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    "# Lecture 1.3: Band structure in nanoelectronics — a basic view\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45004](https://nanohub.org/resources/45004) — [video](https://nanohub.org/resources/45009) · [slides](https://nanohub.org/resources/45032)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- from atoms to solids: discrete atomic levels broaden into bands, \"channels in which electrons\n",
    "  move freely\"\n",
    "- layers of different materials make barriers and wells; designed band edges give detectors\n",
    "  (QWIPs), lasers (quantum cascade lasers) and logic and memory devices (resonant tunneling diodes)\n",
    "- the materials: GaAs/AlGaAs, InGaAs/InAlAs on InP, and the 6.1 Å family InAs/GaSb/AlSb with its\n",
    "  broken gap; Kroemer's \"the interface is the device\"\n",
    "- typical device dimensions: an RTD with 4-monolayer AlAs barriers and a 14-monolayer InGaAs well,\n",
    "  a few dozen atoms in all\n",
    "- the band edge diagram, and why quantitative modeling at the nanoscale needs realistic basis\n",
    "  states: non-parabolic bands, states at X and L, coupled bands, band wrapping and complex wave\n",
    "  vectors\n",
    "\n",
    "**In this notebook** we compute each picture. Coupled quantum wells in open-nemo show discrete\n",
    "levels turning into a band, checked against the Kronig–Penney formula. open-nemo's material\n",
    "registry draws the band gap against lattice constant chart and the band alignments of the three\n",
    "material systems. An effective-mass RTD with the slide's monolayer counts shows how sensitive the\n",
    "resonance is to a single monolayer. Finally sp3d5s\\* tight binding gives the full, complex band\n",
    "structure of GaAs, compared with the parabolic band and the two-band formula."
   ]
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   "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",
    "from scipy.linalg import eigh_tridiagonal\n",
    "from opennemo.models import kp\n",
    "from opennemo.solvers.transport import complex_bands\n",
    "from opennemo.structures.materials import EffectiveMassMaterial\n",
    "\n",
    "H2M0 = nemo.core.units.HBAR2_2M0   # ħ²/2m₀ (eV nm²)\n",
    "props = nemo.structures.properties"
   ]
  },
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   "cell_type": "markdown",
   "id": "d558a2a2",
   "metadata": {},
   "source": [
    "## 1. From atoms to bands\n",
    "\n",
    "An isolated atom has discrete levels (s, p, …). Bring several atoms close and their orbitals\n",
    "overlap: each level splits into as many levels as there are atoms. In a regular crystal the levels\n",
    "merge into bands, and an electron in a band is not bound to an atom: bands are the channels in\n",
    "which electrons move \"freely\". That is the starting point for transport, conductivity and mobility,\n",
    "and thus for devices.\n",
    "\n",
    "![Slide 2: from atoms to bands](attachment:slide_002.png)\n",
    "\n",
    "*Slide 2: isolated atoms (a gas: quantum mechanics, optical transitions, Coulomb repulsion) against\n",
    "regularly ordered atoms (a solid: transport, conductivity, mobility, devices).*\n",
    "\n",
    "The same physics can be seen with artificial atoms: quantum wells. Here each \"atom\" is a 5 nm GaAs\n",
    "well between 2 nm barriers 0.324 eV high (the conduction-band offset of Al$_{0.4}$Ga$_{0.6}$As in\n",
    "open-nemo's effective-mass set); the mass is 0.067 $m_0$ everywhere, so that the infinite\n",
    "superlattice has the Kronig–Penney solution\n",
    "\n",
    "$$\\cos(kd) = \\cos(qa)\\cosh(\\kappa b) + \\frac{\\kappa^2 - q^2}{2q\\kappa}\\sin(qa)\\sinh(\\kappa b),\n",
    "\\qquad q = \\sqrt{\\frac{2m^*E}{\\hbar^2}},\\ \\kappa = \\sqrt{\\frac{2m^*(V_0-E)}{\\hbar^2}},$$\n",
    "\n",
    "with well width $a$, barrier width $b$ and period $d = a + b$. Energies where the right side lies\n",
    "between −1 and 1 form the allowed bands (minibands). The cell below puts $N$ wells in a closed box\n",
    "and finds all its levels below the barrier top."
   ],
   "attachments": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8f56c0d6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:45.290714Z",
     "iopub.status.busy": "2026-10-24T22:26:45.290617Z",
     "iopub.status.idle": "2026-10-24T22:26:45.394206Z",
     "shell.execute_reply": "2026-10-24T22:26:45.393798Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Kronig–Penney miniband 1:   66.7 –  125.1 meV (width  58.3 meV)\n",
      "Kronig–Penney miniband 2:  266.8 –  324.2 meV (width  57.4 meV)\n",
      "N =  1 wells:  1 levels below V0; per miniband [1, 0]; lowest 100.5 meV\n",
      "N =  2 wells:  3 levels below V0; per miniband [2, 1]; lowest 81.1 meV\n",
      "N =  3 wells:  4 levels below V0; per miniband [3, 1]; lowest 74.3 meV\n",
      "N =  5 wells:  7 levels below V0; per miniband [5, 2]; lowest 69.8 meV\n",
      "N = 10 wells: 14 levels below V0; per miniband [10, 4]; lowest 67.6 meV\n",
      "N = 20 wells: 27 levels below V0; per miniband [20, 7]; lowest 66.9 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "M, A, B = 0.067, 5.0, 2.0                        # mass (m0), well and barrier width (nm)\n",
    "V0 = nemo.structures.materials.effective_mass(\"AlGaAs\", x=0.4).conduction_band_edge\n",
    "well = EffectiveMassMaterial(\"GaAs\", M, 12.9)\n",
    "barrier = EffectiveMassMaterial(\"Al0.4Ga0.6As (GaAs mass)\", M, 12.9, conduction_band_edge=V0)\n",
    "\n",
    "\n",
    "def box_levels(n):\n",
    "    # all levels below V0 of n wells in a closed box (n + 1 barriers, hard walls outside them)\n",
    "    layers = [nemo.Layer(barrier, B)] + [nemo.Layer(well, A), nemo.Layer(barrier, B)] * n\n",
    "    h = nemo.Heterostructure1D(layers, spacing=0.05).hamiltonian.sparse.matrices[0]\n",
    "    return eigh_tridiagonal(h.diagonal().real, h.diagonal(1).real, eigvals_only=True,\n",
    "                            select=\"v\", select_range=(0.0, V0))\n",
    "\n",
    "\n",
    "def kronig_penney(e):\n",
    "    q, kap = np.sqrt(M * e / H2M0), np.sqrt(M * (V0 - e) / H2M0)\n",
    "    return (np.cos(q * A) * np.cosh(kap * B)\n",
    "            + (kap**2 - q**2) / (2 * q * kap) * np.sin(q * A) * np.sinh(kap * B))\n",
    "\n",
    "\n",
    "e = np.linspace(1e-4, V0 - 1e-4, 20001)\n",
    "allowed = np.abs(kronig_penney(e)) <= 1.0\n",
    "edges = list(e[np.flatnonzero(np.diff(allowed.astype(int)))])\n",
    "if allowed[-1]:\n",
    "    edges.append(V0)                             # a band that continues above the barrier top\n",
    "bands = list(zip(edges[0::2], edges[1::2]))\n",
    "for i, (lo, hi) in enumerate(bands, 1):\n",
    "    print(f\"Kronig–Penney miniband {i}: {1e3 * lo:6.1f} – {1e3 * hi:6.1f} meV \"\n",
    "          f\"(width {1e3 * (hi - lo):5.1f} meV)\")\n",
    "\n",
    "counts = (1, 2, 3, 5, 10, 20)\n",
    "fig, ax = plt.subplots(figsize=(7, 4))\n",
    "for lo, hi in bands:\n",
    "    ax.axhspan(1e3 * lo, 1e3 * hi, color=style.REFERENCE, alpha=0.15, lw=0)\n",
    "for j, n in enumerate(counts):\n",
    "    lv = box_levels(n)\n",
    "    ax.hlines(1e3 * lv, j - 0.3, j + 0.3, color=style.OPEN_NEMO, lw=1)\n",
    "    inside = [int(np.sum((lv >= lo - 1e-3) & (lv <= hi + 1e-3))) for lo, hi in bands]\n",
    "    print(f\"N = {n:2d} wells: {len(lv):2d} levels below V0; per miniband {inside}; \"\n",
    "          f\"lowest {1e3 * lv[0]:.1f} meV\")\n",
    "ax.set_xticks(range(len(counts)), [str(n) for n in counts])\n",
    "ax.set(xlabel=\"number of wells N\", ylabel=\"energy (meV)\", ylim=(0, 1e3 * V0))\n",
    "ax.set_title(\"levels of N coupled wells (lines) and Kronig–Penney minibands (shaded)\", fontsize=10)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "06771fbe",
   "metadata": {},
   "source": [
    "One well has a single bound level, at 100.5 meV. With $N$ wells it splits into $N$ levels, all\n",
    "inside the lower miniband of the infinite superlattice (shaded, 66.7–125.1 meV, 58 meV wide); as\n",
    "$N$ grows they fill it, and the lowest approaches its bottom (66.9 meV for 20 wells). The width\n",
    "measures how strongly neighbouring wells (atoms) couple, and the levels never leave the band, no\n",
    "matter how many wells are added. More levels appear from 267 meV: the second miniband, which in\n",
    "the coupled system starts below the barrier top although a single well has no second bound\n",
    "state. Real atoms couple more strongly and have several orbitals, which is why real bands\n",
    "are electron-volts wide — and why the full band structure is needed later.\n",
    "\n",
    "## 2. Transitions and transport controlled by design\n",
    "\n",
    "Once the band edge can be shaped layer by layer, its levels can be placed where a device needs\n",
    "them. An electron in a well can absorb a photon and leave (a quantum well infrared photodetector,\n",
    "QWIP), drop between designed levels and emit one (a quantum cascade laser, QCL), or tunnel through\n",
    "a double barrier when a level lines up with the emitter (a resonant tunneling diode, RTD, the\n",
    "example of the course). The Nobel prize in physics 2000 went half to Jack Kilby for the\n",
    "integrated circuit and a quarter each to Zhores Alferov and Herbert Kroemer for semiconductor\n",
    "heterostructures; Kroemer's phrase for it is \"the interface is the device\".\n",
    "\n",
    "![Slide 6: transitions and transport controlled by design](attachment:slide_006.png)\n",
    "\n",
    "*Slide 6: photon absorption (detectors: quantum well infrared photodetector), photon emission\n",
    "(lasers: quantum cascade laser) and tunneling (logic and memory: resonant tunneling diode).*\n",
    "\n",
    "## 3. Materials: band gaps, lattice constants and alignments\n",
    "\n",
    "The layers must grow on each other without defects, which in practice means nearly the same\n",
    "lattice constant. Slide 12 shows the classic chart of band gap against lattice constant. The cell\n",
    "below draws it again from open-nemo's property registry (300 K values; Γ gaps of the binaries,\n",
    "alloys joined by the registry's interpolation with bowing)."
   ],
   "attachments": {
    "slide_006.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f91e5f08",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:45.395308Z",
     "iopub.status.busy": "2026-10-24T22:26:45.395240Z",
     "iopub.status.idle": "2026-10-24T22:26:45.722377Z",
     "shell.execute_reply": "2026-10-24T22:26:45.721904Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "AlGaAs (x = 0.4): a = 5.6564 Å, E_g = 1.959 eV\n",
      "InGaAs (x = 0.53): a = 5.8679 Å, E_g = 0.737 eV\n",
      "InAlAs (x = 0.52): a = 5.8676 Å, E_g = 1.451 eV\n",
      "InP: a = 5.8697 Å;  GaAs/AlAs mismatch 0.14 %\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x550 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "binaries = [\"GaP\", \"AlP\", \"GaAs\", \"AlAs\", \"InP\", \"InAs\", \"GaSb\", \"AlSb\", \"InSb\"]\n",
    "alloys = [\"AlGaAs\", \"InGaAs\", \"InAlAs\", \"GaInP\", \"AlInP\", \"GaAsP\", \"InAsP\", \"GaAsSb\", \"InAsSb\",\n",
    "          \"AlAsSb\", \"AlGaSb\", \"GaInSb\"]\n",
    "xs = np.linspace(0.0, 1.0, 51)\n",
    "fig, ax = plt.subplots(figsize=(7.5, 5))\n",
    "for name in alloys:\n",
    "    a = [props.value(name, \"lattice_constant\", x=x) for x in xs]\n",
    "    g = [props.value(name, \"band_gap\", x=x) for x in xs]\n",
    "    ax.plot(10 * np.array(a), g, color=style.CONTEXT, lw=0.8)\n",
    "for name in binaries:\n",
    "    a, g = 10 * props.value(name, \"lattice_constant\"), props.value(name, \"band_gap\")\n",
    "    ax.plot(a, g, \"o\", color=style.OPEN_NEMO, ms=5)\n",
    "    ax.annotate(name, (a, g), textcoords=\"offset points\", xytext=(4, 4), fontsize=8)\n",
    "a_inp = 10 * props.value(\"InP\", \"lattice_constant\")\n",
    "ax.axvline(a_inp, color=style.REFERENCE, ls=\"--\", lw=0.8)\n",
    "ax.axvspan(6.05, 6.15, color=style.REFERENCE, alpha=0.1, lw=0)\n",
    "for name, x in ((\"AlGaAs\", 0.4), (\"InGaAs\", 0.53), (\"InAlAs\", 0.52)):\n",
    "    a, g = 10 * props.value(name, \"lattice_constant\", x=x), props.value(name, \"band_gap\", x=x)\n",
    "    ax.plot(a, g, \"s\", color=style.sweep(3)[1], ms=5)\n",
    "    print(f\"{name} (x = {x}): a = {a:.4f} Å, E_g = {g:.3f} eV\")\n",
    "ax.set(xlabel=\"lattice constant a (Å)\", ylabel=\"direct (Γ) band gap $E_g$ (eV)\", ylim=(0, 3.7))\n",
    "fig.tight_layout()\n",
    "print(f\"InP: a = {a_inp:.4f} Å;  GaAs/AlAs mismatch \"\n",
    "      f\"{100 * (props.value('AlAs', 'lattice_constant') / props.value('GaAs', 'lattice_constant') - 1):.2f}\"\n",
    "      \" %\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38c83018",
   "metadata": {},
   "source": [
    "GaAs and AlAs have nearly the same lattice constant (0.14 % apart), so Al$_x$Ga$_{1-x}$As grows on\n",
    "GaAs at any composition: the GaAs/AlGaAs system of slide 12, with GaAs as the small-gap well and\n",
    "AlGaAs as the barrier. In$_{0.53}$Ga$_{0.47}$As (small gap) and In$_{0.52}$Al$_{0.48}$As (barrier)\n",
    "both match InP (dashed line), the substrate. The shaded strip at 6.1 Å holds InAs, GaSb and AlSb.\n",
    "(The chart shows the direct gaps; AlAs, AlSb and GaP are indirect, and their lowest conduction\n",
    "band is at X or L, below the Γ value plotted.)\n",
    "\n",
    "![Slide 12: the 6.1 Å materials and their neighbours](attachment:slide_012.png)\n",
    "\n",
    "*Slide 12: band gap against lattice constant of III–V semiconductors (after Tien, 1988), with\n",
    "the three material systems and their band edge diagrams, including the broken gap of InAs/GaSb.*\n",
    "\n",
    "What matters for a device is not the gap alone but how the band edges line up. The registry gives\n",
    "each material's valence-band edge on a common scale (the valence band offset); the conduction band\n",
    "edge is that plus the gap."
   ],
   "attachments": {
    "slide_012.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "84fb4b8d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:45.723522Z",
     "iopub.status.busy": "2026-10-24T22:26:45.723425Z",
     "iopub.status.idle": "2026-10-24T22:26:45.856415Z",
     "shell.execute_reply": "2026-10-24T22:26:45.856006Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs/AlGaAs: ΔE_c = 0.325 eV, ΔE_v = 0.212 eV, ΔE_c/ΔE_g = 0.61\n",
      "InGaAs/InAlAs: ΔE_c = 0.522 eV, ΔE_v = 0.191 eV, ΔE_c/ΔE_g = 0.73\n",
      "InAs conduction edge -0.236 eV lies 0.206 eV below the GaSb valence edge -0.030 eV: a broken (type II) gap\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1320x418 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "systems = {\n",
    "    \"GaAs / AlGaAs\": [(\"Al0.4Ga0.6As\", \"AlGaAs\", 0.4), (\"GaAs\", \"GaAs\", None),\n",
    "                      (\"Al0.4Ga0.6As\", \"AlGaAs\", 0.4)],\n",
    "    \"InGaAs / InAlAs on InP\": [(\"InP\", \"InP\", None), (\"In0.52Al0.48As\", \"InAlAs\", 0.52),\n",
    "                               (\"In0.53Ga0.47As\", \"InGaAs\", 0.53), (\"In0.52Al0.48As\", \"InAlAs\", 0.52)],\n",
    "    \"6.1 Å: InAs / GaSb / AlSb\": [(\"AlSb\", \"AlSb\", None), (\"InAs\", \"InAs\", None),\n",
    "                                  (\"GaSb\", \"GaSb\", None), (\"AlSb\", \"AlSb\", None)],\n",
    "}\n",
    "\n",
    "\n",
    "def edges(name, x):\n",
    "    kw = {} if x is None else {\"x\": x}\n",
    "    ev = props.value(name, \"valence_band_offset\", **kw)\n",
    "    return ev + props.value(name, \"band_gap\", **kw), ev\n",
    "\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(12, 3.8), sharey=True)\n",
    "for ax, (title, layers) in zip(axes, systems.items()):\n",
    "    for j, (label, name, x) in enumerate(layers):\n",
    "        ec, ev = edges(name, x)\n",
    "        ax.hlines(ec, j, j + 1, color=style.OPEN_NEMO, lw=2)\n",
    "        ax.hlines(ev, j, j + 1, color=style.REFERENCE, lw=2)\n",
    "        ax.text(j + 0.5, ec + 0.05, label, ha=\"center\", fontsize=7)\n",
    "    ax.set_title(title, fontsize=10)\n",
    "    ax.set_xticks([])\n",
    "axes[0].set(ylabel=\"band edge (eV, common valence-band scale)\")\n",
    "axes[0].plot([], [], color=style.OPEN_NEMO, lw=2, label=\"conduction band $E_c$ (Γ)\")\n",
    "axes[0].plot([], [], color=style.REFERENCE, lw=2, label=\"valence band $E_v$\")\n",
    "axes[0].legend(fontsize=8, loc=\"center left\")\n",
    "fig.tight_layout()\n",
    "\n",
    "for a, b in ((\"GaAs\", None), (\"AlGaAs\", 0.4)), ((\"InGaAs\", 0.53), (\"InAlAs\", 0.52)):\n",
    "    (ec1, ev1), (ec2, ev2) = edges(*a), edges(*b)\n",
    "    print(f\"{a[0]}/{b[0]}: ΔE_c = {ec2 - ec1:.3f} eV, ΔE_v = {ev1 - ev2:.3f} eV, \"\n",
    "          f\"ΔE_c/ΔE_g = {(ec2 - ec1) / (ec2 - ev2 - ec1 + ev1):.2f}\")\n",
    "ec_inas, ev_gasb = edges(\"InAs\", None)[0], edges(\"GaSb\", None)[1]\n",
    "print(f\"InAs conduction edge {ec_inas:.3f} eV lies {ev_gasb - ec_inas:.3f} eV below the GaSb valence edge \"\n",
    "      f\"{ev_gasb:.3f} eV: a broken (type II) gap\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e5fc948",
   "metadata": {},
   "source": [
    "GaAs/Al$_{0.4}$Ga$_{0.6}$As and In$_{0.53}$Ga$_{0.47}$As/In$_{0.52}$Al$_{0.48}$As are type I\n",
    "alignments: the small-gap material is a well for both electrons and holes. The InGaAs/InAlAs pair\n",
    "has the larger conduction-band offset, about 0.52 eV against 0.33 eV, which is one reason it is\n",
    "preferred for RTDs and high-speed transistors. InAs/GaSb is different in kind: the InAs conduction\n",
    "band lies about 0.2 eV below the GaSb valence band, so electrons in InAs and holes in GaSb sit next\n",
    "to each other at the same energy — the broken gap. An electron can pass from a conduction band\n",
    "into a valence band, a coupling that no single-band model contains.\n",
    "\n",
    "Klimeck contrasts two statements: \"if you cannot draw a band edge diagram, you don't understand\n",
    "your device\" (a common saying, and true), and his own, \"quantitative modeling at the nanoscale\n",
    "requires realistic basis states\". The rest of the notebook shows why the second follows.\n",
    "\n",
    "## 4. Typical device dimensions: monolayers and atoms\n",
    "\n",
    "Slide 15 gives the dimensions of an InGaAs/AlAs RTD grown on InP: two AlAs barriers 1.2 nm thick,\n",
    "4 monolayers (ML) or 8 atoms along the growth direction, around an In$_{0.53}$Ga$_{0.47}$As well\n",
    "4.2 nm thick, 14 ML or 28 atoms. A monolayer is one cation–anion pair, $a/2$ thick in the [001]\n",
    "direction.\n",
    "\n",
    "![Slide 15: typical device dimensions](attachment:slide_015.png)\n",
    "\n",
    "*Slide 15: an RTD with AlAs barriers 1.2 nm (4 ML, 8 atoms) and an InGaAs well 4.2 nm (14 ML,\n",
    "28 atoms), and the current–voltage curve its resonances produce.*\n",
    "\n",
    "Layer thicknesses are integer numbers of monolayers: a device can only be one monolayer thicker or\n",
    "thinner. How much does that matter? The cell builds the RTD in the effective-mass approximation\n",
    "(Γ-valley masses and offsets from open-nemo's k·p parameters, the AlAs barriers taken unstrained)\n",
    "and computes the lowest resonance of the double barrier for wells of 12 to 16 ML."
   ],
   "attachments": {
    "slide_015.png": {
     "image/png": 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SiWwkd/r0koWEcBtsRRdrq4Xbyq2O3DDGvMaSUDuhnURDRVEGE5TNCo/QgL55+DHSIKLSUDWbyW+X0Suo8EQY2n+1tixZfhgRfnBJwBcSrvp4mk38cADUkiYheaWnK3VaJn46VYlHmIDJ4ymTGMP+bhORtoP3nJ6mGsIPD1VLxaVzn3fhGFiMd5PgzLdHdIwCFHB0VA3IVUmpBIk+E5z3jBW3NBnjy5jTNwzVoANuYwx5gDToAG9OXk8d4Ao98KPMzz1KpihD3rFCXf2o6pQGrqkOrwFnrE//inNNV+IBFaJRtVZ9pDkx59yDrzOgkqbBmRdaSAUbdI5okHec8Qlo1+zqKP0gRjJ+rebgUaY2nodBrnzCPEQMVBqmEMTxg9zPRmN62ujpcxV6tkCIQg+NUAb4KhgvnOATssPL1sSPERtQ32iKwrA3iYZ4+fp3XDa71UIil5eLYpUSsFSo1aRWy0ezHnkHPZz5EM9Z5scfMZ3Ee+7hPLX7fhH55YheEOIRsXmILhckreEZwkcCFxqtRtch1w+PpMypkQXUdfEYVF7a8hn5coiIRtTdmvMxTxs/nl6ejonfqkleVPXyjdqUSKMhov0IlDABk99aSi1NLDTgcRvIvZqU6FPwIS5ceMOjcaTbkBpWNY5O0foInkQ0VCn3h1KBQm9SXMo0HsgEP+Tp4KwjuYEvQzjTxMkoMjCjafL3ZUkVG+QiVFVTOxq8fKk5nOCxoLcD/XFoxDAoD8gyHt24cqOlRWWBuTjJo5EzjdrQ0UOPkiVShI0eHhu8hJaMmmYPDn0fD4R8AernQBmkj0Mhke8hKd2AyryUBAnuDgT04SzAaUlxuDxUYHRKesBDwYPDY2vj3sAMCoZAXBuOCk87U+ut0aBPIDQC3CLEfQkhAt01iHLkTgfPTFWpDqZ077wqJl41g9CSlBgSUij8K2NKvqBmS96a1KMuFDwPvGTUa1JoDcAkT3S8jHixcJv0cimUD8LL2eBlMoxX4RsRAFLyBkkRgyr0SICj/Ye36FpUk8HjG+NLhy251c1SGmhU+Wx04fK6HWprCmWu1YE7rkp8iE4VR4wLC5iw5wyEFXmJCITqqdV1DDUSKiL00VKRpz/DxKF8I/0zvG9eavAp6qHjXXdY1BakzFJlKtjiPSq3Woi9y0HjFiZwZlAepfoEEqYtVEZwmum7qVUM/olBuU2eHIb/QX+xc5eOCU/Sas0qe1GdTbp8pvAS0PWfUYudZAZZnVnGgwiMBmcJrsR0oij3iHTEbTs9OfBdPunIk4wY9GvqaeYoVBbh9Z2qwuOinIJLOBLJfd7E9wNM8Arp4Z0kDHlsmFBQ2gr/9nZvfBsmDPA5ZGDG1GFXIfgpMCkSrarsNHiBDGlaMysGTZ5MrWDSaDl41s4QCR6U4w2XOJzCYaQXihJg3UrGKqK0TG/C7oEJKvUy+ZBIufIOfPhrqisOiIAJe06fSUmDdfRWxZsK/esFXeZwxF06eeOfYeIhsYnT1epZrmd12h3VJzEPtdVUfczR3rmQFVS2kHTTcRzqaaNkJuaQGzcwoYRDp0MXWzJFt3gFqMzIzYCjIVPkgKYOavfnB4BHOVZZ9dpTUOUj7ZCZLQ4TSs5S/iKpg7Io5KmcMRv3qWQytF0+ZmJQ0ZfDJLgrIgRPokkljoAKWpQzSRx4Mk04FojlNBWlGT3M+X202rheU7L4DkwmCE6aNGmMxuCIjxrSE+9o7XblmnQ0684YMg/1UuqxTQIgWHsSTEYF9dZIKn+1NPJPOnaBRKzUuvVMGg65hRMHASJFny7/XriFXlwihd3sUtZ7zKrXMvoVJhAuyfx+NdqHYvY4DEcari2ij17A5Dk5E65XGGpNnJ/GkHrDBgjrW7JGQQ661H+GSRbifHYGdTIRwyXU+q3yssEPYkYRmCPrqNaUBJE2FRngmUh7mHCPwfZ8yPekvueHaKZF6YgEffgMHV3cnXr+Lgo16tDV8QDDsIJJQ/W4CgCVaeU+HeAKJhM8tma/7kufgEO+hvq1SU3pHtVHeAJWRc7kjj7LpKQ8Qj8njDGXErARMUXSvJHvu74XjMajMCkBD6sJOvJcJrLPNzAJ4cbIlPuo/BzchUEug+/74Sj0/XHg3S3mDOGqGDyXk4So5qiPwwQhE2I6FKOaeLkCvFYj/Ip5oQe9c3fCnLzSfXP61LfSxzxAymGSFDZafYwKn3lfkWW8QMEvngmffvYRwKIFmv8oM1wGAnFABEzY87TNMjrwlFTg7yKXOi/hi0eUTv0ZJm7G3/pBkcRoo2wqKiZSCrxrmygbcIm2mzgHqkrNIR9fRR8lXfnTgXwLE9btVOlUVkzSKucXczlaliONE8EJQETl8zGVgKcaezLVV3LK8ZL37vu8xMzPNvVnGuhKQy0CnkpTp/GZJKQYqUB1RjbI2ZnQkTcoo8v1jyZ3R/+onqFTdjLw/VZD1mMqekiViktZjQ/RqFsaUPeuTCPH6Y1n4vCrvILkLwujuLq9IQojlFaBpBT5R9kkufXYbGp7HbEgDPKcunOeAJMmqjlFr6U0q0RuXnfOE0zkG5g06eHyJFHuDzqthkoSbsipUpiDH2gT8RS12DOksfAzmPzimZScJlHuUWUNZe58fNMuJEzA5BkwQTbQoS53NGXxtyadGZtfPX+BiR+N5HZb4aM0VEXml9YJlRycn24XyQXFJLUkn1qlKpg0bmCSIzhQ0FqKnoac+hpIfZXmfkr+EAJ0o/PmKl7dCUkYgHpUkGGlAjLNKI+gNonzhKBBpob6vIIJJVbQCZvxO0HUgkJNS9Z5sXmIxI1O0OIJ2OiuFpPTpDb9nFIFHhrK0cOBnpq2YvjQAeElEEzOpVT1MnkfqVm9SjVMqCxNDcQe90sCtH8h24AcjVUBJOMST+WNc+JTIqbHWRaixP0UzwQNbWgMpFZ4hwu88cEcRmFO404ClgrjeKglhio96mrFDVPJHVmwgo9LDCf7H1nDi9noF88EQ0T0ZAvqsxvS/A6ze31PHA8Bk+ckTWhYt8iR4Wii4SmOSUWwSXmBkqdmf/FM8lgnLz6k+ROJRESIObxLCxUP27t7vcfnJuQ6U1oP9dtyQGe2hknIqPlBt1ARzezugJdeqD2KCxCgl1MmiY9g5Lg01MOjHpRvqf0s4zBRME/ie0MVgQedzJQ68AETNK/haKh9tywCu9/DuaLEKx5YZlMrhkb5Zr9ONN+gNA/o4bcG6BEb9agDFoSxqVO9b4OFrml4RaVYnyONAEyMuAO2D3PQnWLRfFHP9pOJZxqjHNqXTWpfxYid7/QGGDWe3Gn76vEOXScIPLSaKU+FCRsj/oCI4qhgI7s/gPBCwTtg78IEw77DIWavY0wrtnWaqNF4UbtIMbjQUodBnNgq3QNqyb/ABKGdATBGfpfPQpEPhYqWLjKwAibPy8DSG5pRJsSj+TEW0jutV4mx/hrm4Dg0Ke7vGRqVhpHZSKlGgeqvpneUW/ckhHON8LvXIz8CPaQhT8C2bsKc0ELzPpKKuo7zrqOZvAx5MhhufE6dYTjVGLtt8yk3KtpQ0ESnOOUwwXyPrivkUeARRTzMoVEctLFRCUXSVUPrUHsp8ryKgoFmo0NOBU5llvvofZOsH3ZrUOzRRHykt9DvD5jgAt/nozE6Hp1CCcsxBRYBvUhKf5Kz29KwQ65St0lfrGEWGH5LMkY6u0mlZd3QqHZOSePbPg2HgiIIR+oaVZmeAhMux8YsPLRWC7dJL9eEqDhEmuu2moNAqwjQitbtdmnWr0eFen67+PcJZgKUNh4fONpG4JPfU80JhngBej0ammhjoJGN0a3Y4KMAwgRMnmep3eSRc0z6wSiwUu6NEhq8bkpt6GOe+KSsiqPzMiX1iZDzQd3WAXWGo2yp2LeT9gE1jlNVVqbecIpoBvgLZVGq/szE1HjplQb62r+8afVqhk2xqqlcKlzz0Rr0mZRa9V1UVG6rFj8RfITIpmNL87/VbTZbg6z6Kw1DtylJPCBaYlCl2baielMOVyUxaSZabvLbbGq0gyLgLRsUW/BJO96aO0F+tiXTWQTxEt4qo1A7OxvRaDMNNOKO+CykTVPBeBgydeaRa3VbFUkwdAfUtKtSLzLBiMlUpYUXNo8tifJC9IR54yyfQaSqu48iW2iqfHK7RbGlSXuFqG15QCIrE0aTDkg/DxQ+PY38eZVDhchs2yORE48ytAr5RBKVzbBDBIyEdiXa/sZoWMRPvvA1nhDCXSjohEsS+JGyLGAiYHKIjbTWkDdqAiEmcoQpL5vmSY98eR7/UwjedHGI7B6fmteHFOjQuKrP59fpAN8VePRpXI+iBW8g1S2bDcABeqR0uChO6sK1gZvT1vu/lA1ctIgp1Pqdk7gQT9ca5BDQQD+NnJBTJONi6/LPUNlWrkbnc2dAF2QqxyDkj0ETrmWgujamcY0cORiTMrBOQRipVo3F6NCijKvc0VCIkaqekQyHnqscNA0zLygawx0FPZo0jKuKckhdt1XBY2SpmIwkVwMSI7RxyIFTRV4OXDOeTEnuyJnYqN52pIZGfkvHh4cToKW3Q5VdFMDaPcriTsiJs0hTytepdEVN7ZAbaTfoeUF4wKN6/pCoEtHPKYIcHj17vKDIDOHZD3xaOzSqO2CRMgr6lFhFtqvvZKQDRe2tVUkrcnCTXQCnD0Y3FT6kVFCjPQJDpI3EwRAwOcAsvEWplYrewQPzJghyHcdOi5IkpV3Xc1NkKcvAsQZDG11qjmmSZ4DqcGibg6F5JwlLJ8G1hn0L1+6xPbB9Epx3Ha/STCOF4zTNPAwf47v84NeHQ/fRN1ExphviSiYWIERd8gVg0nZxfwMSJeRLs7Cjw3HtMe+/x6wN/Ztp+9VsTuoM8Zc8Zt7ADHgju22absBzr/vecTpTdHsYl/ZcSnPGaMSduHQzlptVumR8U5Y74KsfcCDhLLh4QULKseK5JPyLbY+k50jQhPGnZjkjCiOzO54JEhYx7mtoebHnOB7JLjDH9RwU5ePM8fACUSctPQw80wlCJjwxDjdUzdzqNoOSykNZ4NLLWdLOPdd2nDFeqBL32h/aI/iXMY0iup5dbeHK05FjDfEzC6oCdsSfJ2SlqBnPRWaKSj30Eux/GEiluabpiGMhYHJYgXi/qi7hLgDvu+DChSVfnVIgwsjpDO77S/Gl/EtoXZaf8K7J8uZKlvDiCHfUqY17TIKN1Y3yBTU005feqDPdN/tRhvH+fpAe7lNEEFWKjYBJo+Px0mUyjkhWnoKzgot+sLgSBavk2Ln0KT94yLUElUpcHtX3RhdoPC08uDItIr5YtEwS6oQri/33MlpNlpM4C98oSsUkrm4Y1+qzBcYJC6oIJ/zZplQ2okeQxlxFNiO/IYKOYzG5M6R9M2DJH0YMHyNNMio3Z7V8I630jMKoklak6g2prN0qaHMN7SINb3Z08LZgLtHIwnGt4kBPJoqJKMQOyo5g1Sv12wBmbIIBJ2hZ0ixFlPNXOLxd9crHCrgKpNBqFDA5zPKSv5GSuqWdH45qW164VyqoZ3lwNCISTfWptpLkEzpUvH5T3n334S0Z0wbdDAwYB3XrPvos0SaRk1QibR8NuKI9G49/3e0y5q0cWHVMZVDfhHvf48JJ9Mi0FrVNcB+qXlOxZxHv9EhDnlkMfZqXIZIUYb0TmD+Ggo58yJ9JVbEtKn3Z4kZjnnRow+q1gPISAZTUWCrlV/pUlua1W0MFKC56nfMXkJ/crGS1BGu10iL6aTFhQolmmvHP4rQIovBm/RAXdR1nCdcS4bTiN7LHSErLnIMsIUBUJIn8Sp0fSoxcd7HmXxTl+STlu4LxUk/ogdGlgtfLsnT/LVVLEE+L8aHmgO4PM9xcI5K2C/MNF0J9QMDkEAuqBeY0uhvWCsRFWW3NzEi5mXaG8kteTL1l/Ahl+4b0eL+2/LZprWqtT/z9UUKzfV5/eV6dy2owPw4fWgNaVl/tdzXSBVLh9kccH0jAwjMpePdWmeS8PY1NxuP6esy/ZrI/o5V/VYmFAXe3ez8znkalO6kAuj+ySe2DUIcMrvaUaIXfVe9jRsM8PIGg8rqy/eMuUmglVPeeV0CJK+4UvMEsS4u7avr15T++8cqiANScBPyxcDchrZZ7TqoGFQqvooDfRnqz3QNtweOcI6BethfweyyjG/TwJwG8pDGleCY530jKhStzDs+Ii3TjxUuol4dS1wWXuqtVtPkTKwVLBEwObF2rpN+L9M5h5m5Jnt0GHFznMIEPknP3n/QUwzpDEgY/zAzjDR5W26bghIQcHJM7x4oTJeY7NMLRryMgfDaOTk3saSilNjF+lu9XC/P5tWLf0nZzd4hkeICScebkYbWutIwRMeAAUqaDPJEormTbcfjLggv/UJxTM6ZIOHyiamaJn1GAgtUHOa87/MI6GKSHiWAn27tIVKSlgKW8G6ylOem/j+8uP60GFfCRjweX3Hx1Scc+CuqRoZwziTchc+pS4IbvI0WALOPhEA8hOdRL6lfN0tr/AvjpwZVxXrtPaXQTSaa80g6iUUtv7cmQGzXGD4hTlE2KWnh/EiZCR1rA5NC19wEVDcZ8twxVC6Lqasy7UicRroAJ3pUkEsCTJUVV4uVvwZtL2R2cRFGdbgScyqBazlstNsf7P6kCf34iwuzmmst+aoApKHSgjngFWm8BD1ryPUzSWjxlklWX8jhN+BHkN5xWoim1emnJH02SRFUdpojrXARf8lBGeXX3ZUWmJKN/Tku6owog1WYxSjXkPADgezoQjfCDXdwOH0O9uuTfNKFlzWUFNn4n6b0Li2rPi3GlJMwuZPzW8JqWQX2z5G5MfmhrJ8bFPIii3hcemCHjw70dvsbjjo58XiU9Sp7iSbBlpKiIgieGDRmMnBREoiX9NPP6ShJW8CGPhVM7F0rSAiZfyty+MXCjO2ck6BlGd1ztBRNTrcIETIQ92WGCt35nXWfKxb+SastcKWAiTMBE2BPtp1W5WRDsC7NlvWlYmDABE2FP2sCdxeGPVYUy4YN22IwpYCJMwETYE21S7Kuhe81aqn5S9QUwKQRLhAmYCHuqlXGY/LI2jLfVCb9EmICJsOdYXrVw3arpp2KNizABE2HsEPn88q5vkvH5nEhEOMIETIQJEyZgIkyYMGECJsKECRMwESZMmICJMGHCBEyECRMmTMBEmDBhAibChAkTMBEm7E+xCTUi2wM35hKUkYCJMGHC2KGbIAPPkAwI6AV/mFasgIkwYUc0WvSB7WFYiM5F9QVMhAkTdjBOoEKrKx3ZndzRqBUwESZM2LPnL7GoS5N6UhdjmInwTIQJE3aYJbSzLdLato5AJ2aZgIkwYcLYgTIz4zDQZN/qdNzkz9okKmAiTNgxbcwXtUpe1peMu/uSBEyECRP2HOMrukJdcpmnNQeo6GC1Wlz+GRp4AibChL0KTBgCHZtFfPdgJDwTYcKEHQYTDxK9CHR8oCT+UyrEAibChL0GTBDheLo0oG3OUSZyJsKECTsQJg65I7aiItChta25gIkwYcIOy5lEbFJSoJMTVdB9ImAiTJiwg8KckIo4CHSGASo5kYCJMGHCDq3mgCEBs1qyS8WcTMBEmLDnG1IECU5SVrA/dTynKg0XrKrohGPOGAETYcKeZSGrRT24pRH7w2ECaZOB8EyECTvMMYkYrsVRFCdZ+adO59zChNlSxxFNa8KEHcISr2S3bn3G/nSY0IxO+GeEfAImwo5qXrdt2IzFaUmxThn9kTCZ6I1bmPgaxAgSARNhwp5pZkdSFMIJEiaTnP2ZKrCR3tzDpCzRutZ2RJgjTNhzzZL1via1DcfHacrYnwoTeQ+TFKM5fEZHwESYsOeZLfUyt6/KUtcm1z5lfzhMkDWKfV0yBUyECXuuZ6J08bs7aMstwy750UqTPykRS6nWiCdgU3xclsBpbrdlm00KVhQCJsKEPQMmRcxS3+upLdmwU14VTXP2p8Iko4Rs0Je6Ho3oZKmAiTBhT4VJo8tKXrtAsCN1KBWLPjaf/bkwiQGQEYkRFF897BMwEXZcmEgIcwpS8Ejy0aCjINjJeLn0D4UJH/LLMaOj8qBPhDnChD3dMzH4n0nGignzBh1Kxfrsj/VMoD6Qkm+Gis6o/OKdsAImwo4Lk1av6tAiXyROc7+vKs1+PbLzR3om9NwDCnSsmEvXC5gIE/bEPpMe9u3mCcQKR9RVP0Zlp9Ox/ljPBDRJC+KJha56EeYIE/Z0s5tGyuvAAY4RdIFWsGG7f7Ih213vdqva/hjPJOWbuMK0o/jF1y6RC5gIO3IC1rgz58dWi/liMZQHM7Lr6+l6eXl5uSDLy9VmttmwrzeZgy050ICl2aTijo6J3+kEX1zWRMBE2CvDZD4f/jUANsCS79P15Xy+qKxYrBazuYCJgIkwYU+Bye7i/GI5/Lv/33K5XG+32/VqsUCMQ//Tb1+wZCxgIkzY68AEANkO/u6fwy5gO547WW1WJVvtyARMBEyECXsuTJaX8EU2tWVst8SnljsBEwETYcKeAJPr79+/ryuY/He5uIUJMLPjNBEwETARJuwpMNlcwYaN/u5yRSCZbRiqOZcU34xDwslOwETARJiwp8OkOaDGErBktllWuZP11PPGu10iciYCJsKEPTybc+fIVDCR+xn3Rq6vl+fb6XZ7vr2wdKXrnG5OqNGkhERBmaV5+QXOWskRYkgOSSP9BBO/EB2wwoQdDBP0qq3Mv/qry/+q2jBIApRcLHstRer07A3OV3Qzl1+miYCJgIkwYffBZHUGM+VBslrtloSS5X+Xl/+tVkX/r35P/UvuugHvQM/TvMhz4ZkImAgT9gBMLs/Pz+Zma3BV9dMvNzOKe2ZXJ/2/vm2cviIpPRw7dqNAVgiYCJgIE/YATBarodK/+tl6srlhO2eAzRhcejrOSz4iJ2AiYCJM2H0wYbvN7Fv/n3+/cRsOh9+G/KPRQDGTaHkeeIO21OlaAUkaRiLMETARJuw31Zzhv7+aC5hsluH0fBm5A2jF9mjPjqjmCJgIE/ZcmIyGipVRj/0ZvsgbaJJk2OFX2E38M0yur+sRpAom+/5fVrUCf62ePQETYc+zhKSiWcAeXMIFmBQ/NK19uw8mg5a5PadSD9IlULIfqgpw4n/GHrU8+jHTAyaW2DUcsQIj0TmmCaiGhWiv0/Y3PP+MNuDVqsTH3zdfazZJwETY86yIizL73UY/42688qBn0q9hAkGTGNrTgWeqUrvrfkbPJGJhfiPuSutA01yX7CAFTtimgsnF5amnqiNIzeH1+A5/rKg8k/OJgImwP9iyhJXRk2GCa/F9nsm3ftPcXszPzhY322S8YfszbtEM2c+NdlgbZChOJdH/nerh1KS3CiDbuPa3u83ygrfuxclmtTg7WwmYCPuDLee7YH4Hkzu2ms1G3/4djvbm4hfsimCyhArbIqFgYBITnnrN4SdkK8Piz+JW5Cll0MA1GlaZJHilaBzpcnmxvFyFCHMAkcUcEwW8e2+zAUvmAibC/lybsDz/7eJy4y5oVotkXjhd65c+k37D3OblHIcpTUuaDAzHea/1+TyTMeWQWJHdCXrwdAzJ5tklwGSzml+eXS5Cv6O6wTYAPzlMpidXM0oZLQRMhP2xFlJ+1X8yTM5weiy1fzKrIUKjw0Wx2RBMrvHRjLIwdRkHjWyfUMZxwkFS1JZTTSrstp2Qt/MiL0IquIvF7KqjUPJ1Bn5u6hdjM+c5IwETYX+o0Wi9PXB/A5O73RS78eXZ3FL6cz6Ys10jf4ADtFjsKpjMZjxdUmTgSRL3FXPy6aKcYtDv93q9fm38w54qdXtOnMNN2UDrFqJQs6uR1hldjX50z+bzWHgmwv5YQ9kiKgatwSMw2XsnaLGYLKy/e+d1omBJlY352eU5hwnvuYjzquIcsYH0CXMmY12SJFm6MVlqSs2mLMlmQQvbMTNweUksGf7zz7/D2r7VdjIXORNhf7RnwthAHv6+mnMTrUDC5JqZNUwuILcGlXqIN14uCSbovtjc3mzG8Dn2+dpudHkwME1zaJoD/Ic/8Luhq02+xTBZrtfrHQrko3tKWkOK+gretyNgIkzA5N6cyS1MSAN2A5ickaA0bcupVvnteJizvtOy9VlhwhJNdijjkwQsyyh9kpUhG/Y0ycqivBLUXs4ehMnslHe5hQImwgRM7g1zyuIOTK5m5l+9+eWSFvmhUFrbQDKX64tbnHxamJS64kyG/cFgMAoTyrkCKFmvozcsqvFMH4HJ1SYhkowFTIQJmNwDk/yOLAl5JhwmfL8waZrcwmQH6bX1Z4dJjL3CCGs0Tetaw6E5qExTNDTgoeEk5ZvHHoZJsElD+DIizBEmYHIfTLK7e3PW19cbU+5RonHDFaWrPnI2+Gu4AE0+PUwY06WO2kHi1egqkqTILehRKvrAkC201aM2jpa19W52P0xGfcNB407EvobStICJsGPDJP1hPSgyJZbcy1fIk9AuP0qbYMHFCjCZQ8nx08OkhGciyarSkjRNarc6MFVVDVNrWbyzfrGYQ/0WnSXucOiO7pj7zR25bZ6u5rOOAibCBEx+gUlyByaX50v0mbQAkx2va1xeni2x6WJ5CZjMVpvd5/dMIl2mynBTktpKR5YaQEsbv7WaZoDkCXWszc/OL3azk17v5y7gmdPs/G0i08ImAibCBEzugcndy+wlJoPn8EzOVhVNlpe4UIMlC9wEvJXP75kkDMnXXqsptdXegLrW9r/1PBLeX3GYINJZXxv6COK3M3TsYcvy9elsdrpx/27LivtVWCJgIuzIMGnqObiwz8CuVv9dLs2/u6tVvRl0MadAZzEftCjM2W4/PUyohdd3LNMkcadfG0ZWeLJ8heGp2vYo+8xr43x/e7FxZa2HUnoes1zARJiAye9hgq/fLc1md4eucqLJ9YZx4bEVbmK+WH5+mGBMOM2zScBLMsn4YT2WCDDJf0i0FgwwcTVlUGswCJgIEzD5HUxWCw6T5Y6uyLtqDRdZnYD99H0mZf0/Foil2e+knR6ACbPkjvOwcJ2AiTABk/3fF+gwQZhDMEGqYHkLE2m4+Aow4cpIWRxhU8dvWfIQTCKGQCf4/Cs+BEyEvXrOhBKQltylkjAlSy6XZBh9q/pMtl+gz6TMb2O6InouTMbM06TB1+inFzAR9vowaXUXNU3mewNMdl8DJpVW1CRO4kM8kzhEoKPaIswRJmDyeM5ktSDPhO24S4I66dlZDRP6xO6zw6QS4s+im9fmmTAJ8Ur1WoYvYCJMwOT3MNnRAD5gghUxyzWHSWUL5EzWd7fGfOIwp8j3Ci5FWj4XJgF2tvvaZxRyETARxo4goYwmkYIqEJAS42oDJUvLWpGeN60lN/3hKN9M12haw1AOtlHBTUnRXwHVxt2gMZji74vVp4fJE22sKd4PLg2esqtoEQaGU7vdcsqi2OdzBUyE/VEwSWjU3seQfRaGNIzD9U9hjqyj5+LGa19Pg+nGUrozbsW8qD44Palgcqs09qfChEvF+n0guKAFPMIzEcb+rFUXCHMmaNZyukZtur7/SGt2jP7tYp0dhF5PLO3fkX9S2Sl+zWYns6GASQ2TFB7JSEegE7BPXiEWMBH2XCsAkwEFNbYitWnCDdaWa2tJitQJbr52c3pyav3vf//793+17ReXD+XBdLmbL9ifHuYUCX1sdWQ34Pu7BEyE/WkwYXnJbFmzHMe26f+9mbqh6KPb0nAxS4b/+9XcoTKECtly9cfDhOZyEN0g0AliVgjPRBj7s+o5BBOkWC2ocXie73uj2zJF0O02UKLYJ002s9Pk34dhsv38so0vDXNK0mwMmWcg0Ik+t0iSgImwZ1eGCSZUDrVlwx9gUUzXHFXjKcjBOtAI0sKb9i3AZDYUMHkYJohtoO44yZnd7mBx11jARNgfBxOWpWNb6gy6HVnVeoNelxsysJIqqbeDa6TUeB9MRhVMps+dGiZttt1+Iw/Zek3D/FgNWMwX1Bm3+3gvGckvVDChB8z/AsvxcQUTVi3/Q6ATiWqOsD+MJvkQ0yQT8kwkmUQLW32NZ2EbWD6l9m1Ju+3n3GAh5vCf+zyT9uB6SlmT58GEJgWpXWUFPcj1cjzdTqe4h5kPFUTrm2l7UzwscpowdFdSB9m764Rs6pV+81xreNvx8vzskuSRWLqDNr/bVoOS1QLcEc3oUEdt9Ju98AImwr4gTBJqUGtpGpbXSSgN783oDzBwcjPwtkEV+PRbfzj6yWZDZbCZgibPh8mapFGwzCsKsREwOIHw+7chT8t023+pBi0uHRe8YSNOPkCttYIJvBFf67jb6fLsrJjP4Udtdrvo3FFuYBKyEIGOzYqQq5sUAibC/hyYYOewJaM0DOlTCCnfrsdUGpJ2663vpsH3mds1Z3eM+kxOh63BZr1+vjhSdTQRIsSnlI+ZzUbfbtydTqvRVCTdottKKG3z+9G7N4txAI7dJgBMptNrrs6PNYfXJK7tdbQbz6SMsR7V8ChCnAiYCPujYAJXfASpUw0c6ej9wd4gfzoc3J7hJbyPqdXpB/XKnD1QNgST693tdM4TYUJTyJQb2QUbiqBO3Dulon86CoGtDZzgRKZwStJ3P5NAH231W+OJa8qIP/W9mjSB8K/ODUwAYN+gQCfA31IR5gj7kzyTgvq/Weh5XjhiEbXS5wXNl5TV1M7NoF+wtho9XIzX5IhsCS5osV9TDrfYJyOfBRMu/7g5wXKvO17Jv8NvzrdhV2thgw3W1xh2WWkDvHfOBI93R+NJeKz/aO7VyclemZ73Ap/c5kwoHosdSbUIJKlIwAr7k2DCS5qM8cvonSLEJByTx35js9XJyv6ru9srNnKYIPFKMJkfBBO4JdcbusDP9m7Jv99GJxQ+zecjp4tcsCwrnYHHt9Gk7w8TmnW8no3+ven+vdnB9c1r3sCEfKiiGEho+EOh7HMKTAuYCDsIJhGPINIEpZO8kmhnP4sZ8sOUIS75pnRjYGPFFmWZbMLNJtkkCHNWB8AEOQgOJGwwPqndkn9Hyez0ivyd3WyerbwB4USSu/bkAxxJwIQQCsfknvr4v6M7OZMxtayNDakfsKQUORNhf5JnElP9MqajEN/dSBehzz67dVVWZ2cpwYSvGsaGi3lCaianq9WBMOEeDsCBGk7VvvKvS2OD15W/g2kfJC9Hg46ETI5msffflHcDE/d+mNx6JgUvPdnNtp1+ViUCARNhh4Y5TzpMp/NFDo0TWt+9y9L5Ijmr1JEw6Ae4LJ+bgCVJauLG1agKcb7td6Ff11rVuwIxgtODb9Jsm3Q8iwJ8eTchM+CTqtkPeSbtjs+9kFsXaijpPlgiPBNhAia/uhLLqd0wfLgN5+g2C/mGO7RtEUx2u/y5MGHhzt9OT6+qdMm/yJXw1V684IruWNKUxTksHBMtdDLVnEICSvBuAQ9ggrjs+iHPhCdgf4CJb8iDQJSGhQmY/MoS+BFbz9AN21/vwvFidU6excVyOWj2URfePFu2cc6u/dlpdTSHoxmOKUBSNdczfISwqaCTGVkalXUGlNF5z2AHMFnsOEzuGXccujxn8gNMMD0J10SUhoUJmPwKEzK715AMK1wtZkG9NmdKMCGX4tkwQSHnZLQPcSDjVvAmNi5Nzf0TsCPmYito9G9jEhetpen7zc8RTNiaqk/Up/vNHY3cyujP0T2eSezJ2uSTKq4JmAh7VZjgkE82+cjU/vrLsIIVo2kaosmw2acu0BuaPBUm2ek+//Bttgmmq81++IW6Yne4SXwNpFbKMhrxIrEZs/dsqkfOmVrsNhs87G/db7xnl7et0QdF0PkFJsyTtGgvqCtgIkzA5G7OZJPMULU5MfW//tLNkLsl2/Vy2OhfI98xeyZMdtvNDUtQwuFdJ7tqJw9wgi71XX0QMxa5hiS12hZVsN/3bBJMZsXGMzSTZ3euq3b6zcpTOvfARA9FAlaYgMk952h6zbvoN5uRqTdk3fbo4GOUWO5XffXPHfQ7Pfm3jnH83fwsRnqzWqFBNCFPp8jyIs9yOCQB0UTS7CiiaZd34sh6XVesot1uKGkeL2VBVjve7LJL71fPZOLJgEkpmtaECZj8fJimu+v8OxwQYGPnAyd//WMF6IhfcZhsZtePwIRG5JBVhYoJzQrvqDDyrWbJyW4RnlGzOmhCY/01TG6SD5Q3URttymeG7L0m/nZ7/afz5XQ9NVrGJbYaLugFYLvzpde5zzPRwt907lbhHFtVf94+XQETYZ/S0ueFOYz+y9gGckCepcl/YQ5vNTf/6sOL2MR3Re/vgwmSl8WKgRi4oJ8st8FVxZLTGU+VVGEOVxzi/W93Dhfa/EPIlzUlVQ9LHvcQsYq3D3H2Wk4RiSG1zFWwylarU1bgX+7xTJgracHDD3NV9a3QvOMF71/ZCJgI+8yWPQMmNwBiJMPO/MBElQWVHbPVT/Lixw0a98Fkink+8kjW6Vk8X/obnjAZknOzWGD/+eqh+0PvGpyTwET3WmuAprU4LfN37YdFpJWFpqS7+CidVLKN93kmv4fJgkNkK2Ai7A+GCQ5MVPnuCHYg0GY0++mPgiMPwOQaqUscH5yi00064wmTf09O0Yl/iXLwavGbVWFcZKiHtAk0hyb4a5685xRxxCNEQ+pRABa+ACZLARNhX8fyg2CCIZQ4KWj9H+FEag0n7IdURgWT8kdbr68LnhdBhnUDJ4UHOdAFQf5kSZsyHoYJSwp0nLBAlzoottbDLmn6fmsQgZMxsjiyhY8xvpSDGC+CCYU7m42AibBPbcUhMEnzWo46xDXas3qmV/y8KPAemOzWmwU/PvN5dn1SNaV/m53gDO0qNdiHl/tkuEPMNtsdjBDj4ebhu6o4YpQP848Jzd54PL36Ypis1gQTJmAi7M+DSVJWuRPInGY3x3ryM0yKHy2H80HHZ7k4vf4+O+VBzulsfcpW3DF5GCZRLaSf4/hCXdKGp4KB5neUhA3pFzwlQ+pyRyXHf8+HSSW2tOVtetT2uxIwEcY+86qL8rAwJ8sKJEHjhLsokyKK8h/inAdgcrmYX67BDYzhVJWc0SmmhgtEOWsSln54IXKdkSkmBiSvSXMofVd9aQ4TwNNBoEP60QfCZDEnEQa4ZBs+2vihVnsImAh7E5ik1feW5O2zKOKO/4+9ZPfCZLlcoitjgd43NKSP6qqwN90V6Aa7XMx/c2GGojTXkGSpq8hSA7Kw0fuqONIAYgmKDJqqx1FyEEwAUPhku00lvSBgIuyzA+Ugz+Txa3dX1mhZhqbfMU03dGu+mKJbrark+DM4Jlh1QSyZr54AsQmDHoHc8fkWzg9gEVV0MsqgEEx8TpLyqTChSaTlxXq34ZrUm8lUwESYgMlP5sNL6VWrvBqY9m3RQi+ytvJ30zxb7KYnVSUHwmpTaL1n5LEAJo+fJaRqPF1qtXp7/+h9LYSn1FEs+iDPR532s2GyQU38YolhQWhTz3ZrARNhAia/dpmFXaXvuo7juY5rO7XZdrdtzvNoWzkmw9n1yXcUeGqYbHaPHaayRI+YBcF6yUWcU3yIMJFXdAL4KP4BngnW7QAm8Eu+WdZoJjwTYQIm99ROWbcxyIAP/Lojgrrr/2XOV5vKMfkXx2e6oSwKzfZBd+jRnMGYJye68Hd64yj7AC8eHlDYlfqUDC689iEwmf93sYYG7r//dkcz4ZkIEzD5NRxheVcZsh6sa42TLMP0b1muZpueZM1OVwUXff0GFfoNFO9X50ueMXk8AQkqoZBjd6ROy0Zl9t2ncWkzSOK2OxYB45CcCVD63/Kaw2Q4uroWMBEmYPKzQey+J2ldDbM0kml0yThY3L5k7nazrCoLE0zS09V2SnPCqA4/Xs3IS/SXpH3EOd2c5R9AJyTCnJAJMQKAxVOfnTO5BkwuCSbf/v33G4Id0QErTMDknsaQXrOj6kqz1R7sdxc3/lK+9VvD6fq0dkyuoFV2OltOMauzoFbQR3MmBYb8UMdxNRR0rPdffYHEK+CW5bQfJ2ejZ8ME+k81TIYCJsIETB5wIDCU11JVSW5JbZVbh0zudv6ygmmVMTk9gZoq6b0H1AP6JJjE1Uhd1oPDY7D3V0OkNYioCruttp0w/9nVHIb9zLQlkKKcf0dXV9cCJsIETH6tmSb9FqGkQV0h0t4areZf5umGN9JD9XVK0iVQll2u9irST7RAAqccmjb8GCJmCHT82FdUv6g3+j21aW06XZ/NpxTl/Hs1W5xfCpgIEzD5+bQz5liWBYzIas+6MRO/Rtm+lLM7uBQ6RhOL3Nu377+/hzLqNnvMV6XnwmSRAiZn6yplMj8TMBEmYMLumdHHqUptyzQt767sITYIQ3rgXy7VmB3cPp55clNW3OqYFh9A/N1VJTvoKM+ECZY3TzFBvbmCY+ICJksBE2ECJr82c0Uo6JR1y8n4dolXMsPSrX+HJGOyGR8+JZtTf20fuZnyQwQ6JEagOe3nhjnQ5iaY1CkTwESUhoUJmLBfEqV8CHAyydmdTTe77fp0U0kPDKHfODscJqmDojMVZHMaJn7/EnHqY0ZHfa5nggG/6fn5AutRKWUyz3ZCgkCYgMlPVpQZY78GIbvtclZv3YJjMlvMD7+HiOTdSBeSmk3ef0injFyl+ewwZ3M1Oz+fruqUybwQSmvCBEx+vVFeNA2TPE2KNC5vw5wZ1zH5FxN+q3j2EjEgExM6ul8VYt8dJiWmmfuK1Hk+TM7Op5tRnTIRGrDCBEzuy5kU0U2dJdvrmiwJJidImHxLT09zdrJ5wR34aktquUG1PvTdX8QYCrXGgTCZ8ZTJTMBE2KdnSfE6eib3GVZXVVHO6ATqp8vDBZQx+pMP0LjW28uwvbdBvCl2bfuXzz8GE/gjW4pyhlffIdgvYCJMwIQ9dSPespKk92e03GFz+OGBgLOjtGkmBpWi7AO0wiLSCoPoEJjUXSYlqjoCJsIETJ4Mk8tTquUMZ5uzM8Dk9ODDg7ObkRqsSe1xH8E1eQAYj1Zzzs6urnhheDVfiTBHmIDJk2Fyvjg94QJrOw6TFxweHFFTUjCgE32E2eGqbFUkB8Ck6jK5ulrkG7E3R5iAyVNtdTY/5SmT2fLsbPsimOSkbKbIbcQ54ftXc5Iq15w+EyYsp/ZXnjKZFbPvu0vRZyJMwORpRltBqTB8NbskmLzArU9pK5eBHTpQwI9Z8v6lYaz+eH6YA7jOZ1XKBCXz6e5sJWAiTMDkiTA5I+1XHJ3F2fwlMIGKCPprLVmWjORjvIxYCpTlz4fJ5WXdSw+YnCzFoJ8wAZMHTwvbcV0B/EY7YlaLKsq52swrz2T1AoWzMQtUSVHc9CM0wPKCUvlsmCwul1XK5HsxuwqWwjMR9snXcJmvBpPVfLHGiqnNZrtlUIy+3E55++spKdIvqIFtdXDGJCHBxF5DUgaMJR/35X0sAXu6nPEoZ7XarLciAStMwOQ3MMEO4RuYLKfTKy4+MKWFmNPp4WFOUS26sFAcNj7EbM6hMLlacsXG2SUNQYrSsDABk4fd+BVgwlaAyQ7J1+X2qqrlYL/FZvkSmJQ0iJxBdVWSOh77CGKwB8JktjjhvfRLWg4qPBNhAia/h8mKYLIkL+WaRzkns80C4Q+uxAcfnrzeW95Fq4lZss8b5sz4YM7VaokPr3dCgkCYgMnDCVjCCG3nXu/w8ayKcmabOWo5WAt6MEy4X4KkpyW15G6RflaYUJzDu0zm59gQOhOLy4UJmDwGk8UOjshyiaWgPMqZrQgmyxd0fHKYIHUyUqSWGmSfFia7WbXk4ozD5OJiKWAiTMDkIV1CHuDMV7TIYr3mQ36IclaVZ/KCHEFZt5waWIpus+yzwiStukwgkcRhshUwESZg8hhMIItE8gM8yrm+nhNMti+BCVyTJElZPEDSZMjKzwqTqOoyWZwjAry6EjARJmDyG5ist2vABJu2ptPvVyd8Xc50veMwOUL1YuwokqJ/3GJOyWGS3/eqVy9PrdgoYCJMwOQxlmyW6FqbkydClWCXp0y+b8+RRSHXZPHiUih21ciqV3zYl9dtaCGJr/xkt/nXfyuYXGwIJucCJsIETB6ECVKva7SY5IDJ1VU15Pd9O91xmhwBJigOy5L1oWESPJTSKctZnTKB6hxSsbPlhZjNESZg8iBMNki9AibZlqIcPuR39R2fuqTe2M1i9eJHbwImffaxcybZAywBTFwuPzDf8P7XxaWYzREmYPJbmFzO5+kajkk15He1ydbbJWVNNqsXH57IbUsNI/3YOZPilzCnrKyWH0DDGvUIH+HlEDAR9pVhgnBmOT/L1vsoh4ROARgOk5dHOZNQo6TJBw5z9PCeT+c5AYXxLhPMUCPEQQqJiXZ6YQImv1l/WcNk/v26jnKmaDM5I5js1ruXn50cSROpZX3sMCf52TEp0jTDhg7GUyYnp5AfuNpO4ZqIQT9hAia/8UzQ+7oCTKbX9ZDf99PTVUp5lNXu5bMoyEYM2lJz8JFh4sfhOPzJ0jRZg6XVXtB5ilIOPJPdSngmwj61FYDJq2UwF7y/BFJIKA3P+JBfMVudrthyeaT8QMYcqaXoKaCYsQ/YvObILVVT1Y6uaPiDPlQ79HsXPXzTusvk/Hy+QSffNUroIgErTMCEPTQ1PAVMZqSrtuLtrwlaTtJVvttx7bXVEcIcr9NoqH41R/zhLHSxX70lKW25I0lKQ2n/JbflpiIreogXhneZuLPt+dkCvsl3ARNhAia/EUcimFxj49bZduFTlAOWLIpVslseCSZQSTIkSXY+KEwip6O5nud7ru95I/rN81zXc2SdIFsvuRAwESZg8hSYUOcrhTkXGQ35nc4z4ITFR4MJYps+1oSaKI3kH/HVtRsd5liWbVt8189iRTousStr0y2Vt3iXyfn5+R4mCwETYQImD8Pkmso381WOKOff2TxbzPLdenlEmJhSq9nPeBfYx3t1HUV1Bt2e0e37YzzY+WwcbpenPmAyPbmq5AcQ5giYCBMweTRnslhzpYHZfJHwTX5pscrzHWfJkXImzEE5xwhpdc3Hg0ngSW3DgIZ+e9DVdU03dN0wjIHX0sbUxMeXXGx4mDP7fi1gIkzA5GGYrFD/Rd/asljwIb8T0qPf1Y7JkWAS+ZrU6PhF+hGFCFLARNUbkiT11YYkt//6q9lsNgzKmaz3MLnens33MBE5E2ECJr+BCfIEmDs5qYb82C7bLafHhMmEL/bzkuhDqpo4itJpyxBdUakw3FTVttLpqHpTQ99NVRi+ug6x129zfb0WMBH2kQ1HrD5jQUIaPTkL+cYZdmfc7HVhgl4TiEfPZqf/45v8UBJekh0LJrQndIByjknpk/ADwqQjQUEfMOG14b9kGZ5JU5ZlPahSJi5gMsXs0up6vV4KmAj78BaFfOFcFMU0q59k8VvChBZxwTOp2l83hBIq5fDm19VxVoabTYl6eNMfIPlBwhxmO7YBnLR6tuO6tlOb7UCpv4pyrtbbCibb5ULARNjHtSDKqxW4PsKBysKfB+FfESabzYqWlS+vZ6f1jovdjR0pRgMYbQUrh1mZfsBOE3pEqWMDIqMygUs4n6+/Y9RxfknSaoDJkMNkXonkCpgI++hW0nmzWJJnRZHE9sDL77ZkvDJMNissAsUE20m94+JoGLmBSYkeWEnSJmXGPqBG0p5vY+jVZgTWa4LJ4vw8qOUHrk64eBSHyWohJAiEfVjLMz+nTZqaMcbJw2HL+oqd5MUbwuQSOkib/ZDf5uhjilnGJrrUxF6/AjvYP16EScDLw4z3wWTR2dl37pmcnU9rxcZZBRO+lGwhYCLs41qMt7JnWpam4jcyU5PstwxzNqvl8nJeVEN+mzXSJKvbxOtRnJSMlV2pKdt118mHg0laxZcFRZvkmUDrdbZa1jAZza6nXHFbwETYx4dJGgzR1NWROhg3Qx6wJWvuG8KEMq7nZ/OCb/JDexaBpDLOkt0R4hycUZRzJLPgf/twr3+l8pDRYytSDDx+J5gUZ8iZcPmB2XS7naJBmMNEhDnCPnKYg7yrP+gZ7bbRNbowY+DcieTfwDMBTP6bV7Wcq82U3WHJMWCCRAk6X03AZJCWH3J7TkgTiEXMkVLABdldf/+OXcvL8yplUsNkseA5EyHbKIx94I40vIuh7GXoPksj/okJi8q380xmq/PpsqCOtf9dbV6hj6JAQii2G5Ki2XRoP/iPY7VaXEIFCTK4yYrLD1xVGWmEfkfOTAuYCGPH11EjFXTmudznDlhaUo14/EYwYbPNf+fLFd/kN7y6Pv7sScZSMNKFZyJ344//46B8NPQZSQd3VnWZfOAHK2Ai7N7lcegODUGRSQCWxMmb5UzYbBVeXCZ8X7l79X1+dmyYoK03QiBndFqKijJx9MF/FhCLWl2QZzKrukwwXiBgIuzzsKSKaeyegaFV/NKgSvZ2MFmxYLs6rYb8AJNXaMpCSqLMbbtvKF6asA8PkwUJbGO4oO4yETAR9pmyJjxt4mg0INKQWx2p6eVv1meCJMF0ezqfDSnKmc3Ojg+TNKuCtoHRsicf/oexusR48Hp7jVxSNZizETAR9nkcE9qoUCSG1LVsD0Mhruuija18M5hE2+0pb391kSeIX2FjXVHSswm7SnP4Qy7oQ9rl+SVW5Fwvd6u9lomAibDP45gQTJJQx56qtL6SF+zuRNzrwmSRk1PP95UDJmf/rY6egKXnEmV4DpJRfEgRgru2PF9iRc5se7GqFRsFTIR9HsupKTQKOnrCJjlviJ2wcf5mU8Nnq3Uw4+2vuCLHl4tXgElODklmN1s6++j5V2wyPKeete22+PgpEwETYfebpk6qhswxy1n8Y62nNBu916texJtqk9/J7Hp8efZqXVmeKqneh+8z2cPkfFNFOZcCJsI+nZmqFTAfK7T5LFwYvRVMLs+wR7ca8puh0/P1NAImmqTYH/7HsDw/52HOedVlMrtcCZgI+2w20rS+7boO/rf9ImRvCRMu2OjPZtPpKnm9sYFuQzI/vmdyfsFhclmlTK52TMBE2GezXgc6qY2W1JbkllO+XZgzP5tVUiYn82y6Za+WIxizQROZn4+eNIHOHDy1GfKvww+fMhEwEXa/9Q2NtixQ15ru3a3mvC5MMHL/vYpyTucYSnm9QbaYWZJsUD72g9MEYv2z2XLD5QdoB4iAibBPZwn66CcxlYfjtIzeyjNZnM03V1QYPoVS4XqZvOLZceWmGrCPP5wD32Sz5CmTk7mAibBPaGVI3kicpuhYCxh7Q5hccymTGRdJesW2ijxEBtb5+CzZrLe7za4qDJ9vRJ+JMPYZVZIwvjIobBR1irui0q+eM9nUQ37L83TxehfiPMX2HMXKPz5MtrThkMNktiyEZyLskzXUYxQncQ2p3dKxYqY7+tkzYabce7XTM7uqNvkttxeLxeIV1X+iAd938bFtd74NaGKYp0yuaOuHgImwz2ZYoWn0ZJ2ZOmoe4+CtYIJrMLW/Dmfw7i8gU/9qMClZaklSL/nwpeHtSS0/QDC5WF4KmAhjn2pomOUDaVBGusFSV1W8u0WPV4bJ9RXf5AcpWPJMVq/m1UO90ZUlPfjonsnFdkowqXrphWci7HPBhHb55ZGqhxNf1UEWC71dafZGMNl932/yYwST16teACZhR2p7H7/PZDorZlWXyebyUjStCftUMAFA4rBjoElU01kQuBjVj9jbwYTaX09RzOEwud69WpiTMV2SPnpDPdaT7/JFnTKZz3NRzRHGPlP6FSsWkrGGCGDUNhh5JtbbJWA317z9FaP2i4uLBfbp7l5Rh7+HfRcfHSYQ2J5XWibYxDWfCZgI+3TKjYXRsVigGgHzDNkp7rSavDJM6ihntpgvAZP19LVgAomkxJSa3Q8PE/gjZZUyWZ7Nr4Q4krBPpiYNs2XFdLAj1DGw4vsHobVXhgnf5Hc1nb8yTLAub2JLiv7hYXJKAwY8ZbIVMBH2yWiCpTnUmDZUMOTXVtuSPgrvbtEkITaz+WowOSH115Or9Xx+uVxtptPXC3MShHFSx0f1Kvq4gmsb0sGtCsOz6fnZTMBE2GeKcCpjoaW3lbbc7rtsnBXFW8GEPJP/cZjMl7vd9PvrwSRlAW+oz1n+kT0TLCK7cvmUn4CJsE8Y5pR55o1Y4dmW47OfxvRfFybVwvKr7xwm6+X1q1VzkGUuy54km5WQY/lx2+kBE54y2QmYCPuMMMmSnmqFjFTW8iBiWfxmMKmKOd+X87P5crt+vepFTnHOUEJ7L//o41o2n1V7QRfnF5Go5gj7hDDpyG4RliygcxbldzQIXhsmXJf+ekeeCenUvyJMIlS9JYMWXyQfeAnXPmWCqs52OhODfsI+X5ijN+zqL/lPEgSvC5N6ycV1wWEyfT2YUGde4XYkzWfcAfuoMDk7q1ImtHcZr8dKdMAK+3QJWJSFrTD1iyyKxiyZvJVnMquinNnstWFS0hPxdantUGv9hxVcuySY8JTJdn62nuYLISgt7NOVhk2jJakGNBuh2+jmr+qZ7LCvbrHarVa7zWZGU35X/mb12mEO5OlR0DEkau9Nftjl8fE2+vGUCTpvptPX2L0sYCLslSMdQ5EaTWwbxn+SV/zcTn88mEBkANBYzM/Q33ldLbnwr6YpWIJGk+UryhSmBRAykOQ+3JLkw1ZzdtNKfuBkA7DidRKeibDPF+z4nue4nuuQBezOpfu4MFlhmG893c7nZ/+dzddXV7z/9fu0JJjAVVm/3sg9RpD4jtAuh8lHtevpFaVMhldse3W1PRcwEfapMMJocji1zGDMyoTDA9tBk1fzTPYwuZwv1ld1YXjKKpiw690rztwjUeK0JD3KP26UA8/kquql361pFddKVHOEfR4rOEySSKd1d0kwyaM0ZK8Z5ix22+0aYc4ZqhXVlN/V9AYmu1eDSU7eVul3pM7oI5eGCSa8l/76+mp2fr4SfSbCPh9MNMlhk4B/Ck1r5SvmTNbb7Y7DJJtW8q+AyQ5oWbwqTBL6leZ6o2mzD7w9ZzmtukygQEcwEer0wj5hmNNDozmu3T6Xpk9/XMJ1zJzJagXHhBdv5umU9oJ+mxFM5gs4JijxvCZMUvzWk0nSpPzIMKnkB75jYFjARNinRMpI7/Qsx7HJfHZnFu7YMEGUc71ZgSaL9JqiHLeGyeIS4vRs93qzOfBHUjwTqVd+YJogzKGUyWxbw0TM5gj7hKVhVcKyYalFpWE3KdhrwgQFYMBkNZtVhWGCyWp1+bowYQSTnNloqE/Zx91ffv2dp0xWAibCPq8NjFvz8h+XcB0dJqsNZlAAE1pycTqbTqebOQIclI1XrwiTAt7WZNSR1SD9oPvLEXJuKsXGkGCyOBNhjrBPaVFK2tJILWQBC8NX80wWlwST3W4xYcUp3ws6m67Xq2y33sFb2b3iaocio+emSW03+bgZWL7Kb3g12c6uZqulgIkw9lmrOoy2DY8x6Fe+mmeyWNH6S8AkXO3lX9frYhUvXx0mJcnwl12paaUfN2dSL7k432I52eZVO4IFTIS9lvme61ILrOt5XnC3EePoHbDLHcFkFW9OSWTtdPF9m88W2A7KYfKK6vTVsDDtCC0Alg9ZVQNMKsXGs7PVZre+Rm6JCZgI+2xmdGRFaeFXuy2NXrE0THkRgsku3/CJ4dl8uk1ni2K5Xa5IbG33mllmDC1aTcnIPqA8Uu0r3Sy5mC+2aKhfiXZ6YZ/Pupqq6ZqmKlKrO4rZK3omaJpH1/wuWZ3wwvCU9NXmqxom291rbkHNs9JpV5ImHzTYrLpMvi9AEw6T+ULARNjni3P8MPB93+t3bJ6NfS2YzPmqrd0u21D7KwZQtpjUyRevDRPadUEFHZ8ysB/2h5BXKZPpAg3CBJOFgIkw9ik7YWP4/2NmtL2SZa/pmewo0NmcWiQlDZicr+YzVIyRM1m8Ys4krSMbXZbs4uNM+tFrgdQI4pnLFWo51V7QCiZTARNhn9LSnMMkKiJLGbIf5mozZh1vCddqtV4vF/Piqp4YpvQJNdlXfzyjzSRhCZRqk6REHap8+vKKlDKwQOZHYQlqWzPaZzifnJ1hYTmXH7jaXqKnbz39PhMwEfYpVw7v285NaVj8NHB7RJiw3Xq7pCW6V1Vh+OAEY5Hylhh4TsWkfHoXWgFJk97H0SDYkbrcjJblxGdYbFGlTKA9cLbYfP/+HdPVIgErjH3GprUsRkwT9iSrjF4NJrsdBNUW81mti3RwU9aERX4aenzLT5I+vQutdBpN7Gj/YJ7JClPUZ4tZrWUyu1gCJtffvy8FTIR9QrOGg+FwMBj2DUn1fp6Rs+Tu0VgC+YElFoFWUc7hmq/kSJmq4f/gVj0FJj62FnofBybrJcFksziHeMlVveRidnEmYCLs85pOGrCNhiQ1VPOn63x5TJisd7xmU0c5py9pF/cNqa2BCwEXi37yhA5lYD9MP/1uuaSVoAy6uJjqq5ZcXM3W5/MaJqLPRNgn9EwG/QE306H064+BgNU8Gky2gAnGc2ZcF+n09PB2cTT89yRVMdxKz+npUgS9BiRNPkrT2upyDmnGDViCPR91ygT7DaEVBZisl6JpTdhntDyjlGYalVyI7MfTaTWODBMcnCEmhl+02SIPup2BJnUBv+QZkgIJMrD94qNoEJCuy2pzDZZsl1WU49YwQTcOwYQJmAj7bEZKjeg2Tws+EfdTDuK4MDlbASY8ZXK6ytnhymkY2rPRg2Z4rHxG2DKxpabxYSQICCZssyaY7PYpEyxLjQGTnYCJsE9mfIeMN7B5TtPRBx4bF8x/tQQsRNViwGRfGE5eMufcxUYtTyeasDjhk3JP6JIPwl6/b95MSX8EzwTV8u2UFEy4/ABggqa1OQlvL1di0E/Y57GC0iOW1ugHLIoLS2rq1E1fvBpM4Jkk6MeqC8Ory90LHjnBpHQNRffHvN8kYo83kKQTT+u0jdGHCnMoZbLdF4YBk3h+xhccLjciZyLs81iK82erkmZxz99DEkJzfsqYHBsmZwtIr/PC8PflwTApK5jAv3A1RQsiesxpxp4QNkEfCfsuqjXLHylnMjupeukhFpUuqm2p8EwETIR9JpokutR3eXkEB9Ltkkhq8nowofbXTa2LNF6erV4IkyJgI62tezey0Y9+X2Q0W4pzs2T5nWGC4u9mc404Zz2rl1x8n67zPUyEOJKwz2Rj5jR0H0zJ84ISma6quD+6JseFyXq+AExcHuVMLw+GCQSOCCZ4yEHqa7JR9Zs8IbEaZVg43BjCLwFL3t03wYQfDfrtluc7njL592oFTYYNweRCwETYZ8uZZGZjwPK0yl5GZdRrWfkP4cKxYQIl6ZMhDfnN4KWsDu6A5TDJ8UB9noV1nthvUpBCvdLPCJ3s/QMdjAqjaQ00YVd7xUYBE2GfNcqBkqGJgxVHaZ7T2Ro2zB8XaB4XJtslO4U4IXSRrmZY5PdSmASkW8tcg/ebxMVTvs/DSg8j4r0p5bv3m0CBgNrpkRypFBsJJlsBE2Gf0mI2lMysdvjTgqaGzXzyWmHO6hwqySc8ZXJyNWPxi2HCwhxEKEZP7TeJWBpobUkdR/nTkiyvLWdCNNmwy/msVmwETKZ84yFyJjsBE2GfyCIW240enc2yPqQ9xc5+KLEeFSbzOTvhE8PDk+kmPTt7QbWC95nsbVT1m4T8V/Cb6CVkpSG1ZDv9EPM5tOEDOaSL87O6y4T0XbjACym87D40SwRMhP18hU/cNlRRS+p9pQyK1247rzc1jG6s1fe6MLwt88M7YH+GCeP9JvCoijhL2G/Ujyas7GN3IUK5/ANs9tuRUtRscbE9q1Im88/03hEwEfbz4YKCCW/iiuGOlIHRMtidhX7Hh8lmr4u0Ha9WxdFgwjzqN0npoU9+l4mNWWnJMgSSCCbx+08Nk2dCCrhVYfhDSw4ImAhjv68M+8zvSIZFnRqla+qS7P3IkmOHOYBJ1f66HUND+lgwwdowX1N0j3Ipv1VlRKXKa0uSxhvcog8Ck8vz8yplImAi7FObj5EcSVZ1mNqUNDd4xQ7Y1X+X3/nEMHSRUNlhi+N5JkHhaw0oEkwmv2MEDUWPNUlGDyz2ob6/Z0IJEhRvlusqZXImYCLsM2dNShaO+iqaLxRJ0QY4iSiRFK9VGj5fXs+qhTmAyTRfHQsmxb7fxOX17uzhNhOWF11JbtksLfPyA6jTo9EEgmrX1Ev/TXgmwj6zjXiGpPBtczg0nRD5SZ+94tTwcnrNdZH82SbbbsujwSRgNACNfpMeir+/cU0o71oOoSk3AHA+QD1nRQsOF/NNLT8gYCLsM1tKksx0xabiMP3xI0qODZPJ9QmlTGZXm8n6ZWvKfwxzxrxLxtc0twh/Svqwn5VQLLStdSl7wvJ3Z0kFk7rLRMBE2FevHh8TJuNKF2kGRaDlc/bk3BOv9KhX9yczIPD6SJM8aNmWWp0UElDRu8/mpIBJsVjsFRsFTIQJmDy9fbyeGN5st4vF7nDf5ECY0LQxC5BwVrwIf3l3mEA5esNWN0suFkzARJiAyZNs8302qxfm0I7hF6wDPRAmBU0jFX1JkqDgEr4/TBZn3zc7VssPXG0ETIQJmDwVJrPZKV8LCphcvGhR+YEwyQkmzAJM+hlgUrw/TBDwrfd7QTfZTsBEmIDJU2FCUY57tVkt5+8DE/pHR5YaeoK/FO+/6oKwOqtSJsCKgIkwAZMnw4QKw3DoGVgyX785THhtGM2yktLxGHt/OROs7pttt1eVYuNL4CpgIuzPg8k3inKwYAosWbwDTGIayEFVucUFZN/bdudIvgImdZcJqb0ImAgTMPl91/iON1VsePvrt6sT0oKl1X4vhclu96PmsvG3vfpvcbna/8dIFRGD/LvLyx39BXkSmtwZSA1p8AGa1uCZzE4BE54ymZ2tpwImwgRMHuzKgjuyoc0w+Rz6YRs+MeyfooKBWs72cJiQ5mKvaWJXLzSZF6DUhtQ/NivA5PL88r+b/yohM2RoLi6Wl4xzBU16AZImTSNmRfYBSsMYK+C99PN5svkuwhxhAiaPwmRNax029cQwhwm0xNYvhckFlnsvaF0Eh8mKYLKEmtvebmFyfn5BKogF336a+R2MNAYfoJ0+X5Tn2+98L+h8nr5oX6qAibA/IsxZTreYtceWi6r9FTBZkWeyXh/BM1lxzwQf0QCu0bCvv1/fsV0V58AzudhVEQ9PuxotqeFMPgJM8mmdMpnPCwETYQImj3gncE2Wu90ltlxU7a+zYrfDdNvuODAhq24LMGnaV3fsGojhSqr4wuUeJkVaImkiS0P2/lmT+SI733L5gRmSSAImwgRMfjdiT2edlbvleo2+cYpyTq9ms+WS1k9dL18KkypTsmIUSEFoaGPI3+7CZLbcrjlOdru9piopmmTYd9GSjA8Ak9XicrnjXSazM9ooJGAiTMDkN+I/ZAVbU6RzygvDV5vNcr1CcHL9Ys/k+prcjRWjdb2AycqQ7dkdwxpfZF53VaxDRNnXjT1FbqqTj7Bs+LJacuFezRP2/VrARJiAycOrHFaU1cixrXx7PfN5+ytgsl5TFWZzfRyYIIqpYLIATOZ3bIFcCWVmrjlZMFe4d0WwJFRq2+//4m7yy1XdZbKIN7ucCZgIEzD5PUyoQW27OeEpk6vTTYEDjs8dASbfZxwm6y3fWbWg0vDZ5V1bgiaQd0PIM0PiBGomZUJt9H1Z6gzT94dJ+t+qHsxZpZudaKcX9oWNFJNs6WCYLK+R0FjxpVLBtJoYvro62aQvhQk9sJ50C5NtsJ3SPqvu3/Z0vR6va4PiwWYXbtfTGSVQ4uBif394TjIlTd4dJqvzGe8ygSjD7PsuFjARJmDy0F6Y6xVUSwCTbDmdXtUTw9PlxZpiks0RYHJNScvVbj3erimUMRSq5pzczcGe7MKwgskG+8H33+51Gug0eXeWEEyqKGd2enX38QmYCBMw+REm14hyoKmGFpP19HsV5ZzMrhGSXCL42VyvXw4T5CxXK5BqCamU2egf7dvobjkHfzk58bzt959hUuoNueWU7w6T+fnM5VrSM7TyLSMBE2ECJg/CZLNCOgMwidbVwhwUhjdT4IWaQ44CE9RwLpckVA2JIeiV/WzDq97fHW9HSZPN5U0pOmEDrOIavj9MkvPZN3qUoxmSOufnlwImwgRM7j8sNUyW6fx7vRb0dDYrt9tLajPZvKg0TIN+aFWjeAlTfBkFMqN/77ETTWlp7oau/Le7jdFpglVcRvHuMInOZxx5J3j8JwImwgRMHoXJ6XxzfcUX5pzMThfkqlDP2vRwmJQcJjnB5BIw+Y9tHoLJlf639rdO7SebszuCzR5Wcan+u8MkPj+lB/ltSa6TgIkwAZOHD0sFky3fMQxdpH99ZBrnFUx268NhUuxhguzLJfpJLjlMTu6DyUhXLP1vg2iCRrmbW4igadJ8706TzSw95w96dMH7dSMBE2ECJr+hCcFkfrarUiYz5AYW0xom65fCJFuu4ZjQpB+bUZzQvQ8m//zle4akY4ngKtrDBDoEg3YLmibsXXeD7q7zM+5OXa3X17Pvy6VIwAr7wixBz6jVMA5fVL5co991e3m2ndPEsHuy2ZyiL5WkCSrJpEMtY/2GSbfB2/UTtjndbLz7ErCjf1rOjtMkZ5dQp09ZiiVdYeY2JQlCsHiO2dtpwfJBpT1Jdpim5vKvKObszmk2Rwz6CRMwecBQxaH+j8o54YXhpBIUefkjq2Byx+KMlSfDvvNDafhqNLrSZWezGel/6x5t+sszwkeBNahaU1I98lHyN13hV+GkYgnJv37jkzns/OxsjkEDARNhAiYPeSZ7mJyf8cIwq1v02cu7/O/CpCw4XzaDf9yrn01ruWhs8zVZ8zZFyiO3dAxnpNfA9hxaJVoW7M09k4om60rLhCZzzlBqmgmYCBMweRgmyAXQLtDtWcJ1kcq8fGx/5zNgcntDGLhheRR3WxCY/aED9upKbzkIbHYTXdKdPchi7M+xJEXqcU/lbV2TuzCZVjDBYtD52ZLGFgVMhAmYPCjXQTlY+PPzgOsiZTi4WX6Ex8VhcselSBOQZdeF0toUWmvT71P+J7XY6385/Oz6+l+GCwHYnGWUVs49SWmioz5+01Hd1d30K3ImdcpkQ9NLJL0iYCJMwITdP+hX6ZvttudzWphzMuPpjpcf34IGf5u3MEEqJk8IJpK1DtcBis6VbU5ONwSTfJcEzDX+0u1a2p7CHU2WWjaLy7dcoPMjTHbrqyrKmaN2PkVjsICJMAGTB2AC/fkNiSpuN8kQUQ6HScleXj2pYZLfrsOhG86Trmwt7hp9WpfsSUKa9BvUdAybRzUlfecA9ZwBajl5+U6vLnRWqijnO2AyI5iIPhNhAiYPwoQkYDeb6awqDM+KLDpGkuJnmLAyoo9X3Y6FgCE+26sjQZZ+pzWd3S6AM1JseIUYjtE4ZSjoWC1JNoKCJdl7vbwbHuUMr7ZnZ4srwORMwETYlzX0ZbDCOlj5Y0kwoUNzyteC+gdXKwq/YEHIypDlWKKV4Y8J60vDkHZqFcnt13V/Ulr7D0LS+t/2TfQwgm/iouUNt8bYWG20FI/l77E+J+X18dnVkKdMAJMNYHIhYCJMwORhzwRRDuTWKl2kk4Obsga6rhmGrun4E6ar+ECRNMMuUJfJqVmkhslf34rVHVteACbSbdd87MM38bhrBBepK0ktC88xecuu15uNhPhtXxiuYXJ+thAwESZg8oA40nqDgs5yUy/MOVh9vSthyBdHn/7HR4oEAQEZfSJmzJOve2lonoBd7m7+o0V+BJP9klCcZA8VYhe1HwrhLNxSF2CJ37SFvuIJJWpyUmykwnANk//mAibCBEweyjBCHQmxzqZemHNw6bPbGDqe5zmu6zow+t0eGmrHrOZsbu6v27D2hRyy7QWFOZJTwQTHOA+zhPImjJrVILcmtVWvfFvPhMMkJ3+qXNWF4VP00m++T6dzARNhAibsoanYWQ0TRDn/O50dXPrsKVZik9WiATnCBMvQZYJJnP4Ik+2trWl0DqXhGiZ8kG4SGNS9FrB0EhtwbyxeHH5jmKR4BqtsVReGsTNnvvs+Xc/nKwETYQImD8PkoobJcHY4TAzF8vvdXrdnB+Mg8EfhaOT326pklvAqbjOwPMzZ3bHlrqQ+E9o3vOFb/ZifM8qbYDdoUmCxnyT12dsN+u0fFnyhArvAVnX7K7Ws0RYxARNhAiaPwsSnwvBsdbhngmSrJiuSohuUgdU1FUnYjgrPJK9KI7cJ2DlUS/b/rUqIIHCYzGqYcM+G+k0ozGFOB5PD/tv1rBHdOEzQ3LKKF6sqyrmCahMEo7Y7ARNhAia/g8klYMJTJiezVXLoYenKrY4mNeU2sq+y0pCUdgf9Z1CBRY04K1O2H8btyt/mP3atEUxs7pnQ2q8Vcq3giadKPmgSUROs7LD0TcOci+2SYbHFKl7xwrB7NVtNFpCQwl4yARNhX9tK+3CYbGbzy2B9fcoLw5vw4MNidDpaG6tuWvBIuGeC/3X4KsPd7nwXM+LEgrrjerIFTbfNav/fHOdTb9iQHgJLqPGEjwhnoaZ4OTk1A1lqDgAV9lYyjXxOacvgjSzms7owvJksqXi+YZeXAibCBEwe8mw258vlajPjC3Ouo4OrFV0Ug6kiTCa3ZakhV39aq2y6DFnBYQKF6l7TKu+opdD2L4IJ7Q7d3AcTu9VAxJOxN4TJJWCyIpiczeooh023a6hazjYXF2I2R5iAyQM2W00vLtOqMIw848FNWY5tDzXQpNO3bevGbNtbzHe7yY737O+W623vbwtrL276TC45TCT7Jh27+wkmE7VFcU75hjRhFUzK+Smv5UB/Ba19JNSAvTli0E+YgMnDORecnNN6Lejp4QnGcMJKxwJHRlW6NauaSFcJbnKX7GXLpgSTiyWcodoueZjzl81Rw2vFP8EECklNafh2XWsr4ORie7GbzfLFpo5yZud4YAImwgRMHjk8+XY7yasoZzZ7QYKx4NVbdLqWIckg5VxdLYsXZ8nqMt1N17ythMPk7PL8dm05DQQSTJBQ2d0LE1tqvmGcs6KQj4EZp5t0UQ/5VTDZEUwuBUyECZg8eHom2+3JjC/MQU5gfnYoTDJ0eWHUl5SN6r6SkgTqV4uzHGWcXd2oxmHy3y7dXdb/rYpNsUOYwws5u3tgkiSapCjOW72UCLx4pnUXX54V9ZAfh8kFrVjfrEQCVpiAyYMwSbfbamL4BDBZxAcfFi5AklM5N/lBBHFONeE6hFleUwJ2vb5tqMda89kOCVhStp5TrFP+BBPIUiOt+2YbL/iYEl96fLHc13KgJc1hQumUz8QSARNhbwoTnPXpdTUxPJud7C4P9kyKLC8LLoSCMWFokaSUMk3TRbpaxWj/4it4UAqe9ZRvs9np7K5tqDRc1YVpv85PYQ5XgjXeqtHk8mJJy8JQ0Tlf7aOcq93FOWaI6llEARNh7Ot2rbHkBTBJV7vve12k6/HlsZuyaNqGd6utx+gpSfLRv//7NnJHt+aP/FNDQmmY0wQV5J9hkiWo50jumNZ6JW8CE9oDujs/r+dyTq426fn5OSTWPh1NBEyEvSlM/lvgSlxNDM+209X82DkINJCsqqWfm9M5luP97xf79/SflkXVWKRN6LT+CJOCxX10sAx4eShn2avnTCqYrLbn+yiHajgXgMmKCZgIEzD5DUwuodNxVekizehAHx8ma4IJuuRn6fzM/989dvqPTDDZUlbi+meYpCxyABMN2RikU17dN1kBGnhBZuxiUasPzDbXqGqj/rTiNBEwESZg8lDOhGBCheHTeVJLOB7dM0EqBDMvm3kS3g+Tbsumas+aZ2Z/ggn4EepSS7aBkrx8/QU60H5bUTlnOas71q6vv9MDWvF8zueiiYCJsLeECRIVm6sTHuXMz7bb4hVgsltVVd/dKjsZPQATZ8qlTbbT6S99JigPDSDg1oNTkuev/3JC3YWnWtlesHF9jYrTZsFr1wImwgRMHobJ2fz6qlqYk/+3Xk42rwATGg1eghboYhk9HOYscVbXv8IE60InLnQIVOpbe32abEiQgVeB91HOlkb8ZgjV5pcCJsIETH7rmVzzlAkGeZFkPD06TNaIcjC9xzvWVsmoj7u6azcJWKrlzDfX659nc6D5WE4MDA1a+Lh89REddKad856SOv0629GIH+KeBWByuRIwESZg8pB2B8q1myplgj6t5eXs2IcFo3sUILD1NoBrcjrHHK57NaJlw6dXJ7XN/pHscw6TFZKdv8AEMkUDzOf0uCh1+fpzfssLaiqpVwxjO9mUCzfhWXCYMAETYQImbL+Xe/WDQGFRS0mvLpd0ET66a7LjGzd3tKeXVE1MHU1rP3WtGbK14yWf1a8dsPQXNmq1pI4XkyzsK7+aqDpBih5iUfsVw3iFqv6SmxdOwESYgMkNTPipqAZ5l+t6YnhzSQnY48OE/aJ7YtEWnbuaroXBYxhWbyj8yTPh3gninIZJO/5evc8EvWpXGCHaN5lcbz7xW0PARNjbeCY1TdazWbUwZzX/D57Jq/vxfWXIxv4Pnyp/C5OY5oqxP0fS4wn/t1eGyY5gcrFvpRcwESZg8jua3BViX8/8ShcJCUY+f/LKD9cxDLespgKfBJPKGfE1WZbt4vVlTZDjQQFnu+FNJqQkLWAiTMDkYfWfH7Y6nFQTwzNSYL3cXb/64QlMrePd2ctFGdXfwSRmGYVF1GrSZ28Ck3y53e2bTARMhAmYPBUm1Y7hb1T7pJldjPa+8sONIqPddnP2dJiUGfrVHKjLaiP2+hpJOWrBEB+om0xmIswRJmDyxAvxhkc532bfN3ztBFrMXvvxRn63qTnFnYfPjNZvcibFTQpWHr7Bygv4JRf53jHZbDImYCJMwORJtqknhqd8aQ1gsnzlhwv1pJHRVN0nwwTK9qQFaWIfj5FPXvvV3Fwvt+dXfF050q+rT6XS+PYwmZT1z7DI6OcYlS80uq00I4W+NC2TN1gwncW4P1bGWZ6mBTVFvvjxVzeL/5P8c8IkPwAmlALFCt8Zb39NN9Md0WTz+jAp4jHzu5KGSCfhDx4/gt9Wc2rzVWwLtMlPyV8XJpOL8VWdfp1dnn9qmryBZ1Li7BeQ7MRPLHz5DyaqbyJK+QfRaz96noIri3T/XI70mpRZxiWQk68OE76Vm7+EdAFgXBfp29mGV4XfBCb0m4dlojY5KWX4VJhkpGrS2/enlK8Hk92++3UkYPKESzv/SUTZ/hi99Mqex1GcpPVBfwuYRAUX4IoikgY8lmfC3m41y3vDpOZJTt9Ztb/OIXK6IcHkt8iZ1DTRbRbESIKU7EkwYa7URhdsRZPi1X5Wu+vrZN/9SmHO+aWAyW+uwdn+BzGJsiJLihcau9PMGEZv8RJF4c19QgD95Y+/PpPlDWf/EJiUJNdKtZz/nc2n+70wrw+TAL8S5sM3ccOa4U+CCb5KwQKdvCxfM9DZrb/fOCZXswJyjQImv3PoyZnHXHda/SBfemWPyU8ooklK62CL1x/r5Oc/j9Ik5qc/eenjL/I8o2t05anl8Z8CE8pWIOXK21/PziAev6Zxtt2ru/V426X0IiNvonqTcvJUmKTogm1LekA/o4yx4tVgcnp1IyR9dSVg8th7L+MxSY70QDJ+uS+RJ3nGj2AasdcXwiJ9i+peskl2LLzWBEwy9gaNDO8Lk/14H67w+NbVii/MOT2nZXvkmbz+MBsIgffJJGdjo9mBTDSh4ykwKVmkYtzPquOz9NVgMrvaLwUVMHk0Y4IfBN5HoT0wjmQ6/u8NPO7AvkH+MuLlRXfQq+/6SGZ5rIzYl8+Z8HW+3DU5xYTsasXbX8+m/11UMFksXn8yFu+RGCIlLDQUzYlqmJSPhjkZGyjYYe5zKcfXg0k9L4zJxxnBZCpg8tsrA2UGfKdD2+qll1tTQiiLhdV9n3Kj4eu/QiG9HV0D6w+arQbu/igmt6RBQL2W+Z/gmZAu6/x0tQk2J1QYThbT+ZxgQqodb/D+I5yQF0gVYqd4IkxwBRx1EOi4FOiUR82Wr8DWSmYAKwaX+7pwvBEwecKbDz8IX5cb8nFoIskNBTeEvqPkTdKXvMW6jzvEnR4BJbJEL0QbSLTzT5mAxUPOngGT9fWGtnDOz85W02klJT2bxSQ/AMIUb6ckdtNvAnfQIFmCR2BSYOVoX2rKXaCoOCLzEdld0ljBFc8/n5/P6/TrbH7JZrPlWpSGf//mwwWYVDVxkHCMmi80SSEooT1xwFJcMYq3eJHipIvzj/ttyS9//OSVgEySZMbsbR7+u8LkGtMmHCbJaTCt2l+vvl/P57S/c/GGMCnrCjGqvZnRNB/vM8G/OIoiqTaPpbNjwgSLwkia8YrE5mb1guHF/L/LzWYt+kwezcDSKhKcxQb/9UJTcB4Rb0i9hHK6yVu4JmWgSzy6ah7HtcKrgCcwSN9gxP0jwGTFYTJfT7/z9tcrwCSbX74xTPb9Ji3NCXvK4zDhbyxcQ6Qu/85jwoS2DqIwjmU5S0gj1XXhFRdp3AmYPLpfOnPoCDVxPZZffmWXlDZd2LsFZTDjN2m6C7S9Y/Xix69wINLL0UdWb/z1YYJG1zVCmtPFdnrF21+vrqbwTIgwi7dcWYfcBxqwg67U9g3Jip+QgM1LR25KNNZTHnO1BXImSEpvvuOpJ+c3DWtYn7MRMHm0aY1+d+Qq49BWXm48SugoXX61ef3Sao7KYKjJPE5TlCM8gXYbj78tt/ogYfgHwKSYU9LkcudP+cSwe/V9upyfLWhB54YEnd8ub0wlmZHRUXXFzh5vWqPcu4E3bf+oUxsrggnRJN5skvTGMZnt+PacpYDJI7VhdI06FB+0O13Xe7lZHX5lNxh7kyghxVssULljotnei5+A67pDhYI9GTD5hKM5z4QJ9m/O55Q0WWPhlU/trycn0+l2Pl8saSnw9ZslHJFeS2jOlMUQF5Ds4PEwh9wRCxk6FV0I42PChOrlyyVGHU/qbTloWJvRzuEN0iminf73MEHTp9PoEE66CXt5O7pTBRwGLhf5Gwy44F4Kggl5vChHv/jxl8zCw1cIJsVnfMc8EyaIcrhnEq636373f/8bzq6mU5SGF5fIQm7Wb1i9gF+SRCz1w16nYz+aM4kJPEHYbTYag/CIDnANk/UFYHI6qxwT92q25h3Bq7MzAZPf/wzx83IavATTO0LzT+HKPH9p0F6T8vXVa8Zogg01qYUGFzU8QsI3R5921Slzk+f7wjBhtOmSYLKLtn5b5bpIgMkpZNZop8N6+1Yw2feboAE5NP3oCbM5SdVTz12T/KgwgVjjxcX0Em1qo9oxqWaVwN2zlYDJIz9HhDmNBhDQPYInEbtt3u9hVOW7Nzg76LlTeY+MFhzFl6A3KLY8DcrP2E3/XJjQchqKclanm2FL7w9nM+zk3K7m1PpKHSi7d386D+dMyAyQv8+lWPibLXoxS2jnJ8EkWGEqZ6+wFu5hMhcweUuYJLcwyd8gUOBvolENk1DA5Pkw4U1ru8XpzJD0f9wZoWW7WnwWmCBD1+54kIXN0vgIXZKoAAMmDDA5X83qEb/RjOYe+bpyAZO3hUnqvTVMWA2ThhaWAibPhglb8nb6ufOX1NHWGw6Tep3OJ4AJXBOIJBX1jGn5cjX6qgR8cb5c3DomFOWgsMWVLAVM3hAmmdepYJIdtc35t+ZxmDT141QI/yiYVJs62SqZ9/9SGj3MntBleFdnIt8yAXsgTOCatNpuyq9befrS9+/ugvLOFOecb260B1bhMqHPLT/ZovLPD5McMGnwhWu4sfxt+rBxlwCArCcCJs+FSTUyjIk+T5VbTRfJkxXvs8CQHy+RfnSYJFkXbUG9MEvSY6jjIb653PA45/JWrXEJsMw22F9+OZsJmLwlTEqvQzcl6WP2JofxLkyOk/H9k2DCfQ/aEY61VhjoR8BDrjxBhMNkrxD7cWGSMVvi0tLsx7WAh8IEiiUcJrRjeMgdk9nZEmCZrSBliRFiAZO3hAlOdpPDJHwbmJB763KYtPRCwOS5MEFWBLv7Fhtfb0h/WegvmeN/BsSQs//+LHk8zMlYF2OlXb+SJXgpTyh/RNvaCSbf6ozJ+fliVsFkje41AZM3hYlawSRg7A2WJFUwaZOQSktnAiYHwQRLLSwoR2inZ+gvIZgsPw1MIADrNTE9bI9458lLYXJ5cbFkFMzsTrlj8u/VCZKxi5OZ8EzeASZluW/6CAklbyAIAulnV+EdsMZxJA8+N0xIgteW9KenTHJkSWZMR8/vcDVe1WWc3YeZQck4IUK1A6WTCbuz+S/OodDLBbj6itTku0KLI5SGsc0CfsjstBZYu9pAIYknXrkygUjAvilM2C1MsjeFSUPA5PkwqSbsGLMRKGruRxRwqWGiSV55N8Ma0EONuQAFG7XbsjKgz03il9/dcncK/YEq+/rtU4c1XwgmwVvBhHGYNHlri4DJc2GC4zdhE1IGGWCC/OM94Zz/gmLNiCt0/rDfaIw/KZoeQtBK9hL2cskLmpPeTZd1WfjfKwGT94UJiYsQTPw36jIhmJACrNQ0jiOH/0fBpBwTT+CYQBu++IjPp4aJ2vJ+fHOm45vAeswgjtVCY1P8cjmTzen33fa8mhYmSfqNgMl7wiTUGgQTjPAWb3V6uIICVz0QMHm2Z5JzybJms4cL/QcVyIaWnqZajkv/3Rr0IhzXYwl8E7sN2V7rCI7V5vr7bLddzniQQ9IDAibvCpOx1uQwGbHyLd6clOx3uCw9xIUFTJ4NExrHdDoNicb+kw/4hGuYQCSn1aayzV5bk3SGUYGyaaVonvYx5k3CJi/9+W9OrmfhZH5SlYVnAibvDJNIkykbCpiwN4MJl5RvCZgcEObgOWI3J+ZbQvrw4z3hkr9BETvruqbpml4b/9joSLZPo8KhRyrA3ezFP/7d9Po6nl25VfY1h3aUgMlHgIknYPIJYAJtqRT562bbptcuYR8VJu22Q/oCRVIbo84DryvZpKiEfzBJbdNKX77BbzLZ1DImo9lkOd4JmLxn0xqyYej5aHRGpLtUvsnUsC1zUfleLmZzeKLqOWFOQHtqJLkXMvYxJW9phXyKMMcLbdd2bNphjc2zY+piiroSNuykWK9AaR9F6gQY+Atf8jx219PlbN/7erKcrgVM3hsmaIGV2tRF9LYw6QuYPBsmOZuglCN3HHop4w/pmnCYaJJpY+1st+/6njsK/dAfBR4zOjZcYb5weqQCJgY9i8mEayUdWM3ZbPYtJqvo+noqYPLOMGmQBEHbo5bEN4IJ0QswKQVMnguThAUGjd3yRRMfMWfCYZIFHQVJEllu9oxOR1XanbYCFXssxeAw4cvmLQmNdyZ5WpPD72wzqxeVD6/m57uT61ORM3nXqWGGVaOkoeq9iThSffybDb7pRsDkuTDJ8HShVYYek8kxN0YcO2sSai1Vp/pvV+cgabWxnanjdmUsxcgKlHuisuxhPKvjpPFLngctFB5WlZzJFK2wGwGT94RJAZjQZkA0GRVvpWdikR6+gMlhORMNyYYBpbEZzmHxMWFSTCAZ3qGtre12syW3Oo0OrXBEe6TNs7KMADJSO4qk+8zn88MHw+RbFeRszre72UbA5F2rOTkzeD+q7L2ROBIGciqYNAcCJs+HyQBHlKZy8D6I2Efdh1rGuqY20FrSUdSOil/tNqIdta1pTlTLSGMUzKaNTb30JXnkm6owpoVRytmIPpP3hEmRUXGAjqP7Rnom8H84TJryQEgQPBsmDnWDWQE2O2ZR/jbF/EMsnYwiW1NVre8x3w8LP2DBKPITzy94RRspWBBlIMNdGbLo8B9b1fqKmRxqfo2W7Cux5BPDRHpbmLQETA6CCSb8mlCoS6tU+YR9wBiHp3boJ4Eda+OMtvfFtCApyWkPF3/MOf9BxWzSg0vctn5XG+YaCyuuIber9lpcX5PWHOT4N5R9HdZSjbOrkxk7S5iAybtWc9IuF5RuOXy/15u82UyaGm5IQ1EafgZMMupDN9vgsFN8/oNScikuNMIqUtsFV/IbBP3Ikvmcbytcr9fL5SVEoa5ogSFWpJ6dLb4jtqkTJoQW3ku/EjB5V5hkFUxkgknxdjBpCJg8ByYTCguiER2+fvhRUyXPexuX8Eds6F90dBdOTMb7eYvfwAQsma8IJt8rmNwkX0fY3LcgmMzYTsDkXWGSd7k6vWy/EUzw37DFYWIWAiZPhUmZI3GNsECSNe9TPs9fol2Eu6CH1abNCF4V/RS/UJK2i1VhDv94vlivv4Ma7L/z8+iGJVeLs/PKM1mKDtj3hUnRk0gDtmHjLZq/iYNbDGXOL5MJmDw5zCnQn2FJrYZkUdrp89OkBEniScFMvBVkw69eiDy/R6dyUxk0+ZEpudiiUQ2Lx6bbTRXjDJEwWV2c7wgm1++/hOxP74BF8xAFOvYbNVTiijSoJAgETJ4OE6QxI09tYToyY1HEvkCmMZrwsg7rU2+b4VG+9teLGVZ7XF/XNFlsCCbniHsgqz39XhWFkXy9Ol1eoMfk6gos2S4FTN4XJjJXZLWL7C3U6fHw0wEvH7VMUc15MkyQMQlIq5GCHJTgys9+UPAMksrBCkETRep65HClv8Jk+r2CCZKv5J4s/wNMLrbTOsYhcTXo0U+xp5w7JgIm7w2TVgWTPHuTCx7upYKJYh5nsPDPCHPKwMQVXDV5WiH89AclirkwF00FlD1UdKSei8jnHs9kur6mEGfBYbKjZeRn5+fbSnWA+yWz7OICKrACJh8CJv1q8cQbwaS8hYklYPKM0rCNH5PaY1GCkGf8+U/KhErDKW+tD+EbK5Lhlr9WcxDmIKfKlwPxje3r2QYwOatVB3iMk2PP8DJDzwnyr39YzgTszYryBWUMpLyjidM6YgK2OtpI7EVvcBqpAbLK0siSHR8vZwKxdmpTOHxkLOFSHCl7j4aL38Ek5TEBWjI0XL71iH05wwvg4y3YkVSb7XWI6UmneZWApSIOlYKX2+l0O0X5N05no32Ms1phPQ7fUE4wwf7yPwomEZfIzF9QUiOeu0f0TEoOkzb8hDc5SbSIqae0OEyOuLhcafRp8O0l4VeSvVf31m9ggjwCf5V8JEyUjpN9OZTkOa0rGMLtUmiXDi6VY3pRqh9Gnlcomc8v4XUg7RqeUOd81UMPv2SyPV+e/XeJ8jFggmjo8nL1J8EkyYqqp/zg914OnSroHh5NtrEccEFpyaQRPFa+stEjTtEuQYGJnR7TM8EM8iR6oa+T+h/OM6k6uWK8ZC1Eol/RMaG+18mwIdEKYrd6utX5QKF4VaEEfsk5+SWo4cCqMg5qwtPt9vzsck6tKJScrbYb/kk5k+p1egFMGHxeWz0eTDBuRb3tHbOKoV474YN3S0JZGpx/OzsiTNqDly6iA0uKD+eZUK41YCE6c1TgclKyL2hjUnTECDFUYTXaQcyqaBM5vBomZ2f/YQsoCjbcLalCHPSqnQAmF8uqra1iyebPGvQb9nt9/MJvh1mPf6dxNM8Ex2fAJQiUnu04WHTyykZ3YBuEErTJ5ccrDaMz9PAXtX5hez3r48GEi6SaTYxZd2OWfT2SJJXGOIoKOkmvyT0n55qx1VNN0PS6oLTIbnN1FyXEkgxhz3Lf04atw5dcxPFPgoneIskY+AIHGvWEyEg5HAsm6NKmeLWJ6c0O/MyG/PrWRu9Vm5rWMLB2tPWgcqupEKFe8LpCIKpffsCcCVii4ilqPvu4kgOH24R7IUWMwaMBhXJSB0Ving4v07JMyd/gLOFuyWg0rFmCivD5xfp6dk2ZV5563V7sKHHyR8FErmByqLWqP9rHgglSOEMuQUAPqaEojVe2plzvZCKYHHFxOX9plIZy8AtLTbmtPvt4nglLLRXXbM3DCD/7etWclOsRQCEJ/deW1lJoH1zXyn38dZxwX2MHmFxXXkmNEqzuuwrO59EpDffR/9drSs+CLX8YTBBQ0Pv+0MNYn/vW0WFCv7Ua0qsb2uOarcYeJkfbm9NSOGflg19XBc9d+YAwyWmytiN1nIQx9iUTsKRNn/MqJ/N6f8n01mjrphMQSKo0CSeJWwc4vOsVudcLmhueVfanwoSDQJFeeoXH2aE+rZeHOSywSJ7z7a0lueEx3ouBK7XkF7+e1PmitHvFO6yZKVGc0+/rLwnpoDGrg6fXdgKeJJ6wr20bu4uugb//RiCvdQcU13D7dgMSni3BGM56u7xcbfZG0klLPhP4RyVg9cYLYpy7Bn8QXT7Bi71MlnukKfHWKEF+xoAMaPzy5nzsfpDp5l5mTYVw0mcfBSZj5qPfAuMrJqWyVAg1Uu/wl7fN5sTqdv6Goe1EG43uQKRGiXvC15Mj9tl9tYTr82HC4/pWs/VCk1qKZh6jqxr71Qbq4YnLQw0jaxZ7OQu5OagOvfz1RIzX6U8+jGfiV+v7KAbF4EHGW5S+YgL2J5hgW0Xi9LV2S/7rr3/qNRY3NuReCcGEJ2X/eJg41nHMtqgif4QeKxpHtQe97htbb2gfx2vPxjELHfsILyjM/UCeCYU40QC5rFaHdvKmcVG1XnxtmKCPNUqWno3lXXL3B5jsSQKWzHhSVsDkWDm0cZiyY9RCeENuGo3fIYn/oua9uzcV5sWRdAyT9MN4JlS58Qyazm/Z1KnIVQfKLx/mnAAPu8vlZJd532yq3wAnw+G3byOa6YuTnPslm925gMlNk2Xx8rZ0coKPobNIcoDYNJm/sWFcKzzGkDL8Eu7fvPT1nETJ+4iEPAQT+CW2RskcDVMH/n7g+uvnTE4DtvODpR/fLeVUsc1ieX7OZ3DY8nzPkj8bJtw3yV9e0g0mXGHmKMIS7zR5j5muI3gmkyI8Egai9OPAJBpHQ6TXGorhUjRLTzBP868PE6AiQWUm3LH8LktOENukxeUyAUzSlPwSAROCSRmVRxm+rfW8j3Cocd2Lyje2CZIdx4hyQv5SvDzMoXGQkrGPE+ZQVhl1v57PHdAivTNC9JUtBx/S6PwyZ1xV4GpbNZBw7cZiQ2+YHeVLBEyECfs1NVL+0LSW82AmC/oqFf+14Z/2elRzNqRGz3vWVvMzPjZcrdyizOvlcilgIkzYQ313TkuvIjWeC4tYaGrUi6wYFvsjYcJos0UlSX9GVtMEOLne7Vly+eXzrwImwp4dr6aRI+uUXqXkPP4PLUOmKeF23//DXxvAYl45JgvanbNc0l4/DpLd3ncRMBEm7DbOSXPkTKr6XBkxd6DxsUPJcFgZ5gInRAwOEswFQ76EY+TmH5mAiTBh7LY0f5OADRxLVzEJ2ka2xIypnzD9UxnCqgVcyynZtrKLC7DkFjGbr/4qCJgIY8+dLopsRWO+Yw0M0i2hX9pwEpd/LEpqmKyQbF1vb1ACrwTxzeaOUaJWwESYsFvzB712W9dUkvKQMG/YMswRi3ISuDzS8NInspvUa1UDvqxTJkiaMJ6B/QEmOwETYcJuLEUtR7kZekbatdO1g4y3k5TFH/h6/ASTSk/6tppzFyZMwOTVDOPq6LxKKvUyjNxACD6uFawnzxfoSvF+Rvpv/GuTWxlF1bqr8r7ZmrLaPl2yA0RycuqML/OypFvgM21Z5erHJfu6QU7gSZ2OzOX6W1rX8rJ6q/fPOuS/t5c+jvIRaZyiqL7gofunRsTfPY79vz9s5X1kWa24XDSXnd/8YD81Qd59HC/cnpAkx5kZ+7wwGVe69ziJWZzcvBRFVEa8g+H5MkTZ5N7BsiqMx7YNwla1UusnpuWVBD17dlWjoO1ut3PEZZFlNyKxEfuyxRzmtlWVNO7kVlszdMPg/x/bXjzl/SR7XLd78IA99u9PteEjZj5i1rvNVXysMCcLE3pv4sKOZoUkjuK0rKTUkuj5s8olP9fhr+3bRZrENGBEjtDknhc9j3P8OoSGWD1bRvjOOIxT+pM/6BR/Lb90MScMbLtP0kwU5rQVpcWjnV/lOl/X3uAufq/m+UR77cfRy+AVhn86TOqJH+4r1LIXKU10pNVVnz1/5uUBZOW3+3XSNLt3/8whMyRh5fYUacy/93Z2r+DtF1+ZJwXzLMeuzPrhj6fbS+VczFe2xzyGp3oe/RfaY76VyZLgg0Q57wiTnPc8+byNEkTJEurNxpEMEf1EB+TykDCJJvd5NBjVz+KoKCJyW+4ZsMujKD9kTSRLohDeCXd7kCTJ8Cf+D7nL+aXn28YQY2DFG71/f5NzocRD/rDkBf/nhyUl6EeYpcnDt4+wFU5t9oA9NbPzBumC6Djj+J8YJvhphcVtGxRd5YMbFqTRYaJD98LiNomR5Me9Plf+SV4mtOINXCkq8Rd+1r4qScoIwgJ5lNEPrUY+Ask02x/S4on26o+zznIemsB9CuTo+f5Ov4dLujxgT9bRYY+P40/KP9wziaiAM3L8vPJRfNcjgYIQiQ/X8Q+QKuCJUM/9BSbwASeebZm2i4/C8B6yR54XsfHz14aPmeuOwBRS7Qhcr4rQssDxWJGx6Iu31Nc7vDMEjuWryCA9VsV47Dw+fi0oyt/dD/DIv+Cx238EJq/+OsST5MBr79cqDbOgi7VvCRdsd1rdUXWhd1SslsoPUV9ioaH8OrZaOj2VZ8wMbPe853YLs902i0NU8l2t2WNcVsQftCwIAgFoviYZ/jEU2T6ua0I1rLuwjFN2BOW45x7G4oWl4ZeHX+VvDzt8tPJ3MDrW40h43eFjXLzeDSYTmmSX29KQOxWJ09DpCOKw96S2MqIwYVwlY30KT57yoiNnoksWqRqHFZaq95PVkVRjMOipHcmkg49aS8bLPjF3S9gYoj4GlY8i+gw+GD+xshsNmu3WaIwbSVlfGjB+iyb6uewYn0tuAqukrM/bV8vDIr65rcVnPI2e1JnwOwFlRK/GbY7hJreeR8VRUktFGFFUyV/9mDJnPIFAP/pinNeSu0zY1/ZM8BPHEZSMcUnhDY2OxRD6YyNd7bYGHLkFi4MoK1LyoaOnwoR3ekxQKqqc1Azr5fpuUIZYvqa0Hf5ez1jOccOPQurIhiE5RZlgKw7e+CBb5LOnhD2BrvbAEAJg0W8M+SlKDKXf6FVvaHheiOSCKo3z5d7PeIHC0cgP/Rsb+UGAz+Alndxp2gNGfA//sv+qgL7Ox6e4U5MfJY/PJmPU7OIyv/suSeKv3fAjYPJD4sjXFE+TnAwt2qktGTTcXjCr0cUYGWDgU+CC6w57agtb7ZmwyaSkIIR/c5oZUm9U56l6uI+CgAXBUt7FlnGiNUxT6vGU6XMulSWzZcNpaemYmmx7LZOCnMJVNK+jeASsmN7GaVIXvsMv987J477WkZvtvSn4pXQ6A5/9lAYPDK2NBvybL1Ow8U9VrRw/7ewIicNkPI7qaw8conCfHKfrREI5MvwIcF0RTPnipWFLMdKh1J+QdwyYlKQImBoIRjTFpsxpweyBrhl952lnsfZMorhnsaGuG8MRKGVLHZ8Vk5yquLY+AGHYyETLpj6w6Q2Id1+n47odxecd96nVo28MnjKvlneVITYxW9y/7rWGxKJkCCx1JfJSEhIN6uHhmz7vBPh6SdhQldQfrdPBpzzy1O7gpHSlu1/X4V/XkbpBHdYewTPBNQiwmMR1LxGHSbBHWi6CnK8Pk4KBG6WHs8wv85LBnVSvrXpsIHVp0D1xOpKmdTpYpZc+3TPxg47axXu2TdrG8Ea6jNpI0hzzPiPKZDhdqaN1FEmz+SXMahr0SIb8S0yV7rAJgfXH79BTVJcN4ezQoeghzKGxFU22GRwrROkhy/uKoupKu+t9xY27SZR3VBvBzd68kef7tqpOMHCV3W0KRByJOGf/ZYhw8L/ZNnJyJbL05dUOViSUBssL1F8wplIkWZ3RoUJhQG5LmYqD/sXDHK/dHqEAw6/jkdM06BICT6WLc9pqeWNKSkgWFjshrxI/ZRCvhskYq4iVYehZSsuMmN4e4o0W8uB5wt/kXcnwWOgh/IkJGUYDaVlL0hNcyFwV25BD15CessLXBEcyr42YhmeNh1QQhtByFCWaZNOV0m5rdGs65VW+Xt8JsspKx/sBunh13ZaalT9NipD69M8JdIt+zHl8pOIpfztlN5NYfHCU3JVJsG/7yUpx1L8yTNIBZSpSU9YDnHOoihaM0q9tG1mNLg5gwPyO5uMt4vUGz8iZgD7tNhWI8748GE9UyqIAJrhwuiEukGmg6y7eagUyHmhXZa6ijoKxrzbhpxT0toeb4faGjxcAfL1j8Ufap20gPcmkwJyYkrBBowtnqLBaXcwZMatnFVnyBVWlESB6uOjXBp9gHIVeu4POoR9SFAnl1ot8/3UopqXjzFK66YQdYy1jSOFN4vMsFSLL0K+mualliW+SDXiMnIiT/pVhEjLkXnHWArqOIztCEsVR5koa/iW0W1rAeza6tk+JuiclRvcJWGRAXerjsaReSbce0Exwl+f+Og7GSnitecK3NUwQUZEXUvSlblHiKMh9d/K0DAc9UmzEtGUV+3SivmwmVYyGR+GpioN/s+XOgP6Mx1/xjZMwXwVMGGbtN5Dp2LBoNV8tvZbq73bJLtzdWOhJWrRf87DX87DkbhyTbMTLT7mlw9OE50E/Na+vuRU6Ut4Zyhy9D+BlI0+c9K8Ik0p7AcfQkToDmqjSW/B4Iw6TAuGCbpoDc9CSLIwQW9AWVbvWaPKkRB2uS7rMYaL6tOXKVPpJrDdNSvTnPU3TEP5QniSyzb4BEWQdb7cQfWc05t1rql6SBv22JKsD9J/9jifVta6n6ENzaA5k3GXEqEZchpbSwaeGw47Sx3s56CnYldm3uQcef723zlhFmLqaz1fX19+vr9n87Gyx9JROcL4MIch+Xtvy3P1bv9hlXChot+SaqCXV7KiGX7KXhx8jVbKpX4j8HAuOEWVgyTGiS0jiSjp9umOnfJqoCPhKZHRfEwxZWW1b58ERPZwiZyJb+5lgQgW8BCXBpCeRXpeMRdcq+ucdahzLRmpLUhotpYEVLNT87vb1ltTuWOHjCdGId36gFBQBJqOEJzV6Rd5t9LmvG6FyS+nRnNl6R1I6Rl/SgzK3GtBVbwMhTXlA92H2Oi1J1p34d3cUoQrk67RzCpIectNgcTKQzGxc6lJbxmMHAnW6FI6sXgett7o7/przfnuYbL5PvxNM5ouJ29bC88vl5fl/y0v+3w55pb/18+UOy+6wRWa9PjZMooJy7JTNTSl11efzEyjmJAFe9RjXKPydnF+qEod0JSjhSVL3QMjvn3rocv7u4WISIlX7ucKcgn5qeRS0laGFQXTb1uUhysSSgVqh2dSqAfNhu+XSNcMf2UNNUpzHkyYZXYl0yc4zVHOiEi1LFkUwpqz6Kb1dID8S0ZtqhH532wkKR9ERXvelnmVDYcbqSVoxxvsu8OkO1dGDb/J0wg+AJWmY98HjN2VEa3FPHuQMCmS4KfocLpa8gjP2nKEq6dTp/5VhQp5JAsHCcoZAz99UeoW1ZOHsCt4BHBL+qevjeyY5rkNtn3LrZRGoDRdj21ldckYi2GkY44Tpql1dxiYTaqgOqwpyiR9RyJO0fi1PkTDhmXyynAmHf2oiZzEhycZ4IKk5UhBUYyXPgn/BRFN6zOcyUhPWRULiCXkMdKhRziT1ZSWgbnx4JlEWqNIgqnryWabKXmQqelDVExBXOSBBVQDwlKbFvCFKM3k40pB0+c2jR9V6Qu0w+DDIoy4eKVVzyqAHpRpGqci4jwJU4pi4lTByO5L7JYeIK5isaA/m9fUuukzgfIza6ujqJ3P/AkzOIdM+21xXIqhHDXPCiN41SH8XOa5IIV0QHLM3sOjFx9tKLUJTl/o2gppwZEEYDR+FBSo8HlTSPGYjqwU/xh72THfyB+phf/qcCRvj2qAjrqjSby4chgh9JoHvKRJOMyYqkPCQ1Nhptj3KyhscMezRSeyUD/qFI1XzyS2wGj28Xy2p3fN5st/uNcEaUzGozczX4ZmEZssoi4i/h3oNIzCRho0o6dJ8OM5BBwl9idp2yog0FPBNWuAPgCKfd7nw6NtWJOpBwexiRl/qsfKrwoRyr2S76Xoyu7r6pv0z+tncln6J3An/ut2uPDZMxrzZh/Yd441i0Q9z0Ebs3NYsvuDHYLbaoIGpIh806fMIO8lr6UNYHyOlLS2OC69Lk6CdnvcVHcivDJOSjn2e2u22h4CBIouoKxtQPIfDQNFvSZ5mgMQHTqYhdS3f6fMayeNNVJROlfAOQnmSDnHBm+RDNmy0tD6EsYy2pPap66Ez9D3HaEjaOEEJ2me8wT6wENt4utRzPafbNn7z+Pn7rU8pHsydhFTAbppopx+Afx16KyfI//noYmEuesudwNZbBldW+KIw2a5pw+5qud1O4YT8+4sNv7mKHp1jh0y1HfPYMJlQEQ24hkuJNkJMTgS9hmZ6bk9B6T6mBT+hpSlDe0QRr+WPTE3uwbMctDTLdQy5rfOrWc/2Ld5eJFyTzxXm8CG7AQCSUc8rfplqy0GmLGZ8rhdiQ8BN0cUGSnSWQWq0QxHv44cRsbFvtE3SO6aSZRmbnR6XpbcNXI8UqJVifyU8h6HckNS2auuKY0vyiFWzwqWPgcDA1pB+lTrG7y5RFEF5KBJFVfIkQJimAy7mGDN+jOKrADwctPAY4F7j0SuG/zW3U9UwmV5vNovFEsun4Jj8CpN/hoBJ/h9ocslpcmyYUHWwS15uRmX+jKPFJtkm+CtBZreMkBoT7YwcR5uNx+glVGPmaU3qNgp1pMojXHWIIZgTs1ghkPCJYMKrLugrsaFI5DM+VJtZlu8jxvVsO+Dnjv9o6S/IhvZRqX2K1lBOlHIsH1IRNo3dAC24yYjebJFr9foD06tlW93BcGChamj5UDIt+duRpsQc+raRNeib8JXD3/VX4HeTHikyfWiWwCO1cGNeYjl+wKr2tNK3LXyBZw17A577y6IvCpMlh8l8QZ7JydXoV5j8+23U1hf/hefLy9VrwITqM1ZLJ40DmmXIQxqPwgxxEqhtl/aYJtRl7cBfdGy6lsSepCaRxfkR8cwZ5k2ROMup52gggCCWcAn7CDC5N8wBTBTA5PzVYOIDIFrDLTO0IZKQtyGblNlnBTIoVM2ZsMhQbPTWs7Hvgu6dpu5HpD8T4jrmASZeu9WD8POgb7QMURkWMBH2/mHOAzD559vrhjn0QAr4FDkbyDStWVK6PqPBP8S8IfdMGGCSTDDkha6flmRIWs56Mi/GTfyOHiDtr1arK6RuLMIcARNh75+AXV9djYbIuN7YbQJ2/noJWK7t5ilaEKiqR4pUGJOq0qjwTGJUkvKQN62VCHa0gWWju18Ngl5ziGIyxJyQSPfkju16rut6njcWP1YBE2HvXRpeX+xQGh71hz/1mYxO3NY/r1gazni2zGi5NolNgCYDPnqZJZmKbkKbC/gZsh0xp9NxKEnnyir1Mho8f2fJeu7TLNeE2gW8mAmaCJgIe++mtd1lsQI6/umeVN2vPzWtLV+taY0vfTalQa9VFf1sWeP9auhRxpRGU4McJ2CCIW6JT3+xfkf1JiN0WKcxDanrNPLdT1BYLLoiAStgIuwDtNPv0E5fbDyoRqxW2SqbsRX/r2qnPz9/tXb66kZGHaWlY9ssJv4mXannjBNTxYhn5nCCQCfCDp0mGk+wRwC6b6jVDTAO4di9lqT7gY2WBLTF4lOu6FoTMBH27oN+NJuzmCL/ECQ87ql3VEHHhAb9Jq826IdBX5R9s367TRI4VCG2damlQkuvj/FQhDl+MR4iv2r6fVnS9E57oEtuFpQDCeuSO/02dPaY2ZGg5yd1bNGzJmAi7P0lCDLA5GyMJtQoKvJNuqmt3HEJgvP81SQI+I1kXr9qhsc0FsvMrq73HJbGpdcfUm5k2DMgFGF2NaPnZtbApr0EzrBveh7a7bGlwOt3oQrsFWLQ75PBJIeQTcmFsGKSAEXnF211wmo4Sn4FtVxIVAkD1z9dLvYcPTW7T55qWS3qRMMj9EFp4VlWLW4Kq4QdtbzyofOQdgZjnpi25nDR0MdLgxHvVkuhmILnkRV1eQKPd8wnUkkWO+OSxhnf/ZNWXb5ooiOVwuyrweRWHGm1WKx2gIn/04HcOU0dede9ONIrlIbZ85YijKkkbI7CKrHSJcG38msvh/6yMAmy6uwxPy4rpzKZZONxJU6QVNeZkL/JuJQnguAIh3NM6yKw1aZ4vKsI2zqpqZ1V+hVptdE84do5GSnkxFy5nFV3XuLs02xfVJErfUKbAQ0B4DZIHpBLF4fY/IS834gfEg4qtGkTHuOEz8KTkjXdRV5+sV7tCiY/arGSBMHPV3eHdK/KO+nSd4VJpdrnQPMGb4ORoZiVlr7wSD5nmENHGv/3TVqnR/vKK509q9frm24lxJaUWZjeHfufcF/lSTMuAfdjCn8wjLCeL035bj805g+MnlnrxIe18xOSslZ5I41DqsfZE9q36Z3n0AKOrPJNYBNMvRtDJ05zn5MDo0G4pUmOhipWVlpeHJRfqfT4OWGS858/JjG7Q9vCaI5fDWIIwenPCBP6YY4h7DpsGqw603xXqtttkcaZasUBqYlXQvL5fpaHy8BCdyJNniZWDhWtgUJJ+zG/gbCE4nxLVhQszQj5O+f2TGNkuAgpBsnSKCmfoLQV0vrRURcK0hwOMamfj/oKRvrk5pD+mRZBxbwqQP2UId9HmJdpnGZxWuQCJu8LE7pW4XrgYfoTygRQNKnef8I+ZZjDD1sIgbJuPQpMWY4Y2/Yczx1ItEUnqtbTx/QnBS0VVQo+35s/YW1lkoXoVpK1JKvCHUyMdqWuAzEDSeVLeij/Ni4DOvRI/yeVfiiBqsieooZOb8UmCfJUaRysXh/IHYz5mW1ymim2QiImzoIJX0EaVfFW9fALEea8N0zYuPohYz7TcmOuFVtkIsz5vBIEbh8iNd3K6R+nXHpP96ABHWD9FpqMaLjzZgNKHNCcPzTN+MbP4PEoirJpnqa0dXIMJrQpFFIjOn/f9+V+iltA/MPTKpTeoKEwPATKkyIyKR69fSRCcrjHrRYWXUR1Ss8jMbU8waiZyjiikGEu6gCNUsyUUqGmTMYBJmDynjBBfjziDiUkHCHey99iBWNiwu8zwmSCOoeldnTIC2GpI4Q4KXoJTLlHby4IrmmY/6clWbbtRlTnwZaCkWtDaw9pD9t5wsoCyn6EvSZakKhSSLhIJ32FApCAL87CXiwucOCM6C3ke0nhWjY0XxPcy1M2IgTFoCX3DL6PBwrE2LvO7I7Oueh3SB/FGzHfsRwUGqE+63l0X6Tt5dqOEzDhmbwzTCa1/0mFPZTY0vwm+BH2GT2TwlT7pCgRVvuSKD3ikbwJ/oKFOVjWqTgGNIpUUkELNMMmjSHDx+ekSnLv8cEvaEljuDwMeFGWS45UYiZmswsNHcWCsF9T6kITcjJQbPKSFCtA2qOpDp9SGdZ1C7q01l6dBdIZjpNQoYlWUGEtYNfSMISq0RfY8sCEILbUS/E5CfJLwjN57zAHLm7CU/TASVpWbQdiSdenXXUR+35Ia5iqd12SVTUUrlzUI91Wo40+RbMrYaQ8mahY/TtA16Ku6YOB1jL4QurfbHuEY5J5Hd13ZT2hdhB6t1DFl9Z/BoYyQO9SpyN3hz0dLQZZ2m+qnZ5ltBSj0zcxV+o8/gQyHysIu9wz4Q+D2mQoSGKToYxFpjbWHOuDoUHpnwA7unBfWMdjyL1BvyMPCwGT986ZCPtKHbAFBR97mCTVmgFkZeFIWJKCMXIdyViI2QwVrB/GSj7yIJwWNGLjcCTRRkpkLcrfvAknkMVxcrelcSE3glWVcSuhiK8iWzqUVIxiFHYDSlzQW1QwS5po7Y6Nkk4dvDx2bUNC5BYmYVZts0VFqtW24mTUkdCMmXq0lh25IBn+VTIEGH02RkYoFjARMBEwOZZVHCj3MNn7mHwZjSqbqQ8higGlMxwI1JNKJ5ex0bDFF9d/LEbJaO/9wyVW7F7CCCnL4JlEHCNVVIwua8ydt+m2hjybgmgFS1aCXtugVpO+wjWk+83BEwX2jT1Msqq9Dole0iWOkjxQJFJqJBHAiOSrabG5LZHkMRYv6KWAiYCJgMmx3JKc+wnZTZiDOc+qUS2yFCIGg2a8Rb31ULwpoOQJsYkiAFNcdJvgD76EoigfDhdyrODB+jZsuIUDE4W8JT9D41hgKuAStlMM2xC+GNMGDWzuhDzXBIuYTGk4DlI26PQfffzFjzCJeU0Kvzuq3EPVKfFaHdKJjQetfsLshl4UQc6HV4PAqzEmYCJgImByFMekLIuivPFMCrq056j9Z8OGPEzQMRrjlCMHUQImkyjC1hl8wYRGPRlpBjs571p/+E3o6y3IaeVYckArymlIhmqBZYImE4tqO2MTW7OiPQ/6nF9wI4b0Hh8+QdGCtvrcDXMQ81CniqW2etj4g4SN2glYtZ2UXBKDnqVLMGGkOOoLmAiYCJiwY876sZucCaUvqV8ME+JtnM8J2kqMJlbD5hH09bCGDRQJkfYgmGDIBTDhmfiH34SlLSmaqiodWVZ1lzsm1Lvm9SRszKDoKMMppy1gYwMrEUjkD70l2QCZWUwLDaXhE4ZUqeftFiY8M4OsiNrHraM8QKuOaeSHVh3jwRjkFAEmqOOUDu1AFTARMBEwOa7dhDkxT5P6fajVlDmfYTGqpINPb0xfk6gfJNEkclCAFqfkYcbDHYu2obc0XVPltqa7Zd3Bj+ZX3eYjeCFOOY9lMtwNAhvJhFsxQYKDRobM1qNhDi3sw++3MCmoZ8Fs0cYeqjMxV0GrDOaRzWaf+mbIJSm9pk6Tf8QUARMBEwGTY4U5xY8JWD4RTgJYmkeOQ4mJcBRjaDewK2sEE8WjHbAGXJKYhzm03PM3HYslKrflJAhdqPbxXZ3k+6CzFou1+Ipqqub08CDI2XHYpI+N4/iaQYOkdZ60OYX8krK4gUlG5Ryz3UJkVvIHRut2qTWKmFVQmIP755nXCeVxvtxsDukPkCrjjutFE0x22e6ObTaQIFitFmy3rCUbBUwETI7tmVA7PY7W2BqCDxbGWkYe6YOjqmq0sOIqx9HrlICJTO1syJnQlj6mKjZN+rLHK6xuU6Msbm4N7eqwe7h516ERQ8CEuk70lhNh58GgLr2g0SUdyIOnLDXGA+oqJhdbwaNHuy62AY4cnx5/FPpgIFRNUoIJKX1RF53Ld0FlgMlXKw1vrq/XW7J1BJac+A01WMP4b2S70+82Vl3MkwW+jDSlVwImAibHNrvVI5Gk3JMQIKAzBHs0pXZLkrQRD3OoK5bmfgMVYy8Yr9FlrOcLC3gTSa1G8IhBjRTzvWVKi4wzmhluQ7tPogqw2exxF0anxcR9LAlGOWnQ6FdM6T8hAQsUBZS9DfkoO24MsoCqLLeabSoEI9VD3n9mYg4osUkFnUaPuEvi0rDAF4PJpobJlKu8Ymn8aHY6+8Eg6lxAjw1fVgkkCZgImBzbM9EHPn8n6VDUS6Gzp6uqrmlGd5T1kd7AO82lj8dd3cME3qinU29q3tUw8hI9RV3P1o0R3f7A6GPIVzd03Di6aFHIsYxBiBSw38Pu4Wygm7z0opllMA4tw3w8/0pxWjTULXoMft8Y5Ekf2qKaoauGpo9i1+h5GdrY8ATRtKb3faigu3ovjMLIM/r+l4PJBpRY73bT9fr7zP/2v/99c138urFvI7ehrVf5arnekZK9gImACXsFLQJWqafBz0A7SMBuZl+4MFJWDb4ktNaRVcJFkD3yayml/PE3YTCu7oXqtdhaPIkjLjOS8EClzPiflZ9AIkqV04GWEPaEXcm4c5/OAc/x1IpKcLKCgosqBFxwgItHBmk9XFbrp4yiL7jqYgeR6MWCVvvN3P/9aljCpW3XyW5Huo6bV9CAFfbHw4QPC/MUhD+pMhEkdliG1MaBttKA/zWkmIZUWn2c0yKuFhtwgbNHZ1xCUheIeeUljO9OhmIkL5ykVVM8taCk1MIa86n08AkTXyTFSPoIRJ04occZ5GVVH+aibbwlDzIKVJgq6WFWvsh4XJbjr6WaUcFkgdQqVKXnu+l0ej9MRi1tCueFvmhxvV0LmAiYHN1K3kyf8fMV0ZX7RoCVOFALJ9G1PyKUkGvCnZiS9iewJ7wJ6a1aySyh63VEfWXUahullbMQJqRUENW6sFS35bB5iucwqeUvcu59jGsSpujKzUhKNqtBV9CkOzW2ADjUmFd+tUH3PUxQqgEn4t/DZFrBZC1gImDyCkaSQXTiYnIgqmJvHkZpRlrhReTvPQpSIKrGcnmzWsQljIonHMuEKxNRByzBYo8qGgWKktvGiAnFTHnVNzfeyx39HoLjajwHHk2OMjSFXBSxVZLVRVoFYOVesq0YV9q1Je/O+1KuSVUaXiwuCRPzHDA5/XY/THTKzy4ETARMXsnonKfZfqqf754gXyXnorBFdcLJP5nwlAZfhrFHCn1V9oQKLqlVoysFqZEATgRckWhMd1JwpWfeMML73yMec9VeTPSUnrWI+yR54fOHQw4IOm3LmJpXIANZkrRJSu0o/KhkRQEPKAc6kYktv5xnsrtcEibmuwA5k/tgMhz9Bc9kyd2XlYCJgIkwYQ8sLt+CE+RzIGeCyjBoMhwO/x3+e2vfnLa2hQNDJmAiYCJM2MMwWV8SJ3bra/SXjPrDk9OU/pvRf8np6cnMk7XlPMOGLhSGr0U1R8BEmLCHYLJd7i4vL1Ejnm02I6Prz8/mZ+l8b7OZ3dRW+NxKNK0JmAgT9huYLKkBdk0pEQpinJYWEELO9ixZnZ46LX1+djbfVe30AiYCJsKEPdwBu71czFPCBSS1w0WyODtb7G3z3VG003S+IBdGwETARJiwh2Aym10DE8jBniX40+t0grNodbZC98lqcXl5VsyuEObkc4pyCCYrARMBE2HC7i0NAybob10gsKFpP7elBlAguBUh4IN++mqeUnJlJ2AiYCJM2MMw2WwJJqfzLbpJRh01uN5dR9cpfqf/4Lk4DQ0ZlQomKyFBIGDyFlYU93+Wmr+KwxvRazWmW2H8B/f5oKO1eLH00/3P6wlLjD+o5bQrBMrY2MzLf+E3/ME/lFXTSjAJDGmkFRIl0EiK3Y7mb3hT36bk/23KFdS0o9UcEkq7/UsEmEhGdVv85rhVfxEnUsCEHUlquixe42bZE2Z5ikdg8+j3l+WXvMqSEiUrfaOhYCOhRL8pMn6TFUlpSQ3pzoZFmlJAzgTyUzQ9XdYGFZeGcXcxeA0TKMxIzY6kNGojvRnpS2nkCpi8H0ro/zzP77vaF+XLbrfIH7+FvHypX1Xc6z7lnxwxBWYgC5LiNYxuD/93u8beOm1Fdm9fZ5pT8GQ1//Ep5xFk5tI4+hkmHbqF29viplci/sIETF4OEwzkFPc4FsVLrvoVpMqfvY7ynnDqZdS6G0/9BJPicxMF8v3MaDuYWZyQDkQZ1Rr9vR5fFnCr80LqeJ0gibJJluS1lQn05X6KBHmYw7KfxDcz5nQ04ZkImBwVKT+FDw/lIg665ZopD9zeS3Izv8VM8WlpUtDUdhlj1cjENJHacAMu5EI6LYahSnf06UvMbdKejzrVcmNY1FoW4S8wiRzLtEz7Nkia0A5HcSIFTF4vAXssOfybfYLFA9Riv/38CxKwx7jdd7QxSSeEesc0SfzSsKvsKwwi4PoPOZOSq9yadp2h3duwpd/nmVhDXTfw1XuzLA/7CMSJFDBhx9A3ISGAew5dkb2kyFJW8iX1lTJPkwdurMjSF4mNREmxV3z66XnF2acWMsljWmJoYLVZGylXrdeRmlKVLZVUTXJuv44EJKDTL1eZ2pvEqqJIhn9Hf2afgO1oktSWhvuva0jKwG59pb1CAibvZ3EQpvcdujwKw+jws5hPwojt5RhLZAKT+2Eyqe7lYGwFYVLeB5MkDKCi8rgc5Ee1qNLG1WXVaOHwq31NhfS31lE1qH+rHfeHH2HOBj/lVMl6JvsVJvj+NrYFdNXasIWxb/HFIMIETA72SGJyGIrS7AzzIq2lpuNKhSjkmmWG6hySM4FSI3RmWV91sR0Lko04FthwY0SVbhLtq6Czgt9CSv6NNeyiY9lhx60IHbXLZV+5kGxY6bxVCcZB28w/cdWYlg8VLNBbTVoVIpFL0mjCFEnGX2XvgJcLvo5FleEfrIWycwN1H3EkBUwOt6TSXHZVpZdQ3iSEJtkYBzSIfS74nBeGbD9/d9WEBNR8NrE0xPVxpUQdjw1ZD6E7OyaJWWy9yeieaatWFvlqB6sxns8sCOtDQS1AVXPC/SoorFU44U4WROMG8jAtik8Ok3SgGZoigSj6XTMM59lhJy0qSW1sBcGqIamh3dwWdoXAifHFkRQwYYf3MdBWzTw0pHavFneNgn3KkgtNYymXdYD3W1LUEpltSXGpkFmSnzPEu3eSUXtVEWa3pVuIybNRpz0qDsiTkmR0yPpY7xWzhB44lqJnFU7IZWFpXxqkrPzEUtI8+EONxumh06QXxUmawVIko1J2QIojTQu+fIRZ6Fnp23f+ZTzOQ3EiBUzYC0q26RjOwUDSsegbRy4MyFkJcBLpSOYhpJjhmRySM8F71u5i1Z7qRFy5OmK2rLf1qF5wzMVmoVk9jqCQf7hnws8FVgpT7hB8imlzBmIqOmVFPCmjAptHi8+uSw/IBwVPkue3P7esxvAz0UT0TmnzMv18xz8IgGcH3J4wAZNb41dxR+phNy8OY2CaQIAxwBXL7hk9m66LgEmaPb+Kw7JAaxm23nS48xOySUe1ZY3EpX3cvmn0BthcbnZ7A5dWpwMmB515PH5P1Wwe5jBv4IyGRhe3GA2ReHSqNcblJ67mAMkJf5IUnyCBtU//ZHwX2vNduYyLhgf7G0qyvQmMCJgcI2dSjJD9BExwnfI7Wk/BHIhi99tYPawOeZhj58UBLk8Q94eEIqfaNsG6kjWSNB8nw1UMQ+pgsbHd7bQU/AG+8MUN5SFBQNKVHJeWCmeppfQMukXdRkOXJOlwigATvp74kxr8D3qKGe04ouWHecFHqPCUULkKDrnFfFzWbbV8x9rdCCgpC3EkBUxeEOYELO5jDfig3Uc/w0SVOgPf66GJYTDy+rxWaDTs59/uhMCATZ2+3nZpMWiSWNIgxt7bAP/gSG3V9DwdzQ625xi0rtzvtL3DYBKY8oCRZ4L1FlZT0oZ0i6pm+Y4uDVgJmGS3e3Q+oZX1/p9flgpFPFHOnr3JkfHUOOPhYLG3ZL8aRJiACTs4vVdObKmXp6bUw5Eeq3KfNgp3FB70qJIXMKNpH9K2NuE1FaZKLv/mkaqPCo9gwjKn3bBYktoNyUJwYre0sKjCnOfXcMvCbWssdSSDeGHBpUKsZEoNBxS0msYkH0jDT716iwpqYR2mJZPqFYJngm1GwWHtMwXPvMR8EdLt98cVSkRpWMDkBW40SxxVxX5yhDkpi32cfVoEjIIuJfi0llvmCHMO935zTfFyyoriVlCAlilPmtpKZ4LWFldSsam8IkwFk0OqUVrbneRQTaZ1XnZDx4BsYUsa1aWchpEgzBlmh+RiArbvtcvH6f25GlzZs99VmahqVR3QmL2A9lHERPQh7DN4JhHrqnZY4mrep+2/muzi5IeACbm99LeXwSTBLdHC32Eb+ZPUp1EyjKfKOjXCuk1t8iNMnu9npz0VDZ50i3SCEe3Q+XYaeg2T+FCYFHG1dtmf1G7W0+eA7iY72JEmJAVNhH18mCSx1dQwDmZ2GwZmSEM4EnSItAb9cQSYlJgfwc5zryMNLdMctlXLDKiUS34PBsvSH2Hy/PtxZXWIcdq+gj8iumE6fUBLBRP9cJjAsai3oBZxeZ9jgl65ek3z/S9sThPXfAVrelhrL7cxNREKlAj7HLM5Pa7fJdH0mB74quKVWR5qTd6o/XKY5DoJ+PiOpKB9jSosHcyTQEkwK/Ic6djsLkwO6TMZYsBEpsE3uaN50DY1SE4IDS10WyRYeHCYw3suSqxKjh7KI8Rp8vsabBKjcx0jClnyslxEmYpchrBPABO4CYPhEL+MljEwWUIwSQuEORVMXpwzGWsEk9QzhwNYT+n0B0EAFZ4csm4Ic4qXwsQz+31z0O9JWn8QFZZioP8/sZs640Wjw2FSUJCS0yQz+VC/RjkRde+HUfY75bh4X3ufsBe0AUV8hFGYsM8wNZxGuHQiZ9LFG588E9IQ1SqljCN4JlADw60nSYyLq+9V2hoO1wcsEebcwqRzYAdsRtFI6fDW2gRFHe6ZvBwmOQ8BeR4WfsF9JdgseaQ5jCaC/BE5FeHhRdeKVmJkRthngEnMW2DzwGr3camdEExKggl5JoXWfClMmNakdnp0jaHGOfEkdYLSDlIbdLrgmdzkTDCb4x1y4sZ4aHFZ4Sma2BwmJZIlL4UJfT9eGVu3aMbonuJyMjSscfG7nAtlgvtmDppEL5BAyFiY28ZAHBVhHx8mk0qEgDpFfeodkz20u4Yq5UzKlIo6L4NJxPtMqGkswAFzqQMWnkNby9DGib9NXgoT5vNefbgkJW7ZalM1hxd1KphMDg5zIDaUM8+QTJbeH6V08U8PdwYXvJ9uIHVjHu2kL4hzysprFCbss4gjORZ5EGPLGpGQiWX6JSRI8Ac+trzDr6ypZXo0UJbz5IFnWUHJ/6AZM8+0UsAsMC20ydEdZ8EhVRfcyTg0bQpIXMuOiAG4/ZDfPoYNTSdnxQGHGQ/Q1SXJwqwj9LAnEFDAbVJFO+UDyWkPMCmqPG18S6sJghu4YcjNFrmP3HaPfAsS5CY5F9wIdQTyXnY+blfwMIZPLo1JqDZHeiTjpaJKlKXqd/EtNBSO6RsyipcqVQJe1acuFNKWpn57fC9vO5uwnGXiZAmYsHedKOPefDW7H1QyJyG/wkblC6VlS661RGfDD7nkSFA1UNC/Tfj9ZffnJZ6Q2+DHisbxod1OOVEeXuxvv6zaQQ6RdgJFTbXVlszxTWE3IAXFAK5czm5gQq8aRlqKvRo8fzb0VIIS7fyydAMTBvEWqEPTh5wL6ESbEEvSiixRPT9EMRHRJeVPIKSfRoTG3m5ViuZL+KJqCqLYDw2P+ZRNldzhGVs4Q5E4WgIm7P06YekdzTsq0kpaKKtUzEgJ/d5OiycnMvNJzt38evS4ihpS/mn886S6Z0pYYm4kfj5Myjvru+hAJpPq+fDbz+hUZXl+iGfVa3YGCHMytOzmtl141sB0WTK28UdwAxOM3+Eu/DytzWdZ5W4gNpEGw1uYjFniWXAyhujm8XFbQ4d3tWWxZw7wKXyLb7tj1xyaDs1LwVVxrd7A84i8NOoAHbnINgcDy0VroWfT9GRE/uQYbXX00KyQWuQn8CKtoVjMJ2DynoaLO527Iiz3TdzkPKfcm05f0jYVkQxSmVYYiWuVVq6TAkWNiEv/TCBrgtJJeYiGUbnf6UMuCn0//ysHCaImqLKUyTg/oJ8dV/le10YTjkXeTmhoFkYgpbbtaFA41HBy92EO+RWWtpdSVc2YRycIQUzdTMz2rWcCOrVNaFBJiukbrRYGKgPI0SEr02m2lb6PIKqtm2oD0owDerX8viK12xIeA8vNZg/IsnW5yWesy8KStIR+OiioU6YIotFSW7dp6qnVM3APIxHnCJiw95xN5Sc+Y1VYTr+jjlGm+7N1sMtDWooJj6L4b3vVagJVntXJmKzSoi3SwxaQ8t+rR14nZyo/KE/r0bZD9tXkWLQZETFImgUI6VqWIXdUw3S66O67gQkFIpba3tseJoAoIhfzxjNB9IHvgPCK3ZdpptnqS6QG7RuSbjmWjvxx5gJXWAE8oGHFIOxi/tm18c8ey6xmN6KtfnBLrJ7U8SitzZ0ZUzKQOm+2hq4zkDSnjFy5rUCPLRAnS8CEvaesCdx56gbJ4wItFCEv8bCALvjFC7ZQZHxXBiZUi3w/s1LQ5DxpD1L5NC6zbN9MimbT8tAtyTxCK3AL+DOh8IHfPljIe87G+WGB36jfMImyBSTivAyTzwoEsX1fx4qJPUxKyrl6/o3tw5yUPBr7BibkHfU7qoenrre1APkTKhRRuSfAyYcagxVFmtQPoanWlfoxvhMNvXhC+EuZWVTNQUknooqYITlh3IfLg1QWFv1NPLUNPRgWDBs9VLUa0gCaEqHomBUwec8EbFb5EbfHLknvdEy8qBmccwld+je6IiVHyx4dcVzlLLOXLUdP05sFOWWVI63it4MG5XyuYJl2WybpsqSGNKRMJwAQVHJRe5hE96nlR7z/Bb34ZuMmzEGJt0tMKKIB/RFQzZqNDcXCw8xSIoXfQUwVjpnVAbF60GKJSWBBUf0I1RyU1VHzosY83DlGJRsk5u9J2ji0aDE5bm/cUUaotuPzgiQCJu+dNSkLuqSDJnRt5eLOkFBN7q6yPTB+KrAHq+4IxWoX4gglTGJ+WS+j+rDzkOT5im77BCySt/QR/BLkJYlZaVTcCogd5lKlNLhkcsqij5fqRKQTlSSh0bJuPJOchPajIKxtXxquel5NeQ8Tkh/qSyb9C/6g3R791oAFcntEVeDUVZTUb7fhpeRUu4HcftPiBXVoQozgmfTgb7HMQ6bVaLUtlGv0DrKsQ9K37UvGcDjEuEK77TCnqfoFJXvF0RIwEfZBbEw8yFmPwpycVmk4SOok0IniDkoLev2ACW3VGCcJs7UbGxIhIYwIZysueM4Ea9vJgQGjezKpYIb91jABBPv/b+/aehy1tiZSN+YiEAgwiIs3AsRF4oEHHnjk//+rr2ptujM5n9LJTDyZTmfvc5SZ6baxjdnFutSqern3jes/NmG0eL56+H7DfJOsEgjKNIoYvgdO1RVOjLdThp7l3DzvVqCDdPeAOAEcjcbkFZYVrzaMK+zyxCBB9z7ubJYBE7M+xZLRf+jW7vtwziGUbNcViUrF2kx0K8+JkQnCOAQnfe673rWKfdbKqhuVzJC97LogxZiPzwBwZC85Az5QjhmZcOxGjQ/PHhe4fbDEU9jxMrMss84bRLmdiq1hNHM8J0zzGpXZAiDWel7TOFDV7JJbWldVVVaVeqiG3F/MKptMx4CJWednMuZcyZmfmKdwbyPgQPFzAA6ECFC6xM5XIfkBJ9TeXqvR7aRVqtY7UED4appnBjAZBUXuCFc2gkkHQYZZISGDbP/Wuo5inRZxyMjqjDS0HzZ8hwoIV41QtAWIKNoYEZ1iu8hxoGUi117KRXXDEcqAFBvz7RkwMetTeV+BSZc4hTBgQxGVXSi1D2SA+ceJWoWIywJregi+v5HWTt0am7QlUQ5F3X3Q/jQTSSuomYwZs511zxxEJomV0q8CIU+2Nr6vSNUvbqiQ5A7sxmFViObvMhcvMZS5OciN8QDfZk24K90o9MDJRd+H2dFAskt9lm6oGbVmGTAx65Ms9q1nbvJCJvWwk9HcmsMbmWHs5kjNhHpq4/8UqIEnaCCRirszzUlWNnYY5Sz6GceavdyJOQCjc698K1d7kwEQZqgwNOdVgF3QLE4aTuWg3TMj+OiO6CXBXFMZvrzkeCegnbiorYCfjLwnKscJc0Qo9tawC16MLrQBE7M+GZ6c3Kjo2+ysh1bovrItyy5NaF01EyHwzjSieZ/NWYWLd1F30BpuiTSyuUcWYNHuBYqg4QQwyUhu9WwvDCy/gDOWK5KZB+IQPLUMrADmP95d4Se3hBPRbhCHfgjmCSOf7W5ZJVBlJonWD8PbS4wZQkxPt1qIxSwDJmadn8czHHs9qfinyhAmdPxnA/rdck8rzFcnJcl3wpg5lv+vs4Zm91wmBakhuogxFGlJmi6eyBot/iCVrcrCIEyJIioR3/CxSnK6CKsMyIEXAnUWPwF7Hm7jQZQ92uSuXRhfw1lM389HHgV+CIp/u6sY4GNqJgZMzPpcYQktM0ehm2k23HBc45AcgWajmOwYerIzdvkNRo6B0gK7TjZAReUhtkl4vqO4rKOIupHHg3/RqkzxQSunfUVz9tz10PAC3y2YsB8Tg51FWHSHTAlPvRwEKVSGdEoPeXeYRx45XCXybybPMWBillnnXzL0aTnJFLiVORlmGTAx68cjJvLfljyJUG81buNmGTAx6/xhrSnCyZC8vEbVORlDHbMMmJj1NwYyURAp7/nDGI2bZcDErPNvtJgO7Tu6Xh6kZpllwMSs88fKr6KaO69TuxrfULMMmJh1/vjE0HzqNvClkmCWWQZMzPqRBZFeclakk2M8iM36jGAysZw3k08puj7tUw9Npui5c9oNUoMYMOnI96J+6vrEF1kvmtjf03I6fyI3f54ZS2zvfHuqOYFldvSc45n5BYxXHWTjyE8n1hbbpL8dUtd6EaV7k6vbRU4OZ3TQRzrFTWTXBsVaYY70OVpjkPHGaeZLGY5s/nm/kqSNgndQlCJVrhfqP0YZwcynpL+RRTFg8iNr5y6v71GUQHunfebwLTP9Kg3DtGi0L0+ZRmFayg22e+aY71ykYZBV3fEZ79eictt1WnwOk8TLsIvyCJwqqNt4DltJh4rH9FZWpfj8fJ3C43fwuG/LeJCxv62XSKQSb3RK31ZlA6uwkcKY+75M8NABVqzzQXED6B4AQTCZvGsr9WPdiTSEuFnsvUZVNW+VGZ1UGf8dAyY/sBSuziKwPA92L333xDvysXQdbBv8wOIcLETjM8vyXMuFh8TxRKJEOy+pZYXUJ/oRZ8B/YG0i87wMy/ZuQ3ScD+7c5t5wmNCpRpx4OSlw7Hp3R9+G8XIPmN/MjY/jTdb2oB71pMecGfTELgQKjnUe34Rv+56Oaox7prcAVI8HdNeXjOmicb5etrAiyPJfFoPdbJIoAyY/GJmcjQ+/4a0M3Hydnjkuh4FXr3zMVWTFPV1evBKiHRYkB+enMiVyNywej7vlVVpA5HOtYWHk0IkT2bEyVdnmVVuePQKXYBJBjwQOGayv0vYDH2HuZ+r363hulS0uM4RiVLjOb47qMu6jM5KOCtWCNAftjjCKLN8BxgY72ozsFOHFS25XNtiuq0jlLiK+i8FEP+Ex+zd/xWMwW9SAyfn9XYKjgxAPY+aC0n9PjHjOLsAgP6KdGubklHa/c5oN8uvLD5hj/bHX10QJMmwn6rofn7JwSojbdK6zXWr6C61XYaXV0KavWWnrSSPVg3ULujLrSpPmlOBcFSWxZB3mt6bw1h54cNdLtYiVESWp5HiKywBBqV36S116XWhzts1vGuGX8+HJuAS63Ew6VU3cobcpBhT72UwfGzD5we24Q0iQtyyoHI9P2+RIyocmDHiBzgq3zXaO3JISYoioj2eKqC9iQAEr4MxJh8+Z5rCo2islMYDqxrFVvXYL8q2mu+pLsqX745ACLGGnfahWNKex4ZvA7y6vsXNqYdIzCCbwly2NjoAEtIfmgPLZqnbXRXXIm+Cxm8Q0OtIYGnint/ySR/E9U6rtWVjhy9M2AwHMxOxpMyL3Bkx+NE+wYlb1GaCczzT32utKwmp40oncYTqK4UP6TOENCJrFdLU6x5iiQ59OHWhnnnMUkeeG94ZoUMaBC4Vo5DdlaLlR3LRxhDQH9ZPI86KM6NhHWRMHXgC1k3FmKAItNrVcFe0s9Bw/pQFHEVVF5PphTiTJ4BKKqKIIfTfIGjaQk1gVvh8kJXFLvocpT0o+I+ZDz4GHcr0YIitLGWbAlzQpY59uo6cRWTJgcv5Ia7WfoVmcNqpAzeSZXZaWqRNQY5jKm4daYOm7OUsbwYMB9RNbrzhw0UIBEYaanzAyQc6gEtuKoJ4WARxSzwqTyLGix1n4nhWE6vRuUKOmbFoceTYUYGeoz4dOCO9gQRl8RcoPOmnwqsqz/CR2aTE6ZVbkQWrNovLbGNkFX8hyosiDnCN+EnjhLcQ/glI3z4BpiRU5AeaO/ZIiS6EVxFFoedBqomLk1Ple9GLdyr09zVSyAZMfykcQ4T5iy7VtSAjuT93l0yyYAjuHnGF3FdrwAMeWf2dMPGPBqrwIbo7HnTd9wo4m9mXuoMTaP6KXDEZ9DnTapsZz8nMR8detC+wawpBu/JhPCLoibnsAAeq1qwMbMKGGdYPk9GN8tBLj5dCbbqKXdGF37A5ghtkwogoUjnpEfWEt2BVCfwkwUaxrHVvJfDkp4vdWBjUlAPrA7DBDdaZNnOjU8rMLBCOLqn5smgljlgGT749MTpXe/DDBdnw8k6zEQt+xTzDqdWMaXKpY3wlTJeIcz8KS8WxwYCi2O5loOH86sft5hH0FyhtL5YdIbaBKP+5DhnBioQfOcqA1XG+V7QnTo7n51YbCbDGKRQY+UhkgV7FvAbQbi0VFMSu3cAyMkTC+MtQ5a99teikc0X2YpdcmtNHaCW2e6a2wYTpKbsuxLakdSYsoQgzaJlEj5B8r6OYc1l7LFNzSdmP1dTcVWAMmPxSG72d2Y1z8SLzwefnHIcxUetb5LxEcy2dacdPgJbql+1MZllrPnX9k2+dr54D53tiO9HG2VuxQWZAo6WG8Ia+AK7oKnXq5v8bal5W+OY1rN2SwUeO+zT3f813L9rygQJ7TUt+6RoYDMIGfBrUlg1stfqZHCYl6Ib+iLgWXDlsU9Rs7HLU72D5TGL+9NK27Y5evp/ADWnPg5YfALvR3t5nAxIDJj906lQsJdhCr9sAqnggm2ke8dF+TjfZQpeXO7BfU7mv9RDABP+YW9oywKjeot/YT2vCUTqiZqmL5V93j0HEt+l204nHxCAAd8CEeT9Lkud8bz23ndQcnB5igHm1TBp6CbR8ZaY8sQR3EsuLpzAAm4MRPPuy6evbHmayQWd/nt3jZ6R+2HF1DhDlFY3ZPabwOX+ZCSu0NZNs8B0xCiFwDy1BlwTNA/TdIYsDkR80w9/IWqImzOWiuPnMzosHZFa92uk8gWcrNj8RNuOMV4xMH1dDYhlPVurar9Iw+IZhUt7AdV/Ex7tvkBXTd6B6jHPI/YNJJByx5zVAzoQs5Tp6VbLu0w/ADgAGsznPfQgsoS9wLTBh70Eh0Y5oDMBGU7vIbiENwNiWDtrYiMFVWij7iVSgfuyCEgTFGHiDcibLUD6cFz4SmNXyOLyQ5zHCOAZPzR2jvte2TDjJ0NK584gAhQu7c8aT2ir+j8dyOG4iYuOzX55U2DvBLEt7xWxpmbd3nS3O2xvIQqLG40/U5misPvN3k9X7sMAllmoM0ZcrchMM05xA791PdvAf3Pp3MR2JyQzChkXDpWnmthP6uTYt5N/ABJnQNHEsn2oTudge+drRJZtnbisBto5o+IhOnAHEfgw12ggjRSqvm6B5W2M2ITPatB6odpx4NNNGJAZMf6jZ0Pm/p2N+hdtE9n6S/cfLmVwizEmSo0kFPGBBTe07z1NZjcQuqc++62vXqzzdUwknswBY9eeV6Y+jel35a1ogeowQTRBsAk1mXO2Cb4zvlhshk2MBmJZgIY4ekNbDM9jHDTxizZHbEOCMDG77rfKcRs0HgAyKdFZM1kZ3vS/CCgGUHmIR6SBu5ZgrIQvmXgzxj7sS8heyFFUzoNyX73vsovoCPb0ZzDJj88J0Tt7gQzCWQFJ5YgJWeMEqjVVni/yX6CpHQJtDV5EX8RIolbsGJEn+79PyEIyU96B1OzIldIEEr1P8d2GHdQWeTMYPBf23Q8vLu2O5T5viclfLoqHXkr6mwzRBKIAk6++1MXXibT1MNzsrZp27WE1p8GzxaWBDuJ0+BDCv59XCyZtIJaQXzfiL5eCS2XwHmS4IOhicwu7w+QvCe2R3C32miMb0HlmYZMPnuPb+fTeIgj/etsHwm83PGaJ9l25b94sA4FxyKyPLCyLkRUp4ZmWxojbhRJLPJn1PPEOyRqKhSkEe6u+XfH+CZOkg0DkBLmKjBdysMbvtWTEIrwomp8R34dfXY4snvYhwQ/16svKpy13MisErsu9Dy/ZtEJvAmbgJ5Idu9b+Kvww4vXIgpUXCAOtKCZ+JnaAW5+UDOWlKXOYa6wWFh6fbcfOPIY8Dk74meg780FZHvh1m9PTO877oiiqJY/ofW8zE2OV4l4j1W/L2fFJcgJq/BC/cj2GRu4yfUbsXIbh3b6JpE4KhOCSqoVpChBIqpmbtnI3xgQDCfeYgWjxPWjw6EV1+1eO7d+60gPsnQ8JB71s0GCngWira3+wiMUIFXz1t8y9kyi19s6yXMmcAEXrkRf2zGmxguhEYJWsZ8lQCdo23NAxsvGGGmuzpzDxXZLvRKszMNmJx/i6iK5KAbWtnk+xOJn1oQANE8OWoCH62aOk2MfV6BTw48d+O6r+P0+chWWj9AVUWOVI80k6ooStJiyDc766oEr11I82NT5kXN6sbeVYT1/uwq9U2kt1PNZOGj8NNHPR5KyKo8CAsyqMtunN3RL6RQta10S7h+8IzPFGZKSUbJ+fIK76spcshW7U2DgcKS/BW8J1MuMWDyd652Xrczp1r69rkgBQNvHBbevBN1AfUIfiflkml65mblC43DZ21mHtM8acvgReZrRnoIgx4zcO9z3Lenruuu5Ry3odNIuwmbd/42bRtFBWlit7mDtNI6ajOdVnRhF04CL+38Lg0p8lNH122i6waNE7aJQWJZ+6s6zo7avIjDMTWxWpE5Mar3Bkz+1q6nrMVb5XLuntfNEcqCkF15ie5i8r2vaj2fPPqxjVc8so/d8OlamptonG3q4m5IeifiSDgdiAhElpXxwAZJxjeIncZxXc43PZP3L2o5dZOdwLSPInmkH0EIOdrtDVv3gblft+lsczy0BiOAYiEjjgjWiXbBqeWTeq0AyckHE5gYMPmbaxbRrWPB9fzkegxonDsOPvai2LHrm+bUzc+NgHgHVvv4OTcClZCInQfjMuDBxve5duO7ZAiDk+ENR0TzdZCYo2+Hb7sqiw72tFYSkWFE5NL1G9rMZM6CPTJ249Tjy5TzsFPaBb8+xp6zkO0oT0+s+7yvy9tx5VWhjQIcGoRbshnpVwMmf2cNvKJ0xeSZJYd12tbtjWmxyL1vl66CTJo9r4XL2/O+a0XDVn3CzSACir28sblftDirPkPDKly7U0iuQAFM1SDvkODwChCP7dv2GB4+Cwo8DjKJqUctIZ+UjVrp8mvd6kslVo/r7fv4LvCdswaMX+A3aO8snOnr3mWkt/cpCLMMmPx4ZCIXJcdRt6cVM4AkB51eNsneDxFBB5wcoo1+PjnLkUPK3pk/oXnWLgneLHHAwlFq0HZ7ka5cZH4aAeGuAWB/d+87kHxuy7d7u2NcsyK4U2/bfxRYXuUv4KV1LKm0sz4MxJEYEtHCBK9z6NrvLEESztXOQGTX8c5IOKYryXzpz5hlwOT8bmZm91NTZPQyu/Mnssimb60Z/j1LIrNvFBi2TXbxqv/KEsqiVVoEWP46iXAlLW0UhFC/67y3lybjRKbJ9j064zuOech57vtTC+X/lggzqkJ0Q6nIZf6EfkUGTP7JO6akNz+ROc1KTNv/TO9dKiL/68RKV5Yntt+6NKIXP2KMD1IQcyfjeK1EJLuI2C/fpw0ug8ebSEV/o4GAkKXjK27fczyY7Yh3xrFKckbhqXX5PYeOsrRH14r4rFn/8TSn/YlRbSth/PwTc/CZF/G/UF9wXJbf3cjn+T1i0H8oBo3bQHXn74jsKPOwH2xD798GCvj3/E2x+i+HEMeyvCdeaDT1K97JsH4LRvzJZXs8Gp3H/zSY0DSyvYLun5OFbOr8mb3GUXTc/3X+Lr0uS79v6v2B0TwMW6IZrGTzMuWZr0T0O0al1jf1evRo9u23uwQHDTEQTlIJv+3vu3sg8ep0HnNqvaTfYhCxO4YsWyu+YYaf8h+PTGaWSH9emtBt5/gTsWTmhOLwr7RkaB+P5vwfuzK9aIexSANISXjyfekD+jotff5Y8R1/P77d6vLq9J2l7UVb9KiORVoeuv3mTc/npfjEAUWzo//raU4DPeLz54Umdf5T7ZxU3vwL74jLWEJTPul+ixCTKO2neQdRdkziZpMphCaJC2zV79FPFFzN42IVVPndz/GSUSWewtt3FOgPtvemOgtc14NFtKbA/L5PRWHfUCwNTEv5vwwmcHLrI6f+ia+AAbTmJx5+gNLPMf/72ggKqvF+9tuubCzLvoZ1R8ocLYdIollhy4LHX45NZh5xT6ykO363s+njt8EbIxk42PDXQ53lYHJT313LCUIMJ/q5EP+H37o9E3Eqt2warW2mZvLfjky22b2tP63dsu8NDBV+YugwR9a/cWB+qaxAfZP/LdA5spMZJQ+cKppejASGwA9v1f6dJDL0cFJHO5z9FpuACdcqNwjcB3KU7xpjIKUls+ysUeMB/QQYoXxbvh2lE91GN1FoMa3h/xiYkJDGnHd8UPEMbKk9sEU1fV07hbnSa9qLRFI8cm2lISPc0oF2lGv7Ialpf/fRPmjwAu3AxvH3XaOJYmdyXnX3Erk3BQoV+5czexCUXH+jMOx/Rk3Hgxm4nzR3oNAP3lOvZlY116sICd+H7XrcKINxfTtdQfkvIGVJA6SXqd+Wb2EpqbjIKT+xGZ+6wCs8v9Et4sCqSTODvEiSvyb7xpu/5BAonba66IlTSorQfhVnNzZSQE3pTimupi+ZIjVW6U9LKhwUpuGrASI9v/JRfrNexZjtGvYhox9OF5vQ3Dq5OPCl47+F5ZYsCO+cEQzxZS38EG+283hnFTzj3XCXpwzyEfCS23CYtOeLg8nKkHcq4zAIwjt1REMHtnF0n0jxowRGUPtSRHUJg5akVXXswYSS474Nfu3FsHhCI/aD4Q0dAIu0CDJsUrcdmF+Co9BkuM9GJX9fRUWbBEFUwFcjhALJznA6D/HyWS2zy3+MJYdMm9Qp7S9TUWxz/CCqMZdcRPCuuzd8A0nS3vHpIEAmf9AvostCPO6uDfF+AS0FSQud+Mo8Kzmco+rMiYqSG3mR+zvd4qOXXCzJZ4AJT9MI3wp1C2rdrlrqIqOsAEFYZnn2TVV5DnkC8vDL+iyKoj3fwCSm72fJF8yrK2KA2HRV20GroUKVWVbWoLy2A3t53bLNXZndoQbDVlJZbxAmGHVJpIvo2YXONUpfDdXZgGVLncu7WWnFQxlaiH5eTopzXdzv9fh7Up5ZXxBMVu18dRc7Jwj1qK6EOnkI4RykxX7ovwb5zFwdyn4BbPdwT0KmjN/ukAnzYZ3lprv68L6Ou++IY7p+BF9LWFJmvu34kNwpgxf9fDCyIG4MLTDf8nI4VwYQ/ML7SiiT5tE6Exbc08fWGZAGgocm3le1QigM77Tq2th6vZ6vWgCU7UNzLYMCJQ6PkH/FD8LQh+vm/x/DPf8hX/idqmaWbTkZHMmsVygSQWv1kCitoxwrAYVBFdSJrJpje7ULOUeoxB5ispPR2UKr4B06HoGDIX7i4ewdD2haQe6oeAcTeHydkU/leS09h49cWb6CW185IcsZS9/C4917p/c82zQZJJqcW8hspXYSlGu8SqKRtbJY9aKlOi06mg3nMJc3Q/9RKMG1iqEUFJc4pEwlPevV44v23WrQ5CuDCWPT5axebNwgqSFa0h7LrVVbuy8QkO9hMgnxP1xJ6QP6xbjwm7MWOWiMrSMeKW2byc8fk9C0nghuZfTNZR3wrG9+s2yt/KirXDufthqXYUVfXDus4SNoJYAfK6IbDLyn2LmYP9K95mbDDXTE1oTpDG6bBZpRd2yzAVJmgEfWHJyiU4Vnu8XYFo5bt9DEZzQeWvjY6/BLNHahKxlYSVlnnndvuyK7BUV5zQPsdPBrupVfB6YsNZiMe07ZaGqxMZIobn7RlIl1a6QUsm+w5YKuPCIcL8csjvuK+C9+vINJck5tCAG1vAQI5ZK00HILgvQxh4uHwMmg++hTz/qQucExv7n3qowtyMMuteU6cZzAgJEdapw8QIYutGxC1S89LyubAnKTTDQPOAJBjonQh+8wseMSwpMUgDTl2C9fgEXOC3dKxA/Y9HbGdB0Bqr7UEBTAi1JRWlqdnUocvztWOGPfzyV0KYF85AndFz7kpXSdYqSDi66ww3No3LBVuOsG9JCDBxfaE+WrhZ3fVRbaSONUUZE9d2MSGIq07M+PB/XGsYoAPCgXYLNNi9RMtsbFPlxn4h+UIX3WH8ctgK7ySE+xmlZAZHAVWTVJw+P4BXrSUOpO+clKB7d8wHI0TqCpcfyvp5kiQCUBBmC4d6ZZB4A9eino0MxPxj1651mJfbjgrKwRAUXvqF+1uR0gGgvovUrIeAeTc4pu/BoIpEie4BvoVN0ImGjEDDSiTlLuw2d4PphbNXgdFF2OO1D9qPzXROulgE67JXYi84gyB8jVJrcMuRGsknHlAGQkemojGgGOKoCh8jnUASzZu6M1W/wrg8lMEqMellmrmFroykdaPuK6kK8eXYaOjpO8NHMCzCpWC/395t1rFlDb9aMsYd82Wl8ixN3YUAy3WVk+1MJo7sKiQUe7ONhdsMrb3BxWc5Xl9VtpW1kpLjHQJPsgD1neyinQLoFTznjM9N/h1mxlcBhlhrYNnRKDLWPoVND8gTx7iU/iZ8zwWUPcniuy8JcnZmrPF1fPM35BdqGdsqSMCtJd6BToq1a0/wBiBC/s1Zev7LZSzJ65YwyQxx9Ni/IJIokdFdxAIgeYjhVL5zDGHKQffBVgYVliFWy11HzgOWj7PhRmMgrTvwYllFWmVvKl4djg9BVLmbwJnBKJjdNoZasTWkkxoQl3kFKEfGPkwWUutak2cGvpavtQrF1z3Cdwafn0VKc052ykDL58zUR/v02G0ifUjXOwLF2/GdFz6alTOj9sv98QnrCDA6843JLaOy3jmvDFhYh6KRrR+/ARf56Jc5lGoYMSxjk/0Bqexc9lELNsJPaVHSAGmuFYib5j17wiSAYK3F68JG+OP2FBbNABgqNlHAXI+VNJqVjmRVQtukH4y3hKqMWmccmGh3g9xEjygySX2VnwsH5FnoOgTMvh8s1Csj8eLgI64Nr1qqZuEFfRT2uHNx/kGlMnqpu6Lly/Ql5ToPgTs5gKsSSRW8ydVHtEJ7d7q8LXpr3Y91dksqn4tWTcgNPMBltkp03TIMsKetTTI6RAQO/uvAqrjEgJD2eXODnxXeRhqY1CS+KIx51QVbNuaBKL+eqjLLLYcmskTTAOxHtvSu9W4Tu+2zjRxYPEuKcKgJr16cCEe305UKdw6AkZOTnvJfClrH3/wWtpr+lViTgCEe/KyGTgxZ9QgQOi8ijnRcxW1o82DQJgFP5evTDJHOTUzUvwWLixe+k5IxgeKztkj7N0fcy6jQ8HPnWo48SQSb+hZLt/pFggKfvdcxw3TBMvOmkSU05T7kSyUY87bKm68LXmp0RkQh4E8iDQyAse3g3RJjl+ye2yWwovhtTcxpQvWvcCb3TDiI60z1MLsvWOh6JsyCQm8EAueaB46t5QFLVoL74jNUW51YtyrXMy4DtK0VrHXkfocrQeiYebVHN1AXY9tWU5CiC38AHkxqe/WTdXyrQj2mgOjhykVMOSVjAuBc3ohyfgRidToAzyRvbx769wyUAwp6qKRZUUbyBHKf3F8j272XfYiaLEwk/wmuDddxlvUm4iBhub2eJfOc3B9p0XuFPmDf7GCASOCl6zK5bPcJXuiBraIUMszE3LX8O3BdePDHSpAg4NKfkOf0xywwUIQLplVXMe6NqsS+PTdTRGFZDRLyyGS/w85Bgr6GwU7cGds2cVZn9UWXDzWxl8/ePaA2J0y7mjI4qiLcKRg6n6BpYDps9wx2bqQ4NQyDBJSLJtMNtFHoRSxFim6CHpo+//vG7MVtC1k50b4gj/AxIHgW1fFMy0UO9EDmHb6L2PISOrwnL4kzgG7V5marr6HvmvVkGHUIgeAUzo1NfhW0rh14W8hAUTPnDeU7BTzkPAZJfzO+LhfoKDxUmAs8aIAdVctvPmRYQQYMyV4+3gGAgd2+YFwcxO7gq8vnC+vVouHKB8Tz7cljlOdC8aJRCGfOtyMrFgZ4r7gCrppOHXk4GSrw0mqBig7BDeWG1FP8VB5Ux5uAY6WElKs0TyBJRcYaOz3p2Uqlz5Szou2V2hcjnd2RYZP47nWfKTDXu3A1zLr/5GDmXCK7hDft12lRMqYg7qs9gOyIPaocxKmfHwbCXd5Q9m4o/sNRUWZ3Jj2SGUjhSvY1z3yKLyow1eazDbxui1WiWxgpd3pjZo+CAWan8N+2FiXSecOOeCjlm6apvga7flN+xd1KJojwWvYRS7q11Ft7yXxLD2XoEw6kEARIMs1EJFyJPYuEKlBR+ZdqJKFB2lt8ya1zbvkVsiP1qA2fBpBLKQ07fupeOCf9JAOqnrC2DQIrPFdByF79/R8uQhMkHh7JAxHGCIioSdr/X3EtTs28DKSQlEfaU+h8RJDol5le9ksNaoKdZZ8l2ZzvBXbw0ztEaRjJFG4UFZGNcA3SkzNlVBRsB1cs6pc6de4J09kGPJb+mEpxR4ynBnyjP8MRFk5nEJJuMOy0n2exvbRzG2cv2SDSTslratdC2wBrCghFjT5TZ1Yk6PgNJAMPlj3x4qDuAY67JN9K3D60U3mEyBz82SI6qSeD7GXioKEjIyUdLuGWN2PuhHzP7G+CvmAgd2mgr2YRVb2iM8wtFIk3o2O+mHpBhr8coBHR/Fh8alD7nEEGiz4lzi/M0YD2TtWhREaoYFIPjxgSsoY2oc304R5OfZfxGYBX67gZpwYvpLAz/Eq+VeSsOAluVwAh1aYxiuofVI6YCHi69Ej5PL1YKSjoWKK1VpW1wfGe4IaM21+16wat957OIMbA4mt3Cp/EgMU1Iwikya89ULsGwJZuCm1U3iOTZcbAfsedTmYivMyyJ0gSl7yshlYemEz2EcjXqfl1Xl/QVub+sHYj0HY43Ss7K6vjPWRXcQcXVKFHEz0Gotn3HEC+7R2F3YGCjmKSdQCygvSVEVoZ0d3ceksn4sQK2om9x3XiLSXa0QFF3YaiZlmdk2+0+SJixDZFfMaZD0oDzjZCVMMDWI/hLhjYUtJfBjUAklpYY52oXutY1uKvI80NlXlmA7RCadhICij40+DLo76SuoOQwSso1mGdy64Iz1C04p4P0ROIwdRGHtIJsE3ysyymplZOIEx8q2NOplx8i0KGhAYAPvuAW4NjJETER7iR7oEYF6soy1i5CS4g6bRKsTCHFRUT8eRSJERHWzyHYrQBgsW3J3tcZkX8OYEO26O1NQDxB+nrPZ4l85zWFmTcqD82p5dyTuIBrlvo37YRPZDmZDhS4J0smMIZy7l6GJPN5Be+1ZpUfJLgTl5E88KpZjyoJXF8VCXOgwmEsdcCmPIWedDqblaECX9L0l5oAh0W2VEyBFyUOUIF0rVSKLsX90iyenju+0DJzHeKDN8XofUJ90X2zPLeZ5Z2RCgoV0c9oR0X5LsAHlFJ9H+in/fA0WdHjakb8GkXcLEDAxzWk1+69L2ZXl4DO2ZHrzlEKmMTOMGeHXNa49eCcZiaWYevCdUOz7OEbML5E04xhcD+U6j1XrT59yRCSCPZvmkwSAo7Ju5RW57DXiDH4pYehZnh5lwAHATby5UWC/4JkTu8m78OoH9obPDjBseWS93hJiRPYCunLgRuxohy6ACzLZB7wGIjTmACNBHHpOQoVHs750AZZDY0gLGgyJNG3XCAmzhlMl7jRNTp9IxOHIe4V/8ChFPECV1DvpMM1x59/WD6mNMsy2cnKD4z4Vrkl4YhZ0B20wW1IxbB+7ppEQuqwkEMYfmHPn3EqBtwGObvtBWUO2xKPEQ+HdK+8e9pZIba65l5bvra4lEmgq0XOsK11vLPK8ufQ3fkH0zUn+tojB9L/z1acqyQHKE2ocwz0pKF1GtzL8GGSvJHk0UdLIqSRFPY8TygAkvif2wVqDTeGJNG1G/gYAxlMu8Wk2VIoYczVTFrNuej7ibK6SjGi1owuEewRe+iyjEMNT9SKTfBplcDgMT00ojeEp1PKczzcxJRCJ44AvVnUcI17R2QuifKvi/JEk9eWpgc+XIAatUl/mrkiBNOtLg8mqB2cf7/dm8JaECdZPSJmPXaznsPvUPHEPIi5WAhHDwEoGqrLt+CGYACVoJMdsmyN16yiEg2HSw6nYBrx58rLnDC/HfcXkpjvFnJKNyI5TwX8YmeCZHG4lJ+0Uv+Juehvkny7jQGbsTS+si1WML4UwDpcp3IEVvWI+jnx+0oIJMpXdu4nCad1ycO72Wt0k1NJR546iCcI9znIFOjed1E1YN+4Vhwl6+BVSQk2sVodL5GwUVxyZlm6vczHBjgsPwyBeyzuB4sN2TezvqI8240fr9GZOsLKJ1uIrP/SB+Hra+oQnXHBlgrvXKMEUPL5gQbpoIX2ZEodsOCq1gLVuFy1Ypc2fZ5PmfGUw0eKiO69Q9Au3ddGsqUH4G/ObY5zky2JFubxfnwcvX0mO2w9kGA+BEzZwW01buJy3AFgiGcBNMl9EVhi44E5Jkttbg2inV27/kejpyMmys9X40F5yAuxBttf7HnUX+5SxtFb2ysoNMF7e5lq5vfvn6fRS+5ZXfjstrG9or8/x4orqVhM59jNVV+cLKgTme/3xu8sYdCPmIsgUCy+ehlYOx20/jPP7BzyEUKwlJqTDhhBQFBsuCJ+BJ5NkfYfu3lCFkaPM3WVFOjEWpGfaIcM5HQFo5TWEESeZchq0tdh2OUeL+w8ONs6nEYX9VWBCQY6DZgdSqkeyrHfIiLvQoJPuTWex0yX/Ifu90/ZOV3dFOEZaxGIU0ZFxY65OMutxKXkc2p9WtC42YylrlllfEEzad6XfVowJ1NXT2HGzgao4AQB9QBbe+reQvh+1Dg2dJ9dj2ifp/PWXiaRM8lGriIDT44HIT7qxXxiE6DvgdI6mRGaWWV8vzWH82iw76orMhjfWQU91vMfjrGMALabuMq7XqfRbwVxdmlk702yUC9phBD0Nc1fqjQFG3GiPK8DmDAaK74fBErPM+nJgwpkZnc+AtLUTOsrMj4uZqAEtCYIFwpAsQZSiI49OJjFYrxvXuYwUoxJ1h5xNk1YLRGvO8q5rFWjl6iiEpT3hE6F6WWDETlvRmmWWWV8LTFgZK9M4zUUsVLhYcRaFkvywf7IOCCPGCCQA5jGUEBBNm01LBpeviolM4+YYqYvmx0txTjn4Bxj9HK86WM/Kyaw917Y19+bx7M35N8usrwcmgIZ7UlZ5Cnkr8ptzSvBJknI2DyX10qkZMOWJoQpUy/mHQiKkanJG2tJH6AIKAZU7oAXYhMU0ovOHfKitEdboqm7TSBd2qNtxySFxsULu1TABzDLrq4EJVMDiLonzMxN2URtikl7U9M4C/KAUEohQ8IDEWOxDBRREeDeCZliUxEGtINQMaxr2+JRbNOAkPmYIiuZ+DOHmJPCTNPCgOKYS0IxE4NkL0kfhQrgiVeYLMMusrwcme9LkqHJ0azSvx/xwOEQyLgMm5HJVednpBRAbj70SgHJ097qJAnCog7Kes6BQ2YtwOxs/j0JShvxyUVG0Ffa9ydy0yZ3qiCOMuwWP2k/ASAXU7Kmv/n0WvWaZZdafdnP6+NQyZilUZbqHUyCzCYP0jMOmquOgD6EGMEUpR32hblgXqdcon2okUF7cSvzswHgV5OVdjKorOCUdadQWwIvabVbllc1L3pSVBUkPxjsYlMmguDcYWT2zzPqCNZNYxTWZoHGD4aoGQiOqK8JkRl4Th1GmwhwstSiBQFHQTjGcHpxm98qxr936wHAVnkTNMqdEfoRh9wKiv9FcEkygXtz6RYmxiyiIqyiGeM4BMSFIfU7naWhrZpn11cAEXhJlHaqirVPhQiOZoeoVnJlidmK6KQCYnBHmqEoPJg4K6U+nXuGz1rgYawdqYGoGqvAZ9CgKSEygeptEGLxXSwMwQdpTWRUo0VDni4TinFslarCLKZqYZdYXJK3VESR68zrOV9Dc29JK1NEEMaobVdtTMIdCaGFyzkCILJigJq5Guk88woh+cA3nT5obIpIoVJt7H5DmjAV0bppbs7SQ3PITaHYpTP9Xe9s0hQ93hMzoTZhl1tcDE9UddZzdM9RNUPug8pnvBYGTI+2BdETcPIK829sI0nqFd0rO4uebX4BQX3oh/OnFeqDGD2C0kkHwA4oVARSy2rHyKghkYFrci6Iwn7rUi8JwyZEAlV4xmZqJWWZ9xanhvYSuiNbagCEV1EUgJwLlsqrIYbIn5lRQad4YXzxg8woxj0IGeKqirMpjX2H7Cr+6dqko8gvzCtRKSmQ29LYtQTVp7tDKQmGlyosaGh88mlpW8xWYZdYXAxPaL3ZX9WSgMI2ewYNQwPZGke04eD8unBaeDzoiiEZIe57t/CZVIpPFJwf/NpkQ3mZhuVIQFWIeDF604qLSLP32NGBilllfT4Jg1aI9ImJzrut+CYJM1D+eZ/HW1HZJSgaLWXGFPoFoibXU0QFpTWQ7oIMhTRqoDxArhlMcDKhHsYlGKEcBafxG7DIFWLPMMuJIZpllllkGTMwyyywDJmaZZZYBE7PMMsuAiVlmmWWWAROzzDLLgIlZZpllwMQss8wyYGKWWWaZZcDELLPMMmBilllm/WvX/wFNo44cNutZkwAAAABJRU5ErkJggg=="
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a3b39d92",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:45.857589Z",
     "iopub.status.busy": "2026-10-24T22:26:45.857506Z",
     "iopub.status.idle": "2026-10-24T22:26:45.876163Z",
     "shell.execute_reply": "2026-10-24T22:26:45.875815Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1 ML = 0.2935 nm;  4 ML = 1.17 nm, 14 ML = 4.11 nm\n",
      "m*(InGaAs) = 0.0430, m*(AlAs, Γ) = 0.150 m0, ΔE_c(Γ) = 1.530 eV\n",
      "\n",
      "well (ML)  well (nm)  E_1 (meV)  width Γ_1 (meV)  infinite well (meV)\n",
      "    12       3.52      231.5           2.968              705\n",
      "    13       3.82      209.6           2.483              601\n",
      "    14       4.11      190.8           2.096              518\n",
      "    15       4.40      174.5           1.783              451\n",
      "    16       4.70      160.3           1.526              397\n",
      "one monolayer more or less around 14 ML: +18.8 / -16.3 meV\n"
     ]
    }
   ],
   "source": [
    "ml = props.value(\"InP\", \"lattice_constant\") / 2           # one monolayer on InP (nm)\n",
    "ingaas, alas = kp.material(\"InGaAs\", x=0.53), kp.material(\"AlAs\")\n",
    "ec_w = ingaas.valence_band_offset + ingaas.band_gap\n",
    "ec_b = alas.valence_band_offset + alas.band_gap               # Γ conduction edge of AlAs\n",
    "w_mat = EffectiveMassMaterial(\"In0.53Ga0.47As\", ingaas.electron_mass, ingaas.eps_r)\n",
    "b_mat = EffectiveMassMaterial(\"AlAs (Γ)\", alas.electron_mass, alas.eps_r, conduction_band_edge=ec_b - ec_w)\n",
    "print(f\"1 ML = {ml:.4f} nm;  4 ML = {4 * ml:.2f} nm, 14 ML = {14 * ml:.2f} nm\")\n",
    "print(f\"m*(InGaAs) = {ingaas.electron_mass:.4f}, m*(AlAs, Γ) = {alas.electron_mass:.3f} m0, \"\n",
    "      f\"ΔE_c(Γ) = {ec_b - ec_w:.3f} eV\")\n",
    "\n",
    "\n",
    "def rtd(n_well, n_bar=4, lead=40):\n",
    "    lay = [nemo.Layer(w_mat, lead * ml), nemo.Layer(b_mat, n_bar * ml), nemo.Layer(w_mat, n_well * ml),\n",
    "           nemo.Layer(b_mat, n_bar * ml), nemo.Layer(w_mat, lead * ml)]\n",
    "    return nemo.Heterostructure1D(lay, spacing=ml / 4)\n",
    "\n",
    "\n",
    "print(\"\\nwell (ML)  well (nm)  E_1 (meV)  width Γ_1 (meV)  infinite well (meV)\")\n",
    "first = {}\n",
    "for n in (12, 13, 14, 15, 16):\n",
    "    res = nemo.resonances(rtd(n))\n",
    "    k = np.argmin(np.abs(res[\"energy\"] - 0.0) + 1e9 * (res[\"energy\"] <= 0))\n",
    "    first[n] = res[\"energy\"][k]\n",
    "    inf = H2M0 * np.pi**2 / (ingaas.electron_mass * (n * ml) ** 2)\n",
    "    print(f\"{n:6d}  {n * ml:9.2f}  {1e3 * first[n]:9.1f}  {1e3 * res['width'][k]:14.3f}  {1e3 * inf:15.0f}\")\n",
    "print(f\"one monolayer more or less around 14 ML: {1e3 * (first[13] - first[14]):+.1f} / \"\n",
    "      f\"{1e3 * (first[15] - first[14]):+.1f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f30a9c64",
   "metadata": {},
   "source": [
    "One monolayer more or less in a 14 ML well moves the resonance by 16–19 meV, about\n",
    "$0.7\\,k_BT$ at room temperature, and the peak of the current–voltage curve moves with it by roughly twice\n",
    "that in bias. A device is defined to the atom. And the effective-mass numbers themselves are\n",
    "suspect: the resonance sits 0.19 eV above the InGaAs band edge, where its band is no longer\n",
    "parabolic (the infinite-well estimate in the last column is far off for the opposite reason: the\n",
    "wave function leaks into the barriers), and inside 4 ML of AlAs the electron's decaying wave function is set by the band\n",
    "structure in the gap — the complex bands of the next section. Lecture 2 tells the story of RTDs\n",
    "whose modeling, done with full band structure, was more accurate than the growth.\n",
    "\n",
    "## 5. Full band structure against parabolic bands\n",
    "\n",
    "The standard description of a semiconductor is the band edge $E_c$ and an effective mass $m^*$:\n",
    "$E = E_c + \\hbar^2k^2/2m^*$, decoupled parabolic bands. It is the basis of drift–diffusion,\n",
    "Boltzmann transport and most quantum transport simulators. It fails where the nanoscale probes the\n",
    "band away from its minimum: the conduction band is non-parabolic, there are states at X and L,\n",
    "the valence band is not simple, and the bands are coupled. Solving $H\\Psi = E\\Psi$ with plane-wave\n",
    "solutions $\\Psi \\propto e^{ikr}$ gives $E(k)$ for real $k$ (propagating states) but also for\n",
    "imaginary $k = i\\kappa$, $\\Psi \\propto e^{-\\kappa r}$: the evanescent states that carry tunneling\n",
    "through a barrier. In the gap, $\\kappa(E)$ connects the conduction band to the valence band — band\n",
    "wrapping — while the parabolic band's $\\kappa$ grows without limit.\n",
    "\n",
    "![Slide 23: full band structure against parabolic bands](attachment:slide_023.png)\n",
    "\n",
    "*Slide 23: real (propagation constant $k$) and imaginary (attenuation $\\kappa$) band structure\n",
    "against the parabolic bands; \"this short course will teach you why the standard models fail at the\n",
    "nano-scale\".*\n",
    "\n",
    "The cell computes the complex band structure of bulk GaAs along [001] with the sp3d5s\\* tight\n",
    "binding parameters of `nemo5_sp3d5s_so` (10 orbitals per atom), and compares it with the\n",
    "parabolic band ($m^* = 0.067\\,m_0$) and with the two-band (Franz) formula\n",
    "$\\kappa^2 = \\frac{2m^*}{\\hbar^2}\\frac{(E_c - E)(E - E_v)}{E_g}$, the simplest model that wraps."
   ],
   "attachments": {
    "slide_023.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "bed7cd0f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:26:45.877279Z",
     "iopub.status.busy": "2026-10-24T22:26:45.877212Z",
     "iopub.status.idle": "2026-10-24T22:26:46.782687Z",
     "shell.execute_reply": "2026-10-24T22:26:46.782237Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "TB band edges on this grid: E_v = -0.110 eV, E_c = 1.425 eV, E_g = 1.535 eV\n",
      "E - E_c = 0.020 eV: k = 0.193 1/nm (parabolic 0.188), mass from E = ħ²k²/2m: 0.071 m0\n",
      "E - E_c = 0.100 eV: k = 0.436 1/nm (parabolic 0.419), mass from E = ħ²k²/2m: 0.073 m0\n",
      "E - E_c = 0.200 eV: k = 0.636 1/nm (parabolic 0.593), mass from E = ħ²k²/2m: 0.077 m0\n",
      "E - E_c = 0.300 eV: k = 0.803 1/nm (parabolic 0.726), mass from E = ħ²k²/2m: 0.082 m0\n",
      "mid-gap: κ TB = 0.810, two-band 0.821, parabolic 1.164 1/nm\n",
      "largest κ in the gap (TB): 0.810 1/nm at E = 0.665 eV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x550 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gaas = nemo.structures.materials.load(\"nemo5_sp3d5s_so\")[\"GaAs\"]\n",
    "lat = nemo.structures.lattice.from_material(gaas)\n",
    "dev = nemo.Device(lat, cells=(2, 1, 1), periodic=(\"y\", \"z\"))\n",
    "lead = nemo.models.tb.SlaterKoster(gaas).partition(dev).lead(k=np.zeros(3))\n",
    "energies = np.linspace(-0.6, 2.0, 521)\n",
    "cb = complex_bands(lead, energies, period=gaas.lattice_constant)\n",
    "kr, ki = np.asarray(cb[\"k_real\"]), np.asarray(cb[\"k_imag\"])\n",
    "prop = np.abs(ki) < 1e-6                                  # propagating (real k) solutions\n",
    "\n",
    "# band edges at Γ, and the conduction-band mass from the smallest real k just above E_c\n",
    "kmin_real = np.where(prop, np.abs(kr), np.inf).min(axis=1)\n",
    "kmin_real[np.isinf(kmin_real)] = np.nan             # no propagating state: inside the gap\n",
    "kappa = np.where(~prop & (np.abs(kr) < 1e-6), np.abs(ki), np.inf).min(axis=1)\n",
    "kappa[np.isinf(kappa)] = np.nan\n",
    "gap = np.isnan(kmin_real)\n",
    "ev, ec = energies[~gap & (energies < 0.7)].max(), energies[~gap & (energies > 0.7)].min()\n",
    "print(f\"TB band edges on this grid: E_v = {ev:.3f} eV, E_c = {ec:.3f} eV, E_g = {ec - ev:.3f} eV\")\n",
    "for de in (0.02, 0.1, 0.2, 0.3):\n",
    "    j = np.argmin(np.abs(energies - (ec + de)))\n",
    "    k = kmin_real[j]\n",
    "    print(f\"E - E_c = {energies[j] - ec:.3f} eV: k = {k:.3f} 1/nm \"\n",
    "          f\"(parabolic {np.sqrt(0.067 * de / H2M0):.3f}), \"\n",
    "          f\"mass from E = ħ²k²/2m: {H2M0 * k**2 / (energies[j] - ec):.3f} m0\")\n",
    "\n",
    "eg = ec - ev\n",
    "e_gap = energies[gap]\n",
    "k_par = np.sqrt(0.067 * (ec - e_gap) / H2M0)\n",
    "k_franz = np.sqrt(0.067 * (ec - e_gap) * (e_gap - ev) / (eg * H2M0))\n",
    "j = np.argmin(np.abs(e_gap - (ev + ec) / 2))\n",
    "print(f\"mid-gap: κ TB = {kappa[gap][j]:.3f}, two-band {k_franz[j]:.3f}, parabolic {k_par[j]:.3f} 1/nm\")\n",
    "print(f\"largest κ in the gap (TB): {np.nanmax(kappa[gap]):.3f} 1/nm \"\n",
    "      f\"at E = {e_gap[np.nanargmax(kappa[gap])]:.3f} eV\")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 5))\n",
    "for col in range(kr.shape[1]):\n",
    "    sel = prop[:, col] & (np.abs(kr[:, col]) < 2.5)\n",
    "    ax.plot(np.abs(kr[sel, col]), energies[sel], \".\", color=style.OPEN_NEMO, ms=1.5)\n",
    "ax.plot(-kappa, energies, \".\", color=style.OPEN_NEMO, ms=1.5, label=\"sp3d5s* tight binding\")\n",
    "k_up = np.linspace(0, 2.5, 200)\n",
    "ax.plot(k_up, ec + H2M0 * k_up**2 / 0.067, color=style.REFERENCE, lw=1, label=\"parabolic, $m^*$ = 0.067\")\n",
    "ax.plot(-k_par, e_gap, color=style.REFERENCE, lw=1)\n",
    "ax.plot(-k_franz, e_gap, color=style.sweep(3)[1], lw=1, ls=\"--\", label=\"two-band (Franz) κ\")\n",
    "ax.axvline(0, color=style.CONTEXT, lw=0.8)\n",
    "ax.set(xlabel=\"attenuation κ (1/nm, left)   |   propagation constant k (1/nm, right)\",\n",
    "       ylabel=\"energy (eV)\", xlim=(-2.5, 2.5), ylim=(energies[0], energies[-1]))\n",
    "ax.legend(fontsize=8, loc=\"lower right\", markerscale=6)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "330e5dca",
   "metadata": {},
   "source": [
    "The calculation leaves out spin (the default of `SlaterKoster`), so the spin–orbit splitting is\n",
    "missing and the valence-band top sits about a third of it lower than in the real crystal: the\n",
    "printed gap is 1.535 eV instead of 1.42 eV. That does not change the picture. Near the band edge\n",
    "the tight-binding conduction band and the parabola agree: the mass from\n",
    "$E = \\hbar^2k^2/2m$ is 0.071 $m_0$ at 20 meV. Higher up the band bends away: the same formula\n",
    "gives 0.077 $m_0$ at 0.2 eV and 0.082 $m_0$ at 0.3 eV, about 15 % heavier than at the edge — the\n",
    "non-parabolicity that the resonance of Section 4 sits in (in InGaAs, with its smaller gap, it is\n",
    "stronger). In the gap the difference is\n",
    "qualitative. The tight-binding $\\kappa$ rises from zero at $E_c$, reaches its maximum near\n",
    "mid-gap and falls back to zero at the valence band: it wraps. The parabolic $\\kappa$ keeps growing\n",
    "and at mid-gap overestimates the attenuation by 44 % (1.16 against 0.81 nm⁻¹); the two-band\n",
    "formula, which builds in the coupling of the conduction and light-hole bands, follows the\n",
    "tight-binding curve to about 1 % at mid-gap. (The other branches in the figure are evanescent and\n",
    "propagating states of the remote bands, for example the folded X-valley states near 1.9 eV.)\n",
    "Tunneling currents depend exponentially on $\\kappa$ times the barrier thickness, so these\n",
    "differences are orders of magnitude in current.\n",
    "\n",
    "## 6. From materials to devices\n",
    "\n",
    "Slides 16–22 sketch what comes next in the course. A 15-atom chain in a box previews the\n",
    "particle-in-a-box of Section 9 of the course, the sp3d5s\\* basis connects materials to devices\n",
    "(\"empirical tight binding makes the connection between materials and devices\"), and the crystal\n",
    "itself is not symmetric along the growth direction (the cation and anion planes alternate).\n",
    "Klimeck recalls a 1998 challenge from Robert Dutton of Stanford — \"talk to me again when you do this\n",
    "in 3D\" — which led to NEMO3D and NEMO5, used in industry from 2015.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- $N$ coupled quantum wells give $N$ levels per bound state of one well, all inside the\n",
    "  Kronig–Penney minibands of the infinite superlattice: levels become bands.\n",
    "- open-nemo's registry reproduces the gap–lattice-constant chart; InGaAs/InAlAs (lattice matched to\n",
    "  InP) has a conduction-band offset of 0.52 eV against 0.33 eV for GaAs/Al$_{0.4}$Ga$_{0.6}$As, and\n",
    "  InAs/GaSb has a broken gap of about 0.2 eV.\n",
    "- In an InGaAs/AlAs RTD with 4 ML barriers, one monolayer of well width moves the resonance by\n",
    "  16–19 meV, the resonance being 0.19 eV above the band edge.\n",
    "- The sp3d5s\\* complex band structure of GaAs shows non-parabolicity (a mass about 15 % heavier\n",
    "  at 0.3 eV) and band wrapping in the gap, which the parabolic band misses and the two-band formula\n",
    "  captures.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Make the barriers of Section 1 thinner (1 nm) and thicker (4 nm). How do the miniband widths\n",
    "   change? Relate the change to $e^{-2\\kappa b}$.\n",
    "2. Use the Al$_{0.4}$Ga$_{0.6}$As mass (0.0919 $m_0$) in the barriers and compare the closed-box\n",
    "   levels with the equal-mass Kronig–Penney bands. Which boundary condition does open-nemo use?\n",
    "3. Compute the RTD resonances with 3 and 5 ML barriers. Which quantity is more sensitive to one\n",
    "   monolayer: the resonance energy or its width?\n",
    "4. Repeat the complex band structure for Si with `boykin2004_sp3d5s` along [001]. Where are the\n",
    "   real-k conduction states, and how does the evanescent branch in the gap differ from GaAs?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Bands from coupled wells](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_04_bands_from_coupled_wells.ipynb)\n",
    "- [Effective masses and non-parabolicity](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_05_effective_masses_and_nonparabolicity.ipynb)\n",
    "- [Material property registry](../../book/01_bulk_band_structure/01_02_parameters_and_materials/01_02_05_material_property_registry.ipynb)\n",
    "- [Atomistic against effective-mass RTD](../../book/04_resonant_tunneling_diodes/04_02_rtd_models_and_scattering/04_02_03_atomistic_vs_ema_rtd.ipynb)\n",
    "- [Broken-gap heterostructures: k·p against tight binding](../../book/15_benchmarks/15_09_studies/15_09_01_broken_gap_kp_vs_tb.ipynb)\n",
    "- H. Kroemer, \"Quasi-electric fields and band offsets: teaching electrons new tricks\", Nobel\n",
    "  lecture, *Rev. Mod. Phys.* 73, 783 (2001).\n",
    "- I. Vurgaftman, J. R. Meyer and L. R. Ram-Mohan, *J. Appl. Phys.* 89, 5815 (2001) (band parameters).\n",
    "- P. K. Tien, *Integrated Optics and New Wave Phenomena in Optical Waveguides* (1988), the source\n",
    "  of the chart on slide 12.\n",
    "- T. B. Boykin, G. Klimeck, R. C. Bowen and F. Oyafuso, \"Diagonal parameter shifts due to nearest-\n",
    "  neighbor displacements in empirical tight-binding theory\", *Phys. Rev. B* 66, 125207 (2002)."
   ]
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