl5qWUaOHomD+w+V2H9S1GKmp6WjT9/ecvDQowIDAnHj+k35PEREz8ogV+TRICKiMhGjsRUfpAaAqalpiceZmBijUqWiv+dF7WT+vpKOER/PotldGSKw7N6pB+a/Nx9Di6mhFM+Vnp4BY2OjYke5f/v1d7h29RpWrFmu1OsREZWGASYRkY7YvnUHFv7wE/Yf3ltqqqRHif6Z3Tv3xLqNa9CwUcNyLSMR6QcGmEREOkTUhpqamihd85lfmyrmJefocSJSFQaYRERERKRSHORDRERERCrFAJOIiIiIVIoBJhERERFBlf4P35WjqsuqmM8AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 770x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pop = PolarOpticalPhonon(energy=0.036, eps_static=12.9, eps_inf=10.89)\n",
    "VP = V[V >= 0.15]\n",
    "J_pop = np.array(\n",
    "    [\n",
    "        coh.solve_phonon_current(\n",
    "            grid(coh, tf[\"potential\"][i], V[i], T), tf[\"potential\"][i], MU, MU - V[i], T, pop\n",
    "        )[\"current_density\"]\n",
    "        for i in np.flatnonzero(V >= 0.15)\n",
    "    ]\n",
    ")\n",
    "Jc = J_coh[V >= 0.15]\n",
    "kp = int(np.argmax(J_pop))\n",
    "print(\n",
    "    f\"with POP: peak {J_pop[kp]:.0f} A/cm^2 at {VP[kp]:.3f} V ({J_pop[kp] / J_coh[k] - 1:+.0%} against \"\n",
    "    \"the coherent \"\n",
    "    f\"peak), valley {J_pop[kp:].min():.0f} A/cm^2 at {VP[kp + np.argmin(J_pop[kp:])]:.3f} V, \"\n",
    "    f\"PVR {J_pop[kp] / J_pop[kp:].min():.0f}\"\n",
    ")\n",
    "excess = J_pop - Jc\n",
    "after = VP > V[k] + 0.05  # beyond the coherent peak\n",
    "ke = int(np.flatnonzero(after)[np.argmax(excess[after])])\n",
    "kr = int(np.flatnonzero(after)[np.argmax((J_pop / Jc)[after])])\n",
    "print(\n",
    "    f\"beyond the peak: largest phonon-assisted excess {excess[ke]:.0f} A/cm^2 at {VP[ke]:.3f} V; \"\n",
    "    f\"largest ratio J_POP / J_coh = {J_pop[kr] / Jc[kr]:.2f} at {VP[kr]:.3f} V\"\n",
    ")\n",
    "\n",
    "RES = (0.0066, 0.0066, \"exponential\", (-1, 0))\n",
    "wmid = 70 * ML + 18 * ML + 14 * ML + 9 * ML\n",
    "\n",
    "\n",
    "def c1(u):\n",
    "    r = nemo.resonances(rtd, potential=u, emax=0.3, reservoir=RES)\n",
    "    m = abs(r[\"x0\"] - wmid) < 2.0\n",
    "    return r[\"energy\"][m][0] if m.any() else np.nan\n",
    "\n",
    "\n",
    "C1 = np.array([c1(u) for u in tf[\"potential\"]])\n",
    "v_echo = np.interp(-(C1[k] - 0.036), -C1, V)\n",
    "print(f\"C1 at the coherent peak ({V[k]:.3f} V): {C1[k] * 1e3:.1f} meV; C1 is 36 meV lower at {v_echo:.3f} V\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7, 4))\n",
    "ax.semilogy(V[1:], J_coh[1:], color=style.CONTEXT, lw=2, label=\"coherent\")\n",
    "ax.semilogy(VP, J_pop, \"o-\", ms=3, color=style.OPEN_NEMO, lw=2, label=\"polar optical phonons\")\n",
    "ax.axvline(v_echo, color=style.REFERENCE, ls=\":\", lw=1)\n",
    "ax.text(v_echo + 0.005, 2 * J_coh[kv], \"C1 one phonon\\nenergy lower\", fontsize=8)\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm$^2$)\", title=f\"{T} K\", ylim=(1, None))\n",
    "ax.legend(fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "87763297",
   "metadata": {},
   "source": [
    "The phonons lower the peak by 6 % and move it to 0.175 V, and add a phonon-assisted current in the valley. Its\n",
    "excess over the coherent current is largest at 0.325 V, just beyond the bias (0.291 V) at which C1 has dropped by\n",
    "one phonon energy below its position at the coherent peak: that is the echo of the main peak, the electrons now\n",
    "entering the well by emitting an LO phonon. In the valley the phonons raise the current by up to a factor of 2.5 (at 0.350 V)\n",
    "and lower the PVR from 38 to 16. With 4 nm Al$_{0.3}$Ga$_{0.7}$As barriers the coherent valley is already high\n",
    "(electrons pass over and through the thin, low barriers), so the echo shows as a shoulder rather than a separate\n",
    "peak; in the lecture's AlAs devices at 4 K, where the coherent valley current is many orders of magnitude lower,\n",
    "it appears as a clear replica.\n",
    "\n",
    "## 4. Interface roughness: why the I–V becomes asymmetric\n",
    "\n",
    "A grown interface is not flat. NEMO models a rough interface as one monolayer in which islands of the two\n",
    "materials alternate, with island fraction $x$ (here 0.5) and an exponential autocorrelation of length $\\Lambda$;\n",
    "its average potential $x\\,\\Delta E_c$ belongs to the device Hamiltonian, and the fluctuation scatters electrons\n",
    "elastically between transverse momenta with a strength $x(1-x)\\,\\Delta E_c^2$. The scattering rate on an\n",
    "interface is proportional to the density of states there. Under bias, the resonant state in the well is pushed\n",
    "against the collector-side interface (the lower potential), so a rough interface on that side scatters strongly,\n",
    "and the same interface on the emitter side scatters weakly. In the experiment the roughness is not the same on\n",
    "both sides of the well: the interface grown on top of the barrier is usually rougher, as STM images of the\n",
    "Texas Instruments/University of Illinois devices showed. Reversing the bias exchanges the roles.\n",
    "\n",
    "The two devices below have one rough monolayer, at the emitter-side or at the collector-side interface of the\n",
    "well, with $\\Lambda = 10$ nm. Since the structure is otherwise symmetric, the device with the rough monolayer on the\n",
    "collector side in forward bias is the same as the device with it on the emitter side in reverse bias. Each is\n",
    "compared with its own coherent current (the same structure with the scattering switched off)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9a4b94da",
   "metadata": {},
   "source": [
    "![Slide 6: why interface roughness makes the I–V asymmetric](attachment:slide_006.png)\n",
    "\n",
    "*Slide 6. The scattering rate is proportional to the density of states at the scattering interface. The applied bias\n",
    "tilts the density of states toward the lower potential: weak scattering when the rough interface is on the\n",
    "emitter side, strong scattering when it is on the collector side. Left: InP/InGaAs device cross-section and the\n",
    "asymmetric I–V at 77 K.*"
   ],
   "attachments": {
    "slide_006.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a87e2e39",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:12:41.646235Z",
     "iopub.status.busy": "2026-10-24T23:12:41.646163Z",
     "iopub.status.idle": "2026-10-24T23:12:47.727394Z",
     "shell.execute_reply": "2026-10-24T23:12:47.726944Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rough emitter   side (site 102): C1 weight on the rough monolayer at 0.200 V = 0.27 of its maximum\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rough collector side (site 119): C1 weight on the rough monolayer at 0.200 V = 0.37 of its maximum\n",
      "rough emitter  : J_IR / J_coh at 0.025 V 1.11, at the peak (0.200 V) 1.00, beyond the peak up to 1.04 at 0.425 V\n",
      "rough collector: J_IR / J_coh at 0.025 V 1.11, at the peak (0.200 V) 0.99, beyond the peak up to 1.26 at 0.375 V\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ir = {}\n",
    "for side in (\"emitter\", \"collector\"):\n",
    "    dev = make_rtd(side)\n",
    "    site = int(np.flatnonzero(np.isclose(dev.band_edge, OFFSET / 2))[0])\n",
    "    tfd = nemo.thomas_fermi_iv(dev, V, T)\n",
    "    t0 = RoughnessTransport(dev, [], k_max=0.5, num_k=12)\n",
    "    t1 = RoughnessTransport(\n",
    "        dev, [InterfaceRoughness(site, correlation_length=10.0, offset=OFFSET)], k_max=0.5, num_k=12\n",
    "    )\n",
    "    j0, j1 = [], []\n",
    "    for v, u in zip(V, tfd[\"potential\"]):\n",
    "        e = grid(t1, u, v, T)\n",
    "        j0.append(t0.solve(e, u, MU, MU - v, T)[\"current_density\"])\n",
    "        j1.append(t1.solve(e, u, MU, MU - v, T)[\"current_density\"])\n",
    "    ir[side] = dict(dev=dev, site=site, tf=tfd, j0=np.array(j0), j1=np.array(j1), t1=t1)\n",
    "    r = nemo.resonances(dev, potential=tfd[\"potential\"][k], emax=0.3, reservoir=RES)\n",
    "    m = int(np.argmin(abs(r[\"x0\"] - wmid)))\n",
    "    print(\n",
    "        f\"rough {side:9s} side (site {site}): C1 weight on the rough monolayer at {V[k]:.3f} V = \"\n",
    "        f\"{r['density'][m][site] / r['density'][m].max():.2f} of its maximum\"\n",
    "    )\n",
    "\n",
    "for side, d in ir.items():\n",
    "    ratio = d[\"j1\"][1:] / d[\"j0\"][1:]\n",
    "    beyond = V[1:] > V[k]\n",
    "    print(\n",
    "        f\"rough {side:9s}: J_IR / J_coh at {V[1]:.3f} V {ratio[0]:.2f}, at the peak ({V[k]:.3f} V) \"\n",
    "        f\"{ratio[k - 1]:.2f}, \"\n",
    "        f\"beyond the peak up to {ratio[beyond].max():.2f} at {V[1:][beyond][np.argmax(ratio[beyond])]:.3f} V\"\n",
    "    )\n",
    "\n",
    "fig, axs = plt.subplots(1, 2, figsize=(11, 4))\n",
    "for side, c, lab in (\n",
    "    (\"emitter\", style.REFERENCE, \"rough interface on the emitter side (reverse)\"),\n",
    "    (\"collector\", style.OPEN_NEMO, \"rough interface on the collector side (forward)\"),\n",
    "):\n",
    "    d = ir[side]\n",
    "    axs[0].semilogy(V[1:], d[\"j1\"][1:], color=c, lw=2, label=lab)\n",
    "    axs[0].semilogy(V[1:], d[\"j0\"][1:], color=c, lw=1, ls=\":\")\n",
    "    axs[1].plot(V[1:], d[\"j1\"][1:] / d[\"j0\"][1:], color=c, lw=2, label=lab)\n",
    "axs[0].set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm$^2$)\", title=\"dotted: same device, coherent\")\n",
    "axs[1].axhline(1, color=style.CONTEXT, lw=0.8)\n",
    "axs[1].set(xlabel=\"Bias (V)\", ylabel=\"J with roughness / J coherent\")\n",
    "axs[1].legend(fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b8747d00",
   "metadata": {},
   "source": [
    "The asymmetry follows the density-of-states argument. At low bias both rough interfaces raise the current by\n",
    "about 10 %, and near the peak they lower it by one or two per cent (the scattering broadens the resonance);\n",
    "beyond the peak the collector-side roughness raises the current by up to 26 %, the emitter-side roughness by at\n",
    "most 4 %. At the peak the resonant state has 0.37 of its maximum weight on the collector-side monolayer and only\n",
    "0.27 on the emitter-side one. Measured in forward and reverse bias, the same rough interface would thus produce an\n",
    "asymmetric I–V, as on the slide.\n",
    "\n",
    "## 5. Alloy disorder and the effective mass: weak effects\n",
    "\n",
    "The barrier alloy Al$_x$Ga$_{1-x}$As is random. Each cation site carries a potential fluctuation of $(1-x)\\Delta$ or\n",
    "$-x\\Delta$ around the virtual-crystal value, with $\\Delta \\approx 1.08$ eV the GaAs/AlAs $\\Gamma$ offset; these are\n",
    "uncorrelated from site to site (`ShortRangeScattering.alloy`). In the resonator picture this is disorder in the\n",
    "mirrors, which spreads out the resonator spectrum. It is computed here at three biases because each costs about\n",
    "a second."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "fa19a597",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:12:47.728462Z",
     "iopub.status.busy": "2026-10-24T23:12:47.728370Z",
     "iopub.status.idle": "2026-10-24T23:12:53.204457Z",
     "shell.execute_reply": "2026-10-24T23:12:53.204115Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.200 V: coherent   16064 A/cm^2, with alloy disorder   16135 A/cm^2 (+0.4%)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.375 V: coherent     423 A/cm^2, with alloy disorder     465 A/cm^2 (+10.0%)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.500 V: coherent    1235 A/cm^2, with alloy disorder    1295 A/cm^2 (+4.8%)\n"
     ]
    }
   ],
   "source": [
    "barrier_sites = np.flatnonzero(rtd.band_edge > OFFSET - 1e-6)\n",
    "alloy = ShortRangeScattering.alloy(barrier_sites, fraction=x_al, offset=OFFSET / x_al, lattice_constant=0.565)\n",
    "tra = RoughnessTransport(rtd, [], k_max=0.5, num_k=12, scatterers=[alloy])\n",
    "for i in (k, kv, len(V) - 1):\n",
    "    u = tf[\"potential\"][i]\n",
    "    ja = tra.solve(grid(tra, u, V[i], T), u, MU, MU - V[i], T)[\"current_density\"]\n",
    "    print(\n",
    "        f\"{V[i]:.3f} V: coherent {J_coh[i]:7.0f} A/cm^2, with alloy disorder {ja:7.0f} A/cm^2 \"\n",
    "        f\"({ja / J_coh[i] - 1:+.1%})\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e0e7492f",
   "metadata": {},
   "source": [
    "Alloy scattering changes the peak by well under one per cent and the valley by about ten per cent: a weak effect\n",
    "in GaAs/AlGaAs, as the lecture states. The same holds for the variation of the transverse effective mass between\n",
    "the materials (non-linear media in the optical analogy, which disperse the carriers in the transverse plane): it is\n",
    "already included here through the local mass of each layer and is weak in nearly parabolic GaAs at low\n",
    "temperature.\n",
    "\n",
    "## 6. Low temperature against room temperature\n",
    "\n",
    "At low temperature, coherent transport in the valley is suppressed and phonon-assisted and roughness-assisted\n",
    "paths dominate. For the AlAs devices of the lecture (slide 9), polar optical phonons and interface roughness\n",
    "raise the valley current by several orders of magnitude and the simulation follows the measured valley at 4 K.\n",
    "At room temperature the picture changes: the thermal distribution of the emitter electrons reaches higher\n",
    "resonances and the tops of the barriers, the coherent valley current rises, and scattering inside the RTD adds\n",
    "comparatively little."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a8c2fa5",
   "metadata": {},
   "source": [
    "![Slide 9: low-temperature I–V with polar optical phonon and interface roughness scattering](attachment:slide_009.png)\n",
    "\n",
    "*Slide 9. Low temperature: polar optical phonon and interface roughness scattering (POP+IR) raise the valley current\n",
    "by several orders of magnitude above the calculation without scattering, and follow the experiment.*"
   ],
   "attachments": {
    "slide_009.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "5a96639c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:12:53.205928Z",
     "iopub.status.busy": "2026-10-24T23:12:53.205841Z",
     "iopub.status.idle": "2026-10-24T23:13:06.980566Z",
     "shell.execute_reply": "2026-10-24T23:13:06.980128Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "300 K coherent: peak 15334 A/cm^2 at 0.200 V, valley 3010 A/cm^2 at 0.325 V, PVR 5.1\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "300 K, 0.200 V: coherent   15334, with POP   13928 A/cm^2 (-9%)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "300 K, 0.325 V: coherent    3010, with POP    4474 A/cm^2 (+49%)\n",
      "77 K, 0.375 V (coherent valley): with POP +136%\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T3 = 300\n",
    "tf3 = nemo.thomas_fermi_iv(rtd, V, T3)\n",
    "MU3 = float(np.atleast_1d(tf3[\"mu_left\"])[0])\n",
    "coh3 = RoughnessTransport(rtd, [], k_max=0.8, num_k=16)\n",
    "\n",
    "\n",
    "def grid3(u, v):\n",
    "    return energy_grid(coh3, u, MU3, MU3 - v, T3, step=1.5e-3, current_only=True, resonances=\"on\")\n",
    "\n",
    "\n",
    "J3 = np.array(\n",
    "    [coh3.solve(grid3(u, v), u, MU3, MU3 - v, T3)[\"current_density\"] for v, u in zip(V, tf3[\"potential\"])]\n",
    ")\n",
    "k3 = next(i for i in range(1, len(V) - 1) if J3[i] >= J3[i - 1] and J3[i] > J3[i + 1])  # first local maximum\n",
    "kv3 = k3 + int(np.argmin(J3[k3:]))\n",
    "print(\n",
    "    f\"300 K coherent: peak {J3[k3]:.0f} A/cm^2 at {V[k3]:.3f} V, valley {J3[kv3]:.0f} A/cm^2 at \"\n",
    "    f\"{V[kv3]:.3f} V, \"\n",
    "    f\"PVR {J3[k3] / J3[kv3]:.1f}\"\n",
    ")\n",
    "for i in (k3, kv3):\n",
    "    u = tf3[\"potential\"][i]\n",
    "    jp = coh3.solve_phonon_current(grid3(u, V[i]), u, MU3, MU3 - V[i], T3, pop)[\"current_density\"]\n",
    "    print(f\"300 K, {V[i]:.3f} V: coherent {J3[i]:7.0f}, with POP {jp:7.0f} A/cm^2 ({jp / J3[i] - 1:+.0%})\")\n",
    "i77 = int(np.flatnonzero(VP == V[kv])[0])\n",
    "print(f\"77 K, {V[kv]:.3f} V (coherent valley): with POP {J_pop[i77] / J_coh[kv] - 1:+.0%}\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7, 4))\n",
    "ax.semilogy(V[1:], J_coh[1:], color=style.CONTEXT, lw=2, label=\"77 K coherent\")\n",
    "ax.semilogy(VP, J_pop, \"--\", color=style.CONTEXT, lw=1.5, label=\"77 K with POP\")\n",
    "ax.semilogy(V[1:], J3[1:], color=style.OPEN_NEMO, lw=2, label=\"300 K coherent\")\n",
    "ax.set(xlabel=\"Bias (V)\", ylabel=\"Current density (A/cm$^2$)\")\n",
    "ax.legend(fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8b769839",
   "metadata": {},
   "source": [
    "At 300 K the coherent valley current is seven times higher than at 77 K (3010 against 423 A/cm$^2$) and the PVR\n",
    "drops from 38 to 5.1, without any scattering. The polar optical phonons lower the room-temperature peak by 9 % and\n",
    "raise the valley by 49 %, against 136 % at the 77 K valley bias: their relative effect shrinks as the thermal\n",
    "coherent current grows. In this low-barrier test device the phonons still matter at 300 K. The lecture makes\n",
    "the stronger point for its measured room-temperature devices: there the thermal current over and through the\n",
    "barriers dominates the valley, and scattering inside the RTD alone does not reproduce the measured valley or the\n",
    "turn-on of the current beyond it."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2370eac",
   "metadata": {},
   "source": [
    "![Slide 10: at room temperature scattering inside the RTD is not the answer](attachment:slide_010.png)\n",
    "\n",
    "*Slide 10. Measured I–V of an RTD at 77 K, 4.2 K and 300 K. Scattering is important at low temperature and for\n",
    "\"physicist devices\"; it does not explain the valley current of high-performance devices at room temperature.*"
   ],
   "attachments": {
    "slide_010.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "79341bd3",
   "metadata": {},
   "source": [
    "## 7. Scattering in the contacts and the band structure\n",
    "\n",
    "What does explain the room-temperature valley current? NEMO's answer (slide 12) is the treatment of the contacts\n",
    "and of the band structure. Scattering in the reservoirs fills the notch states of the emitter and lets electrons\n",
    "enter at energies below the contact band edge (lecture 11.3), and the full polar-optical-phonon self-energy in the\n",
    "contacts changes the current noticeably compared with no POP or a tridiagonal approximation. Equally important is\n",
    "the band structure: a single-band effective-mass model overestimates the barrier attenuation at high energies,\n",
    "where the real complex band structure (2-band and 10-band models, non-parabolicity) gives lighter imaginary\n",
    "masses and more transmission, and so a higher valley current and an earlier turn-on. These topics are the subject\n",
    "of the band-structure lectures and of the multiband RTD notebooks listed below."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8ec27efa",
   "metadata": {},
   "source": [
    "![Slide 12: scattering in the contacts and band structure as the sources of valley current](attachment:slide_012.png)\n",
    "\n",
    "*Slide 12. Where the valley current comes from at room temperature: scattering in the contacts (no POP,\n",
    "tridiagonal POP, full POP), which fills the emitter density of states, and the band structure (1-band, 2-band and\n",
    "10-band models).*"
   ],
   "attachments": {
    "slide_012.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "markdown",
   "id": "2a5271df",
   "metadata": {},
   "source": [
    "## 8. Exploration: the roughness correlation length\n",
    "\n",
    "The strength of interface roughness scattering depends on the lateral size of the islands: a short correlation\n",
    "length $\\Lambda$ spreads the scattering over a wide range of transverse momenta, a long one concentrates it on\n",
    "nearby momenta, where scattering changes the state little. The cell repeats the collector-side roughness at the\n",
    "valley bias for several correlation lengths. A finer $k$ grid would be needed for $\\Lambda$ much longer than\n",
    "$2\\pi/k_\\text{max}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "1c613986",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T23:13:06.981766Z",
     "iopub.status.busy": "2026-10-24T23:13:06.981681Z",
     "iopub.status.idle": "2026-10-24T23:13:07.624506Z",
     "shell.execute_reply": "2026-10-24T23:13:07.623983Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lambda =    2 nm: J =    549 A/cm^2, 1.15 x coherent (0.375 V)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lambda =    5 nm: J =    602 A/cm^2, 1.27 x coherent (0.375 V)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lambda =   10 nm: J =    600 A/cm^2, 1.26 x coherent (0.375 V)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lambda =   20 nm: J =    576 A/cm^2, 1.21 x coherent (0.375 V)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lambda =   40 nm: J =    553 A/cm^2, 1.16 x coherent (0.375 V)\n"
     ]
    }
   ],
   "source": [
    "d = ir[\"collector\"]\n",
    "u = d[\"tf\"][\"potential\"][kv]\n",
    "e = grid(d[\"t1\"], u, V[kv], T)\n",
    "for lam in (2.0, 5.0, 10.0, 20.0, 40.0):\n",
    "    trl = RoughnessTransport(\n",
    "        d[\"dev\"], [InterfaceRoughness(d[\"site\"], correlation_length=lam, offset=OFFSET)], k_max=0.5, num_k=12\n",
    "    )\n",
    "    jl = trl.solve(e, u, MU, MU - V[kv], T)[\"current_density\"]\n",
    "    print(f\"Lambda = {lam:4.0f} nm: J = {jl:6.0f} A/cm^2, {jl / d['j0'][kv]:.2f} x coherent ({V[kv]:.3f} V)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6af41a3b",
   "metadata": {},
   "source": [
    "The valley current is raised most for correlation lengths of 5–10 nm (by 27 % and 26 %) and less for both shorter\n",
    "and longer ones (15 % at 2 nm, 16 % at 40 nm): long islands scatter almost only forward, into nearly the same\n",
    "state, and very short ones spread the same strength over transverse momenta up to $1/\\Lambda$, beyond most of the\n",
    "occupied states. NEMO's comparisons with experiment used correlation lengths of this order, in line with STM\n",
    "images of the interfaces."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35dd7db1",
   "metadata": {},
   "source": [
    "## Summary\n",
    "\n",
    "- The valley current of an RTD has several possible sources: incoherent scattering inside the device, scattering\n",
    "  in the contacts, and band-structure effects beyond the single-band model.\n",
    "- Phonons act like a vibrating mirror of the resonator: the polar optical phonon (36 meV in GaAs) produces a\n",
    "  phonon-assisted current with an echo of the peak in the valley. Its Fröhlich coupling is long-ranged, so its\n",
    "  self-energy is a full matrix.\n",
    "- Interface roughness scatters in proportion to the density of states at the rough interface; bias pushes the\n",
    "  resonant state against the collector-side interface, so one rough interface gives an asymmetric I–V.\n",
    "- Alloy disorder and transverse-mass effects are weak in GaAs/AlGaAs.\n",
    "- Scattering inside the RTD matters most for the valley at low temperature; at room temperature the coherent\n",
    "  valley current grows strongly with the thermal distribution and the relative effect of scattering shrinks\n",
    "  (here from +136 % to +49 % in the valley). For the lecture's high-performance devices the contacts and the\n",
    "  band structure, not internal scattering, are critical.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the polar optical phonon calculation at 4.2 K. Does the echo become sharper, and how does the coherent\n",
    "   valley current change?\n",
    "2. Make the barriers 6 nm thick and recompute the coherent and POP currents at 77 K. How does the ratio of\n",
    "   phonon-assisted to coherent valley current change, and why?\n",
    "3. Put rough monolayers at both well interfaces. Is the I–V still asymmetric? Compare with the two single-interface\n",
    "   cases.\n",
    "4. Double `num_k` and halve the energy `step` for one bias of each mechanism and estimate the numerical error of\n",
    "   the currents quoted here.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 11.3: relaxation in the reservoirs](11_3_relaxation_in_the_reservoirs.ipynb)\n",
    "- [Lecture 12: the recursive Green function algorithm](12_0_recursive_green_function.ipynb)\n",
    "- [RTD scattering models: Büttiker probes, elastic and optical phonons](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_01_rtd_scattering.ipynb)\n",
    "- [Sequential scattering in RTDs](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_02_rtd_sequential_scattering.ipynb)\n",
    "- [Atomistic against effective-mass RTDs](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_03_atomistic_vs_ema_rtd.ipynb)\n",
    "- [NEMO-1D benchmark: interface roughness in SCB](../../book/15_benchmarks/15_02_nemo1d/15_02_05_interface_roughness_scb.ipynb)\n",
    "- [Lake et al. 1997: multiband NEGF for RTDs](../../book/15_benchmarks/15_08_literature/15_08_03_heterostructures_and_rtds/15_08_03_02_lake1997_multiband_negf.ipynb)\n",
    "- [Electron–phonon scattering in the self-consistent Born approximation](../../book/10_scattering/10_01_scba_and_phonons/10_01_01_electron_phonon_scba.ipynb)\n",
    "- Lecture slides 2–13, in particular slides 5 and 7 (interface roughness and alloy I–V curves), 8 (transverse\n",
    "  effective mass), 11 (room-temperature valley) and 13 (summary).\n",
    "- R. Lake, G. Klimeck, R. C. Bowen and D. Jovanovic, J. Appl. Phys. **81**, 7845 (1997).\n",
    "- G. Klimeck, R. Lake and D. K. Blanks, Phys. Rev. B **58**, 7279 (1998).\n",
    "- R. C. Bowen, G. Klimeck, R. Lake, W. R. Frensley and T. Moise, J. Appl. Phys. **81**, 3207 (1997)."
   ]
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