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    "# Lecture 9: Nano-scaled electronic states — the particle in a box revisited\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001),\n",
    "*Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45016](https://nanohub.org/resources/45016)\n",
    "— [video](https://nanohub.org/resources/45095) · [slides](https://nanohub.org/resources/45094)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- The fifteen-well structure whose transmission produced four bands, looked at as one box: a continuum box\n",
    "  (infinitely many states on a parabola) against a discrete box of fifteen \"atoms\" (fifteen states per band).\n",
    "- The states of the first band, one by one: each is an envelope (s-, p-, d-, f-like, as in the textbook box)\n",
    "  times an s-like state in every well.\n",
    "- The surprise at the top of the band: state 15 has the same envelope as state 1, but its well states are\n",
    "  antibonding; bottom and top states form bonding/antibonding pairs, and the middle of the band is mixed.\n",
    "- Electrons at the bottom of a band (bonding), holes at the top (antibonding): why the textbooks say the\n",
    "  conduction band is bonding and the valence band antibonding.\n",
    "- The ground state of every band has an s-like envelope; only the basis (s, p, d, f) changes from band to band.\n",
    "  These basis states are the Bloch states, and they come from the atoms, not from periodic boundary conditions.\n",
    "\n",
    "**In this notebook** you compute the 60 states of the lecture's box (fifteen 10 nm GaAs wells between 2 nm,\n",
    "0.7 eV barriers, m* = 0.067 m₀) with open-nemo, and read off what the slides show: envelopes and well\n",
    "amplitudes, the symmetry between states j and 16 − j, the bonding character of every state, the masses of\n",
    "electrons and holes from the band's cosine, the projection of each state on the single-well basis states (a\n",
    "15-site tight-binding chain per band), and how many wells it takes for the band of the infinite crystal to\n",
    "appear.\n",
    "\n",
    "*This lecture has no transcript; the narrative follows the slides.*"
   ]
  },
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   "id": "748adad8",
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     "output_type": "stream",
     "text": [
      "1940 grid sites, 60 states below 0.7 eV = 4 bands × 15 states\n"
     ]
    }
   ],
   "source": [
    "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",
    "EMM = nemo.structures.materials.EffectiveMassMaterial\n",
    "H2M0 = nemo.core.units.HBAR2_2M0              # ħ²/2m₀ in eV nm²\n",
    "M, V0, DX = 0.067, 0.7, 0.1                    # mass (m₀), barrier height (eV), grid spacing (nm)\n",
    "WELL, BAR, LEAD, NW = 10.0, 2.0, 10.0, 15      # well and barrier width, lead length (nm); number of wells\n",
    "OUTER = 8.0                                    # outer barriers of the closed box (nm)\n",
    "D = WELL + BAR                                 # period (nm)\n",
    "NAMES = \"spdf\"\n",
    "gaas, barrier = EMM(\"GaAs\", M, 12.9), EMM(\"barrier\", M, 12.9, conduction_band_edge=V0)\n",
    "\n",
    "\n",
    "def stack(nwells, filled=(), outer=OUTER):\n",
    "    # outer barrier, nwells × (well, 2 nm barrier) with the last barrier `outer` wide;\n",
    "    # the wells listed in `filled` (0-based) are barrier material\n",
    "    out = [nemo.Layer(barrier, outer)]\n",
    "    for m in range(nwells):\n",
    "        out += [nemo.Layer(barrier if m in filled else gaas, WELL),\n",
    "                nemo.Layer(barrier, outer if m == nwells - 1 else BAR)]\n",
    "    return out\n",
    "\n",
    "\n",
    "def closed_box(nwells, filled=(), num=None):\n",
    "    # hard walls just outside the outer barriers: real states below the barrier top, unit norm\n",
    "    box = nemo.Heterostructure1D(stack(nwells, filled), spacing=DX)\n",
    "    sol = nemo.eigenstates(box.hamiltonian.sparse, num=num or 4 * nwells + 4)\n",
    "    keep = sol[\"energies\"] < V0\n",
    "    psi = sol[\"vectors\"][:, keep].real.T\n",
    "    psi /= np.sqrt((psi**2).sum(axis=1, keepdims=True))\n",
    "    for p in psi:                                      # sign: the leftmost lobe positive\n",
    "        p *= np.sign(p[np.argmax(np.abs(p) > 0.5 * np.abs(p).max())])\n",
    "    return box, sol[\"energies\"][keep], psi\n",
    "\n",
    "\n",
    "box, energy, psi = closed_box(NW)\n",
    "x = box.x\n",
    "centre = OUTER + WELL / 2 + D * np.arange(NW)          # well centres (nm)\n",
    "ic = np.searchsorted(x, centre)                        # their grid indices\n",
    "ib = np.searchsorted(x, centre[:-1] + D / 2)           # centres of the 14 inner barriers\n",
    "well_of = [(x > c - WELL / 2) & (x < c + WELL / 2) for c in centre]\n",
    "band = energy.reshape(4, NW)                           # 4 bands × 15 states\n",
    "states = psi.reshape(4, NW, -1)\n",
    "print(f\"{box.num_sites} grid sites, {len(energy)} states below {V0} eV = 4 bands × {NW} states\")"
   ]
  },
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   "cell_type": "markdown",
   "id": "849ffda3",
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   "source": [
    "## 1. Forget transport: a particle in a box\n",
    "\n",
    "Lecture 8 ended with a promise: a new look at the particle in a box. The starting point is the structure of\n",
    "lecture 7, fifteen GaAs wells of 10 nm separated by sixteen barriers of 2 nm and 0.7 eV, whose transmission\n",
    "showed fifteen resonances near each of the four levels of a single well: four bands. The slides recall the\n",
    "rules learned there (one resonance per well for each quasi-bound level, the degeneracy lifted by the\n",
    "interaction, cosine-like bands, heavier masses in the lower bands) and the student questions that lecture 8\n",
    "began to answer.\n",
    "\n",
    "Then Klimeck asks the reader to forget that these states were computed from transport, and to look at the\n",
    "structure as a particle in a box: what are the states in this box? The open structure (with leads, as PCPBT\n",
    "computes it) and a closed box have practically the same states. In the closed box the two outer barriers are\n",
    "thickened to 8 nm and followed by hard walls, which isolates the fifteen wells from their surroundings; the\n",
    "inner wells and barriers are those of the lecture."
   ]
  },
  {
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   "id": "da4f8936",
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    "execution": {
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     "shell.execute_reply": "2026-10-24T21:49:31.247511Z"
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "60 resonances of the open structure\n",
      "band 1:   37.30 –   42.72 meV, width   5.41 meV; largest |closed box − open structure| 0.035 meV\n",
      "band 2:  147.17 –  170.49 meV, width  23.31 meV; largest |closed box − open structure| 0.115 meV\n",
      "band 3:  323.44 –  382.15 meV, width  58.71 meV; largest |closed box − open structure| 0.030 meV\n",
      "band 4:  556.67 –  675.51 meV, width 118.84 meV; largest |closed box − open structure| 2.026 meV\n"
     ]
    },
    {
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",
      "text/plain": [
       "<Figure size 1320x429 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lead = nemo.Layer(gaas, LEAD)\n",
    "dev = nemo.Heterostructure1D([lead] + stack(NW, outer=BAR) + [lead], spacing=DX)   # the lecture's structure\n",
    "res = nemo.resonances(dev)\n",
    "e = np.unique(np.concatenate([np.linspace(1e-3, V0 - 1e-3, 1200)]\n",
    "                             + [e0 + w * np.tan(np.linspace(-1.4, 1.4, 31)) / 2\n",
    "                                for e0, w in zip(res[\"energy\"], res[\"width\"])]))\n",
    "e = e[(e > 0) & (e < V0)]\n",
    "t = nemo.Transport(dev.hamiltonian).transmission(e)\n",
    "\n",
    "fig, (a1, a2, a3) = plt.subplots(1, 3, figsize=(12, 3.9), sharey=True,\n",
    "                                 gridspec_kw={\"width_ratios\": [1.4, 1, 0.8]})\n",
    "a1.plot(dev.x, dev.band_edge, color=style.CONTEXT, lw=0.8)\n",
    "a1.hlines(energy, LEAD, dev.x[-1] - LEAD, color=style.OPEN_NEMO, lw=0.5)\n",
    "a1.set(xlabel=\"position (nm)\", ylabel=\"energy (eV)\", title=\"15 wells: the states of the box\", ylim=(0, 0.72))\n",
    "a2.semilogx(np.maximum(t, 1e-12), e, color=style.OPEN_NEMO, lw=0.8)\n",
    "a2.set(xlabel=\"transmission T(E)\", xlim=(1e-12, 3), title=\"transmission (open structure)\")\n",
    "a3.plot(np.arange(1, len(energy) + 1), energy, \"o\", color=style.OPEN_NEMO, ms=3)\n",
    "a3.set(xlabel=\"state number\", title=\"closed box\")\n",
    "fig.tight_layout()\n",
    "print(f\"{len(res['energy'])} resonances of the open structure\")\n",
    "diff = np.abs(energy - res[\"energy\"]).reshape(4, NW).max(axis=1)\n",
    "for n in range(4):\n",
    "    print(f\"band {n + 1}: {band[n, 0] * 1e3:7.2f} – {band[n, -1] * 1e3:7.2f} meV,\"\n",
    "          f\" width {np.ptp(band[n]) * 1e3:6.2f} meV;\"\n",
    "          f\" largest |closed box − open structure| {diff[n] * 1e3:.3f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a7e6f537",
   "metadata": {},
   "source": [
    "![Slide 6: the fifteen-well structure, its transmission and its four bands](attachment:slide_006_crop.png)\n",
    "\n",
    "*Slide 6 (PCPBT): the fifteen-well structure with its resonances (left), the transmission (middle) and the\n",
    "resonance energies (right), forming four bands.*\n",
    "\n",
    "The 60 states of the closed box coincide with the 60 resonances to within 0.12 meV in bands 1 to 3 and\n",
    "2 meV in band 4, whose states leak strongly through the thin outer barriers of the open structure (the\n",
    "printout). From here on the closed box is used: its states are real standing waves whose signs can be read.\n",
    "The four bands span 37.30–42.72, 147.17–170.49, 323.44–382.15 and 556.67–675.51 meV, each band wider than the\n",
    "one below, as on the slide.\n",
    "\n",
    "## 2. A continuum box and a discrete box\n",
    "\n",
    "The textbook particle in a box of width $L$, with infinite walls and no structure inside, has the states\n",
    "\n",
    "$$\\psi_n(x) = A\\sin\\frac{n\\pi x}{L}, \\qquad E_n = \\frac{n^2\\hbar^2\\pi^2}{2m^*L^2},$$\n",
    "\n",
    "infinitely many, on the continuous convex parabola $E(k) = \\hbar^2k^2/2m^*$, $k = n\\pi/L$. The density\n",
    "$|\\psi_n|^2 \\sim \\sin^2(n\\pi x/L)$ has $n$ peaks and $n - 1$ zeros. The fifteen-well box is a different\n",
    "object, and the slides list the dictionary that the rest of the lecture uses:\n",
    "\n",
    "- a quantum well is a (simple) atom;\n",
    "- a barrier is the vacuum between the atoms;\n",
    "- each atom has its basis states (s, p, d, ...), the single-well states of lecture 8;\n",
    "- neighbouring atoms couple, which makes bonding and antibonding combinations.\n",
    "\n",
    "Here the fifteen-well box (194 nm long with its outer barriers) is compared with a continuum box of the same\n",
    "length, filled with GaAs and with no barriers inside:"
   ],
   "attachments": {
    "slide_006_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "59d913a0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.248984Z",
     "iopub.status.busy": "2026-10-24T21:49:31.248891Z",
     "iopub.status.idle": "2026-10-24T21:49:31.317584Z",
     "shell.execute_reply": "2026-10-24T21:49:31.317216Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "continuum box: 68 states below 0.7 eV (and infinitely many above)\n",
      "15-well box:   60 states below 0.7 eV, in 4 bands of 15\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x440 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "L = x[-1] + DX / 2\n",
    "n = np.arange(1, 81)\n",
    "e_cont = n**2 * H2M0 * np.pi**2 / (M * L**2)\n",
    "fig, ax = plt.subplots(figsize=(7.5, 4))\n",
    "ax.plot(n, e_cont, \"-\", color=style.CONTEXT, lw=1.5, label=f\"continuum box, {L:.0f} nm: E_n ∝ n²\")\n",
    "ax.plot(np.arange(1, len(energy) + 1), energy, \"o\", color=style.OPEN_NEMO, ms=3.5,\n",
    "        label=\"15 wells in the same box\")\n",
    "ax.axhline(V0, color=\"k\", lw=0.6, ls=\":\")\n",
    "ax.set(xlabel=\"state number\", ylabel=\"energy (eV)\", ylim=(0, 0.75), xlim=(0, 81),\n",
    "       title=\"continuum box against discrete box\")\n",
    "ax.legend(frameon=False, fontsize=8, loc=\"upper left\")\n",
    "fig.tight_layout()\n",
    "print(f\"continuum box: {np.sum(e_cont < V0)} states below {V0} eV (and infinitely many above)\")\n",
    "print(f\"15-well box:   {len(energy)} states below {V0} eV, in 4 bands of {NW}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c8029bf",
   "metadata": {},
   "source": [
    "The continuum box puts 68 states below 0.7 eV on one parabola; the structured box puts 60 there, a similar\n",
    "number, but grouped into four flat staircases of exactly fifteen states, one per well, separated by gaps.\n",
    "Each band bends over at its top instead of rising ever faster. The slides then ask the question that\n",
    "organizes the lecture: what do these 60 states look like, and how do they compare with the continuum box?\n",
    "The plan follows the slides: (1) the states within one band (the first four, the top four, bonding and\n",
    "antibonding, the middle), (2) the ground state of each band, (3) the first three states of each band, and\n",
    "(4) what this says about Bloch states.\n",
    "\n",
    "## 3. The first four states of the first band\n",
    "\n",
    "The slides draw ψ of the states of band 1 with the barriers in grey, marking with a dot the peak in each well\n",
    "and the value in each barrier. Every well holds one peak and no zero: an s-like state in each \"atom\". Over the\n",
    "fifteen wells the peak heights follow a smooth curve, the *envelope*, and that envelope is the continuum box's\n",
    "state: one peak and no zero for state 1, two peaks and one zero for state 2, three for state 3 and four for\n",
    "state 4 — s-, p-, d- and f-like envelopes.\n",
    "\n",
    "For fifteen identical wells coupled to their neighbours only, the envelope is the standing wave of a chain of\n",
    "fifteen sites with hard ends: well $m$ carries the amplitude\n",
    "\n",
    "$$c_m^{(j)} \\propto \\sin\\frac{j\\pi m}{N + 1}, \\qquad m = 1 \\ldots N, \\quad N = 15.$$\n",
    "\n",
    "The code takes the value of ψ at the centre of each well as its amplitude $c_m$ and compares it with this\n",
    "formula."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a8008d3b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.318640Z",
     "iopub.status.busy": "2026-10-24T21:49:31.318563Z",
     "iopub.status.idle": "2026-10-24T21:49:31.424442Z",
     "shell.execute_reply": "2026-10-24T21:49:31.424016Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "state  envelope match |c · sin(jπm/16)|   peaks in the envelope\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "#1          0.99995                       1\n",
      "#2          0.99984                       2\n",
      "#3          0.99968                       3\n",
      "#4          0.99949                       4\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x616 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def envelope(j, nwells=NW):\n",
    "    s = np.sin(j * np.pi * np.arange(1, nwells + 1) / (nwells + 1))\n",
    "    return s / np.linalg.norm(s)\n",
    "\n",
    "\n",
    "def amplitudes(p):\n",
    "    # ψ at the well centres, sign chosen to make the first well positive, unit norm\n",
    "    c = p[ic] * np.sign(p[ic][0])\n",
    "    return c / np.linalg.norm(c)\n",
    "\n",
    "\n",
    "def shade_barriers(a):\n",
    "    inner = [(c + WELL / 2, c + WELL / 2 + BAR) for c in centre[:-1]]\n",
    "    for lo, hi in [(0, OUTER), (x[-1] - OUTER, x[-1])] + inner:\n",
    "        a.axvspan(lo, hi, color=style.CONTEXT, alpha=0.25, lw=0)\n",
    "\n",
    "\n",
    "def draw_state(a, p, label, env=None):\n",
    "    p = p * np.sign(p[ic][0]) / np.abs(p).max()\n",
    "    a.plot(x, p, color=style.OPEN_NEMO, lw=0.9)\n",
    "    a.plot(centre, p[ic], \"s\", color=style.sweep(3)[0], ms=3)\n",
    "    a.plot(x[ib], p[ib], \"s\", color=style.sweep(3)[2], ms=3)\n",
    "    if env is not None:\n",
    "        a.plot(centre, env * p[ic].max() / np.abs(env).max(), \"k--\", lw=0.8)\n",
    "    shade_barriers(a)\n",
    "    a.axhline(0, color=\"k\", lw=0.4)\n",
    "    a.set(yticks=[], xlim=(0, x[-1]))\n",
    "    a.set_ylabel(label, fontsize=8)\n",
    "    a.grid(False)\n",
    "\n",
    "\n",
    "fig, axes = plt.subplots(4, 1, figsize=(11, 5.6), sharex=True)\n",
    "print(\"state  envelope match |c · sin(jπm/16)|   peaks in the envelope\")\n",
    "for j, a in zip(range(4, 0, -1), axes):\n",
    "    c = amplitudes(states[0, j - 1])\n",
    "    draw_state(a, states[0, j - 1], f\"#{j}, {band[0, j - 1] * 1e3:.2f} meV\", envelope(j))\n",
    "for j in range(1, 5):\n",
    "    c = amplitudes(states[0, j - 1])\n",
    "    peaks = int(np.sum(np.diff(np.sign(c)) != 0)) + 1\n",
    "    print(f\"#{j}          {abs(c @ envelope(j)):.5f}                       {peaks}\")\n",
    "axes[-1].set_xlabel(\"position (nm)\")\n",
    "axes[0].set_title(\"band 1, states 1–4: ψ (line), well peaks and barrier values (squares), envelope (dashed)\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6105dcd2",
   "metadata": {},
   "source": [
    "![Slide 19: the first four states of the first band](attachment:slide_019_crop.png)\n",
    "\n",
    "*Slide 19: the first four states of band 1. Each well holds one peak (an s-like basis state); the envelope\n",
    "has 1, 2, 3 and 4 peaks.*\n",
    "\n",
    "The well amplitudes follow $\\sin(j\\pi m/16)$ with overlaps of 0.9995 and better. Each state is a product of\n",
    "two things that the continuum theory does not separate: a local, atomic-like wave function in every well,\n",
    "here the s-like state, and an envelope over the wells that looks like continuum theory. Klimeck calls the\n",
    "first band the *s band*. Two more observations from the slides: inside the envelope the wave function does\n",
    "*not* go to zero in the barriers (the squares in the barriers are finite, about 18 % of the neighbouring\n",
    "peaks for state 1, and of the same sign), so neighbouring s-like states overlap and couple strongly: in these low states the\n",
    "s-orbitals are bonding.\n",
    "\n",
    "## 4. The top of the band: the expectation is wrong\n",
    "\n",
    "If the pattern continued, state 15 would have an envelope with fifteen peaks and fourteen zeros, one zero\n",
    "in every barrier. The slides show what the computation gives: state 15 looks like state 1, with one big\n",
    "envelope peak. \"Our expectation on the wave function shape is wrong! Why?\""
   ],
   "attachments": {
    "slide_019_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e7bd91bc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.425598Z",
     "iopub.status.busy": "2026-10-24T21:49:31.425510Z",
     "iopub.status.idle": "2026-10-24T21:49:31.490349Z",
     "shell.execute_reply": "2026-10-24T21:49:31.489911Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "well peaks of |ψ|², each scaled to its largest: largest difference #15 − #1 = 2.3%\n",
      "sign of ψ in the wells, #1:  +++++++++++++++\n",
      "sign of ψ in the wells, #15: +−+−+−+−+−+−+−+\n",
      "#1: |ψ| at the barrier centres / |ψ| at the well peaks = 0.1841\n",
      "#15: |ψ| at the barrier centres / |ψ| at the well peaks = 0.0174\n"
     ]
    },
    {
     "data": {
      "image/png": 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q3/4x12JqZnrpuTticVnz1rZpdxeX+drT7trQBKOamhps37pdNH49f/7CpayErv6uz784TwRkqGE0jW2nMh4HBwfRuJcaAYeEhvRoeQj1YBo4KFpkZxTkF4q77I6OjhgzbjRuvf2WDssMQ8NCcdsdt17z/b+W2XNnwcXVBcuXLkd+XgGqq6tFCQpNTrv3gXvbjXq/3nJ3ZfvqzDpQxHqmC3268KPAxaoVq68KPlFGkrOLs7jQJ4cOHhIZSTR2vSfbqKOTo5hCR4GvtNQ0HKk4IjYoL28vTJ02BZOmTGz331Gfps0bt4i/33TL3BsGe6S+L0tpf+vKMbKr+96NtmFF7efXWjdGxkaXvk5Nsi/v0dX29RttS7z/K37/784+zRhjjDHGmCL0utCVJhyMdRJdrHq7XRznHd4vHCvWLON1d4VffvoVr7/yhiitolH0bRPcpOTP+X/hpedfFplmO+K3X9UYmzEmr/2f92nGGGOMMaYOfMuTMTW5/c7bENE/AibGJli9co3k3geKS69YtkJkVDzx9BMceGJM5vs/79OMMcYYY0xdOPOJKQVNqoqJGnKppOjHX3/gNc0YY4wxxhhjjGkhDj4xxhhjjDHGGGOMMaXhsjvGGGOMMcYYY4wxpjQcfGKMMcYYY4wxxhhjSsPBJ8YYY4wxxhhjjDGmNBx8YowxxhhjjDHGGGPyCj7RpLPamlrxJ2OMMcYYY4wxxhjTXrrKeNL6uno89dBz+L+Xn4K5hTnkxsXNGdrkUPnhLv08rx9eP93dfnjb4fXDx57O42Mzr5vu4m2H1w9vO8rB+xavH952eN+Sw7FHSi6//uOyO8YYY4wxxhhjjDEmr8wnxhhjjGmmnE3z0Fid2+5rprYBCBzzvtqWickHbz+MMcaYduLgE2OMMcY6jQJPdRXJvMZYt/D2wxhjjGknLrtjjDHGWKdduHD111rOtOLC+Q6+wdgVzrWev2qdnOdthzHGGNN4HHxijDHG2A1Vl9Vg/ac7cDS/6qrvVRUfxzd3/oHdvyeh6cQpXpvsquBk6tps/PrYYlQWXL39HM2rwpJX1qE05RAudBTdZIwxxphmld3RB36vXr3UtzSMMcYYk5TTJ5ux/ce9yN5agD52pvAON8G5M+1/xsbNCuZuXjiwOhv7l2dg0E0RiJwZBh1dHXUtNpOI/PgSbP0mHqfqT8Mv1hN9+ljgTMOhdj9j4dAHFcVnRADKKbAvxvxnKGxcLdW2zIwxxhhTcvDp778WYt3a9Zg5azrGjh8LIyMjJbwkY4wxxuTgYMYRrH5vsyiLGvfEMASN9EXe1gw0Vpt00HB8MGJu7Y+kJenY88d+FMSXYurLY2BuZ6a25Wfq09Lcgg2f7UTermIRdBp270CxLeRs2ozGasOrtp/hj07DoYwj2PLNHvz2nyUYcd8g9JsUxDdFGWOMMU0MPo0cFYejR4/i448+xcsvvIIJk8ZjxqwZiB4YxR/+jDHGmBZJX5+DLd/EwzXMEROeiYOJxcUbUtebamdgYoAhd0bBN9YTq97djD+eXIZpL48V2SxMezQcb8LyNzag9kg9prwwWgSf2lxv+3ENc8IdX8zC7t+SsPXbeBwvr8Woh2PRW4e7RDDGGGNy1+7T3M7eDk8/+xR2JezAL/N/go6OLh6490EMGTQMH3/0CcrLytW3pIwxxhhTCSqd2/TlbvSbFIiZr42/FHjqLHsvG9z28XRYu1ph8ctrcSjziNKWlUlLw/FGLJi3CqcbmnHrR1PbBZ46Q1dPR2Q9jX9qODI352PtR9tw/tzVTcoZY4wxJuPMp8tFRkWKx2tvvoKtm7di2dIV+OrzUXjsiUfx1DNPqnYpGWOMKVTOpnli5PnVpVPXzkpg2uHAqizR44n6NsXcNqDbmc9GfQwx643xWP7mRix9bT1mvTkRzpwBpdEaa5vw9wurxUjEmz+Yij62pt1+ruBRfiKTbtV7m9Hrf9sx8dk49OrNfUm1GX9uMcaYhgaf2tTXn8SRiiOoOFwBPT09WFpyA0jGGJM7CjzVVSSrezGYxBTuLcXW7+MRNSu8R4GnNrr6uqLsbtnr60UZFmVDWTqaK2x5mbR6PC1/YyPOtZzHzR9M6VHgqY3PIHdMeX4UVr6zWTS7H3pXtEKWlckTf24xxpi8dVhE33y6GStXrMJdt9+NwZEx2LRxM+665w4kp+3DXffcqfqlZIwxphAXzl/A4ZxK0ZPlSo01p1B7uI5HnWupY8XHsfbDbfAf4oWhdymu16OegS6mvjgGxuZGWPb6BjQ3XjEqj2nEcWXdxztQc7gOM14dp9Am8z6DPDDi/kHYtzgNWZvzFfa8TF6aTpxCU93pq75+sqoRJckH0dpyTi3LxRhjrJuZT2WlZfj6y2+wfu16WFhaYvrMaXjjrdfh6ubahadkjDEmNWebW5C6Ols0ka4/1gCfiCYYX3F9WF/VgJ8eXAg7LxtETg+F/1AvbvSrJc6cOisahFu7WWLck8MVPmTE0NQAM14bhz+eWo4Nn+7A1JfG8CATDbJ/RQYKEkow/b9jYedhrfDnj5gcjJpDddj01W5xfLLzVPxrMGmimyWJfx9AWepheIWehMkViZOn6k+Lsl59Iz2EjPFD5IwwmNn0POuOMcaYkjOf0lLTxB3vH375QTQdp+bjHHhijDH5omN6zo5C/Hjf34j/Ixlu4U645aOpcPS3u+pnHf3sRdaCqZWxaPL7+xPLcCTvmFqWm6l2G9n81W6cqm/G5HmjRKaSMlg6mIsm0oV7y5C6Nlspr8FUj44Ru35NQvTscHhHuyvlNSgYGvfAYNi4WooeUGdPtyjldZi0GtdTue6C/1spMp7G/mcoHPyu/tzq62OLe76dg/7TQpC9rRA/3LsAe/8+gHOcCcUYY5LT7gxz2oxp4kGam89gwZ8LkJGWgYj+/RA3Og7pqemYMGmCupaVMcZYF1B506YvdiF/TwkChntj6J1R6PNPOUz9oYCrfp4ajntFuYnHsaJqbP5qD/58doVoPD345v6cBaWhsrcWIHdHESY/PwoWffso9bUoODFgeih2/LAXLsGOsHW3UurrMeWiINCaD7aKoEDsbZFKfS2agjf5hVH4/fFl2PZ9AsY9MUypr8fUJ3dnkZi2aWCsh6kvjobPYA8RgMzZFIjeOr2u+tyydrEU21/UzHAkLUlDwl8pyN9TLMp9ucccY4xJR4e3N8+ePYu5s26Cvb099PX1kZubh1vvuBWPPPAo3D08EBh09UULY4wx6ag7elLcNaY7xnTy7hvTftz5jaba2Xvbigyp5GUZ2P17Eo7mV2HKC6NhYKyv5CVnqnSyuhFbvo1H6Fh/0etJFSgIWnbgMDZ8tgO3fjSNg5oytvu3JFH2NPfdySp5Hyl7Lu6BQdjw6U5RFuzez1npr8lU2zuMPm+ov1fQSF+MfHCwmHjY2c8tKr2LvT0SfkM8serdLZj/5DJMfm4kPAZw+xDGGJOCDs8U9iYkQk9XF9//9C0GDR548Qd798aIkSOwetVqVS8jY4yxLjaO/uPp5TTtHLd9Mv2qwFNn0cUkldLMeXsSKguqsfCF1eJCk2lOud2Wr/fA0EQfI+4bpLLX1dHTwbgnh+FY0XHsX5GpstdlinU4+ygOrM4SE+jM7RXXYPxGgkf5wT3CGRs/38nldxrk/LnzWPfxdiQtTUfcg4NFie7lgaeusHW3Fp99LiGOWPbGRuTtKlL48jLGGFNQ8Olk/Uk4ODqIv1/edLR3r97Q09PrxsswxhhTVeBp0YtrYOHQR2SVUKZAT7mGOuKm96egsfYU/p63igNQGqIgvhTFSeUY9Ugs9FWc0ebga4cB00JEH7ITFfUqfW3Wcy1nWrHhs51wCuqLfhODVLpK6bx0zH+G4nTDGez6dZ9KX5spL/BE5Zt5u4tFhm3/KSE9HkhAWbqU9RsU54PVH2xF1tYChS0vY4wxBQafwiPCsWdXPPJy8y4d/Gtra7FsyTIMGqy6u6OMMcY678SReix+eS0snc0x+80JMDTr3l3jjlBvnpvfn4LmxrNY8so6MR2Nybsf2NZv40VWnLKaRN9IzG2RMLUxweZv9ogsLCYfSUvTxIj7cY8PQ6/eip2M2BnmdmYYeleUaFxfWVit8tdnih94UJhYhmkvjYHvYA+FPTdl7459fBjCxgeKKZtF+8oU9tyMMcYUFHxycXHGCy/Pw+zpc/C/Dz/Gpg2bMDw2DpOnTr5UhscYY0w6Tp9sxtJX18PY3BCzXp/Q7XKF66HGrbPfmoD6ygasfGezuFvN5Ika8rY0t2DkQ4PVtgw0VS/u/sEoTz2M4n3lalsO1jUnqxqQtCQdkdNDYeVsobbVFz4+UJRXbf0unoOXMpa4MBUZG/Mw/snhYtiFolFwdNRDMfCL9cTq97agIrdS4a/BGGOsc67ZHXLOTXOwfc82vP/hu3jj7dexet1KPPPc0518WsYYY6rS2nIOy9/aKLKRZr4+AYamig88taGLvWkvj8GhjCPY8XOi0l6HKU9tRR1S12Rj0M0RMLUyUeuqpotNjwEu2P7jXrEdM+nb+cs+GJrqI3pOP7UuB2W1UPD0SO4xMa2RyU/O9kLsmZ8shhAEjvBR6rYy4ekRYirjyrc3o7GmSWmvxRhj7NquO5rExsYGI0ePxIRJE+Dmrvi7EYwxxnpu+w8JOFZYjRmvjlNJ419q4koNYVNWZCJrS77SX48p1o4fE2Fma4qIKSGSWLWU/UQlXLQ9MWk7lHUEebuKMezugWKymLq5BDuKqXc7f0nk5uMyU11Wg41f7ELIaD9EzQ5XyaCDyc+PRm/d3ljxziYOdjPGmBroXusbhQWFWLFsJaqqqnD+/L+9GKjsbtacmapaPsYYY9dBDVrT1uaIvhbUxFlVqMlwdWkNNn25G/beNiIjiklfGZW4JZWLRry6ejqQAirdipgSjL0LDyBkjB+MzY3UvUjsGr15tv+wF47+9ggY7i2ZdTTsnoH46cGF2L88A4Nv6a/uxWGdcPbUWax6dwusnMzFwIOeNhfvLBMLI9FXasFzK7Ht+wSMeXSISl6XMcbYdYJP5WXlmD55JiZPnQRvH+92Hwp9+9p39J8wxtQgZ9M8NFbntvuaqW0AAse8z++HljQY3/jZTlGuQBftqhb3YAyO5FWJKUW3fTJD9PBh0nXh/AXs/DkRzsEO8FFgU19FGDQ3Apmb8kT/l7gH1NeHil1bQUIpjhUdx80fTFFZsKAz+lAW3+RgJC9LR/jEQA5eyiCISTctaHrqHZ/PgK6+aj83+vrYYtTDsWJao0eEC3wGqWfgAlM9PmdmTP06POLvT07B0GFD8O4H76h+iRhjnUaBp7qKZF5j2jqa+sOtMLU2wehHh6jlYpAyZyY/NxK/P7lMBDXohJ5JO3hQVVKDWz6cKqngAaHJjFGzwpHw5370nxYippkxaR1v9vyeDM8BrnAOcoDURM8KR/r6HCQuShVlnEy68nYWI3dnEaa8MBqWDuZqWYbg0X4oTj6IjZ/vFH2gTK2M1bIcTLX4nJkxifZ8cvdwR3U1j65lTKoajjehcG8pGmtOXfU9ajp99nSLWpaLqU7S0nSRhTDx2Ti19l6xdrXEiPsHiQbWJfsPqm052I2DB/F/XAweOAX2leTqotI7QzNDMYmPSa8xdO3hOsTeEQkpouAlBaDS1mSLaXxMmqjR95Zv9iAwzkdMn1MXCr6P/c9Q6Oj1xoZPd/C0RC34/KssrMaputNXfe9UfTNqDp0QmcGMMTVlPvUfEIGQ0BA8+tB/EBM7GHp6/17YeHp5iu8zxlSr5uAJZG8vQP6eEtQdOSm+5hPRCOMrEgSOl9Xi8zm/wCXEAb4xnqIky8BYn98uDVJdVov4P/dj4Jx+ooRA3cLGBaA4sVyUUtzz9Wzo8/YmOZRpUHOoDhOeiYNU6RvqiQl8W7+NR9SMMBHYZOpHUwjpeOM3xBP2XjaQKgpepqzKQvxfKRj/5HB1Lw7roNxu4+e7oGugg5EPxKh9/Rj1McT4p0Zg8ctrkbU5HyFj/NW9SEyBzrWcE9ltuTsKUXbgsLgp6x1eD5Mrku1OVNTh54cWwdjCCN7RbiIwStmdUssOZkyjg081NTVYu2YdTIyNcaqpqd0OOCJuOAefGFOhipxK0QeFskroZMk31hPD73EWTV+z161FXUV5u5+387KFZ2wsihLLRUNNGosdOtZfBCq4ka9m3MFb/8l20aR50E3SuBFAnxGjH43Fz48sxq7fkrj8TmLOtZ5DwoIU0edJCsHK66FjVfLSdNF8fNL/jVT34jAAGRtzRbbt7DelmfXURs9QT3zObfshQRwbLfr2UfcisctkbysU5zGzXh8vMtWkwL2fswg67fgpER4DXLn8TgO0nm1F2rocMYCAjlt9fW0x8KYIuIY44mDyWtQfOdTu5x387dF/ziSUpR1GQXwpMjbmwdbDCgPnRsAvxhO9enMQijGlB592bt8FN3c3LFr6t0JfjDHWeQ3HG7Hz530iY8HWw1pciPnGekBHV6ddc/ErXWw4Hoiw8YGioSf1wUhZmSnu7EXP7ocB00LEyGEmT1TeRn17bvt4uqTexz52Zhh2V7QoqaDR51LsC6OtsrcWou7oSUx7aSykjo5vNHZ9y9d7EHPLAFg6qacnDPs362nfolQExfmIgLfUhYz1F4HLfYvTRFkVk4bTDc3Y8eNekVVCQR4pGX7PQDEBdNv38Zjy/Gh1Lw7rQWYd3XTd/uNecf4cNMIHA2aEweayDNoT5QG4MqGJzpldw5zEY8gdUTiUeRT7l6dj9XtbkORlg9GPDVHpJGHGtDL4ZGdnCysrTndnTF0foJmb8sWJEJUvTXhmBAKH+3R49+VGU+2oiWbMrQPEJKC9f6dgz/xk5O0qEqU3tu5WSvwtmLL6ZdB72G9ikCQzWMInBCJ3VxE2fbELd345q12glKkvUy5x4QH4D/GSzT4fPMoPexccQOLiVC6fUrPsLfloOnEaA+dII8vyRmjiJjWu3/XrPpH9RJPwmPrt/i1JHIuG3zsIUkNZWKMeisGq97agaEQZvKN5+p3cnKo/LUo6ixLL4BXlitlvTOjwxsWNzpkpi9s11FE8qOqAqgf+fGaFuGlL59KUXckYU0LD8eCQYJSVlmP+b3+gpLgEhw4dvvQ4UXuihy/JGLuW5oYzWPXuZjGBhXo13ffdXATF+fY47ZfK9eIeiMHtn87A+fMXMP+JpUhZlclNNmWGSgN0DXQRe/sAdS9Kh2g7Hf1ILGor6nFgdba6F4cByN9dgvpjDYie008264OmKEbNCkPOtkKx7Ew9KFiwb0m6aAwtpwy0sPEBos9h0pI0dS8KA3Ak7xjSN+Ri6F3RMLEwkuQ6oXYGNIxh2/d7RdkWk4+y1MP49bElOJJbien/HYsZr45XyPGKBnPc+r9pGHZ3NFLX5uCPZ1bgREW9QpaZMW3WYfBp44aNOFh+EO++9R4mjZuCsXHjLj0+//QL1S8lY1qAJgnNf3qZSPmd9vJYjHlsqMIbN9t5WosAFDVm3fZdAtZ/soNPtGSiPL1ClGCOuG8QDEyk0S+jI7bu1ug3KQgJf+4XZZ9MvVmU+5akwjPSFXYe1rJ6K0LHBoiMhH2LU9W9KForb1cx6itPyipw2da4PnJ6qOjd0ljbpO7FgbYHMDd/tRsOPnZiMIVUUcZL3AODRbkW9Qpi8vh8S16egcX/XSs+3+78cja8Byo2a623Tm9EzgjDHXTjtvU8fn9yGQr3lin0NRjTNh0Gn+bePBc5hVkdPl594xXVLyVjWnDn5o+nl0NXT1cEh3wGuSs1q4BS3yfPGykm5/39/GqRssyk3TCaeuC4hDgiYLg3pI7S03X1dUTpC1Of0v2HUF1ai+jZ4bJ7G6h8ik76qVcdXRAy1aKx44mLUuEV5Sa7wCWhADhtQ8nLOJCgTunrc8V0VhpIIfXGzZQtM2BaqBjwwscc6Z8TUXk/9RGjIQMzXxuv1GbxNHn19k+mwyPCGSve3ogDq7KU9lqMaWXwiTGmOvnxJVj62vqLKb4fTYW5vZlKXtd/qDdu+XAqTlY1YsFzq3Cymi/wpHwCf+JIPUY9HCOL8b+GpgYYcmc0srcWoCK3Ut2Lo7WoZ5JTUF/ZNn+nHmLUY4MGJjDVKkwsQ83BExg4V15ZT20oa5gyfKncq7nxjLoXRyudaTqD+D/3I2S0H+y9pdejsCOD5vaDvom+GPbCpInKIle+vVmcX1BPVGoSrorAJh1TJj8/CtGzwrH1u3gxSZqyrxhjXcPBJ8bUKGtLvpioQdPBqFZd0WV2N2LvZSMCUOdazuGv/1vJ9ewSPYFP+CtFjKC3cZNHw2hCFxw04nj793v5BE0NDmcfRUV2JQbOlmfwgOgb6SF8YqAIvtJ+wFSDLqioX5JrmCMc/e1lu9rDJwbhwrnzYvthqkcZRDQtMea2SNmsfjoHox4/VOJ+OOuouheHXaGluQXL39wo2hDMeG286ImqSnTzj3qXjXwoBklL07D123g+v2Gsizj4xJgaA0/Ucyl0XAAmPDVC1Jarg4VDHxGAogu9hS+tQX0VN/iVksRFaeIEfvAt0mwyfi10J5L6Ux0tqELBnhJ1L47WoVHzth5W8BjgAjnrNylYBMepfw9TjYrcYziaX4WoGWGyXuXU3DpopK8YrkHbEFOdusqTImNx4OxwpZZDKQNNF3bwsxMDPjizRTrONrdg2esbxPFp1hvj4d7PWW3LQhOkxz8xHKlrs7H9hwTeThjrAg4+MaYGBfEl2PDZTlFWQtPB1N0LwdTaBHPenggdvd5Y9OIaNNZwk1YpoEAgncBTmrfcTuAJlXt5R7th1+9JokcDUw3qsVKSfBDRs/rJokzzemi7D4zzFfsBb0OqQQ2XqceJe395By7JgOmhaDpxSmSyMNWhfn/GlsboPy1UdqudzseG3RN98cZJQqm6F4dRj6eWc1j59iZUFh3H7DcnwCXYUe3rJXi0H8b+ZyhSVmZxoJKxLuDgE2MqVnrgEFZ/sBUBw7wx6uFYyVwcmlqZYO7bk8REj0UvreEm5BKw+7ckGPUxwIBpIZCrIXdFo76yQfReYaqRsiIDfWxN4TfEUyNWOU0uazjehPzdnEGnbCeO1qNwb6lovCyVz6aesHKyEBOwqPE4Z7GoBvX5o3116F1Roum7HFFwwyvKVXwGc9Bb/cMP1n28XUyCnvHqWDgF9IWUprKOfmyICNjv/fuAuheHMfkGn1IPpCF+dzxOn24/AauoqBj7k/eratkY0zh0J23lW5vg2d8F454cpvaMpyv1sTPDnHcmobnxLJa/sREtZ1rVvUhaq7KwGrk7ijDk9ijRdFmubFwtRf+nvX+l4Oyps+peHI3XVHcaOTuKRLNldZXyKhpl4dCFYPKydA4gKBlNcTI2N0LgCOlP1ewsmpp4vLwWZSmH1L0oGo8CfBSwsfOyQcBQeW9DNDSDBn1kbs5X96Jo9fZEzb1pMvPkeaMkkfF0pfDxgaIPVPwf+8V0VsbY9V11Zvr4o0/gptk349GH/oPhsXFI3PvvxIfEhEQsW7L8Bk/JGOsITZOjgA6dlNHEDB1dHUmuKEtHc8x4dRyqS2uw7n/bxV0npno0SYV69gTG+ch+9cfcOgBnm1uRtCxd3Yui8dLX5aC3Ti+EjPGHJqEAQlVJDQ6mV6h7UTRWc8MZZG7KQ7+JQdDVl2fGSkecAuzh4G+HpGUZ6l4UjVeeViEyVIbeESm5m2tdZetuheCRvkj4M0X0G2Kql7Q0HalrskV5m88gd8m+BVGzwsRwjI1f7BLVDYyxTgaf0tPSsS8xCXsSdyE1KwXPvzgPD9//CLZt2Xadp2CM3cjZ0xcbJeoa6GLay2Mkf2Lf18cWk+aNFOUX1LuBqRZdYNODRghrQvYK9RQbMDVEpKY31p5S9+JoLGpMTw1Qg0f5wdDUAJrEOdhBHJeofIopR/rGXHGzgS6iNAmVD1Lwko6px4qPq3txND7ryTmor0b0C2u7cdLceAYpKzLVvShapyixTJx/Dr6lv+RvptAxZuSDMfAc4IKV72xGVWmNuheJMclqd1VTXFSCwYMHwdbWVuxI02dOw0+//Yj/e3oe1q9dr76lZEzGzp87jzUfbMXJqgbMfHWcKGmQA+9od8Q9OFjceeJJUyo+gZ+fLO7Ue0a6QlPQnUEKuu5dkKLuRdFYeTuLRK+2/lPk2yPsWuichJpHl6YcEiVUTLGorw2V3FFzd7l8RnWFz0B3MdmVSjeZchTuLRPl4nTTRBP6hbW1IqAS5qQladwHU4Wqy2qw5qNt8IvxxOCb+0MO6EbhpOdGwsrJHCve3IjTJ5vVvUiMST/45OXtiZLS9pMdIvr3wy/zf8LLL7yCjRs2qXr5NF7OpnlI+nNKuwd9jWkOunNTsv8gprwwWvQukZOIScHoNykIW77ejSN5x9S9OFqBLq6P5B7DkNsjNeYEnhiYGGDgnH4ikEl9NJjig5b7V2TCK9INlk7mGrl6/WI9RSN1yqBjikU9VWjKKWUoaiK6MOw/NUQ0wm443qjuxdHIm2x75ifDY4CLyFLUJNGzw0UJ4b7FaepeFK1AN1CoRYWVoznGPzVcVuWb1J9z2stjRb/UVe9tFvsF0wx8va6k4FNYeBiMDI1E6d3lQsNCMX/B78jJylHgSzPSWJ2Luorkdg/6GtMMebuLRZkIZRC593OGHI24bxD6+tmJVGIumVJ+AGHP78lwCXGEa5gTNA2V85haGYuLFKZYVYW1ok+bnCcjdiaAEDE1BDnbC3G6nu8qKzRwuTwDngNcZXeDpKuj0fWN9JCyKkvdi6JxcncWoebgCXHTRNMYmRkiamaY6D1EvTuZcjMwV769SZSQT39lrCyHrdANkqkvjMbhrErs+ClR3YvDFISv1xXnqsYzP/32A86dO3fVDwYGBWDT9g1obeHpV91p4nmsuBq1h+vFGOP6oyfRVH8azSfPwNahCkam7X/+WHENFr64WqT7WvTtA0vHPqJJtaWDuazuAGi74wdPYMOnOxA00lc0cJUrHT0dTHl+NOY/uVTcyZn79iTxNaacsgXqSXLzB1M0KuupDZXdxdw2AOs/2SFO5iG/80rJKthWKhrUu4RKbxqQIoWO9UfCXyko3FmO0Cl+6l4cjVBdVItjRccx5+2J0GT6hnoInxCIA2uy4TrYHnpGfABShHMt58SkL98YT9h720ITUdCbgpZUNh441Uvdi6Oxdv2ahCP5Vbj5/Skws7ni4khGKPtv5MMx2Pzlbth5Wos+jEw+N2MajjehprwWxw/VofZwHZpqm6Dfuwb6V7TSPFpQje/v+Qv6xvowszERgUe6dqdhBbYe1jC1NtbIc3mFB59MTEyu+cPW1tY9fkFt0HTiFMpSD4upH1SqdKLiYomJjm5v0XPAwsEctm5WMDQzROtJE5w70/6/NzDRRy9DY9QcOoGSpHKc+ucOL32dGq66hjrCPcIF9l42HIySKBopT3dv6P0e/Uis7A8+lK0y9cUx+HveKmz/cS9GPRyr7kXSOOfPX0D8H8nw6O8C5yDNKlu4XOAIH5ENuOu3JAy8L0zdi6MRGqqaUJF5DOOfGC77Y82NGBjriwBUxqZcBI71EkMcWM/k/xO41MRsyyv1mxwk+j6VJByC30hPdS+ORsjYlCcygma+Nh6aHLgcdFMEtn2fAOeB9uhjL9/AiFQVxJeIDEwK2jj620PuwscHoqr4ODZ9uVsEIzQ1MKsJwaaaQ3U4mFGBiuxKHM6uFCXohDJlrZwtYGpjIo4BOH/1tZG1tw/ONJ0V5dxHC6qQt6tYDCkgxuaGcA52FNft9LBysdD4c7TOaHfWlpKcgpycXEyZOhnmFprZM0JZKFBEG1zRvnJxsEGvixPDKI3d4RY79PW1hbm92VWTq5L+NEHdFZOjLfqaIerWke0zp0qOo7KgGkfyj4kG0Lt/T4ZRH0O4RzjDf6iXCEbpcjaKZA5k6z/dKYKQt382Q5Zpwx2hk4FRj8Ri4+e74OBnh6A4X3UvkkY5mHIEx8tPYPxTI6DJ6Bg45M5I0dPBI98J9n426l4k2cvfWgJDMwP4D9OOO/L9pwQjZWUmShMPw2eYdMdvy0FDdRMqMo5h3BPDtOKk2NTKBAHDvZG/vQw+w901YpqoOrWePYfEhQfETQVNLtkkYeMCRHAkc3UBYu6LUPfiaBTqA0nnzXQ9I+dKgSvFPRiDqpIa0baCrgeYNNBU14rcSlFtULSvDHVHTooEEWoxEjTSB04BfUXmEmUztX0uJv351VXX6/T9qFsjO8ycojYIFIw6lHkU239IwLnW8yIzymewB3xjPMRraGs1U7vgU25uHt587S28+fpbGDVqJGbNmYlhI4ZBR4dLbDpC/W+ytxWICUN0cKHMJO+B7oiaEQa3fk6dmhhjahtww6/RRYVbmJN4EGpgdzS/CqUHDqEosVxcxNFr+w72EKmdTkF9teIkUqqo6S/dwZn+37GiVFKThI4NENvepi92wcbNSmTfMcWULWStKYD3IHcRtNZ0XlFucArsi/QVeRj9XAwfr3rgVF0zSvYeRshkX1HWqA0ord0lwkFk7HgNcUNvLT2BU1S5poGpPgKGeUNbDJgehqwtBTicWgnXAZpdpqpsRbsvZucPvkUeE8l6gtoNDL51ANZ/vB21B+th5apZ53fqQs25KThDWSRj/zNUo84HKClg6ouj8fvjS7H2w22IujtEawMOUkCVSFlb85G9rRAN1Y0wtTaBd7QbvB9yh0uIw3XPoTpzvU5o+xXld7am4ly3bRs/kluJ4qRycX1IN89MrIxF0D50jL/IrtImV61lCjjdfOtNWLp4GZ596jno6Opg+oxpmDl7Bvz8uWaVIpoUxUxbl43ChDIRKaWAE/Ux8Yhw6XIvnMAx73f5TaM7dXThRo/Y2yIvZl3tLkbujiJkbs4Xd58o3TMwzgeGplcUqDKlqiqqxc6fExE9J1xsF5po5EP/3sm541O+k6MIBTvK0FRzGsPeioY2oA/noXdFYcFzq3A4rRIu/TS3zFDZcjcWQddAB95DLp7kaAv/kR7Y9H48KtJ5++muxuOnULznIEIm+2lN4JJQCUzfQFvkbi4WQUy+GOyeluZW5G4sFhdP1J9UGwQO90bCgmRkrMrH8Mei1L04GmHrt/GoO1KP2z6ZLnrnaBrqXTVp3igsfnktjO0NETKJqwZU3cS+MKFU9Pqjsjq6LqbsVwr8OPjadfr4353r9TZ6BrpwC3cWjxH3Db5Ynre7GFmb85G8NF1cz4eOCxCZf9pQxdTh2UZIaIh4vPTKi9i6ZRuWLFqKSeOmwD/AD08+/QRGjv63JExbtJ5tRdbWAhxYmSlqQ23cLDHigUEIGuEjRoirk7WLJWJuGYDBN/fH4SwKjOVg+097sfPXfQiK80Hk9DCNHb0tJTR9KeGnAyJ6TkFBTUUXKeJOzhPLsPajbYi8K5hP3nugqfY0stcXiRIQbbr7QX2tHIPtxEm8U6g9l790Q/3RBhTtPoiwaf7QM9Se4AGxcrNA3wAbZPL2022Zq/NhYGYgjj3aJniCD7Z8lIDSfYfhOchF3YsjS9nrCtF6phUD52pPCRrd/A2Z4oc936XgSFaV+Axj3Vey9xAyN+VhwjMjRDa9pqLKlSF3RGHXr/tg7W7B240KnKo/jYwNuUhdmyN6OLn1c8aUF0eLbCR1Bnh69e4l2pjQY9hd0aJdD+0D6z/Zjl2/7BNToWkwRmeqp+Tqumerenp6GDd+rHjU1NRgxbKVKC8/CG1CTcMomEMpcqdPNsMv1hNj/jNURCmllhpKy0Mj2unRVHdabMwHVmchfUOuKMmLmhUuorxMOX0P4n88QK2+MOm5URp/IU1lL5OeG4klr6yDsb0BgifynZzuZlIm/5UJfSNdBE/0gbYJneqHDe/sFmVj3rGu6l4c2W07BxbnwNTWWCuDByR8ZiA2vr1LTL7zi/NQ9+LIyolD9ShPPoKo20Khq6/5d1qvZONpCbdIR2SszIdLeF+efNeN7YfKXukYTn1PtAndLHEMsUPSHxkY//JQUbbKuq62vA77F2QhbHyAVvQQjZoVhpLUMuz9JRVjXxgCUxtjdS+SRjpZ1SB6I9M1MF0XB470RcTkYNhIsCedjp6OiCvQg0oCU1ZlImlxGvYtShWZWQOmh4oEE03T6VulNOnu3vvvgTb1c9q/IgPp63JEj6Xg0X4ig4iml8mBiYURBs7pJzbcnG2FYrrLH08tF932o2aHw72fs+SCZ3Lu15Pw4wHUHT6JEU8MFOteG9A2NOT2SOz6PUlkIfAdwK7L3VSMypxqDHssSkzV0DYWTn3gMdAZGSvyxPZjbGGo7kWSjYr0YziWdxxDH40U5d/ayMLRTPR8ylpbAPcoJ74I7CQ6p0n+MxMWTmZwj9b8CXfXEjY9AGtf24GsdYXoNzNQ3Ysjr+1nQRbMHc20MuhL585Rt4Zi/Vu7sH9BJgbfF8Hn011Eg5T2fJ8CS5c+oim3tmw30XeEiXLxHV/sw4jHo2FizQEoRaHgzb7FqaKfk6GpPgbd3F+0oKG+yXJg6WQuJolT5Uz6xlwcWJWFjI15IlMrcmaoRk3Bbhd8mnPTbPGhos1OnTiNrevjkbExV0Qk+08NQb/JwbINKFBqIY2lDhntJzr671uchiX/XQd7bxsRnPIZpH0nDj3x2kerUFhy7NK/z5+/ANNTvTDGygVDHhog0mm1CQUyS9LKxZ0cahzN44c7v/3QaNaTlU3w93PATYGa32T8Wuiij4Io+35PFz00uP/Kjbcd+pw+cegk3B2scFOQdmezUv8MmhSZsigbg+/pp+7FkYXczSU4cfikOGZrepbu9VCwm7aftOW5cA7rC1tvzS37USQajnHiYD1GPTtYa7cfwz4GiLwlRARQ8reWwn+Up7oXSTbOnmrBzq+Scf7cBcTe318rety00TPSw/DHo7H9s0Rs/XgvEg3qUF5Z2+5nfDzt8dqzU9S2jHJTXVYjrm1p4ryJpRGG3ztQXPfKddK4oZkBomeFY8DUENEXipJH/p63WlQueQx1hnOY/NtUtAs+6etrZ+romcazOJZ/HOX7j+BoVpXo4UQR036TgmCgIc3v6IKOAk3UBJsapicuShUNo61dLOA9wk2kn8t9Y1YFuvg7kNm+9NTNrA/i3pitdYGny+/kbPnfXmz7JBEjnoiGuYOZuhdLVtuPbavmpdR2hb6xntiGtn++DwXbS+E3kk/iO7vtWLpwLz8qeRkwNxgJP6fCNcIBzuF9VbTlyjNwSSXilKXr59MXc3laF3zjPPC/37fityd/hqVzn0vBb74A7Hj7ocBB/dFGBAY4Yq4WnvNcjo41CTo1+PnDJTD/w1R8lhHedq6t5XQLdnyZhFO1pzHiyYEw0sJsZxMrI4x8ehB2fpmElD0lONh4Ut2LJMu2A8fya5D4YzrKDhyGub0ZRj0SKya+a0owU0dPR5SjUvldeVqFKCWkKhsTayP4jvAQ5b9yLd3sdNlddlYOdu7YiaDgIAwbPhRynMpBQSZK9Txd14yTx5rQUNko7v7VH2kQP0PBg36zAhE7Jxr6Mo2YdiZYQKV39KBu+1RXShkHmWsKEDDaE3/sS0dRWVW7/4Y/SG9cOqSNgafL7+TEPTlQBA8e/898NFv0btdDhLcfdiP2fjaI71WDX+gk/i8zMRmEt50b663DpdPEpb8DdnyzHr++OF8E5NrWCx97rh24tNbyoHeb3r17ocHgPMrq68WDdfKmydnTvKoA1Jw7g0OnGnCo+OJ1BLtOxu75Czh5tAE2uob49LPbRdm0tjIyNxSZg18dOAA0qntp5FFpQnw87HD38AHI21Iisr/tvWxE/1nqmaSpCRS9evUSbU7okRGfg/wtJUhblovUJTkwtjKCtZs5zOxN0cfeBMbWxjA00xfZU3pGupItB+508KmiogLbtmyDrq5up4NPlAZvpGeECxf++cKFC+3/Lv687O9t//4nqtnu7/9878KVz3PZc104d0H03znXcl7c3RN/F3+ex/nW81fdLe3T1xS2XpYIHOsFOx/rSxF4TQ08XYlS+Ka9PBZZibmi9ww1r91XUoDyBo7CX8u5K7YjoqOnmQe8rqD9ibKePr85CaX5depeHMm6cP7yAxe78iT+YFMDUMAn8axr6ASrXrdVfHaV5/DnV+fWGW9lbfgznDHVBS5NfZ1ElqG20zXQFQEDVNWoe1Fks+3UltfDv1QXDkG24pqj/+gwyQZYlMHSuQ8G3hWO/nODUF18AlUFNairOImypAqRTXg5yuLVNdCBjr6OSAigTCr6s5dOL/E98ejVS9yAafs3Tc1q+3q71XqddXzd1X/ZN11edf73yxcuRXYUp7amFk899BwOFR3EudZz9DIXX+zS/3W0gPS/y755xc9d9d928NuKldWbVlzvf1emzsUV21u3t1jxdJJBb8T1GrSamGrX5I6mxqZL2WE7EvJRf6q53fetLU0xIsYP2r5+mmpPY3dyIRpbWtp9n9fPxfVDtsXnofZE0zXXj7ZuO4SOtJu3ZuFk85l2P8Pr56Lt8fmoOdH+FiDvW/9uP7x+rr1vdWb9aPOxh7cdXj/d3XY6s/3wvnXlujHBiBj/S//m9cOf613ZtyzNjDBy2MUBCLzttF83fYwMMGyQHwz+KXHV5vVzJeoFeu7s+UtJOPQnZRvSTW9Kzrn49/MXk3euTAYSX6P//Zv4c8kV/75+0Oga370A7Mza2vXMp+74/NdPYG4hv54ULm7/Rue0waHyw5f+fusjP1wVaXawt8Zrzz8IY0sjrVw/ZcUHkb4iDwXbSnEuoh/q9c+JgGabK0s7tG393Gj78Q1xxQfv3w9tXzfpK/NQmb8ZzZY6l3pDXLn9aPP6udG2o+3r54kn5iM376iYUKZn2HFZojatn8vXDeFjz7XXzy0P/4DGLN63rrV++Nhz/X1r9l1fo7H4aLuv8ef6tbcde1srvPfuk5fOE7XpuHzl9nPT/d+hMa/99qTNn+tX7luXl5ZRkKCh+hTMW3UwJ3w4wmcGwsPHDdqkbf1QMoQ47vSqbvf9oBBXfPaFdm47HW0/ctVh8Cn1QBpONTUhYkAEjIz+nfJWVFSMuhMnMCBygCqXkakZNZhc+/pO0Q/LK8YF2uTs6Rbs+joZ1UW1Is1x7tAJWpXiqah1qO0O7j+C3I3FePmJSVo5mrq7Ws9Q5iyrPViPweesce9jUQid/G8WKmOdYWdgBBdjM5GyT2n4bYFLhqvWRVtDbXtj7bqjfi3UI9W4EfCysYK5g+mlr/P20/F6oO3HsO480pbkIGJOELTZqbrmSz11WceunGpHxUiliYeR8ncWjpecwIz/9oG1i3b156MBYEl/ZIhjD9NMVwWfHn/0CWzcsAlGhkYwMDTAZ19+ioGDosX3EhMSkZOdw8EnDdbRCYWXmy083Z2x/69MVOZWw+HlvrIdYdkVp+pPY+lr61F7qA7D/xMl+oKxzm8/lMZ5srIBxicviBMQcy1tLll/tAFJf2bAPcoJviPc1b04stl2qI7dpOniHbC2TB9tRKnU+35LE4GD4Ak+6l4cWWw/Z5rO4mRlExzM/r1Y1laNx08h5oI17nqoP8KnB6h7cWRxAbh/QSZK91WIUnuaTKWtKBNj729pmOHrh3EvDhG9Hdn1tx1StOegOF+28bSE6wBHrVxlFITb8cU+9DU1gbmTWbtWJxy4vDa6ue05yEUMMUr4KRV/PrMCM14bD+dA7Zjimr+1BKlLc2Hvb4PIId6wqWjfD4u3Hc3Q7ow+PS0d+xKTsCdxF2xsbLBi2Uo8fP8j+N+nHyJuVJz6lpKp9YO0Td8AW+z9JRWL/7sOM14ZJ7rpa6r6qgYs+e86cRET99Qgbo7Yze2HAgfbPtmLnV8nY+zzsdA2VHN9cTSqMQbcEsJZc13YduiieeM7u8UdQGqwqK0KtpeJ6axjX4jV2Gkuyth+4n88gOPFtWg90yoau2ojuotOgRTDPgYInuir7sWRjbDpAajIrELq4mzEPqi9mf4lCYdQlV8jptly4KnzvGNdRbZ88l+ZsKJJyG7ad9xJ/C0NzSfP4PMv7oCZHWcRdpW5g5mYhpf8WxYWv7wWU18YDc9IV2hyoHv7j3uRujIXgeO9ETLJFyO4ykRjtTuTLS4qweDBg2BraysukqbPnIaffvsR//f0PKxfu159S8kkwSnUXpyE1B6uw4J5q9Bw/NqNz+SsuqwWfz27EufPn8ctH07lwFMPUMbK0IcjxdTJffPT/51cqSVoimRDVRMG39tPTJlgnWdqY4z+NwWLKR6Vece1tmwha20BfIe7w8KJpwN1RfiMAHH3PXdzCbTV0ZxqVOYeR/+5wXz86eLnVsSsQBxOP4Yj2VXQRs0NZ0SvS88YF9j5ctZ3Vw24KRgGZvoiCKNtU25pFPyRzCoMuiucA089PA7NfH08PPq7YPmbG5GzoxCaqPVsK1Z/sAUHVmdhwM3BorUAtzfRouCTl7cnSkpL2/1ARP9++GX+T3j5hVdEOR7TblZuFrjlo6k4e/os/np2BY4fPAFNcijrCBY8txImlka45YOpsHDgC76eMrIwxMA7w8TJSNbmfGiL2oo65GwsRsAYL3EXi3WdW6SjuPBJWZglys+0TeaqfOga6iJ4IpfbdRWVS/mN9ETe5mKcOtF+BLE2oAvejJX5Yv+hsdSsa5z79UXfABukLs7RymNP2vI8MTE6bOq/U9tY1wIHUbeH4XjxCWRt1Z7znqrSGqSvzEfgWC84BNmpe3FkT1dPB1OeH4XgUb5Y+9E2EaDRtCA3VdMUJx3EtJfGwHuIlqUJaql2waew8DDR64lK7y4XGhaK+Qt+R05WjqqXj0mQlZMFbv3fNFF2RwGow9ntp6DIVX58CRa/vA4Ofna46d3JMLE0VvciaQw6CfEY5Iydv+zD6ZOa30SQMrw2f7UbxpaGCBznre7FkS26+0VNWyl7rHSvZkz56ErpL2V9BY71hp6R5vfYUwYK/NK6y15fBG1zMOUI6g6fRNhUvovc3WMP9ciiYw/th9rk5LFGlO07jJApflxu1wN23lZwj3bCzp/34XSDFpz3nL+AzV/uRp++pgiexGW+ikLl9mP+MxRRM8Ox9dt4xP+1XyOqCE5WN2LBvJWoOXgCc9+ZBO+B3BNVW1zVQOKn335AQODVdzoCgwKwafsGPPHU46paNiZhplYmuOn9KejrY4tFL61FQby8SxtS12Rj1bub4RvjIfpZ6RtzY01FC5vmL05Odv26D5ouZ3shDqYfwYCbQ6Cjx+V2PWHhaAa3SCdkrSsU6dnaInlpOvSN9eA5WLsmjCo6+8BvpIeYHtRYq5ll4h2h42zW2kI4hdnD2kO7JiUpkoVzH7hEOCB7XSHOtZ7TqnJxI3NDeAzUrjHmykABTMqc2/17MjRd5uY8HMk7JkqnuD+h4oPhw+6OxrB7opHwZwo2fLZT9BSVq+qyGtFMnfrCUjWNoz9PX9Xq4JOJiQn69Om41Mja2hr2fXkDYRcZGOtj5mvjRcBm5bubkbw8Q3bReDop2PZ9PLZ8sweR00Mx8Zk4DhYoCWXKDb0rChkb81CRWwlN1dx4Bjt+SkTAcG/09bdR9+JoBJryRs1Ls7YUQBs0nTiFzE158Ivz4F49PURp/Dp6vbF/eQa0Rcn+gyJjh7LmWM+PPU01p5G3q1grVuVJyrjcVwH/UZ7tJpSx7qFm/0PuiEL6+hwcza/S6OnQlNkeMsYftl5W6l4cjUXZT5OeG4ncHUWiXE2OGXVlqYex4LlVMLEwwi0fTRPVNEy7dOqTZcmipXj7jXeUvzRMdiirgwI2A2f3w44f92L9Jztkk51AtcZLXl2P1DU5GP3YEAy/d5DoccCUJ3RsABz87URJmqb20dj9exJaz54T2xNTDJqWQxkIycvSNXa7uVzKqkz01tWB9zDuf6CI7CfvoW4i6H32dAu0QcrKTFh7WIhx3axnzB3N4Bhih6Ql2jEwg24iUsalVwxnXCpK2PgA9PW21ejznl2/XmzXQjcYmXIFDPPG3HcnoeZgrcgeOlFRL5/pq8szsOSVdXAK7Iub3psMUytubwJtDz7t3rUbD9//yFWPX376VTQbp7//9ccC9S0tkyQK2Ay5MwqT541E/p4S/D1vteQn4dUcOoE/nl6OquLjmPP2RISPD1T3ImnNtjL6kSE4Xn4CKas0q3EiqSysRtq6HAy5I5I/VBUsYLQn6o6eREFC+6EYmuZM0xkREO83MRD63OtJIXyGuonAE5XDajqa1lqeViGy5phiBI7xwvHyWpQkH9ToVUrZKxSk9R3hDl0DXXUvjsagErTRjw7BsZLj4vxA01TkVIpMXSoLMzY3UvfiaAWngL649ePpYtua/9QyFO6V9nlRy5lWrPt4O7b/uBfRs8Ix/b9jub2JFmsXfKo8egzbtm2Hja0NvLy9Lj1s7WxEKd7Fv/PUFNYx/6HeuOXDqWiqO4X5Ty5DeZo0GwRnbysQy0dZW7d9Mh0uIY7qXiStYu9lg4gpwYj/I1k0HNQUdEeT7mzae9ogfAIHMxXN0sVcjBzetzhNozMQUtfm4HzrOfSfGqLuRdEYxpZGojz8wKpMjd52CP2OZramcA7vq+5F0Rg2XlZwCuqLpCVp0PSMud69e8FnGDf+VTTqj0rnBdT7qbH2FDTqvOfr3SKjPWQ0T0ZUJYu+fcTwJ/cIZ6x4axN2/LRXkr3pThypF1PEC+NLMfn5USJZgXuCabd2wafZc2fhzbdfR0L8Xrh7uOOZ557Gs/OewajRoxAaFiL+PnrMKPUtLZNFYOH2T2fAztMai15eK2rApXIwPNvcgvWf7sC6/22H3xAv3PrxNHHwZqoXe+sAGJgYYNv3CRqz+tPX56KyqFrc4eQPVuWImhUushUps0MTtTS3IGVFhuibwdM2FStiSghqDtVp7LZDaJIoZXf1mxjExyAFo7v1h7MrRZaH5mZcZqPfpCBRdscUj3o/6erriCCBpjiwOktkslNGO7etUE/v3cnzRmHkgzGimmDhi2tE3zYp3ez/7fGl/zQWnwb/IV7qXiQmxZ5Pc26ag0XL/kb87njMmTEXebl56lkyJluUdkuNyKnnzf4VGfjr/1aKUgB1OpR5BL/9Z4koC5z4bBzGPzkc+oZ8gqUuNE0w7sHBKEwoRXFSOTShQTT1egobHwgHPzt1L47GcglxgIOvnch+0kSZm/NxuuEMImeEqXtRNI5TgL24OUKZQZoqfUMujUVC6DjOQFA0z0hX2LhZaWz2U9raHDE9izMulcfQ1ADD7x0omkWXp8s/CN5Y04Q9f+xHxOQgcWxl6puER9UEN78/BQ3VjfjlkcXis0CdWb5Uwrvmg63iZj8FnG7/7GJSAmPXbDhOU+0++eJjPPHU43jkwce4zxPrMroDQtPjbv1oGlrPtOL3x5di929Jou5X1XfzNn25C38/vxpm1ia48/OZCBzho9JlYB3zHewBjwEu2PptvMj4kLPtP+wVk4GG3sHNNpV9khU1KwwH0ytEfy1NQhmiyUvTxfHJ3N5M3YujmSfoU0NQnHxQlAFoGtp+KHOFth8jM0N1L47GHnuK9pWL/k+ahD5/96/M5IxLFaD9k1o9bP5yt8rPhxWJAhubv9kj+hLG3Bap7sVhABz97XHXV7PhP8wbm77YJRp7q/qzjraLrC35+OnBhWKqHZXZjXtiGN/sZ52fdhc7NBbrNq3FrbffggkTx1/vRxm7Zp37HZ/NRMyt/cUUlV8fXYz83cVKj8hTHTo1dvzxgYXI3VmMMY8Nwdx3JsPS0ZzfKQmdzI96KBZNdafF3TO5KtxbhtydRRj5UAwMzQzUvTgaz2eQB6ycLTQu+4nuhlMPNCotZMrhP9RLZOamrtG8YQeURUqZCJy5otztp4+tKZKWpkOTUJNxmv4bOZMzLlVx3jP2P0PRcLxR9L2UK6oiKNpbJsrtqPSLSQO9F7R9zX5ropiC9/PDi0ST7+bGM0p/7aP5VVj4wmox9dw72g33fDuHy+xY14NPxNDQQASfKBDFWHdQY++BcyNw91ezYe1iiVXvbRGT5qjc6sL5Cwq/+5u1tUCknVITRK9IV9z77RxRDsX16NJj4dBHTIaj8kw59tKgD3TazrwHuYs+YkxFWZUzwlCQUCKbEcOdCZYnLkwVTbFtXC3VvTgaS1dPB2HjApC5KR9nT52FJklZmQW3fs68/SiRjq4OBswIvRgollBflZ5oPduKpKVpCBrpC3M7zrhUBUsnc8TeTuc9mTiSdwxyQyVVW7/ZI4KxPoO4Ob0UufdzFsGfmFsHiBK8H+//G4mLUpUShDpWVI2V72wS13XNjWcx551JGP/UCJ58yK6JZ6kylX7gznh1HA5nHxUleMte3yC+FjEpGH5DvWBicfWI1pxN89BYndvua6a2AQgc8367r9GJIDVapabPlD3gPdBdNOHjGmPpi5gcjIL4UtEM/s4vZkFPRiOed/y4V5SVjn4kVtzRZKoRGOeD+D+Tkbg4VfRvk7u83cUiPZ5S1Jly0cQpypqjmxR07NEEdMeZLmLp85UpFw0D2LvggLhhEvdAjOxXd9aWAjSdOI3oOZxxqUqUoZgfX4INn+7AHZ/PhK6+fM57aFAMFS9QtjeTLtqmBs7ph+BRfkhceAB7F6Rg36JUBI/2Q/BIX9h52bQ7b+3s9VZbqS6VsKetzcahzKOwcOwj+ukGDPPmG/3shuRztGMawznIATd/MFWcMCcvT8f2n/Zi2w8JcAt3gkeEC1xCHWHrbiWm9dCBsK7i6tRkqpWvLq0Rk4vKDhzC4ZxK6BnqiRRP6jVlzdkDskHv87gnh+G3x5aINHRqVC8HpSmHRIPo8U8Nh6mViboXR+syWKJn9RPHjUFzI0QGnayznv4+INLUuWmr8plam8BviCdSVmWKQJQmTKak34VKyj0HuKp7UTQeDSqh5r4UwIya1Q+mVsaQK8oU37c4VVwwWjpwSwJVouPO+CeGi0lgCQtSMPTOaMhBUWKZyPyb9H8jObNFJugYNerhWAy6uT9SV2chc3MeDqzKEtdJngNcRMYsDXK51vUWoVYpdZUncTjzqLjuKkoqR8vpFjgH9cW0l8fAK8pNIz5LmWpw8ImpDU0Fm/L8aJxuaBaZLwXxJdgzP1kElnrr9oZF3z5wcDsB3Su20sqi4/hs1s+iZM/ARB+uYU6Y8PQI+Az24KZ2MmXlZIHYO6Kw8+dEeA/ygHNgX0g97ZwytahhOpUrMNWjiV6U+UR39MbJOPupIKEUNYfqMOGZOHUvitagGxS/P7EMhYll8IvxhJxRn6f83SUYcd8gvuOsIv2nBGP/8gxRrhZ3/2DIVc62QpEpTtkRTPXo4p/KomhSLvUypACAlDXWnsKGz3aKUjv/YdxmQG6ouoTKPQff0l8EkKj/bt6uYiQvyxDf9x1QDaMr7qMeP3hCTAqnzOyW5lbxGdPX21YcM6jskq7TGOsqDj4xtaPJPNSHgx406reyqBrVZbWin8uZmqtLmYzMDDDu8WGwcbcSZXUcbdecE/rifWVY+8FW3PnlLDGWWIroDtDGz3biwrnzouSLy+3UmFI++2L200CZZj9RAH3v3wdExgoNZ2CqYe9tKzJtk5akiambct6HaUqZnqEugkdxEFxVDEwMRN85CnxHzQyTZearyLhcnCqCr5wprj6RM0JRmFgqxtJT+Z1Um3fTZ9X6T7ZDR683xj4+TNbHTG1H10we/V3Eg85nKbBUVVKDw/sX4vwVg6fpfaYpenSTlY4TTv720JfoNsrko9M5ckn7kvDGq28iLzdPuUvEoO3NyZ0C+iJ8fKC4k0tTra5EY8ipZpku1jjwpDnovaSa8bPNLWJMrLInInYX9RWjcduUbWNiKd+SC03JfjK2MBIXgXJEmTfHy2ox6OYIdS+K1qGpgpUF1TicdRRyRc1j09floN+kIL4gUDEqvdM10JXt1E3KeKg7chIDb+Jjj7rPe6iE7VR9MzZ/tVuy5z0H1mSh7MBh0UjaqI+huheHKQgFl6jygFqW9LEzver71i4WGP3oEAyYFiraonDgiak0+NTa0oqqqmo88sCj+OarbxXy4ozdCDW7s3CKbPegrzHNZGZjinFPDBNjfDM3SS/QTSnINLaWLvaoxp1JI/uJmkfXHT0pv6ynBSmi3wLdWWSqRZlPlDmbtCRdtqs+bV2OyGCJmBKi7kXROpShQtlPdDOi4XgT5NbrKf6v/WJKq52HtboXR+tR6dLYx4eKXkrZWwsktz6qSmuw8+d9GDA9VExRY5qJr7eY5MruBscOFg/S3Kz4UY2MdaSjKQtMs1HvA2oEvPW7BNEXzNZdGifHNJp95dubxInisHsGqntxmMx7P9GkI0p1v+XDqepeFK294xs1MxxrPtyK6rIayRxnOqv1bCtSVmaKSUYdTYplyhcxKUj0fqKm3dTQVy6yNueLYP20l8aqe1HYPyjzpDz1MLZ8s0ec91i7WEomu5LOe2xcLTHkzih1Lw5TIr7eYqrSrdb0hobS7MXCGNMMw/8puVz+5ibRkF7dKBV+3Sc70HTiFKa9NAZ6BtwuT4rZT7UVdZBL5gE1maUJd04Sb66vyWjqHZVxtzVclRPa3k+fbBbZN0w9qASF1n/GBsp+apTF20ADXWi6WuAIHzFVmElH3AODYW7fByve2oQzTWckkZ277n/bRABq6ktjxJRZxhhTavCJLrg2rNuAT/73KRYtXMwZT4wxlaDgDo1vpWyj1e9vFaUl6kR9PQoTSkVPKksnHkktNaHjA9DH1hS7f0uCHGT+k3lAEx6ZevutUCkJlbucrGqQzVtBx8PkZenwi/WUZaN9TUIl2AamBoj/MwVykLomW/QXoilrTFr0DPUw/b9jxTTdNR9uU/t5Dw3DKE4+iEnPjRRBesYYU3jwafnSFXj/3Q8u/fuxhx/Hyy/8FznZufjys68wY8pMnD17ViEvzBhj12NuZ4apL47GoYwjos+Suhpx0jhaylKhk3Xu8yRNdEd2yB1RKIgvRUVuJaSspbkFCX+lICjOlzMPJICGVxiY6CNpqXx6P+XvLhHNoqlpOlMvfSM98dmQuTlP9MaRMsqmoRJBmizMI9KliYLJU54fhdKUQ2q9mZKzvRDxf+7H0DuiRKNpxhhTSvCpqakJ9XX14u/paelITEjExm0b8MPP32Hz9o3Q09PFqhWrFfbijDF2PS4hjhj1SCwOrMpSS2PgQ1lHsPajbSJQwBPJpM1/qBfsvW1EY1SpTgwitC03n2xGzG2ceSAF+oZ6iJx5sXTqZLX0S6coG4LKpqhk097LRt2Lwyjzcqy/mBi18+dESa8PKi9tPXsOA+f2U/eisOtwC3dG3IODRUB8/wrVlwSXp1dg/ac7xHYdNZsD3IwxFZXdFRYUIXZoDKytLzbhNDAwwPiJ41FYUKjgRWCMsWuju7R0ob7r133i7rKqUDPo5W9shEuoo5hEQw2KmXT16t0Lw+8ZiIqcShQllkGKqJxi35I0hE8MEpl9TEKlUyb62LcoFVKXu7MItYfrMJjLpiRVvjnsnmgxip4yVqSovqpBlGpGTg+FqZWJuheH3UDEpGAMuikC23/Yi+xtqpuAV1lYLXpOuYc7Y/SjQ/i8hzGm/ODToYOHsG7NOhTkF8DEpP0HVM3xGtja2Sp+KRhj7DroJIwuEDd+vkslAahjRdVY+OJqcTd76gujoaPLjTblwDXMCZ4DXLHzl30413IOUkNlFBQk4yw6KWY/hSNjU56kez9R1tPeBQfgPcids54khkqyKVN3x8+Jau/V0xHKyjI0M+RMFhmhm25h4wOw/pMdyNmh/Bv/R/OrsOilNaIcfPLzo0RQlTHGFK3dkcW+rz3OtrTgt1/nIz09A56eHpe+d6L2BHbv2oOZs2YofCEYY+x6KOto5IMxCJ8QiA2f7hSlS8o8AVv44hoxbW/2WxPERCMmH5SBUF/ZgP0rMyEldEeZghvUm8rIzFDdi8Ou0G9iIAxNDbB3oXSzn3J2FOHEkXrE3MIlm1L8jBp+70AcL6sV+7mUHM46KvqEDbs7WgRamXy2qVEPxyJktJ8o/09dm62016KM4UUvr4WthzVmvTFB9DJjjDFlaDcvfPSYUeLREQNDA/y16A9YWlkqZUEYY+x6KGNk5EMx0DfWw9bv4tFQ04Qhd0Qq9O5c/p4SrPt4O/r62GLmq+M48CRDNm5WiJgSjL1/pSBgmLeYgqdu1INq67fxsHW3Fn00mDQnTUXPChdZcwPn9JPcdCeR9fR3CnxjPGDnebEdApMW+tyg/Xv3r0nwGeQBEwsjSWw3W79PgKO/PQKGe6t7cVgX0fnNmP8MFeciW77eg6baU6LBPZ0PKQpN+6QeT06B9pj+yjgOUDLGlKrTV23GxsawsrJS7tIwxtgN7gQOvTNaNOOk/hXLXt8g+uj0FJVoUU+pVe9uFhd3s9/kjCc5i7mlPwxM9UW/DCnI3lKAI3nHMPKhwVzKIGFhEwJhZG6IPfOTITUZG/NQd/QkBt/SX92Lwq5j6F3RIjAglebjlCVcXVojbtxw30J5Z9VRVm/iolQse2MDTp9s7vHztracE5OE13y4FYHDvTHr9QkceGKMKV2XUgayMrOwfdsO5S0NY4x1Qv8pIZjz1kTRm+mXhxeJjKXuTjg7Vnwcfz67AsnLMzD8vkGY8PQI6Oq3SwplMkN3iUfcPxgF8SUo2X9QrcvSWHtKnOAHj/KFS7CjWpeFXZ+egS6G3B4pxoxTmaRUnDl1FvF/JCNklJ/InmPSZdTHUAQJsrcWiGmp6lR/rEEEUikTlLKymLwDUFEzw0VJHLUG+PnhRShIKO32ec/Rgir8+fRypK7JFoHJsU8Mg44e97ZkjClfl66w0lLTkZOdgxFxw5W3RIwx1snm0nd/M0ekolPGknNQX8TeHgnnYAdxopazaR4aq3Pb/TemtgEIHPO++HttRR2SFqchc0u+aLB528fTuYmvBvGL9URWfxfRpP7ur2eLfj7qsPXbPeit21sENpn0BY30RcqqTOz4aS/mvjtZEtkidJxqaW4VxzcmfcEj/ZC1OR+bvtiNOz6bIUo6VY2CEpu/2i0y+WJv4+1GU7j3cxafZ/Ternx7k2hyH3tHJJwC7Dt13lNz6AT2LU4TwVE7Lxvc9sl02HlwQJsxpqbg04GUVKxfu/6aP5ybkwtXN1dVLBdjjN2QsbkRprwwGmWph7Hrl334+/nVsHa1FL1+zjVm4FRtWrufbznTKu70Fe0rE2OxTSyNMfqRIaJPB0920Sx0Ij728aH45ZHF2P5DAsY/NULly0CZVwXxpZjy4mhuMi4TdBwYfu8gLH55LYoSy+EzyF2ty3OyuhH7V2QgalY4TK3bTyBm0kRld5RJ8tt/lmLXr0kis0TVsrcVojTlEGa+Pp6bR2sYOm+Z+tIYlKUcwq7fkrDg/1bCxt1KnPe0nuz4vOfAmiwUJpThYHqFOI6MfmwIQsfweQ9jTM3BJ8pq2rp5K/r1j+jwh5uaTqlquRhjrEt3A93CnXAo8ygyNuSKflAuPjUwMW//c1XFx1GyMkHcLZzwzAj4D/HiVHMNZmZjirgHY7D+4+3wjfEU49BVpeF4EzZ9uVv0EPOL8VTZ6zLFHE88+ruI7CeP/s5qLcOl3kEGpgaInBmmtmVgXWflZIHh9wzElm/2wCvaTWxTqkITEel1g0f7wXMA3zDW1JsrHgNc4R7hgoMZFaInHGU0ufp2fN5TunKvyBaf+Gwc/IZ4QkeXS+wYY+px1RnVwMED8c77b3f4w3/8/qcIUDHGmBRPxlxDHcWDJvwk/LoYp2oOtfsZ6pcy8aU7eYqdFgmK80FhQik2fLoDd3w+UwSklI22v7UfbYWuga6YVMTkh4Ya/PrIYiQuTFVbuVvp/oPI21WMSc+N5EbAMhQ+MVBk2a7/ZAfu+nKW6AelbDQ8gxpIm1oZY+SDqs+4YqrPsnMLp5tvzhfPe35ZjFO1HZz3vHwXZ8AxxqTXcNzBoS+8fa49ijUgwB8xsfxhxhiTfumMvuHV2Qr6xnoceNLCoOS4J4aJQNDKdzeLizNl2/v3ARzOrhRBAyMz5V9wMuVkrgycG4F9S9JQc/CEyldxS3MLNn+9B+4RzvAf6qXy12eKOvYMF0GB1e9vEX8qGzUYryqpwWQKWBqpvtcUU/N5j9E1znt4W2CMSUS7o9TI0SOv+8P9I3nEL2NMHqjJZme+xjQfZRxMfXEM/np2hZg8N+rhWKW9VnFSuQg+xd42AM6BfZX2Okz5omaHI3dnETZ9tRs3vafa5uN7Fx5A04lTmPP2JEk0PWfdY2ZjgikvjMKiF9di929JGHbPQKWtStpWk5amI+6BwbD35ul22ojPexhjUnfNRgbNp5vR0toCMzMz1S4RY4wpQNt0F8YIjRof+XAsNn2xCzZuVgifEKjwFVNVWoPVH2wVTaqjZ/fjFS9zuno6GP3oECx8YTVSV2eLkfWqQKPUk5akiwCmhUMflbwmUx6XYEeMuG8Qtn4XD1tPawQO91H4axwtqBKlxdTnSVXbKZMePu9hjMmq7O5ySxYvxbtvvSf+XpBfgL0JiapcLsYYY0yhwsYFYMD0UGz+ereYRKdIdUdPYumr62HtYoEJT48QvTiY/FEPuf7TQrDj50RUl9Uo/fXONrdg7UfbRLCUJtwxzdBvcpCYqrr+4x0o2X9Qoc99vLxWHHvsfWxFsJQz5RhjjMkm+LR+7Xq89PzLyEjPuPS1pH3JWL1ytaqXjTHGGFMomkBFmQdrPtiKgoRShTxn/bEGkR1DfTVmvDIOeobca0WTDL0rGlbOFljzwTa0nm1V6mtt/z4BjbVNYioV9XBhmoECQhQYosl3K9/ZjLLUwwp53trDdVj08lqY2ZqKYw9l6zHGGGNSddWZTezQWERGDUBZaZnIfpowZhKWL12BY5XHUF9Xr56lZIwxxhSAMpLGPTkMvrGeWPXuZmRuzuvR81UWVuOv/1sBHX0dzH13Ekwsjfl90jB0QU/N4+uO1mPrdwm4cOGCUl4nc1OeGJlOPcksHa+Yl85kj4KJtB25hTlh6WvrkbujqEfPV5FTiT+fXSF62s1+cwIMTQ0UtqyMMcaYMnR4W23KtCniMWv2THz34zfw8/dFfn4BJo6bjK8+/0opC8IYY4ypgo6uDiY+Eyf6Pm34dKcow2vt4hQ8CkBkbyvA3/NWoY+tGW7+YCpMrUyUtsxMvWxcLTH6saHI2JCL1DXZSunzRNPtwicGIniUn8Kfn0knkDnt5TEIGuGDNR9uxY6f9nZ5Aicde1LXZmPRS2tg52GNWz6YAmNzI6UtM2OMMaa0huPxu+PxxqtvwsLSElZWljhz5gwCgy42Zn3n/bdxolb1I4cZY4wxRWdAUYaJnacNtnyzB4cyjoiG5JSVQHI2zUNjde5Vk4SooWtd5UkxNa9obxmCR/mKchpd/WvO72AaInikL2rKa7Ht+wSY25vBK8pNYaVTlAnT19cWcfcPVshzMmlnQI19YhhsPayx8+dEHEw/grgHB8M5yOG6xx1Sc+gEdvyYKPpGRUwOxrB7B3KpHWOMMdm46mx53IRxGDp8KP73wcfYsX0nnn7iGRTkF8LF1QULFyzEyNEj1bOkjDHGmIJRE2BHfzuRdbLoxTVwDuqL8AlBOFmZjZOVKe1+trnpLNZ/sh0524tgZG6IaS+PFZPtmPYYcmeU6PG18u1NmP7qOHhEuPTo+eqrGrD45bUwsTLGjP+Ogw737NGaHlD9p4bAOdgBm7/ajQXPrYJ7hDPsHFNxpiGz3c9SlWdpyiGRaZm3qxh9bE0x8/Xx8BzgqrblZ4wxxhRWdmdsbAwPTw9ED4zCqnUr8dJ/X4C9vR3y8wqwcMGibr0QY4wxJkU2bla46b3Johymt25vUQ5DZVBXoqyXw9mVGH7fQNz/480ceNLSrJWJ/xcHjwGuWPHmxh5NTawuq8Vfz65Ab73eF3v2mHHPHm1j72WDW/83DZOfH4XWM60iC+5KR3KPYckr61BdWoO4Bwbj3u/mcuCJMcaYLF2zTiCifwTc3S+mlPfq3Ruubq545fX/qnLZGGOMMZVlIvgM8hCPhuNNOLB4Kc40HGr3M3ZeNpj21k08ylzLUc8wChZs+HSHmFwWe3skomeHd2k6XX58CTZ+thMWDn0w8/UJMLHgnj3afOzxH+IlHgm/fo/GqvbHHdpG7rp/NmzcLPnYwxhjTDODT4FBAZf+Pm3GVEycNEFVy8QYY4ypjZmNiZggdaah/df1DHT54o9dahw98dk4WLtYYs8fyShOLsfY/wyFrbv1dfv2NNY0YffvScjaUgD/oV7iv9E31ue1yi5tV1cysTSCrbsVryHGGGOy16kOqaampspfEsYYY0wiKFjQma8x7c5YGXRTBNzCnUQW1K+PLoF3tBus7NJw5mRGu589c6pFNLbP3JQHPUM9jH9qOIJG+nIwk7XDxx3GGGOajMfzMMYYY1domy7F2I04+tvjzi9niWbQ+5dnAGdOwMS8/c8cL6vBscNliJ7TDwOmhnC2E+sQH3cYY4xpMg4+McYYY4z1sA9UUJyveCT88gsaq9v37bH1tMHUN27pUl8oxhhjjDFNwmdBjDHGGGMKoqt/dd8efUNdDjwxxhhjTKtx5hNjjDHGmIJw3x7GGGOMsatx8IkxxhhjTEG4bw9jjDHGmIqCT+fOnRN/Npy8Yk61TJiYGkOb1NfVd+nnef3w+unu9sPbDq8fPvZ0Hh+bed10F287vH5421EO3rd4/fC2w/uWHI49UkLXf+YW5tDR0VFO8Ol41XHx57ef/6iMp2eMMcYYY4wxxhhjEvfJtx/AytpKOcEnS2tL8efLbz0PaxsrZbwE0zJ1J+rw+gvv4NV3X4SFpYW6F4dpAN6mGG9XTA74WMV4m2JywMcqxtsUuxbKfCJKCT7p6+uLPynwRBEuxhSFAk+8TTFF4m2KKQNvV4y3KSZ1fJxivF0xOeBjlebore4FYIwxxhhjjDHGGGOai4NPjDHGGGOMMcYYY0xewScjIyNMmz1Z/MkYb1NMivg4xXi7YnLAxyrG2xSTAz5WMd6m2I30unDhwoUb/hRjjDHGGGOMMcYYY93AZXeMMcYYY4wxxhhjTGk4+MQYY4wxxhhjjDHGlIaDT4wxxhhjjDHGGGNMaTj4xBhjjDHGGGOMMcaUhoNPjDHGGGOMMcYYY0xpOPjEGGOMMcYYY4wxxpSGg0+MMcYYY4wxxhhjTGk4+MQYY4wxxhhjjDHGlIaDT4wxxhhjjDHGGGNMaTj4xBhjjDHGGGOMMcaUhoNPjDHGGGOMMcYYY0xpOPjEGGOMMcYYY4wxxpSGg0+MMcYYY4wxxhhjTGk4+MQYY4wxxhhjjDHG5BV8OnfuHGprasWfjDHGGGOMMcYYY0x76SrjSevr6vHUQ8/h/15+CuYW5pAbFzdnaJND5Ye79PO8fnj9dHf74W2H1w8fezqPj828brqLtx1eP7ztKAfvW7x+eNvhfUsOxx4pufz6j8vuGGOMMcYYY4wxxpi8Mp8YY4wxxrRRzqZ5aKzObfc1U9sABI55X23LxBhjjDGmbhx8YowxxhhTEAo81VUk8/pkjDHGGLsMB58YY4wx1mmc2XN9F85fuOpr51rP8xbG2w9jjDGm1Tj4xBhjjLFO48yejp0/dx6pa7JxtKAaxmbtv1dZWI3NX+/G0LuiYWCsr9VbG28/jDHGmHbihuOMMcYY65GWM+e0eg2eOXUWS19bj+0/7oWxhdFV3+9jZ4ac7UX4/YmlqD1cB23WURbYhauTxRhjjDGmYTj4xBhjjLFOOVZ8HNVltVd9vaq4GgtfXIPqshqtW5NnT53FopfWoLKgGnPengTnkChYOEW2ezj498edn8+Err4uFsxbheMHT0DbnKo/jfWf7hDr6UrHiqpREF+CCxyFYowxxjQWl90xxhhj7IZS12Zj67fx8I+6Ok3FysUSJRmnMP/J5Rj9aCxCRvtrTandync340RFPW56bwrsPK2B0GtPtbvp3ckiSLf01XW47ZMZMOkgS0oTHck7hhVvb8KFc+cRMMgMrafbf1/PUA8r39mM0LH+GPVILHR0ddS1qIwxxhhTEg4+McYYY+y69v59AHvmJ2PA9FDYucSg6bh1u++b2gYg5t6Z2P59AjZ8uhNnms5iwLRQjV+riYtSUZ5WITKeRODpBoz6GGLma+Mx/6llWP3eFsx5eyJ662h2EvqhzCOiJNHe2xaT543Cwf05aKw2vmr7cY0agY2f7cSputOY8uJoDkAxxhhjmhx8qq8/CTMzU/TurdknQowxxtj18ES3f2VszBWBpyF3RmHgnH4ABl1zvVHWiqGpAbb/sBemVsbwH+qtsRva4ayjSPgrBYNv6Q/XUMdO/3dmNiaY8vwo/P38aiQvy0D07HBoKirRXPbGRjgHOWDqS2OgZ6CLwDHXzgwzsTTGstfWY+PnuzD+qeHo1asXtAkfdxhjjGlN8Gn1ytX46vOvMW3mVMycPRPe3l7qWzLGGGNMTXgi1789nrZ8E49+k4L+CTxdHwULYu+IRGNtE9Z9vAPWrpawdb9xRpDctLacw4bPdsI5qG+n1suVKBgTPSsc8X8kwzfGA5aO5tA0Z0+3YMVbG2Hh0AdTXhgtAk834t7PGROeGYHV729FX19bREwKhjbh4w5jjDFN1i7FafbcWXj51ZdQmF+I8aMmYOqk6fj9199Rd0K7J7MwxhjTLufPX93XSNt6IVMj7VXvbYatuxVG3HftbKeOAlCjHxsKaxcLUVrWcqYVmmb/8gzUVzVgzGNDu102N/CmCJham2Db9wnQRNt/SEBT3WlMfXE09I30Ov3fUbYclXdS9pw2NmbvzHRAxhhjTI7anTEZGBhg4uQJ+PHXH5CYkoDpM6ZhyaKliIoYiIfufxibNm5GS0uL+paWMcYYU3LAZcfPiR1P5Co+juxtBVozkWv3/GScOnFa9OnR0etaA2hdPR3x39Ufa8C+RanQJCerG5H49wEMmBoCK2eLbj8PZQLFPTAYJckHUbSvDJqEfp+MjXkY9WAMLPr26fJ/TyWelg59RA8oauquDSpyKjucJEnHIgoC077EGGOMydk1b9dZW1vjrnvuxKp1K7Fu81o4OjriofsexpuvvaXaJWSMMcZUgIJLvzy6GGlrs2Fq3b4hMtE31MW6/23Hijc3iiCVpq+L1DXZiLltgCib6g4KzETP6YekJWmordCcDOqEP/dD31gfg27u3+Pn8op2g0d/F+z6ZZ/GBFlaz7Zi23cJ8IpyQ9Ao3249BwUvxz4xDEfyjyFtbQ402YXzF7D79yT89dzKDrMraf87mleFXx5ehLxdRepYRMYYY0whrpsrTnd39yYk4ruvv8OivxfDw9MDgwYPVMwrM8YYYxKayLXg/1bCxMIY93w7F46BkbBwav9w7TdITCo7lHUUC+atwumTzdDUi+EtX++BjZslIib3rOdO1Mww9LEzE32jNCFjrO7oSWRtLRB9nrpSSnbdHlm3R6LmUB3y95RAU0oSG2uaMOKBQT1qGO4U0Bf9JgZhzx/JaG44A01EAce1/9uGfYvTMOzugfCMjLnquGPvG4G7v50D31hP0QsrZWWmuhebMcYY65YOuz8WF5Vg2ZJlWLFsBRqbmjB5yiTMX/A7+kVo7kQWxhhj2qmysFqMgncOdsC0l8dAV//6E7lu+WgaFr6wGktfXY8570xSSBBCSgoSSnEk7xhufn9Kt/sZtaF1GffgYLGuytMqRENpOdu78ABMLI0QOs5fYc/Z18dWZAntXZACv1jPHq9zdaKgU+KiVPSfGgJLh543UadJgtlbC7BvcSqG3aNZNz8pGLv5q93I310iGrL7DvYAEHbNn6fpf2b/9AjTM9RD6FjFbYOMMcaYKrQ7w0lLTRdNxseOHIfcnFy8+N8XkXQgEW+9+yYHnhhjjGmcU/WnsfLtTbBxt7oUeLoRG1dLzH5rImoO12HDZzs0IqPn8kyM+D/3w2OAiwjGKQKVlTkF9sWe+cmyXld1lSdFICR6dr9ObSddDbJQ9lNBvLyznyiDh9YNNVNXBGNzI0TODEPKqizRa0uTpK3LEX2xxj057J/AU+cmSVI24uavd+Nw1lGVLCdjjDGmlODTiRMnMHnyROzdH4+ff/9JNB+nJuSMMcaYJpaXrflwG1pbzmHqC50LPLWx87DGhKeHi6yF1LXZ0BRU+lVz8ARib4tU2HO2lZYdza8SzbXl6sCqLBiZGSgl44SynyhIl7w8Q7YBusbaU8jYmCsm1RkY6yvseQdMC4WBiT4SFx6AJvVU2/59gsgQC4rz7dK+NOL+QXAOcsDqD7aiuVEzyxEZY4xpQfBpRNxw3PfgfbC1tUVFRQVeeO5FTBgzCR++9xEOHTyEzz/5Qn1LyhhjjClQ+oZclKcexuTnRsLMxqTL/73PIA+RhUDNoikrRhOCcQl/pcA72k0EQxTJNdQRrmGO4vnlGFw5c+osMjflIWxCoMKzntpQIIImm1HJoxwlL0sX66bfpCCFPi+VtVJAK2tLAZpOnIImNGRf/f4W2HpaY9jd0V3+76ksc8LTI9DS3CJK8BhjjDG56LCxwMmTJzF35s2wsbERDcYpI8rF1QVJ+5KQsIc/6BhjTO5yNs1D0p9T2j3oa9qi4XgTdv6ciPAJgXANc+r289BIeCoN2vTFLlkGVS5Xsv8gag/XYeBcxZRMXYnK1ai/1uFs+ZULZW3JFxly4RMUG1i5nHuEs5gQKMeG0tR8P31dDiKmBis066lN+PgA6OjpiOwzuUtako6Txxow8dk48Tt1BwXLRz0cK8pAi/aVQVto++cWY4xpZPCJJtz5+vrgmeeehqeX56WvD44djG1bt6ty+RhjjClBY3Uu6iqS2z3oa9pi2/fx0DfWw9C7onqclTH28aGimXbuTnmPQd+/IkP0ZnLws1PK87uFO4neWvuXZ8ouI4yCHv5DvWBqZay016GSKsp+KogvlV1/o4wNuaDQa0+nI16LgYmBCEBRievZU2chVyeO1IuG7FGzwmHlZNGj5woY7g3PAa7Y/sNeERjVBtr+ucUYYxoZfKK7t7p6F6f3XD4mt7GhEZaWPfuwZIwxpn7nz1+dpdPS3AptcDinUlzgj7hvkLio7Sm3cGf4xnhi929JoqRGjqpKanAw/Qj6TwtR2mvQ+UTktFCRqXGioh5yUZ5egbqjJ9FvovKyntoExvlAz0AXmZvzIKcm9anrchA43BtGZoZKex0KzLWcaRXld3JFgSJTaxNEz+mnkP1p+H0DcbKqUSMywjrjXMv5q76mLYE3xhjT2OBTZNQApCSnYO3qdTjXevFEOiszC0sWL0XcqDhVLyNjjDEFaW44g20/JIjmz1eqKjmOP55eLsuyqM6imyvUo4l6GvnFeinseSmDqrHmFFLXyLP5eMrKDJjbm8FnoLtSX8d/uDdMLIxxYLV8Lpap15ONm5XSMsIup2+oB/9h3sjanC8yruSgMLEMDdWNiJiinKynNhS0oalwaetzZFniSr28ipPKMeyuKBFgVARrF0v0mxSIvX8fEJM7NRUFf1e9txmVhVd/bh0rrMbytzaKrDLGGGMyDD5ZW1vji28+x/vvfoBXXn4Ni/5ejFvm3oYXXnoeAYEBql9KxhhjPVaRU4lfH1ssLmz72Jpe9X1rV0ugF7DguVXY+cs+kdGgaYr3lYv1MPTuaPTq/W9mb09ZOpqL/lF0EXimSV4TqGhiVt7uEtFMm5oZK5Oung5Cxvghe1uByGKRutMNzSjcWyaW+fJMcGUKHeMvslko40oOUldnwSXEEbbu1kp/LdrHaBqjHAPku39Pgp2ntciSVKRBN/cXf+5fngFNRMcK+tyiGyYWDuZXfd/C0RzVpbX49dHFssoYZIwxbXTNWy+DYwZhx55tqKg4gjNnzsDNzRV6/5TiMcYYkxe6gKYJS47+dpj0fyNxMCUPjdXtJ7yZ2gZgyP3TkLIqEzt/3ocTFXWYNG+UCBhoAsqWiP8rBW79nOHWgybj1zLwpggxaj51bQ4GKqCsRlVydxThfOt5BI/s/Mj3nggZ44/EhakoiC/p0ph5dcjdXiS2m8ARPip7zb6+tiLTijKu3Ps5Q8pqK+pwKPMopjw/SiWv5xzsAGsXC6Svy4VLsCPkggKJVNY687XxCg16Eyp1jJgchJRVWYicEQajPsorfVS1xIUHsPv3ZISM9kPcgzEo2p2Bxmqjqz63Yu+dhR0/JWLDpztRX9mAmNsGqCxYzBhjrPOum/fbu3dvuLhI+8SHMcbY9ZWnHcaqdzfDL9YT458aLiYsBY55/5o/P2BaKKydLbDi7U1Y++FWTHl+tMIvmNShLPUwqoqP46b3Jivl+U0sjERgJWVFBvpPCYaeofRv2FBghQJm3gPdYGKpvGbal7Po20dMdqMm1VIPPtGUOypFpImGqkIXzZRpReWhVCZraNbzvmTKQlmUFOzwUnK55uXrhjL0KNAQVz9Ype9LT1Cw1cHXDh4DXJTWD4umJNIj9vZIaALqY0WBpyF3RIoeWfTeX+9za/SjQ0QG6vYf96K3bm8M/icjjDHGmHRcM79+86YtuO/uBzB14jRMHj/l0uOrL75W7RIyxhjrtuqyWqx4e7O42J/wzIhOj/b2GOCKqS+OERlTu+cnacQ7kLQ4DQ7+diJ7QlkiZ4ahufEsMjflQw6OFR0Xzcap1EuVQscG4HB2pSihkqraw3U4VnxcpVlPbQKGeYuhAIWJpZAqKsvN2lqAwBHeKs2ODBrhS9XByNtZDDmgbehgegUiZ4UpLRuHgnDUEJ+yn87IeBpgm/w9Jdj6fTyiZ4dj4NyITq+3AdNDMfSuaMT/sR/5u+WxfTDGGLQ984maiz/9+NN4+v+ehruHe7uDvpOTfNKcGWNMm5093YIVb2+EhUMfTJ43qsv9fDwjXTH83oFiQpOdhzX8h3pDrqhfyMGMI5j28lillmOY25mJi/HkZekIn6j8HkqKyOwxszUVpYiq5B3tJjJmsrcXYOid0ZCi3F1FMDDRh3t/5WSrXA9lobmGOiJ3ZzFCRqs2MNhZZQcOo6n2FIJHqXb5KBPMK9pN9AJSdpNzRaBjgYVjH6U386dJlftXZCJ7izzWy7VQ4/ANn+4QAdghd0Z1+b+PmhWG4+W1WP/JDlg6W4jPLsYYY9LQ4VlxXm4+Ro4eibvvvQsj4oZj+Ihhlx4+vqq/A8gYY6zrtv+QgFMnTmPqC6Ohb6TX7XKOgOHe2PzVHjQcb5Lt20B9rCydzEXQQ9n6Tw3FyepGMdlKys61nhPZAXSRp+ogGWXgURko9ZuS4uQyWibKrKHpaurqeUbBXsqYaaqT5hSzzM35sPeyEU20VS1opC8qC6txXMKZc+RkVQPydhWLUmZl72OmVibwG+IpJknKZVLilc61nMOaD7aKyYZjHhvarRsF9N+M+c9QEXha++E2tLacU8qyMsYY67oOPwnD+4WhIL8Qra3Sn0TDGGPsakWJZcjYmIeRD8WIzKfuohP5UQ/HQtdAFxs+2yHJQMGN0MU7lXFQWYoqelfRxbhzUF9xEShlB9MqcKq+WQQX1SFghI+Y6nYk9xikhqZnUdmd/zD1ZftR4Iu214I9JZAaKu0qSS5HYJx6bkh69HcRmXM52wogZekbckXgX1XN/PtPCRGZQyX7D0KOEhenorq0BpOeG9ntGyZEz0AXE54eIYZmJP59QKHLyBhjTMHBJ28fb4waPRKTxk3Ba/99HW+/8c6lx/q163vwcowxxpTtbHMLtnwbD++B7iJDoKcMTQ1Eo3Iqs8nZXgi5ydyYCx2d3gpZF53Vb3KwmG4l5cyM3F3FsHGzhK27lVpe38nfHn3sTJGzQ3rbVO7OIhhbGInSN3Wh8jKPCBdR/ifF4DZllPjFeqnl9XV0dUTQlI5HUs3yoSweugEQPMpXZcMHHPzsRF87qQe+O3Kioh77FqaK5uKUUddTdFwbfEt/JC5KFX23GGOMSTT4VF5Wjh+//wlu7q4wMDQQH/Jtj946mjFymzHGNBWdwJ8+2Yy4BwcrrL8RjXyn8qydv+zDWRk1tKWmyGnrc0WWDQXRVMVnkDtMrIyRukaaF4EtZ1pRkFAq3lN1jSSnrB56/fzdJaIEUFIld7uKRFmgunt2+Q/zQkV2pSjjlBIq13QOcoCZjYnalsF/qJcoBT6SJ73MubYA3am60wgbH6jS16UMT5rsWV/VALmgfW7zN3tgZmcqmowrStSscFi7WmLb9wmyzNpljDGtaDi+PzkFMUNi8N2P36p+iRhjTAFyNs1DY3Vuu6+Z2gZcd1SzJqCSC2pwO+jm/qL5tSINuycaPz2wEHsXpmLY3dJsEn0lytZqqG5E+ATVXgDSzRqaIEcZCCPuGwRd/Q4/btWmJKkcLadb1FpWRih7Zd/iNJSnVcBzgCukoLKgWpQD+g9RT1bP5byj3UXJK5WNRk4PhRScbmhG6YHDiHtgsFqXw9HPXgS/aN04BfaF1KSty4FLiCOsXSxVXq655Zt4MUwg5pYBkIPifeUoTz2MWW9MUOixkoLHcfcPwqKX1qIwoRS+MZ7QZNp63sMYk48Ob+nRhLvTp06pfmkYY0xB6ASsriK53ePKkzJNRCOmaVJW5AzFX6ia2ZiKkoiUFRmika4c0AWYnZeNQso4uorK/M40nUXRPuk1Hs/ZWQRHf3tY9O1+PzBFsHW3ho27lWg8LhWFiaWi5M4xwF7diyL63riHO4ksGqkoTCgTpW7qvpCnzDlahoL4EsmV3p04Wi+ma4aND1D5a1OJX8AwL2RtzpfcerlWduru35PgHuEsenkpmlu4sxg0seOnRI1vPq6t5z2MMZkHn+z72uPYsSr898VXsGHdBmzdvPXSIy83T/VLyRhjCnD+nPRPxHuiqrRG9KqhPhfKyrQZMC0EBqYGIvtJ6pobzoiLdlU1+72SpaM5nIL6igCYlFDZZOn+Q6JsSQoow4gmA1KPHCkoSiwXF6vqLrlrQ73bKnIqcapeGlPvqCTRNcwJJhZG6l4UURopSu/ypVV6R72o9I31xXunDiGj/UX23sGMCkgdravj5Scw9C7lZdMOu2egKF2lgJwmu3Be3UvAGGPX1+GZVVZmFkxMTJCZkYVvv/4eX3z21aXHju07b/CUjDGmXoeyjqDmUN1VXz+afwx/PrtCNDiWwx3hroqfnwxLJ3OlNtamu+rUk4NO4usqT0LK8nYXg9p8qGuaGwkZ5Xex9O94E6SiNOWQCPRQXyopoOWgDDHKFJFC2WrNwRNqCxp0xCvaTfxZkqz+CWYUAKP3SQoliYSy90ytTVAQXwqpoN5COdsK4T/EU0xdU4e+vrZimECmxIMt1Ost/s/9IhCuzOxUK2cL8TlAzcc1MfvpcNZRLH9rY4dBWJrcmb2tQGSYMcaYJINP48aPxYo1yzp8PPTIg6pfSsYY6+SF0cp3NuHveas7zKKwdLKAgbE+1n64DfOfWobqslqNWa80zYfKu6jHh7IzNqiBrrGFoeRHWGdtzYfnABcYmxupNTNDV09HUlMCCxPLYO9tgz4K7gnWXdQQmLLECveqP4BAmXIUMKDMHqmg7ZdKAKVQeke9eYj3wIsBMXW7WHrngYI9JZJpKH0k9xjqjp5EYJyP2paBhggEj/YXQTnKAJWq3J3FIkNr8M39lf5ag26KQGNNk0ZlP9FgkVXvbsaCeatQX9kAc/urj+m9dHph3f+2Y/6TdM5To5blZIyxNtLIKWeMsR6qKqnBb/9ZgsPZlZj8/Ch4RsXCwimy3cPOu59oaHrr/6bhXOt5/PHUMjG1SRMkLUmDhWMf+A1Rfh8WujiPmhmO7O2FksrouVzt4ToczatSahZYZ1DpjU+Mhyi9k8LFMQVlKYPGZ5AHpIIulCn7icrd1J2RSAEe6j2jroyV6zUepww6mlKo7vVDzb3VGdDtKMBLJVVH86sgBXRcpCCAc6CDWpcjcISPyHahqZZSRPt68tI0kWVIAWhls3KyENM1KftJStM1e1Jm/+tjS0Qm4qTnRuLOL2air1//q8573PsPxm2fTBdZwPOfXC5K8xljTF2kdXbFGGPdcCjzCJa9sRHWzhaY/spY0XAbeP+6pRq3fzIdm77cjVXvb8HohjMqn4amSFT+RhOfRj0Sq7I+NSFj/JHwVwpSVmVi+D0DITXZWwtgaGYAzyj1Z2hQzykqw6kqPg57b1u1LgtdqFCJm1RK7tr4DPZA0tJ0HMk7prbJZZQ5WZF7DOOeGAap8Rnojp0/J6I87bAIRKlDS3MLytIqEHt7JKTEKaCvaBBPWVl0bFcnKunK31WMfpOCRFaWOlFPLsrgox5doWP9ITUl+w+KXk9j/jNUZa9JJeOUhVqwp1St5dg9dTinEsteWy/K7Kf/dyxMrUzE16831Y4CUJu/3IU1H2wVx7r+U0JUuMSMMXYRZz4xxmStsrAaS19dD0d/O8x5d9I/gacbo4bc458aLsaXb/5qt6xT8fcvz4BRH0MExfmqdAoXBezS1+fizKmzkBLKMKJ+T20lb+pG49bp4jhvd4kkSu4oQ04VmQZd4eBrBxMrY7F86kJNz4lnpCukhi4yrV0sRHaYupSnVaD1TKtkSu7aUJDHK9IVRf+8f+pEWYXNjWfUWnJ3uYChXiLg3FQnjWb1V2br0kAGCh6qio2blZiot39FhiQyUbtbYr/klXXo62OLuW9PuhR4uhH6LBz35HARgNv2XQIyN/EAKcaY6nHwiTEm64yfpa+th62nNaa9PBb6hnpdLvehKTjhEwOx8YtdKEs9DLmhCx0KnEVMDlZ5qVC/ycE4d7YVGRvzJFeCST1XKPgkBZSN5jvYQ5R4qvOCh8pcqGyKSu5o25daAIHKb6jvk7rWEQUOnALsJVVSdjmvaHexjOoqTaRth5pYWzqYQ2oow/F4WS3qqxrUuhy0j1M/NSrxkgKxr/fuJXpiSQllOFKJfPSscJW/9oDpoeKmVUV2JeTmZFWDuNlm62aF6a+ME2XdXUHH/SF3RonMPDrnoewzxhhTJQ4+McZkqfVsK1a8tQkGJvqY8cq4bgde6GRs5IMx8OjvLBp31h9T78VLV9EUm3PnziN0XIDKX9vUyhj+w7yRtjZb7b16rrwANDY3FBlHUuE3xEtsW8eKjqttGY4WVKGp9pQo4ZIiKgWsO3JSTJtTNeoBU5ZaAY8B0st6akPN85tOnBK9XlSNegdRZpi6Sv5uxL2fM3R0e19qiK4O1I+L1pFfrDQmARIqPfaIcBald1KSuiZbZPN5qmF/cwt3go27lch+khMq6Vz+1iboGeqK9gI9OeeJe2CwmKK5+v2tkp9ayxjT8OBTTU0N3nnzXYwdOQ4hAWEI9gvFiNg4PPfMPBQXSevOCWNMe+34KREnKuow9cUxouSsp5kpE/9vJAzNDEU/BLk0I6UMkbS1OfCL8RT9PdSBSu8oy6g8vQJSWSfU/4p6CKmq/1VnOAf1FSWhVA6oLpQ1Q/uKuvviXAsFC+nCqmT/IZW/NjWrPnvqrCjJkSqaeEflrqUpql8/R/KrcKq+WVywShGtF+pv1FY6qQ5lBw6hpblVTN+TEv+h3qJHUMPxRkgB9RuiY3T4+EC19MWi4EvEpCAxHZam38nFrl8SRWB+2stjepydKc55nh4hptaueX9rh9OBGWNMGdqdmTc1NWH65JnIyc7BvQ/ci2+++wo//PI9nvq/p9BytgVTJ05DSTEHoBhj6lW0r0zcOY17MAa27lYKeU4DY31MnjdSpOPvXXAAcnAo44iY6kZlg+ri4GcHO09rkf0kBdTUW5TcDZFO9sGl0rsY9ZbeUdCCJrmpuxHy9XqSuIU7o1QNpSC0bqgvl52HNaRKR5fWj5Nagk+UUUTBU+rNJVVeUW7imEhBRHWggAodCy0dpVWW6B3tJvatfAn0nGsbBkGCRqlvEilNvdM10EWmTHo90o2DlJVZGHH/INi6K+YYRSV7U+aNQlXJccT/uV8hz8kYY10KPu3YthO2traYv+B3zJk7G7FDYzFo8EBMmToZn3zxMabNmIplS5bf8EkZY0xZzjSdEQ3CqT+Moif40IVVzG0DxChmdZS2dFXq2hxRPqCu6WBtd5Ep+4nuIjccV/9dZLoAFCV3weodc94R/yFeOFnViMqCapW/NjUcpsCqOspculpaRr1gVN3EvuzAYUkH5tpQWWBFTqU4DqoSBbw8BrhIev14RbniXOt5lKqhdx+VRFGAzjdGGn3mrgwyUEZfwd5SdS+KKM9OW58D/6FeMDLrWcZyT9cJBaAyNuSKklIpo2Dqpi93ie1b0VN5afpqzO2RYtIoNTJnjDGVBp9aW1tgbGJ8zUakJqYmaGltUfpCMcbYtez6NQlnT7Vg1MOxSmmaHDkjVDTV3fT5LkmflFK5ADVn7jcxSO3No+kknvpPZGzKVetySLXkrg0FCWmiW358iVpKgtALIsAi9eAK7XflKgwgtAXmpFxy14aWkS7gafKcKo811aU1kl8/fezMYOthrZa+T7S9nj3dIpkhB1fyHuQhgpbqnnpH5dnU103RQZTuCB8fgJPVjSLwLGW75yejueksRj0yRDnnPNNDxX6z8bOdkj7nYYxphnZn50OHDUV2Zrbo7xS/O16U2JWXlSMlOQUfvf8//Pbz75g8ZZL6lpYxptWoYXLauhwMvSsaZjadGy/cndKWMY8NxdHCKnGHVqqodIFKKQKHe6t7UcRd5MARPsjYkKfWk9fj5SdEyR0Fn6RIjISPclPLxXHp/kNw8LGT7CS3Nn1sTUU2nyr7PolAFwXm+kk7MHdp/bhZqrT0ji7Oadulkj+p84x0EVNLVV3aSkFvGzcrWDlLY8rdlbwiXUXgQp0N2Un6+lwR6KBybXWjrJ++PrZIl/DnPAXFD6zOwpA7IsW+rwx0o2bc40NFtje1M2CMMZUFnyytLLFkxSI0NTbhoQceQdzQURgWMwK33nQ7Ug+k4rc/f0VwSLBSF4gxxjpCFxM7ftwremqEjVfuZDdqyBw2LgAJf6aguUG15S2dXRdZWwvgE+PR5VHLykIlkJQhcTDjiNqWgZoNi8bDEppydyWaNEd9uuihKhQQLD1wsWxKDqg0kEaAqyqAQIGcvt62kg/MtXGPcBHLrLL1c+CQKElWZ5lUZ7n3cxETHY+X16p8EqDPYGlOAiQ0aIBKkYsS1Vd6d7qhGcX7yhA6xl/t2bpt6FyiOPmgJBuPi3OenxJFX0vKcFZ2II7WRcJfKeJ9YowxZbmqLsHTyxNfffclMnPTkZWfgYzcNOQWZePPhX8gemCU0haEMcaupyixTPSCGX7vQJWUVMXcOkD08di78IAk74ZS8CJ4pPoatl7JzstGZGS0NZNVVyN6Kg3S0dOBVLmGXZzoVphYptLthYKoUi+bujx7hQIIVSXK77tGJWyUKSOXddPWF4v6q9HkK1UEVijzSS7rxynAXuxfpSmqK6U6kntM7F/e0dINPhHvQe4oS60Q5YHqQA3PKV7qP0w6wyBoMIWObm/k7iyCFJuMH8o8gmH3qO6chwJeexekKP21GGPa67pHM1NTU/Tp00cydygYY+3lbJqHpD+ntHvQ1zTNudZz2PnLPpERQdOwVIEmOw2c00+kvFMpl5RQgMfM1hSuodIpg6HPicA4XxQmlKpl2lTTiVM4ml8l2VHwbXT1dUXmCgVTVYWyiCjzgUpM5IAyDw1M9FUy9Y4mPZ2qOy35XlhX9g7T1ddRSd8nEbhslE/gkgLPrqGOIqCoKpT1RL3c7L1sIGU0pONcyzmRyaauzy3PSFdJZRjSlFtaL9nbCiElFPTd+XOiOC55RKhm36P3ZeDcCKSuycGJI/XQRNpyzsyYrIJPVceq8PknX+Djjz5BdXU1DpYfxMP3P4J77rgXO3fsUs9SMsY61Fidi7qK5HYP+pqmoV5CFAAadk+0Sl+3/9QQMTktUULZT5SNRXdpg0b4SG7yVOBwH7ScbUVBQqla7hJTAEzq09wIXewcyTsmAmaqQCVadBEjxSbs1+q7djGAUKGSdUOBLgp4yQUFMCkApYrgEwUqKHBp7y3twMqVpXeHs46ipblFZcEn0VNJYsfjK5nbmYkM1aK9qgt8tzlRUS+OeUFxPpAa6ldIDfWry6Qz4TZzcz5qDteJrCdVipgSDBNLI+z9WzrnPIrUUKUd58yMSVm7M9Hm5jOYMXUW4uMTUJhfKAJOzzz5LOwd+iIkLAQP3fewCEYxxtTrxNF6xP+1H8eKrz5Zoq/t+GmvSnvKKDvYkrgoVZy0UkNXVaIJbtGz+on+SlLJfipJKhclHkESKrlrQ03g3cKckL1N9aV3RfvKxQU5XShLXVvzXwqYKdup+ouT3OQQlLucWz9nHMmtxFklBxBo+pZLqKNsAnNtaD87lHVU6Q3+ReCyn3wCl8S9v7PI8KEybVV8FtccqpN8xuXlPecoWKbqwRD0mWBoagDPKOmtJwrM002mHIlkP9G2S8EfCorZeVir9LVpiEn07H7I2V6oMdlP9Bm4b3EaFjy3UpTIXunE0ZPiM5IxphrtziYS9sTD2sYaC5cswDc/fI3QsFD01tHBa2+8gqeeeRLTZ07D+nUbVLRojLErUVPMDZ/txE8PLETKikzRXPlK9LWc7UX46aGFWPnOJtRXNch6RWZvyRcZIgPnRKjl9UPH+cPYwkgEwKQge3shHPztJDtViYJi1HScRlirSsuZVjGxzFsmF4AUIHMO6quS0jtRfnTh4gWWnLiHO+Nc63lUZB1V2mu0nm1FRc4xEciRG9cwJ1HeqsyLptMnm1FZUA13mZTctbF0NEcfO1OVlJeVJB0UJZBy2Ya8olxxpumsyEJSFeqrRsEM/6FeIrghxUxL/2HeyNlRpNZprW2oBLDheCMGzVXPOU/IWH+YWhnLPvuJeptt/3Evvrv7L+z9OwXGFsYw72t21c+daTyD+U8uw9/PrxIT/xhjKgw+NTQ2wsPj34aJ/v5+8PT8d2S1l7cXqqs4OsyYOuTvLsbPDy8Sdy3jHhyMR/68A5aOfa76Ofrag7/cgvFPDBcXDr88vAipa7NVPnpaUb2e6I4VnbRaOpmrrcQlena46FdRV6ne7Kczp86idP8hBAzzhlT5DPaAnr6uShu4HkyvEAEouWQfEK8oN1E2RQEQZTqYViEmREqpz0pnWDj2EaPFy5RYWkZ3wSnLgEr85IbK4KhckLZ9ZSlPOywCB5T5JCeUVUh91SggrYqMSwoE6hlefSNIiuw8bcTNFOoDpyoVecdQf6xBZPJIFS0b3dyjBt/qRMGvfYtT4T/ES203mET205x/sp8q5Jn9RMdFOvdNX58jenc++OutmPriaBFU62jS34xXx4lg+++PL8We+cmSCEIyphXBp6ioSGRmZOH8+Ys7Xf/IAZg4acKl75eXlcPXT7ofHoxpIjr53/Z9Ala9t0U0fb33u7mImBQsThBMbQNg4RTZ7kFfo6arwaP9cPc3cxA8yg9bvt6DjZ/tFCVscpK7o0ictNLJgzqFjg2Akbkh9qk5+6l4X7kIyPkO9oRU6RvqiSBQwZ4Slb0mBWTpRN3KSZrZYB3xGOAqAmbKLA2igDOVldHFsdxQAIFK75TZ14gy9OhC3NrVEnJDZXAuIY7i/VUW6rll62HV4QWb1FGm3/HyEyKDRJk3A6i3FAWS5YL6UtG0RLqJoSoFe4rFgAzHAOn2VaNhDHSDK29XsVqXI293sSjxp+CPOoWMuZj9lLhYGhnfXfnMO7AqC4teXgtLZwvc880cDLopAkZmF8vxOzpnNrMLEPvwHZ/PxJDbI0WW+5JX1uF0Q7O6fx3GNJLu5f9wcHTAbXfciuSk/YgeGIXAoIBL3ztScQTZWTl46ZUX1bGcjGklChat+982FMSXYvRjQxA2LqDd9MnAMe9f97+nErxRD8fCKaAvNny2Q5TgzXhlnCzu0lLQjU4CfGM8VN7rqaPeTwOmhYo7YrF3RMHEQj1ZJHRi7BzYV/RWkjK/WE+sfGez6Idi6WCu9JNNCj5JORusI9YuFuKCjDIQlJVZQpl6J6sa4RYuv+AToeXO3JQnym5p+qSiicBcqKNsJ/pSqdeOnxNFEJOOUcrIHvAe9G82vNzWDQVaqOw0ZLS/Ul6jLOWQyJCgUjY5ocB31pYCkeljam2i9M/x/D0l8BviJen9jJaNPrfS1+di1COxohRPLec8C1NF+biqez1diW5u9p8Wit2/7sOQO6JkEYCmcwGaEJi8LANRM8Mw5M6oq3rVXe+cmd5zCvpRkHTVu5ux8IXVmP3mRKV89jCmza7qIHn3vXeJwNOVHJ0csXTlYhgYGKhq2RjTanRSu/bDrSLbZdrLYxA+PrDbJ28Bw70x++1JOFpQjWVvbFDZFKCeoItySvmOmhUOKQgd64/eur2Rti5bLa9P487LDhyC31AvyOHiRs9QFwW7lZ/9VF1Wi8aaU7JrqE37MmUy0gWsMkvu6OTbOcgBctSWsXUwXfGlMKJfUkG1LLPC2riGO4myQWrMrozAJWWdyqWX0ZWoubWDrx3KDiiv9K44+aCYHmdmYwq59VOjwBw1k1dFyR0dn6mMTOr8Yr1E6dWhTOX1mbseej9qDp5Qe9bT5ec8lEWftlY95zzdDTzRDVeaEtjdIQmUUXrT+1Nw+uQZ/P38ajTVnVb48jKmzeQzvoQxLUIfpBu/2IWixHJMfXEMvKN7fveZMmZmvzFBXHCt+WCr5Gva96/IFHeg6AJCKhczoWP8kLYmW2QaqBr1Fjl37rykS+7aUBYGbbN5Kii9o4AcBbpo0p3cUPkLTcpS1lAAKlmj5vQdDSaQA8owpH5VZWmKDyAczqkUx0DXMPn1e7o8e87EylgppXcU8KMAhXOwPAOXbZlzVFqpjH6HlKVSuv+g2IflxtDMQHy2qqLvE/WqpAxPBz9pfI5fD5WYUq85ytRSh5RVmWI9OfpLozzRwFgfoeMCkLYuR/I3LJMWp4nA0+hHh6DfpKAeP5+1iyVu/mAKzp4+i2WvrRfNyxljKg4+JexJwJP/eQqLFi5W0Eszxq6Fmmxnbc7HhGdGwDNScRkddIE+5cXR4o7tjp8SJfsGUDYLlXwMmBoCKYmYHILTDWeQu0P1I5npJN4l2FEW6e+Eyiyqio8rvWFpacphuIY6iTu0ckNZJXR3Vhn9V+jimC685Zq5cnkAgYJoig4g0PGFGppb9L16aIOcsueobFAZmWEHMyrQ19dWXIDKFa2bU3WnRYBX0Wgq1qn6ZpG9KEeelHWZWiF6CCoLHYMK4ktEOZuUS+6uLL0r2luq8ptzlPFEWXr9p0jsnGdKsMi6ztpaAKmiPlm7fktC7O2RCJ8QqLDnpc+Gma9PQG1FPVa/v0XyN2wZ07jgk66eLoyNjWGgL98TEcbkgPrX7P49CTG3DlBKHxuPCBeMfiQWKSszkbUlH1J0YFWmuFtKk9OkxMKhD3wGuWP/8gyVTg9sbjgjepf4DZF+1lMbj/7OIuOGTgyV5WxzCyqyj8K9v7ymcbXRN9YXAWHKoFDGxTGVkMi131Mbt3BnNFQ34sQRxQYxKWBDWU9yuCi+Hnp/KwurcabpjMKek45ttH7kHrik7B4KSitjIiCVy9LxTQ4ZPdcqjabSU5r4qOySOwroyAWV3lFQ8VCWakvvUlZnwdTaGL6x0jrnMbczE+9fyopMEUyUmuqyGqz/eDuCRvpi4FzFlytS761pL40WJZEJC1IU/vyMaaNOB5+ioqPwzvtvY+r0qcpdIsa02MnqRqz9aBt8BrqLCR3KEjY+UKRTb/56D46X10JKTtWfRva2QkRMDup2zb4yURNOupNOWSWqUphYKk78fCUWjLseXX1dMfVOmSUMhzKO4FzredlmHxCPAS6ibIp69ygSXXBTOaJUyla7yzmoL3R0e4vgq6LQFKNjJcdl3e+pDf0OdGxQ5NREOr5Rk3e5rx86BlEJkzKO1bQ9Us8tdTSmVgQqZ6WSzRIlTr2jbF3KLpRTgI7Wi3lf1Zbe0fEoZ2sB+k0MkuT2RNlPFPxX5mTN7t58WvXuFjHpdsxjQ5R2I4FugFDT9b0LDqAkWfmlqoxpOuld2TGmpegCgu7gUJnDuCeHi34byhT3wGBYOpqLqR7q6GF0LZmb88XvHjrm32mbUuIUYA8bdyukr8tR2WsW7CmFS4iD7KauULCsurRGNC5WBipToGw0ZU/UUybqGdPS3Cp6ECkSXShQvx45liNejiZzUgbLoQzFZSKIhsIXLpZlyR1lJtAFviIzNShwSduNVHrP9AS9x4cyjyg0a4P6v9D+qqwplapAF+pUeqesvk9tJXe+Mim5u7L0rjBBdaV31GKBsg3phqAU0XHA1sNaco3Ht34bj4bjjZj8/CgRaFamqFlh8B7ojvWfbOcG5IwpMvi0dfNW/PfFV5CWmt7T52WMdVHy8gwczDyCCc+OEM2tVdEUesrzo0RgIP7P/ZACOgHL2JgL/yGeoimqVE9OafJg4d4yNNaeUvrrUWkEBRJ8Bson66mNe38X6OrroCixTCnPT6nw7hHyvQAkNm5WYty5IkvvKIvqcNZR2ZdNXT596HCW4hpHU8YcBd7lNqXsWijISO+3IoNPToH24jNC7qi0ksqWqQxVUSiYdZ4yLiPkm3FJKGP0OE0LrW1S+HMfyb9YcucbI7/PLQo+Ua8wRWYTXv+cJ08E6YzNjSDZc56JgWLoScNxxW8r3UHl/BS0owbjVk4WKlkHYx8fSn/B5q92q7TtAmMaHXw6erQSG9ZvxNxZN2HU8DH45qtvcaxSefXgjLF/G2xTn6fo2eGiqbSqULpy7B1RoofRkTz17+t0UVh35CRCx0rzDmCbwDgf6Oj1RuamPKW/VumBwyKY4DXQDXKjb6gnetJQoE4Zo+CpFEDOJXdtJ7X0O1DjdEU5WlAlsqnkXjbVxiXYQfRhUVTjaMoSkvMUtytRVuSxouMKmchE2R5UpkZN/DUBlZ1SEI0+WxSdcUkPORPHh14Xp2IqGk3qNbYwgqOf/LLn7L1tYG5vJrKflO1w9lHUHq5DmNTPeYZ5i/0oY1OuuhdF9DLc+s0e+A/1QlCcr8pel4KDVN5H20XujiKVvS5jGl92N3rMKCSn7sM9992NzRu3YHBULO687W6sWrkazc2Ka2jJGPs3PX3TF7vE3ZuYWwaofLX0nxIsTtDXf7IDrWfVW36XviEXNm6WosxGyqg0MmC4DzI25Co9NZ+yhuy8bER5jRx5D/QQJ9h0wqhIdAHYW7e3Rlwku/dzEr3XFJVJR2VllD1JzVI1gYO/vej7pIgAAk1uoia1mhR8ot+FjkOKuIFQVVKDM01nRcaQJhDlg4F9Fdr3qfSA/DMuiVEfQ9h72Sgl+FS8rwze0W5Kbx+grBsC3gPdULSvTOkZLunrc8VNQKegvpD6cIzAEXTOk6f2qW/bf9yL8+cvIO7BGJW/ts8gD9HcfMs3e1SS+c6Y1vR86tOnD2657WYsW7UEW3ZsQnBwEN576z1ERUTjrz8WqH4pGdNgGZvyxEUD3VFRR38Wauo9/qnhovwucVEq1NlonO4oUdaTHHpE0EhfahBPpV/KQmOwqcElnQjLFTUdpxP4YgU36qT17hTQV0yckru2DCUab68IFOyjRt1yvPDrCN1xp6bFVO7UU2K614WLjcw1BZUQUpaJIkrvaBvUM9JDXx9baAo36vuUdVQhF830OXmiol72JXeXN1MuTzus0CALrR/KUqQeOXLlFe2Ok1WNIitdmY3GC+JLRa8nWZzzTAxEY00TipPU13SbAr/ZWwsw4v7BMLFQT5li3P2Dxc2QXb/uU8vrM6bxDcc9PD3wf88/iz37duPrb7+Eubl8G7syJjVNdaex65d9CB3rL0auqwvdeaOGiklL0kU5kzrQhDuqp6eSNjmgO8Z0gUYN0pWlIrtSZGp4R8v3JJ5OEGnbLtqruBIGURqUXgEPDcg+aEvnpylLishAoIBlRU6lRmX2tPV9ogBCTy+SKTBHPbaorEZT0IUrlSYqouk4BbCcA2nCoLwb1V/OJdRR9M47Vny8x89VduCQuGFDz6kJqCyaejPVKqiklRQmlomAsZzLfik4bWCij+J95Up7jZzthdT0CUEyOeexdbcWNwGytijvnOd6WlvOYcvXe+DWz1mt64z6kQ67Z6AIgimy1x5jWhl8MjExgblFx8Gl3r17I3ZoLCZOnqCqZWMMOZvmIenPKe0e9DVNseuXRPTW6YWhd0ere1EQPStcBAoopVnVRNPNDbmi0aeRmSHkImiUL4qTykXWljJQ2n8fO1MRmJAzn4HuondVS3PPe9K09TSi/jZ0Eqop6EKNgk89Da5UFdeIfk8UrNEk1NeImgD39CKZAjQUqJFDpkFXOIc44Gh+VY9KpymoS02WNS1wSTcJKENSEaV3ZamHRVk4lV5rAroxQBnXiiy9o88tKkuUc8N6Cr56DnAVv4vyznny4DPYQ7KNxjsSPMpPZGPTjVNVS1mZKbLRRj0Uo/bjN/Waon1n8zd71F6GqCiafr3FJBp8mj5zGua98Jz6loaxKzRW56KuIrndg76mCegubNbWAtHwWwoBFxppPvz+QSjaWyZSm1WJMnyo6WboOH/IScBQb+rXitydRUo5OaVG3VS6oO4TrZ6i36H1TKvCLnAOph8Rd6XlHpS7nHu4ExqqG0XD/Z4GV6hsSpPWTdu4b+rx1ZPsnpYzragsrJZ8f5XuoIAaDSaoLKju9nNQiRH1e6Ln0iSUqeQc5NDjnmEXMy6PiGwhTUEBIrqIptI7RaAbMVTaKuds3TZU7k77E5WaKRq1WqA+f1RyJyf+Q7xEOXcuZW2pUNOJU0j8+wD6TQ4SmfrqRutg1MOxqDl4Amlrc6AJNPl6i8ms7I4xdaAL72s14D1x5CSSlqaJD2+53nGg32/Hj3th42qFkNF+kArfwR4iA2P79wkqXbcUhKPJQXSBILeGrdQbImtLgcKfu7q0Vtzlk3PfjMt70ti4WaFQQaV3VHJHZS90UakpnIIdRHClPL1nAbrDWUfgFGCvUeumLThOgxF60vepsqAK51vPy+440xn0WUJN5nsSnKOSRF19HY3q99TGJdQBh3Mqe/S5Vl1aI8qg3WRcTnatwDdlhSniM7/kn35AnlGukDuaQkrH0aIkxZfe0TkDlf66yixDlUrOfAa5I3NLvtKbsV9u9+/JIkNv8M39IRV0g4eChwkLUnCm6Yx8r7UOnkD6+hzUHb36xlfD8SbxuSDXay0mTVednVYdq8Lnn3yBjz/6BNXV1ThYfhAP3/8I7rnjXuzcsUs9S8m0BqXy7v37AH68/2/88shi0dyzo7vXexccwJ/PrMA3t8/Hth8SRINLOaG0ZTrZG37vQEldJFKGDS0TNQulenZVoPczf0+JSGOWY4YPBQ+rio+LKVGKnnJH2T2a0hiZJh+V7D8kpjv2dHupyD2mcReA+oZ6IrunJxkIbWVTmlZyd3npHU3y6+5FD60bCtDYuFpC09CdeDpW9Cj4lHVUbIPqGHyhbC7Bjmg53dKjvk/l6UcuNmP31azgHJUvUxkzlTP3VOG+MhH8llMp2bUYmBiIY05xomKDT1Qam7+7WPS3lONQCCq9O15Wq/BznmupKq1B5uY8xN4eKY7fUkLBMHo/qV+qnDQ3nBEDhn5+aBF+eXgRtnwTL44BHQWfFjy3Cl/d+ruY8Fdz6IRalpdplnZXvc3NZzBj6izExyegML9QBJyeefJZ2Dv0RUhYCB6672ERjGJM0eiuwc6fE/HDPX9h35I0cfE05+2J4kT4SnYeVvjPwrtw2yfTETTKD3k7i/HTQwux7uPtYvqY1NEF4o6fEkVPBLqzJsVG2gHDvRH/535xoa9sNJKZmsHSGF85ovfRxNIYWVsV24SzOLlc9JzQlMa/npGuomdPZVH3y4LIkdxKUV6kacEnQuU8VNbT3buMbWVTmtazpw19LlD5RXdvNlBgRpOmAF6J3nexf7Se6/J/SwE90WxcQ7cde28bETii4GVPJgG6BDlozDH58gwOymjpaVk0nS+UHzgssoE1BZUPUjZqRxfm3UXT4ug4HTTCF3L9nKKhDVlKHLZyufj5ybByshCDeaTG1MoYA6aHYv/KTBGokbqzzS3YMz8Z3971B/YuSIGjvx1mvTEBTyy5u8NSffr+7Z/OENOdaTIjBavWfLC1wywpxroVfErYEw9rG2ssXLIA3/zwNULDQtFbRwevvfEKnnrmSdETav26DZ1+csY6Iz++BD89tAip63IwYEYoHvr1Vox7YpgYAWxmFwALp8h2D1PbAJEtRCUYw+8ZiAd+uUXUXlPGwM8PLUTy8gxJp4jShBPqbzTs7oGQqtjbIkUWWuqaLJVMuaMeLFR2J0e0LdIdTOqB0J2Lvo7QBTb1mqCAjaagKTl0gUNZfz1BwRkTK2NYuai/74OiUUCNynq6e0e5rWzKQQPLpgg1eqb9rTuld/SZQKXaThpYcnd5cI6azVPT+a6iRu6n6ps1NvhE2w1l5FBZandQwJuCc65hjhq5blxDLw486AnaLykARVmumsJroJt472nKoaLkbCuAg78dLJ3MZbu9BI30Qc6OQjGBTpnomF20rxwxt/aXVJXA5aJmhImBBnTDVspK9x/Ezw8uRPKydPSfEoIHf70V458aIW6C6+rrimurjq63qAx7yB1RePCXWzDuyWHiPOPnhxdh3+I0SV9rMelqN4qiobERHh7/3rHw9/fD+fP/blhe3l44eoTHSjLFoFTVbd8nIH19LnxjPBD3QAzMbEza/UzgmPdv+Dy6ejoiKh843Bt7/twvMqjoAnfisyNgatX++dSNghNUVkhT3aTcEJgCQeHjA7FvURpCxwYoLdWZgiylKYcw+pFYyFnwSF8kL01H6f5DCunRRJPhqJO5FDPjuotOHOn3Kdl/EDG3Duj289BdaNdQR1mWaN4IlfPQSSxdBHan7w5ldWhq2VRbaSKtF/o9rQK7FqymgB6VXWlKGWtH6DNFZPdkHYXDgK59vhzKPip6jjn62UGTg3NJS7p3wXS0sFoE9qgnoiZy6+eErd92XHrTWXTeZd63j2yDKh0xtzODrYeVmGrrG+OpkIbsVH4e9+BgyFnwSD9xfliioPVyLZSlQ+vfL9YLUqVvrI9BN0dg23cJiJ4TDksHaW3/FCD8//buAy7K+o8D+EdE9h4iIIgsmYoow517z1xZtoejMi0rLdOGVjZsL0v/mVrO1Nxb3FsRkCUgyJ4CKkP0//r+7IhxwIEc3D33fb/kBR4Pd8fDc889z/f5jpCVp8W0QLqgOWBGT7FdV1XX+RYdV/gO9IBHb1ec/Os8jq46I9pDjJo3sNq5G2O1qRRGDgwMwJXQsPKAU5eArhg+Ylj5968nXId7B/UsjWGqhXo5Uc8mynoZ+tojGD1/0EPvvOgNoN8L3THp4xHIuZGL31/ZJCYbqZKIgzHIS8tH9ymq0zSxJsGT/cWb1oV/lJf9FBlyTQQlVPnAQhHUTJvKOuhKYGNdobLrYCMamksJlRFSRhcFHRtankuvaSmW3BEq56EeIw1pOl5eNuUrzcyVio2jk8JS6t33idYNTfai16lUPUx2D60fCuxRY3epoil+VO5E5akNGXJAmZut26vuRaOHLaWiZvy0HTQEvR4pqOLc1UFyFwZcAtuJwFpjZHlEHr0mLizR1Dh1RhPn6GKJMib9ylBfVLoQQ5n4ql4qTRdpqf3CqXUXoUpoaNOfb27FpZ0R6D+9B8YtHCI38FQf9D7a+6kgPP75GDEJctWsTSIbirEGBZ9s7WzxxJOP4+yZB6mDXt6e6Nn7QUZCSnIKwsMiMHrsaIXvnLGamgeueWOLqD1+4sux8GnkaW/UWPSpb8eLCVt/vbVNROZVAaVuU9YTHXRQsELVGZrpi4yy81uuoPh2iVIeg5qa04EdHdSrO88+rqKXw8P2hqADXMoGk1LJnYzI5GoB8fs1BGV0UMNyRwmNOq+Kyo2Tw1NFZmh95KcV4k5+kehJI2W0fy/Mvo2CjFv1zuyxpawwifXrkRdgocbq9+rR2J8CB5RNRj8rZRRc09bVblDZJpX7ioxLFT8JbijK1qDpawkNHHiQm3ITN9PyJfm+RccoVJLaGBczIw7EiHUkhQtLsmMeZRwf0j6JMmuovYaLGpRxUgVG0AQ/cUybm6oaA5Boit2a1/8W75ePfzEG/iN8GjUwTK0Upn49TgzwWDdvO64eVl4gkklLtQLaZ557GkHBgdUWtLO3w6atG6Crq/4niaz50EEfTU6gLCeKmls7KScIQ5NWqGE5vWn9/dEeMSmjuYXtjxIN0dUh60kmYFxHcRJ8cXu4Ut4YafIQ9Q6QAo/eLmJdPWywk3oc0NV5uoIsNXTATRldDe37RNkHVBL6sFfuVBmV9dwtKRMT/eojMyZHlE3RAaGU2Xs9aBhOv299TmSSw9PQ1ke6JXcybX3txP7jZrLiDWFvZd8RV7Cl2u+pYtkIlaXWdyIgvR6pkTv1RZIy2vfQPrYhaJ9O/eakOGmTAiAGpnq4dvrhpt5Rr0+aKOitpsNVqqILqdRKIuZEfKPfN2U8pVxNR88nA9Qmk44aohua6+O0CmQ/0Xa29o0tYmIjXeSnQULKOtea8NFwePdzw/bPD+DSrgilPA6TFtXs3sYkidIyNy3cJaYnTFoyUumjeKmB3oi5/dF5uDd2f31EBH+aNetp3UURoLB0UJ8x39Qzi9KJz/0d2qjTXkjkkViR8SSVvkbGVkZo62370Fd/6CCe0rdbO0uzPIiu+lJPq4Y0Z7/+b/aBlFm1Mxd//8R6Nv/NiM0RJ0lSLpsi1BOLyj0yYrLrnRVGr0+pE9k9Oi2RGat4cI7WJQX0KLAndVTWeuPfDEpFZcXlouzuPUk2G69aepcZnyPGsNcXldxRcI5KcqSGXhv0vhV75uGCT1SWr2uoA+dA1c/kUQRNvHP0tVNK6R2Vr9GFFNom1QWdcwSN74ywA9HNOg2OMvQ2vLtDVFg8tnSU0vsxUbn34Fl90GW0L/Z9dxTntoQq9fGY+uPgE2uyKLwIPHnaYOyCweIEoqkOGvpP6yGaZ+/66jDCD0ajOVBAoiCrEN0m+0PdBI7vhJLbJaJmvLFQJsLVkFi4d28vqTIYSkNPuHhDnOg2FDXkFn0zJFreQQfxtD3RVc36oBOirIQctToYbQi6yksnufWZPEWvp8yYbI3I7CF0wpMRk6Nw3ycKxNABspSbaVcs/6DsHgpGKorWDzUr1zXQgSYEn2hfcjO1QOGfSY/KejBhs630JmxWJGumnhFVv2mJdGHqxpUUtA+QxoWkmkrv6P3nZobi201FtK+KOhonjnnoNSoVno+4ivcqmo7cWJKvpokqieCJndUm60mm4xAPGJjp49S6C83y+FRNsP6d7SLwNP79oU22T6e/U9/nu4m/2aHlJ1Wi2oSpLg4+MaXLTsrFxgU7Ye1siTELBourA02JdooDpvdEx0Ee2P3VEcQ34shcRdAV1tMbL8Et2Emtsp4qZvT4DvIQ41lLixon+ynjWhbyUvLh0ccVUkJTG0nU8bgG/TwFKOnKc3sJ9s2QoZNcI0sDXKtn6Z3shMhB4qUvxMmvLdJiM1FyW7HXW2HWbdy5WSz6IWkCKu25k1eEwszbCgdXbNysJJ8VJkPlc5n1DM5JveROhrIDqfyOgpf12ffQkAN1OxFuSJ9HKycLpEVl1evnEkOTRWaYcxfpvm85dW6LltpaYupdQ9D7OpXdSe6Yp7uzuFAWdexao90nTdGj4AkF/NQNnd8EPtoJ4YdixPFcUw9yoov8FCSnwBMNYWpKtH+kMsnOI7yx55sQRCuhHJNJAwefmFLRWNlNi3bDyMoQjy4aKkZlNwd6cxw4s5co8dq6ZJ+4OtBUYk9fFwcdgeP9oK4CJ/iJbB5KJ24MV0OuiatDUmtwS6WkdJBKJYUNQaULlKHhJOHsHjpAoal3NNGvPuiEiE6M6ARJ6qihOgWtM6IVy0Cg5ei8mCadaQJZ3ydFSu9oPaZHZUu+XLPaVLfCElFuWJdb2bdFEE9TApd0ckil/5QpqGhWT871PMmX3MlQkC09Mqve71t0wkv9+KSKTuQdOto1uO9TZEis6Bsltf0QtU5w7uKAyCPXGm0gEQX4gib6qW32N7WqoHOd81uvNNljUjbnpoU70UpfW0y0a+rAU8Xju/4v9RAtRrYvPSB6mDJWFQefmNLcLS3D1sV7RbbMowuHNHtKP53Uj3irPywdzLBp0S7RYFXZ6Mrz6Y0XxQEHlUKoK2rwTM0lqZb7YccNi/TzkGvo0NNZ/E2kxqOPi2hoW5B1q0Eld3RiTU0ipax9V0dkXc8VJ76KbjNpV7NEYE8TmFgbiZM5KvdRRGpEJiydzZvtgLOpUdm2haOpQsG53Bv5KMovFgFPTUG9UrRaKtaUPSUsQyzbTkOCK4SyvKgsUZHMsAcZZP+VpEkdlTWLBvRZiu+b488mSnLKXVWUiZMUmoLSovpNIqV1FBlyDW49pHrM44rkiLQGlyRWdGbDJZi2MRHHm+r8/kTZP5d3XUVRYf37p9UX9c/csnivmMg4/v1hSu+nWxcKGg597RER5P/7wz3Ib4TtgkmLwnvBvXv24YnJU7Ft6z+4d+/hTj6Z9NGb7d5vQ0TjO+rxZKIi06noasS4hUPFAcDWj/eJRuDKbrKeGpmh1llPFSffUakcZXI9DLoSQlP/6MqIFFF5JfV0iDxavyuBtC1ev3hDIw7iKbOLShjoxFcRlJlxO+eOpDPC5J0EpimQgUDBYArM2XlLv59RRa3dLUVGU12No1PDM8TVYHUO/tcXlRdatjcXQcm60GvQ2s1SYwKXsrLN4gLFMsOSr6TDxMZQ0hM2qwbm6ORR0cB3fmqheD+XyuCQuoJPVF5Y38wwOg6mkihPiR7z0FRpajT/sNlP1KSbjpuoz6i6B+k6j/QR2woFoJTtyIrTok/W2PcGw9zOFKqASptHzx8k3os2f7Cn0QcWMfWm8Kvb3t4eQcFB2L5tB77/5gflPium9i7uCEf4gWgMnf2Iyh30U9nO6PkDkR6TiUO/nlTqY53ecEn0uHHyV/+MDRtXa1F6QL2fHkbU0Wti+oa9pzSbI9NJHB2kXj0cU6+fo74rdEWVmo1LnayEIfmKYsGntKuZ0NLW0pi+NLLgU0H6LdzKuVPndnO36C7sfDQr+NTWr43IaMq8Vnt2T2p4Jtp4Wqv9yUx9OXRuI4JPpbUc9N8tKRPZY5q27VB5qrZuSyRfrr0k5N69+0gOTYe9nzTfq+ShDHWLdqYisKsIEdzV09aIfbOpjbHoRUQByfqgrCdqWC/VaZJ0Ude1mxOuHqnfMU9VF/65An1jXfj0d4e6o/MMn4EdROkdVYEoC01QpMegwUqqdkytb6InSgBvpuVj73chCvcgZNKn8NGYt48XXnntZfzy20/iM2O1XeWhaQddx3aER29XlW06OmBGL1zcHo6w/VFKeYys6zmIP5eEwEf9JNOoNGBcJzGljFKsG4KyNCKPxqFDLxe1redXdAJMemwW8tMVbzhJgRg6uLV0VL+m9A29WkonvoqUMNBJtJWzucY0jJb1XmnZSguJ51NqXS7lSgb0zfRgaq8ZmRkydIJsaKmPxHM1rx8qHcqKz4V9R9W6ANIUHDrbiv0tBU9qy3oqK70HO1/NCj5R3yfaJhIvpNa6XHZ8rsiQattJtU7qlM3Gw0pk91DwrS43QtPRrnNbSU1wq41LkKN43dSVcSlDy9EFN6m2Gag46Zeaqmcl5jbo54tvFSN0bxT8hns3+VAiZQkY2xG38m4j4uDDBeVq649Fjb19B3ZApyGeUEVWjuYY8tojYuL35d3KzwJj6kG6e0LWLKjp3baP98HG1Qq9nw5U6b9Cx8Ee6DjEE/u+P4rMBMUn3yjq/LYwkeHj3vPBBDQpoNR6Co6c/Tu0QT9PQatbObfVup5f0Z5GuoY6SDxf+8mNDF0RSrmSLgIyUglU1sU1sB3u3aWSsdpLg4pvlSAtIlNkcmgSyg6j7J6EUzdqvGJIaf0JZ5Ph6G+rMduNDP2+jl3tkHQxrcY+dHEnkh5kZWhQ5ooMBSStXSxwvZbg3LWj12HtZgFja0NoGscudsi7kV9r6V3S+VTom+qK/mKaxMGvjWhYX1d5GfXsy7qWK/n384pcAtqJgCQ1oVcEBb+p/6NU2wzIUD9GOuahxuoNEbonEvdKy+A3zAtSQSVwNA2QqgUUDVYqquR2CbYu2SuCOwNm9FTp938KvPqP8sHBn0806bAnJpHg07GQY1j35zrlPRum1ugEadfXh1F8uwSj3hqAltqqfyWMUlXN7c3EVIbS4vo1kawNTYaLOBiNzsO91WI9KIre4Kj3U8zJeOSm3GzQlDvK7mnjbg0po6vA7t3b4/rZZIVSjW+mFoomr+o4WrihqA+cuaMpEs4k17ocnQDSKnTwl35ZR1VOQW3FtpGblC/3+8mX08SJkEtP6fcJk6d9cFsRnEw4XX0booBU/MkktA9qC20d6eyD68Olh4MoO8xLrr79UFYmlVa59tKcfU5FbTytoGPQSgQo5aFyxbhTN+Dc3UHSWbrymLU1gYmtEa7XsW+miytUvkgXTTSpmb+ukY7CJeO0jmiAhKq1n1BGjx/3Hs6ixLC+5VW0r76wLQxefd1gaG4AKaHjZZp2TcNkGtOBn4/jdl4RRr49QC0yxR55Nhit21uK5ATKcmOarV7Bp4SE67h8qWEZD0y+iL1v4cyaUZU+6DZ1RCmVsScTMGxOX5VpMK5IkGDEm/2Rl3oTIStPN9r9hlJ6aYsWIrNKajwfcYOhmQHO1TP7iQ4woo/FiSuAqnyVpjFL76hnD11dr0vShVSRoUEj0jWJa09HpISm43ZuzX2NKDhl62UtRjprGip/odKyq3vlN3KNCXmQuWLSxgiayMTGSGR9he+OrZb9FH/qBu7kF8Oll2YG5ghlhtH2E7Gn+vZD25Seia5GZoXJTpZd+7RD7NHrIoBZFW0/lInh2ltzAisy9P7sFGiPG5fTaiyLpgBDwukbonyRev5oCiqds/VprdCwDNon0Xt7h17OGnHMQ8d2uck3FTrmqSj6RLxoWt9ljC+khoKO9t5tHrpXakVXj8QibH80Bs7sCbM2JlCX/S0FyujC/IGfT0AdSel8vblVCpceOnAIK1f8XuPCqSmpCAjs2hTPS2MUZl5FXvJZqDvKgjm8/CT8hnupXfYGpa32faG7KL+jxuAP+/xp7OmF7eHiKg413JMaCtj5j/TGyXUX0XNqgMI/R5O76I2HgjKaMlGJTu6un02BuYNprQeodPW9XSD1+NGsDI12AXa4tPkqYo8louPIDtW+T+PQs+Jy0WuaZr7vaGm1gM8Id5z+/TLmLdqIxIz/+mmU3C6Fbm4ZPv1wIjSZ11A37F4cgjmvr0VmyZ3y1xRliznbW2KyrXpcCFHWibLXEFcsXLoVXx09Jab+EQoo6GTfxaLXR4mpk5qqQ9/2iD4Yj7lv/YXse/9djacSGZ3sMkwb3g36ptJ7D1c06zJsRwxiQ67Dc5CL3F5zlJUZMEV6AYO62Pu0FuXQVHZoaFlzpg71W6OhCN79q7+3SZFjRzsYmOmLbK/ajnmqOrclVAzYsHayhBQFjO2ELR/tEf1w8ZBDRW9mFIhzFa9+bvB6xA3qhKoeqERwx2cH4RrUTmTKqROpnK+rXPApOTkFBfkFGDp8iNyFL56/2FTPS9Jo8kFmXDYyE7KRl1ZQ7ftUE7vm9S3QM9KFSWsjWLQ1E3127Dq0VslxyHSgv/OLQzCyNESfZ4OhjjoN9UT8+STs/uownv5hophU0VAxJ+JRmH0LXUZL96Cs0zAvnFp3EZd3RcA+WLFmtZTCb+VkIdkDDHknfu262okr6BRAqKn0h5pp38kr0sjSKW1dbfF70wmgW692ok9NRWHbo2HuYKJxDZErahdgj6j9cbh8OhLxuZX7jLhYmmv0uiFmdsbwGuSCFT9sQ9Ltyu+n5lqa1atHHuduDshrUYprsZUzNZwtzeGsgfuciqh8ymOAM5Z/G4rEW5W3HUdDY/iO0oyggTwGZnqibPPqvmsi+4sycytmPYXtjEHrDpawcrGApmnjZS0CuZR56je25ux2CtxZu9Ixj4XGHPNQf5+oE3HoOLqDQtledHEpNTIDj74/FFJFgRbq/0TZT36TPRp8PxQU3/n5QegZ62HA9J5Q18b0sacSsPe7o7DzbAMjC9UrsywrLRPn4Znx2cihTL60fBTlF8HIKBu6Va5F5KXmi2mD9BqnXse6hpqXod8Q1QpFPb088OK0F+QuvHrVGkSERzTogTRdbupNUZKWcPEGboSn4W7xXdFHoENAcbWNmYJOOmbmIkskJTId4QeiRT8iWp42cOcAR9FPprWLlUqk8p7ZdBmp0RmY8tlotU2/pvU4+NXeWDl9PQ78eAyj5g1s8H2d23pFTH+hjCqp0jfWg/cAd1z4JxxtuljWmbFDV9rpKmD3yV2gSdz7tUfMkQRcO5aIDv2qN56ng3gqf7FsbwbztuqRPt3YvIe6itK62a+vRYHufyOJiwpLoH/zHpYunqQS+7nmzH4KftoPy45VLws2am2o0etGxndkB+iv0QWqBJ+0WvK6oeMGYyrLzK48hYpKNWnb0nSeg12hvVwbuFX9tWVo0fCLUFLgNdhVZOXOnr0auS1Ky2+/c7MYBoX3seyLx6GJKBDn1scJ0YcTxDqi3mFV5SbdFD3Vuj/bGZrEo4+rmCJNQSUaeFCXqANx4gJ7e38HSHkfTNO/9/94DG4DHWvNlqvNhe1huBGRhseWjoauCiYiKIKOVwbO6IWVMzdg77dHMPa9ISpxDHMzvUAkDsSevo7UqHTcLSmDlraWKGs0s33w0fKeDvDfIapQcqcUR38/U36OTgEomlRMQVhVOUdX+eCTp6cHzM1rPmEO7h4MD0/NvRJUX9RULeJwrBizSUGkBz1d7NBragAcfG1h2c4CF9ZvR15yfLXUxMDH+1Q6Qc1LyReTwpLCUnB511WRdUJZUT4DO6DjIE8xVa05UHT4+JpzCJ7YWe0bKhqY6mPAzF7YtmTfg9G4DZjgQqOZxVWcRdK9iiPTdXRHXNoZIVKsqfFvba4dTxSTzbz7u0OT0MmLU3BbEWCidVT1IPXGpTQxLajvrCBoqlb6rdBlkjd+ePtCtcwVNxtL2PlodmYPMbM3gZm9MRKjKvfS0OSSqYrooM/IygBQbLikxpEXZOLA03+vIVM5wTk9I/U8uWtMlInaeYI3ln94pdq+2d3WSmT1aCr3vk4icBKxOxZ+4ypnP9Ex+4UNETC1NUJbDZvSau9hAxMbQ0QdjK8z+FSQeUscAw18ubfkm/p793PDsT/OIvpQAjqP92pQAsPR/51Bl1G+aOul3tsUtSMZMqsPNi3chSt7I9FxcPP0xqXAUcThGNGjNz02S1QnOPk7oM8zwbD3shGVGhUHRp1Zswx5VWYwtHa2xLD5z4jsqJSr6UgMTcGVfVE4veESzOxM4NnbVVTWGFtpZl9OhYJPXQJqz0pwdZX2qNDGkp9RgPPbwsQGTdFTGk8/6u0BYiJI1akERtbVX3RVb6PIqbm9qfigYBOVuVH2VOTRazi3ORQn/7wA12AnBI33E5M4mgr1Ntq17BCs2lmg22R/SEGHHs6iOSRdoXCg+nXT+l35jDqUIP5O9DeXOvo9XYOcELk/Dk5B9jVG+CmFlcqGKAhDpZmaxmeYG25cTMO5P69gb+4NxMSli9vvld1H3o2bcGxtjskdrKDJHDrbwsjaALhe+QRH3MYETZ3YxpiySf3E92GHQlDT+qpZhQ3N3pAKGoDhO8IdH323EyXbD1cqS7QxMETgbVNxUYlK0TTtteQxyAVnVoeKiZo0FKImUQfioWusKwIzUtdKr5XoiUuld97D3ORmy9VWbrfn6xAYWhig15OK91lVZc5dHUVQ5uDyk2jn11YkXTQV6pt1dtPl8qoiOn+mBAqnLg61Vu/UdL5Or3ELezPx4TPgwTl6UlgqIo/E4sI/YSIQ5d6jvWjFou5JGo2lxvmMaalpKLx1iwNO9VCQVYjja84jbH8UdA11xIbmN9y71ppWr0GfNqiumhr70ccjzwQhgjbwbWFYPedvEfTo9pg/7D2VHxk/uzkU2Yl5mPrVOEk1SqZa6hXT1uPAT8cx8q0BCv8cTeyiySb9XuquMQezAY92wp9zt4p+TtSgVJ6YI9dF003qraGJDMz1EfC4L44vv4CLWfGITs2q9H1Te80st6tK36R6rTynLP/HzdlGods0Fa8fXje87Siv/xOSKt/G1SSAe39n5H5firiYjGr9wqY85QsbDb2oRH0Kr/wTjdAtkej5kvxhITdTC0RJJwXwql6Ul6rOI3xEIIIqATwHKp7MQRUGSVdSMPmTkSKIJRWPPNcNCRduYM83RzDho+FKP96j7KTT6y8i7EC0aG/TdVzHelUOKXq+Lvq9drIXHzTMioJcFISiXs50jt5zagDauFlDk9X4it+/74Do77Tk08U4c/qMmHQ3euzopn12aqKooBin1l8Q/W8o6NTvhe7wHdShSXYS1IDcb6gXOg32FONKT/x5Hmvf2Aq37u3xyLPBok5VGXKS83Bi7XkEPtpJpB1KCWU7DZzRE9s+2Q/3ns4waKtY+j2lX9PVDB8NmWxCKP2XprRd2BghmnB+8vOe8sweUlZ6DzpZpZgztX+tV8A0IbOn62M+WLk4vNr3uHSKKWLRG6N4RfH6aRDednj9sMZHpasm8ko2jXXhP9FbY1c5HdN0meiNY7+cx9y3/0JKfpVy+vY26KllBSNLfVG+qClokBFVCVDpnXvf9god+1EvoiMrT6HzCG8xQVlKdPRbiV6769/ZgdA9keg0RDnld8W3S3DyrwuiMTj1q+3zTJB4rCY5R9dvJf52fsO8EHMyXrSp+eO1zXDr5iSCb8o6R1e74NOGdRux/q/1MDA0hImJMUpLSxEdFSMCURx8QrW67ohDMTj82ynRQJxKzyjbiTa2piaal/d0Fo3Io45dw5EVp7Fi2jp0GdNRZEI1ZiNwSgHd+22I6DlF9y1F1O/J/Wgc9v9wDIPn9xRTcWpTmHUb144nwW+sR7P8/ZtT50c9kR6ZhSPfnUHU9TRcCq98idTJ1FRMe9N0rr3awaKdKRIjqk+4ZJy5whhjqoizCmsmr3calYtrWrldVW392sCxiy1WbgxHYmHlY56CjFvwbKONfrODJVU1oQiP/s6IO56ExHMpdfZKpXNMygqiC+K9n5ZmX1AquaPyu8O/nkR7/9rXR0POVakSKYQagheVoufjXeE/2hetdLWb5RzdvYezKPGLOhqHo6vOYMX09Qia4IfA8X7N8pyaU7XfdsKk8fD28cYP3/2Ik8dPontgT+jq6sLGxgbnz11AZ38/aGlp9k6VZCXmYv8PR5F0JRVefd3Q59lglRgZKeqte7vCJcgJ5/4OFSmG1Dx70Cu94dS5cV7YoXsjxe9NKaBSTpcdMKOnmH53fl0Yuj/nX+sO7uyaUNGc06VXO2gausrX99UgHFh2EnlJlRsiE1M7Y+5X8y9NPyCtDWdnMMaY6uF9M2uIwKmd0Oqfw0Bh5duLCkrQbX5nhabhSQ1lylET+stbI8UwldoubMceTcT1S8mYuHi4pC9q0/lz3Lkk7Pk2BEHPdWyU8rvspFzs/uqIGPZFg456PxWoEj1n6RzA8xFXuHZzwukNF0UZJpXl0fkm9cHSFNUiB0lJN2BpaYHgbkEi8+nDJR/gu2++x749+/HVl1+LiXjzF8yDpqJGYtTr6Njqs2IE46QlI+DYyR6qhqKolIlFG/ne745iw7s7xAuw7wvdRNphQ93JK8KRFafQcbCH5FJA5aXIysrvbL1viKsUiz7fVqmsjFjr6CO4xBx9XwvW2CALBZgGvdUTK18KB6rEn7is7D98BZkxxhiTBn5PrxkdD5vYVi9LNLMzhqO/LTQVlSTu+igEZ9aE4kB+CmLi06ttU7MmP4JLm6+Kki3KDpIyXQMdUX63ccFOtPa2gHM3h4c7R990GcfXnhdNzKd8Nhr2KjgdsJWuNno+ESDOyw/+dEJM/vMd2EGco+saVu9/Kv3gU2ISFr67CDnZObC1s8XunXug1UILHTv5iv5PmiwvNR87vzwkIqk0Wa7blC7QVvGUUQqQTfhwmIisHlp+EgkXb2DYnL4NyoKiFNBz68JEthNFqjUBld+5HIsWkzsoGE+BpwtXEist42BgjOdeCYSNu7R6X9UXjToXfZ0ycpr7qagsvoLMGGOMSQO/p9dOXhZLK33pVkwoQt9UD8FP+eHoT+dwIS0OMenZlb5/t7gMh785DVNbI/R+RprldlW193eA7yAPXKT+sR5WYlBPQ7Kddnx+EBlx2Q/O0R/zV/nqHHNbU4xbNEScox/85QQSLiVjyKw+jVappKqq/VW69+iGfYf24JeflovA06GDh3As5DjK7pVBT08Pj054FN4+XtAkFHS5sjdSbBiG5gZ47NNRKhlJrW3nT+MfnfwdsPurwyILquvYjuj1VGC9gmexIdeRfDkdYxcMFpMCNEWXyT4imn7q98tiQoe8STA+w6U/KlYRfBWQMcYYY4zxMaF8VHLX/dnOWDE/rNr3cm/kw7CDAfrMDGjUfr2qru/zwYg9k4Cza6+g94wAhcvvHpyjR+Hgz8dhYmOMJ74cq1bT5Fr8e47ezs8eu78+Is7RqX80BR5VPcGloWoMCRoYGMDDs4PIdlq9ag1OnjiFDh7uuBpxVaOCT9Qlnxq+UYOwTsO8xAQ5da29pZ5Ujy4aKkY+UulcYmgKRsztp9DPpkZk4uKmq3Dv1140TNO0hpJBUzuJN4s/FkVV+76hpT6PhP8XXwVkjDHGGGN8TFgzB39bmDmYIDGyoNo5xYDXu2lcj1AqNwt43Bch358V08O9h9Z9Ub+osBh7vwspP0fv+1xwk0yxUwZjKyOM/2AYLu4Ix+HlJ3EjPBUj3xoAcztTaEzwqV//vggKDhRft2qljdatrTHpsUlN+dyaXUZ8NrYt2YfbN+9gzLuD4NatPdQdNSSniKpDRztsX3oAq2ZtFtPKnHs4iACKvJ5GbYyMEFRkBltvazHNTVM5dLaFmb0xkFO5fp0xxhhjjDHGFCUvs4WqKTQt8CRj590aHUd1QOi2KPy0/QSy75WIlicVM+lkAc3M2BzsXHQEJbdLMXr+QDFNTt21aNEC/iN8YO/ZBv98uh+rXt2EQS/3Fv2bNSL4ZGf/XzNpTQs6ESqz2//jMVg6motIpJmtCaSkdXtLTP1qnMiAohTHpIup8Bjoguhr6bgYVr2n0cQnvND1MV+N3SHKcAoxY4wxxhhjjM8pGpfXEFdo67bEik82IOl29VYneTfyEX0kAfEnkmDvbYvhb/SDibWRpDZEGxcrPPn1o9j3w1Fs/+wArl9ORv+XukMqVLsTVzO4W1KGXcsOIWx/NPyGe6Hv891UvmHZw3TbHzC9J4wdDRC6NVI0uMuOr57VY9LGUJSdMS4rY4wxxhhjjD0cLkuUz71ve5ivNkFSdOXgU1Z8HnYvOQo9E110Hu+FvlN7SDYpQke/FYa/3g/tOtlj/w/HkBqVjoCpvmK6uLqTZlSlgTKis0UWUFF+MUbM7S+5NLeaUC8jKqmjaPL6t+OBW5Vf7LqGOs323BhjjDHGGGOMaQbKfqrKwFwPfWcFwcrFAi21tSQbeKqImpHbdmgtyvD2fnoMnSd4w6W7g2ijo640Pvh0/959ZMRk4+q+OKRFZMLKxRyTPhoJc3vpNfiqq87U3MEU+qaaM8WOMcYYY4wxxphqo35YNh2soGksHczx+BdjsX3ZPpxbewUxh+LhOcQVDn5t0FINJ+JpXPCJRjLezi0S5WWU6ZQSnonbOXdEGlvPF7vAvpONxgWeKuKeRowxxhhjjDHGmgOfj1ZvlUO9l527O+DK9micWnkJ5/W1YevdGjbulrB2tYCRtYFaZIMpNfhUWnRXdKGXBX1wH/99Lb7473Zxy/379E+20L+3VfiZ+3J+9sGiKCspEx93Sx98po/S4jIUF5aIMrrigmIUZt9BQXoh7haXiZ8ztTVC2042aBdgD4t2piL7R9Nx/TFjjDHGGGOMsebA56PyWbQzQ5+ZgSjMuo2EM8miauvcX2GikkurZQsYWRvCuLUhdI11oGesCz1jHbTSbwVtnZZo+e+H+LqVlijdo9iH+Cy+RoWvH3xGhdBIjXGSistUur1F0wefdn0Yglb3m69fEP0RdP9d8fQHsHA0hVOgPUxsDEWJGTUsY4wxxhhjjDHGGFN1RlYG8BnmJj4o2Sc36Sby0wqRn34LhZm3cDO5AOkFWSgqKBEJOc1t7o6Xmib4dKrk4IO0JJmqAbDygNq/36gUXZPzQxUXqxxaE4EmWbROiz7T/+lOaH3n/fuRBOBy3c/b0MgQmuRW4a16Lc/rh9dPQ7cf3nZ4/fC+R3G8b+Z101C87fD64W1HOfi1xeuHtx1+banDvkfQBe7r3BeZUffKHnwu/6hQQSYrN5N9LerPKoRwKn1dg39r1uR9A3PRRMGnJZ99BFMz9euf5NCuLTRJ0vUb9Vqe1w+vn4ZuP7zt8PrhfY/ieN/M66aheNvh9cPbjnLwa4vXD287/NpSh32PqlL9rlSMMcYYY4wxxhhjTG1x8IkxxhhjjDHGGGOMKY1Syu7Kyh40tirIL4A6MjQygCa5mXezXsvz+uH109Dth7cdXj+871Ec75t53TQUbzu8fnjbUQ5+bfH64W2HX1vqsO9RJXT+R62YWrZsqZzgU1ZGlvj80ze/KuPuGWOMMcYYY4wxxpiKW/bTUlhYWign+GRuaS4+v/vR27C0slDGQzANk5ebh/fnLcHCj+fDzNysuZ8OkwDephhvV0wd8L6K8TbF1AHvqxhvU6wmsiF0Sgk+6ejoiM8UeKIIF2ONhQJPvE2xxsTbFFMG3q4Yb1NM1fF+ivF2xdQB76ukgxuOM8YYY4wxxhhjjDGl4eATY4wxxhhjjDHGGFOv4JO+vj7GTBgpPjPG2xRTRbyfYrxdMXXA+yrG2xRTB7yvYrxNsbq0uH///v06l2KMMcYYY4wxxhhjrAG47I4xxhhjjDHGGGOMKQ0HnxhjjDHGGGOMMcaY0nDwiTHGGGOMMcYYY4wpDQefGGOMMcYYY4wxxph6BJ9OHDuBkUNHwdPVG/169cf6v9Y35t0ziQsPi8CrM2chqEs3dPULxPNPv4DIq5GVlvl62TdwcXSr9EHLMibPtdi4atsLfdC+qqLY2Gt4YvJUeLv7IrhLd3yx9Evcu3ePVypTeJuij80b/y5fbsyIcdW+/+brb/EaZUJMdAwWLXgfnbw7o0dQL7lrJS83D7NfmSOW8fP2xxuz5yI/P7/eyzDNQH/331euwqB+Q8T+5tTJ09WWOXvmLF58bhq6dgoQx1ozp72CxOuJlZZZMP+9avuuoQOHN+FvwlQFzaQ6fOgInn/mRbi39xDbRlW0ncl7P4yOiq60XOjlUIwfMwFebj7o1a0Plv/0axP+JkyVJMQnYMmHH8Pftyt8PTspvE3RR8iRo+XL0Xtn1e9/9snnTfzbsGYLPsXGxOLpJ5/FgEEDcOx0CF6d/Qrmv/Uu9uze21gPwSTuk8WfYOCggdi2Ywt27P4HJiYmmDLxCWRkZJYvQwGBzv5+iIq7Wv5x+vzJZn3eTHXdx32UlZXhyInDlbaZbj26lS9z69YtPDFpKqysrXAwZD+++m4Z/vh9tQh0MlaVi6tzpW2JPt5463W01G6Jvv0eKV+urOwu5rzxWqXlPvnsY16hTHh77nw4tnPE5CmTUHa3TO5amTntZcTFxWHLP5uxcesGhF0Jw2svz673Mkwz/PLjcnEsPn/BPPG+V3WYNd229OPPMH7io9h9YBc2btmAojt3MGXSE+J9sOJyAwcPqLTv2r57WzP8Rqy5XTh/ESt+XSm2GW8fb7FtVEXbGd0eERNWaZtx7+BevkxGegYenzwVPh19ceTEISz64D18+fkyrF61pol/I6YK3p23ABaWFnjmuaflvv8FBQdWO856+tmnxHkhfU+GfvbjpYsrLff6m3Oa+Ldh9aWNRvK/Fb/DyckJs2a/Kv4/ZtwYHNh/ED//8AsGDxnUWA/DJOyPP1dV+v/iTz8SmSgnjh0X21NF2tqNtukyDdBSS6vGbWbr39uQm5eLxZ98BENDQ9i0scFLM17ED9/9iJmvzICOjk6TP1+m2qpuS5s2bMaQoYNhbmFe6fYWtWx3TLNt2rpBfKb9jDwURDp+7AQ2b9uE9s7txW0LFr4rTuAoa8rN3U2hZZjmoCA4SU1Jlfv9li1bYsPflSsS3l/8PnoG9cKlC5fQo1eP8ttboAXvuxi6dPXHqjX/E2vi159rz1Si7aum97s/1/4FXR0dvLfoXWhpaaH/wP547PHJ+PnHX/DEk4/zmtYwq//648HnGoKPLVpU3v+UlpZi699bMW78WOjq6lZZlo+zNDbz6dzZ8+jWPbjSbT169sCV0Ctio2GsvvJv5otMJ0Mjo0q3h10JF2magf7BIn2cSqYYq83IYaPh69ERo4ePwbat/1Tbd3Xs6CsCT//tu7qjIL8AMdGxvGJZrc6fPS+yDSZPmSw3E4HK0Pv27IeP3l+MwsJCXptMIbRf0tfXF5m+MkHdgsQJ3vlzFxRehrHa5OXmis9Vj7OotMWnQ0d069pDtENITk7mFclqFdy1uyj/pdK6QwcPV9ufBQYFisBTxeOspMSkStUNjMlzYN8BZGVli0zhqqh8j0o5+/cZiGVffIWiomJeiZoSfMrMyISlpWWl2yiljgJPubl5jfUwTIN8sPBD2Le1R88KV+OsrKzwyWdLcPjYQfy1Ya3IaHl09HiR0stYVVotWuDFaS9gw+Z1OHz8EB6dME70R9mwbmP5MpkZGbC0qrrvevD/zEw+KGK1W/fXejg5tat28aVLQFf8/NtPOHX+JD7+7GMc3H8Q01+YUa0UhjF56D3NwsJcXAGWoSvBpqam4nhL0WUYqwmVSn30/hJ4ennCt6NP+e0Ojg744uvPcexUCFb+8Ruys7IxcewkFBQU8Mpk1ei0aoXX587Blu1/Y++B3ejzSB88++RzoleUQsdZvK9idVj353p0DehSLZv3kX59sGLVbzh57gTeXfgO1q1dj7fnvs3rU5On3Wm1+Pfu+WCb1RP1JThyOAQ//PyduLIrM/WpJ0QJHgU6nV2csezbZWilrS1SehmrirYR6n9BJSm0zTz59JOYOHmiSPWufd/14GSOAwWsNtQnZcc/OzFpyqRKAQBCPS2oN4GpqQmCuwXhk88/xtGQYwgPC+eVyhpMS6tFnfslRZZhmo22j/lvvSPKM7//6VuRLSczfeY0UUZsZm4GD08P/PDz98jMysI/W7c363NmqqlLQBe88trLaNvWXrQtoK+prI7artS1n5L15mSsJmmpaSITU152OfXRpMxfOs6inpsLFr2LLZu3Ij0tnVeoJgSfrKwtkZOTU+m27OwscRWO3sAYUxSlTdLEFrri1smv+hSEivT0dEWAISEugVcwU4iXlweuJ1z/b99lZYWc7Kr7rmzx2draitcqqxGdjBUXF4tmrHWh7AISz/sqpgAagJCTk1spiESZKpRJTt9TdBnGqqLthRr+7tuzH2vXrxbHULUxNTOFvZ2dmFDFmCK8vDwrbS9yj7Oy/j3OsuJ9FasZVSoYGBpg+Mhhda4mTy8P8Tme91WaEXzy79Kl2ljXE8dPwsfXhxv2MoV99eXX+PXn30TgKSAwoM7lS0pKxE6mtU1rXstMIVFR0ZWCSv5d/RF6+Qru3LlTad9lbGzEDXtZnangAwb1h7W1dZ1rKjrywdhp3lcxRRv90j6JxpPLnD51RgSX6HuKLsNYVe+9sxC7duzGmnV/oINHhzpXEJXbpaSmonXruvdzjJGoqCi0trGudJx15sxZ0ce14nGW/b/ZUozVFCjfsH4jxowdXakKpibRUf8eZ/G+SjOCT08/+yTirsWJchZqqrp7527s3L4Lz7/4XGM9BJO4777+Hst/+lUEnqgxoTwzp70iGqkW3SkSDTDnznkThQWFmPTYxCZ/vkz1ff/N99iyeYvIZKL90ro/14mAwTPPPVO+zJhxo2FsYoyF7y5CXm4eLl28LBpFT31qarWpGozJULnKxQsX5aaC0za0+IMl4j2RMqMuXriEeW+9I/qqBAR25ZXI6kRZv4FBAfhg4UdISU5BUtIN0Vi1V++e5QEDRZZhrKJFC94XpcKU8STLxqyI9lczXpwpJinS1/Fx8Xhlxqsw0DfA6HGjeWWyaj5e/An27N6Lm3k3xccvPy3Hnl178cxzT5cvM+Xxx3Dn9h18umQp8vPzcfzocfy55i8+R2S1Onn8JBKvJ8o9zjp04BC+XvaN+D7tqyiY+eH7i9Gnb586szlZ82pxvxEbA9B0AzrwoQNuG5vWmDbzJdFjhTFFuLZzF1dsK07DIHPeeA0zX50pvqady7dffYfLly6LKLhf505ivLC8gyjGqFac3pz27zuAW4W3RO+n5154VoxrrSjyaiQWzH9PBAmMjIwwcfIEvDlvLo+aZjWi6XW7duzC0VMh1fZZd+/exdrVa7F61VpRekDZTgMHDcBrc2aJEhbGpk55CieOnRBXdikbQNZz52DIfrRzaie+zsrKwoJ574ljK+opRn1UPlz8PswtzMtXoCLLMM2wacNmvPn6W+Jr2bEUbROvzn4Fs2a/itycXHT27SJuq7rP+njpYtEPkezdsw8/ff8zIsIjYGJqIrLQ33z7jfLtkmkOOqmnSWKybUq27bi4umDvwd3idnqPo3YZR48cE9UIrm6umPHKdAwaPLDSfZ07ew6LFnyAqxFXxf7pqaefFP2hmOahRAJKUqn6/rdl+2b4dvQtX27Wy6+JAPi2nVur3QdNtVvx6wps+GsDkpNTYGtni1GjR2L6y9NgYGDQpL8Pa8bgE2MPg97Y5G2OtFOq2syXMcaak6x8oOpJHGOKbj8VS1BkqE8mYw1Bx090HFUV7aNk+ykKjMvDx1msJvK2GTomr9iknjFlvP9VDHgy6eDgE2OMMcYYY4wxxhhTGg4lMsYYY4wxxhhjjDGl4eATY4wxxhhjjDHGGFMaDj4xxhhjjDHGGGOMMaXh4BNjjDHGGGOMMcYYUxoOPjHGGGOMMcYYY4wxpeHgE2OMMcYYY4wxxhhTGg4+McYYY4wxxhhjjDGl4eATY4wxxhhjjDHGGFMaDj4xxhhjTGO9PXcenp76TKMt15ju3buH0cPHYMvmLU36uB8s/BDz3pzfpI/JGGOMMWnj4BNjjDHGNFZp6V2UlpSW/3/unDfx/NMv1LlcU1j/1wYU5Bdg5OiRTfq4L01/EX9v2oLwsIgmfVzGGGOMSVeL+/fv32/uJ8EYY4wx1hxKSx8ElFq1aiU+v/bKbOTk5GLVmv/Vupyy0eFZ/94D8Njjj+GFac+jqc14cSb09PTw5TdfNPljM8YYY0x6OPjEGGOMMZXy6sxZuHOnCG5urti7Zx8yMjLQya8TFn2wEC6uzpWWXfnb/7B29Z9ITUmFlZUlRo0dhVdfewXa2tri+xcvXMIXS79A5NVI6OrpoUfP7njjrTfQurV1eTldWloa/vfHSvE1ZRsR7VYPfv61ObMw4+XplZZT9LFlv4ePrzd2/LMTmRmZ8PD0wMIPFojPtTl75iwmjJ2EE2eOwc7ertq6qes+abnbt27Dqb0TjhwOQXp6Ory9vfHhxx8gPCwcv/y4HImJiXB0dMS7C99Bt+7BlR6f7nv2rDm4FHYBBgYGDf5bMsYYY4wRLrtjjDHGmEqh8rZ9e/YhIT4BK1f9hm07tqCVtjaemDwVd+7cKV/u119+w9KPP8PMV6bjyIlDWLDoXfzxv9VY/MGSB/dTWir6NLl3cMfOvTuweetGBAUHYfXvq+WW03245AOMGDVcBKhCIy6LDypBq7qcIo9d8ffIzsrGyj9+w86926Gvr4fpL8wQ/Zxqc+L4Sdja2lYKPNXnPmm5/fsOiNv+WPs7tvyzGTk52Zg0bjJ+X7EKn325FIePHUQnv44iy6mwsLDS43QN6IKS4hKcOX223n8/xhhjjLGqOPjEGGOMMZVjYmqCz5YthYOjg8je+fLrL5CXl4eN6zaK71NQ5etl3+CZ557GmHFjYGlpif4D+2P2G7Pwx++rkZ2djZzsHNzMu4nhI4ahtU1r2LSxwaMTxmHO3NlyH5NK6rS0tNBCSwt6errio2XLltWWU+SxZdq3d8L7Hy2Cvb09bO1s8fKslxEfn4Dk5JRaf/9rsdfg4NhW7vcUvU9ajoJibWzbwNnFGZOnTBbP7dPPP4aXt6d43jNfnYHc3Fxcjbha6WdpXenq6SI2JrbW58kYY4wxpggOPjHGGGNM5Xh6ecLQ0LD8/2bmZnBxdUFkZJT4PwVaqBl3QFBApZ8LCAzA3bt3ERMdKwIog4cOwvPPvIj33lmI7dt2ICcn56GfmyKPLUPPuUWLFuX/t7AwF5/zcnNrfYz8/HwYGRnJ/Z6i91l1OTMzs/Lbq96Wm5tX7XGMjYyQfzO/1ufJGGOMMaYIDj4xxhhjTOVotah+iKKl1aK8tOz+v58pU6kiWaaSbLmff/0Jy1f+DAtLC6xetQbBXbuLkrmHoehjE8qiknsfdcx7MTY2RuGtW3K/p+h91rRc1edd0/MpLLwFExPjWp8nY4wxxpgiOPjEGGOMMZVDDcKLiorL/19QUIBrsXFwc3cT/2/r0FZkRl28cLHSz9H/Kbji6uZaflvXgK6icfhfG9fi9blzsPSTz2rsuUTNwmXBpZrU57EbisrkbiQmoblkZWWhqKgI7Z3bN9tzYIwxxph0cPCJMcYYYyqH+hAtmL8Aebl5olRu/lvvQE9PDxMmjRffpyDP9JnT8NvyFTh08DBKSkpw/ux5fPn5V5j02EQxze5K6BXMe/MdRIRfFc3Hqf9T2JUwtLW3l5v9IwssxV2Lw81ays0UeeyH1a17N6SkpCItNQ3N4fy5CyIQV7W0kDHGGGOsIR7MAmaMMcYYUyE9e/WArq4uBvUfgqzMLPj4eovpblSOJjP95Wkou1eGt+fOQ0Z6huhfNHrcaLw9783yvlEdO/nijdlzERsbC10dHQQGBeKXlb/U+LiPT52C0yfPIMg/GPfu3xMZUzNenl5tuboe+2EFBgXAsZ0jdu7YhWeffwZNbdeOXRg0eCBMTEya/LEZY4wxJj0t7tfVdIAxxhhjrAlNf2EG7paVYfmKn8X/qUSupkwlmbKyMrmT6WTocKdi820ZyoiSTbqrqri4WGT/0P3WtlxNjy3vZ+h5FBeXQFdXR+7zqWjV/1Zh9aq12HNgV/myit6nvOVoPZaUlIopfhVReaOOzoNJf4QyzXoE9sKadavh36Vzrc+RMcYYY0wRXHbHGGOMMZVWV+CJ1BZ4IjUFeig4Iy+gRCjzSna/tS1X02PL+xl6HhT8qSvwRKY8MUUEjP7Ztr3e9ylvOVqPVQNPhG6ruI5/+PZHDBw8gANPjDHGGGs0XHbHGGOMMaaCKOtq9/6dTf64b86bKx6bMcYYY6yxcNkdY4wxxlRKbSVujDHGGGNM/XDwiTHGGGOMMcYYY4wpDfd8YowxxhhjjDHGGGNKw8EnxhhjjDHGGGOMMQZl+T+88KRdQDL/MgAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1210x352 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 1, figsize=(11, 3.2), sharex=True)\n",
    "for a, j in zip(axes, (15, 1)):\n",
    "    draw_state(a, states[0, j - 1], f\"#{j}, {band[0, j - 1] * 1e3:.2f} meV\")\n",
    "axes[-1].set_xlabel(\"position (nm)\")\n",
    "axes[0].set_title(\"band 1: the top state (#15) and the bottom state (#1)\")\n",
    "fig.tight_layout()\n",
    "\n",
    "c1, c15 = amplitudes(states[0, 0]), amplitudes(states[0, 14])\n",
    "peak = lambda p: np.array([np.max(p[w] ** 2) for w in well_of])\n",
    "p1, p15 = peak(states[0, 0]), peak(states[0, 14])\n",
    "print(f\"well peaks of |ψ|², each scaled to its largest: largest difference #15 − #1 = \"\n",
    "      f\"{np.abs(p15 / p15.max() - p1 / p1.max()).max():.1%}\")\n",
    "print(\"sign of ψ in the wells, #1: \", \"\".join(\"+\" if v > 0 else \"−\" for v in c1))\n",
    "print(\"sign of ψ in the wells, #15:\", \"\".join(\"+\" if v > 0 else \"−\" for v in c15))\n",
    "for j in (1, 15):\n",
    "    p = states[0, j - 1]\n",
    "    print(f\"#{j}: |ψ| at the barrier centres / |ψ| at the well peaks = \"\n",
    "          f\"{np.mean(np.abs(p[ib])) / np.mean(np.abs(p[ic])):.4f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4d17071d",
   "metadata": {},
   "source": [
    "![Slide 27: the first and the last state of the s band](attachment:slide_027_crop.png)\n",
    "\n",
    "*Slide 27: state 15 (top) and state 1 (bottom) of the s band. The envelopes look the same; in state 15 the\n",
    "wave function goes to zero in every barrier.*\n",
    "\n",
    "The well peaks of |ψ|² of state 15 and state 1, each scaled to its largest peak, differ by at most 2.3 %:\n",
    "the envelopes are the same. The difference is in the barriers. In state 1 all wells have the same sign and\n",
    "the wave function at the barrier centres is on average 18.4 % of the peaks; in state 15 neighbouring wells\n",
    "have opposite signs and the wave function passes through zero in each barrier (1.7 % of the peaks at the\n",
    "barrier centres, where the zero nearly sits). In the language of lecture 8: the lower s-orbitals\n",
    "are bonding, the upper s-orbitals antibonding. The fifteen-peak envelope that was expected exists, but it is\n",
    "the sign pattern + − + − ..., which is invisible in |ψ|² and is carried by the basis states; what remains for\n",
    "the envelope is the slow beat $\\sin(\\pi m/16)$.\n",
    "\n",
    "The same happens going down from the top. State 14 has the envelope of state 2, state 13 that of state 3,\n",
    "and in general state $16 - j$ has the envelope of state $j$ with alternating signs. For the chain of\n",
    "neighbouring wells this is exact, since $\\sin\\frac{(N+1-j)\\pi m}{N+1} = (-1)^{m+1}\\sin\\frac{j\\pi m}{N+1}$:"
   ],
   "attachments": {
    "slide_027_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ceb6e4dc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.491476Z",
     "iopub.status.busy": "2026-10-24T21:49:31.491401Z",
     "iopub.status.idle": "2026-10-24T21:49:31.494864Z",
     "shell.execute_reply": "2026-10-24T21:49:31.494610Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "pair (j, 16 − j)   well peaks of |ψ|²: largest difference   inner barriers with a sign change: j, 16 − j\n",
      "   ( 1, 15)                         2.3%                            0, 14\n",
      "   ( 2, 14)                         6.0%                            1, 13\n",
      "   ( 3, 13)                         9.3%                            2, 12\n",
      "   ( 4, 12)                        12.7%                            3, 11\n",
      "   ( 5, 11)                        13.7%                            4, 10\n",
      "   ( 6, 10)                        14.1%                            5,  9\n",
      "   ( 7,  9)                        11.5%                            6,  8\n"
     ]
    }
   ],
   "source": [
    "print(\"pair (j, 16 − j)   well peaks of |ψ|²: largest difference\"\n",
    "      \"   inner barriers with a sign change: j, 16 − j\")\n",
    "for j in range(1, 8):\n",
    "    a, b = states[0, j - 1], states[0, NW - j]\n",
    "    pa, pb = peak(a) / peak(a).max(), peak(b) / peak(b).max()\n",
    "    flips = lambda p: int(np.sum(np.sign(p[ic][1:]) != np.sign(p[ic][:-1])))\n",
    "    print(f\"   ({j:2d}, {NW + 1 - j:2d})                        {np.abs(pa - pb).max():5.1%}\"\n",
    "          f\"                           {flips(a):2d}, {flips(b):2d}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35d1652a",
   "metadata": {},
   "source": [
    "The slides call it \"some symmetry here\": the peak amplitudes of the pairs are close to identical (within\n",
    "2.3 % for the outermost pair, up to 14 % for the pairs near the centre of the band; in a chain of identical\n",
    "wells coupled only to their neighbours the symmetry would be exact, and the deviations measure what the\n",
    "chain leaves out: the coupling changes across the band and the two end wells have only one neighbour), and\n",
    "the bonding pattern is complementary. State $j$ has $j - 1$ barriers in which the sign\n",
    "changes (antibonding) and $15 - j$ in which it does not (bonding); state $16 - j$ has the opposite count. The\n",
    "lowest states are bonded almost everywhere, the highest antibonded almost everywhere. The envelope stays\n",
    "clear in states 1–4 and 12–15, becomes less obvious in states 5 and 11 and is no longer visible to the eye\n",
    "from state 6 to 10, where the bonding pattern is asymmetric and bonding and antibonding barriers alternate in\n",
    "groups.\n",
    "\n",
    "## 5. The middle of the band\n",
    "\n",
    "\"What does the center state look like?\" asks the slide, marked *Million Dollar Question*. For state 8, the\n",
    "envelope formula gives $\\sin(8\\pi m/16) = \\sin(\\pi m/2)$: 1, 0, −1, 0, 1, ... The odd wells carry the\n",
    "electron with alternating signs, the even wells are empty."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "29185245",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.495898Z",
     "iopub.status.busy": "2026-10-24T21:49:31.495819Z",
     "iopub.status.idle": "2026-10-24T21:49:31.536421Z",
     "shell.execute_reply": "2026-10-24T21:49:31.535990Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "weight of state 8 in each well: [0.123 0.001 0.123 0.001 0.124 0.    0.124 0.    0.124 0.    0.124 0.001\n",
      " 0.123 0.001 0.123]\n",
      "in the 8 odd wells: 0.9861, in the 7 even wells: 4.05e-03\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x198 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(11, 1.8))\n",
    "draw_state(ax, states[0, 7], f\"#8, {band[0, 7] * 1e3:.2f} meV\")\n",
    "ax.set(xlabel=\"position (nm)\", title=\"band 1, state 8: the centre of the band\")\n",
    "fig.tight_layout()\n",
    "w8 = np.array([np.sum(states[0, 7][w] ** 2) for w in well_of])\n",
    "print(\"weight of state 8 in each well:\", np.round(w8, 3))\n",
    "print(f\"in the 8 odd wells: {w8[0::2].sum():.4f}, in the 7 even wells: {w8[1::2].sum():.2e}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1b713aec",
   "metadata": {},
   "source": [
    "![Slide 50: the centre state, maximally decoupled peaks](attachment:slide_050_crop.png)\n",
    "\n",
    "*Slide 50: state 8 has eight isolated peaks, one in every other well; the states around it show complex\n",
    "mixtures of bonding and antibonding features.*\n",
    "\n",
    "Practically all of the state (98.6 %) sits in the eight odd wells (0.4 % in the even ones, the rest in the\n",
    "barriers), with alternating signs, and the even\n",
    "wells between them are nearly empty: the peaks are \"maximally decoupled\", each separated from the next by an\n",
    "empty well, so that there is no net bonding or antibonding. The states around it mix the two characters.\n",
    "\n",
    "A single number captures this. The bond order\n",
    "\n",
    "$$B_j = \\sum_{m=1}^{N-1} c_m^{(j)} c_{m+1}^{(j)}$$\n",
    "\n",
    "(with the normalized well amplitudes $c_m$) is positive when neighbouring wells are mostly in phase and\n",
    "negative when they are mostly in antiphase. For a chain with on-site energy $\\varepsilon$ and neighbour\n",
    "coupling $-\\tau$ the energy of a state is $E_j = \\varepsilon - 2\\tau B_j$, linear in the bond order: bonding\n",
    "lowers the energy, antibonding raises it."
   ],
   "attachments": {
    "slide_050_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ed2c6a41",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.537449Z",
     "iopub.status.busy": "2026-10-24T21:49:31.537380Z",
     "iopub.status.idle": "2026-10-24T21:49:31.606273Z",
     "shell.execute_reply": "2026-10-24T21:49:31.605877Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ε = 39.95 meV, τ = 1.379 meV; largest deviation from the line 0.057 meV\n",
      "bond order of states 1, 8, 15: [ 0.981 -0.    -0.981]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "bond = np.array([np.sum(amplitudes(p)[:-1] * amplitudes(p)[1:]) for p in states[0]])\n",
    "slope, eps = np.polyfit(bond, band[0], 1)\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.6))\n",
    "ax.plot(bond, band[0] * 1e3, \"o\", color=style.OPEN_NEMO, ms=5, label=\"15 states of band 1\")\n",
    "ax.plot(bond, (eps + slope * bond) * 1e3, \"-\", color=style.CONTEXT, lw=1, label=\"E = ε − 2τ B\")\n",
    "for j in (1, 8, 15):\n",
    "    ax.annotate(f\"#{j}\", (bond[j - 1], band[0, j - 1] * 1e3), textcoords=\"offset points\",\n",
    "                xytext=(6, -4), fontsize=8)\n",
    "ax.set(xlabel=\"bond order B = Σ c_m c_m+1\", ylabel=\"energy (meV)\", title=\"bonding lowers, antibonding raises\")\n",
    "ax.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout()\n",
    "print(f\"ε = {eps * 1e3:.2f} meV, τ = {-slope / 2 * 1e3:.3f} meV; \"\n",
    "      f\"largest deviation from the line {np.abs(band[0] - eps - slope * bond).max() * 1e3:.3f} meV\")\n",
    "print(\"bond order of states 1, 8, 15:\", np.round(bond[[0, 7, 14]], 3))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "024ffbef",
   "metadata": {},
   "source": [
    "The fifteen energies lie on one straight line against the bond order (within 0.06 meV), with a coupling of\n",
    "$\\tau = 1.38$ meV between neighbouring wells. State 1 has $B = 0.98$ (almost fully bonding), state 15 $B = -0.98$ (almost fully\n",
    "antibonding), and state 8 has $B = 0$.\n",
    "\n",
    "## 6. Electrons at the bottom, holes at the top\n",
    "\n",
    "The slides draw the conclusion that answers one of the student questions. At the bottom of a band the states\n",
    "are bonded; this is where electrons sit when the band is nearly empty. At the top of a band the states are\n",
    "antibonded; this is where the missing electrons, the holes, sit when the band is nearly full. Hence the\n",
    "textbook statement: \"the conduction band has bonding states, the valence bands are antibonding\" — said of the\n",
    "states at the edges where the carriers live.\n",
    "\n",
    "![Slide 53: electrons at the bottom of the band, holes at the top](attachment:slide_053_crop.png)\n",
    "\n",
    "*Slide 53: the lowest four states are bonding (electrons), the highest four antibonding (holes).*\n",
    "\n",
    "The band's dispersion gives the masses. The fifteen states sample the band of the infinite crystal at the\n",
    "wave numbers $q_j = j\\pi/((N + 1)d)$ of the standing waves of section 3, and the chain gives the cosine band\n",
    "\n",
    "$$E(q) = \\varepsilon - 2\\tau\\cos qd, \\qquad\n",
    "\\frac{1}{m^*} = \\frac{1}{\\hbar^2}\\frac{d^2E}{dq^2} = \\frac{2\\tau d^2\\cos qd}{\\hbar^2}.$$\n",
    "\n",
    "The curvature is positive at the bottom ($q \\to 0$, an electron of mass $\\hbar^2/2\\tau d^2$), negative and of\n",
    "the same size at the top ($qd \\to \\pi$, the negative mass that makes a hole), and zero in the middle\n",
    "($qd = \\pi/2$), where the mass is infinite; the state there is the one with \"no intuitive pattern\". (One\n",
    "version of slide 50 says \"zero effective mass\"; the later slides correct it to infinite.)"
   ],
   "attachments": {
    "slide_053_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "1d392d49",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.607313Z",
     "iopub.status.busy": "2026-10-24T21:49:31.607239Z",
     "iopub.status.idle": "2026-10-24T21:49:31.669062Z",
     "shell.execute_reply": "2026-10-24T21:49:31.668733Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ε = 39.95 meV, τ = 1.379 meV, largest deviation from the cosine 0.057 meV\n",
      "electron mass at the bottom: +0.192 m₀; hole mass at the top: −0.192 m₀ (GaAs: 0.067 m₀)\n"
     ]
    },
    {
     "data": {
      "image/png": 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URQ6quI2vraeVZY5pQSQmJiLQPxCvfP3/C1RF0Boo81AzMjYxglEbY/geDUFcWHzm+VaGGDyjL6sQEBEREZV1hVV3VbSshrwOxauXr+D70g+vfF/B/1WADGLTErfzbapUhrmlOcwtzeStf3NzM2hqpbSiRvaPltUGRIctxfG42MFpKOvAEhEREZV5b1N3VfTif/ncF899XuCVCFhfvkJMTGy6ZcQtfuuKVrCytoKllYUiTzWn/FOxP1EqS1QbKOwW4dKMKQRERERE+ay7GhsbmxKwPnsBn2cv4Ofrh6SkN8O8amlroUo1G1hXrIAKFa1QwdpKBrAFJYJWXUMdXqf/MIAlIiKiMi8vdVdvH7sPjVrJePH8hUwHEGkCqYyMDVG5SmVUtqmIipUrwtSsfIF69lPeMIAlIiKiMi8vdVcT45Lg7nodapqASXljGbDaVKmEylUqwci4+GqilkUMYImIiKjME7mlGtrlkBCbfd1VNQ01dO/fBVWr27xVOgC9PQawREREVGYFB72Gl+cjPHr4GAnlY3Osu+rQtS7qN6yr9GOkzBjAEhERUZkh8lZ9X7yC18NHeOT5WAawqco3NEFkVGK2dVdF6SoqGRjAEhERkUoTtVefPnn2X0vrE0RFRinmVaxsjRq1bFHTrobseBU5knVXSwMGsERERKRyREmrZ94+eHDPE14PHilqsmpolINtreqoWcsWtjWryzqsabHuaunAAJaIiIhUJmgVdVlF0Prw/iNER0fL6WJUqzr1a8OuTk1Uq15VMcpVTlh3tWRjAEtERESlPqf13p0HeHj/ISL/Sw/Q0NCAXZ1aqF2vFqrXqA5NTYY8qoRXk4iIiErEQAL5GSo1LDQMdz3u4+7te3gdHCKnlStXTuay1q5bS6YJaGlpKeHIqTgwgCUiIqJiExkSLYdwFaNgiYEENLQ1YO9sB6dhjjIfNa24uDg8fPAId2/dxbOnzxXTxZCt9ezryOBVW0e7GN4FKRsDWCIiIiq24HXT1F0I9QtXTBNB7I2Dd/HE3QfDlvaHnrEOfJ4+ly2tnve9EB+fUuKqvKkJ6jeoi7r2dTgKVhnEAJaIiIiKhWh5TRu8piWm7156CDHWYQh5HSqnidZVB/sGqNewLqwrVoCaWtYDDpDqYwBLRERExZLzKtIGcvLyuj/UtGNRvUZV2DvUR41a1WXnLCL+FhAREZHSiQ5bIl0gR0lqGD5yKKwqWyjrsKiUyL2bHxEREVEh09LVRDmtcjkuIzp0WVib8dxTJmyBJSIiIqUO63rn1l1cc7uJRNNY4JUIYrPOZbV3sctTSS0qexjAEhERUZELD4/ATfdbuO52U5bDEqxbWCH0bCyiXsdkWt7YyhBOQx15ZShLDGCJiIioyEbJevncVwatDx94yaFe1dXVUb9hXTR2bASrCpaIHBwN181u8Diepg6si50MXjPWgSVKxQCWiIiICpUIVMWAA26X3PHK109OMzA0gEOTBjAxLI86DWsplhVBaucJbeE8rnW+RuKiso0BLBERERWK+Lh4eNy6C/cr1xAaEianWVeyRtNmjVCzdg051Ku3p0+W64qgVddQh1eC8oQBLBEREb2VqMgomSZw49otxESn5LOKYV0dWzZBpcoVeXZJNQJYd7dr8Ljtgbbt2sC2hm26eXfv3MO9u/fksHDNmzeDsYlxcRwiERER5eJ18Gu4Xb4mh3lNSEiULawNG9mjaYsmMDUrz/NHqhPAvnjxAhPHfwpfX18sW7lUEcD6vfLDhHETER0djTp16+D58+f4/LMvsOLnZejo3FHZh0lERETZ8PcLwGXXq/C891C+1tHRhmOLpmjUtCH0DfRzPG+RkZG4fu0GGjdplO/zK9a9f+8Bmjo24bUp4zSUXftt8ief4dPPJuKrL2dlmvfV1zPQtFlTxbQfZs/F1Mlf4NptN453TEREVMx8X77CpQtX8PjhE/na0MgQji2aoIFDfWhqaeZpG95PvbF4ySKcuXAq3/v3fvIUn4ybiEvurvlel1SLUgPYpUuWwdzCHIOHvJMpgK1YqaJ8pNWmbWv87/c/EBQUBHNzc2UeKhEREf3n+bMXMnB9+uSZfF3e1ATNWzmirn0dmTZApLIBrOt5V+zcsQsHj+7P8zrHjh6HtbV1jsFrdFS0TDtIFfI65K2PlYiIqKwTNVxFwCoC1xc+L+U0cwsztHBqBru6tWQ917fd/pPHT2TJrZq1amaaHxgYiFe+r2SqoZ6eXrbbCQ8Ph/cTb9jY2MCkvIliuuhM5uXlBVNT00wNZFT6KSWAFS2oIhVgybJFKG9aHgkJCbmuc/jgYWzd/A9Wr/055+X2H8Xu7fsyTfd57IuwoEgoS1JiUralQah04bVUHbyWqoPXsmjOaUJMAjR0NNLVXRWBpZ+fn+xU/fr1azmtfHkT2T9FNCqpqanhmdeLAu83OTEZ4WHhGNB7ECIjIuHn7wfHpo745ptvFcv8vOpnHD58GNbWFfDq1St8Of1LtG3bDi+fvZKdxVL/327dugV/b9yIypUr4eXLlxj14Wj0798fjx49whfTvpDBa1RUJBrYN8BXX6W/80ul73NZzc5GuQHsz8tXyaoCjx89kQ/xbUs4d/Y8NDQ00Ltvr3TLnz1zDpM/nSJzYrv37J7jtrv16oL2zm3TtcDOmTkfNrbWMDUzhbKIC5j2xFLpxWupOngtVQevZeGJDImG6yY3eJxIM/KVsx1aDW2KoJBAuJ69BN8XvnJZUQKrZZvmqFq9SqH1Rblz9w6Cg4OxYvUytG3XVjZytW3ZHskaCahuWx2nTpzCmTOncOrccVhaWeL40ROY+tnn6DOoNyrGVYCGRjn5/9btqht27NyBY6cOyxZW0Um8d7e+eGfYQFy8cgGD3xuEmbNmyH3u+nc3/0er2OdSKQGsQyMHGbQ+8nqk+HYnBPj7w8cnfeR+7uw5jB01Dp9Pm4ox48bkum1dPV35ICIiotyD101TdyHUL1wxTQSxNw7exe0z95FULwpqWimDD7Ru1xJVqtkUSSdqEZiK4FUwMzND1WpV8eL5CxnAnj93AT169ZDLCC5dnGFsbIxbN2/C1NQsXZpho8aNZOAqKheJ0KJa9Wpwd3NHLbua2LZ1B665X0dDhwboP7AffzVUjFICWPGLk/aXR6QQ/L1+IwYMGpBu+oVzF/DRh+Mw5YvPMHb8R8o4NCIiojJDtLymDV7TSoxMhF6wEXpM7ohqtlWLtPqPrm76hifRqpqQmKjIabWwsEg338jISKYdpA1gxR3X+/fu48fFSxXTRCUELU1N9O3XB5ZWVtj+zw7ZabxZc0fM/uE7djhTISVmJC4vr0cY8+FY1KhZAzo6Olj/5wbFPJFiIPJYiIiIqOD5iiJtIHtqiHuehKrVCi9doCBEK+pF10uK12FhYbKzV7Xq1RV3cIVatWoiJCQEv65bm64kpxjOVtSL7dipg3yIO8CdO3bF2dNnWVdehRRLACt6Lo74YDhsa1R/MzE5Ge+8O0g+TU01SBUXG6fsQyQiIlIpsVFxMl0gJ2K+WE7XUAfFRZTaXLvmVyyYuxCOzR2x4c8NcuCCevXr4o7HXcVyQ4YNwV9/bsB3X89G+w7t4O8fIDt/L13xI/7831/Q1NSEU2snBAQEwN/PD5UqVyq290QqFMB+P29OummihEbGaURERPT2wsMj4HrmEqCeDCRl37oqOnRp62kV6SnX19NHo8YO6abZN2gAE5OUEliidOa+g3vw29rfsXXTVjnA0fiPx6Wsq6+HJk0by+cGBgbYf2gv1v32P2zeuAUWlhaYu+B7WXbr2znfYOOGTdi6eSsMDA1kK61dbbsifV+kXGrJadvjVUBwUDCmjJ+OZWsXswoBFQh7O6sOXkvVwWtZMNHRMbh60Q3X3W7I8lPlnuog/nn2yzfqWQ+dJ7yp7FMUeC1Vh7eqVyEgIiIi5YmPj8e1qzdw9ZI7YmNioaWthTatm6NOrTr4Z8b+LDtyGVsZwmmoIy8TlQoMYImIiFSE6LB059ZdXDh7SQ4SIIZ5dWzRRA77mlpyctjS/nDd7AaP42nqwLrYyeBV34RlKal0YABLRESkArwfP8WZE+cQGBAkqwjYO9RDq7YtYWRkmG45EaSKNAHnca1lhy2R85p2JC6i0oABLBERUSkW6B+IMyfPywBWEDVc23dqA3NL8xzXE0FrcVYbIHob/MpFRERUCokUgaMHT2DD/zbL4NXcwgwDh/STj9yC15Lg448m4KHnwyLfj4fHHbw76D0oi9iX2GdhEyOOjXz/w3S1cMsyBrBERESlrIPWxfOX8b9f1uP2DQ/o6emiSw9nDB89VLa+lgZnz5xDaGgoatnVeuttidG4+vcemG6aCIxTp4la8q98X0FZxL5S69enPY63ValSJWhra+PIoSOFsr3SjikEREREpYBoebt/1xNnT55HRHgENDQ10KpNCzi2bAItraKt3VrYNvz1Nwa+UziBXVxcHHxf+qabVrVaVaz5dRWKW2Efx4CB/fD3+o3o1qMbyjq2wBIREZVwfq/8sfXv7Ti457AMXus3rIfR40fCqV3LUhe8ihbkc2fPoU3b1oppYhSt1i3aykfPrr2xeMESGZimTQH4Z8s/GNBnEPr26o/DaVohx43+WI62lbq+2NZT76eYMG5iuv2KgQ1Ea+jggUNw/uz5dPOuX7uBD4ePQjeX7pg2dTqCgoLytG9BbEtsU2xb7COttMeRl22Jlum028qYjuDUxgmXL11BeHjmMmhlDQNYIiKiEioqMkrmuW78YwtePveFdSVrDPtwCLr16ixHmCqNvJ96y6DbqoKVYpqZmSm27tgiH/MXzYXbVTesWfWLnCdux1+9fBXX3K/LecOGD8XUSZ8j5HWInP/D/O/lwEWp64ttxcXFp2uV9XnmgwvnLmDugh/Qr39ffDRqnJwm5/k8x9DBw9DRuQOWrliKpKRkGcyKFu/c9i22MXb0ePQf0E9uWwTmqduVx57mOHLblgh2x40ej0HvDMC8hXNx8cJFuXxqOoJgZGQEKytL3L1zD2UdA1giIqISJjExEe5XruOPtSl5rgYG+ujRpyveG/EOKli/CfxKo/CwcBmIpSXq1drYVJYPh0YO+Pq7WTh04JBivq6urgwQ69Stg8HvinNQAQ8fpnQAs7SyQDn1N+uLbWU1hP3CJQtQ374ehr7/Hjo5d8S/O3bKef9u/xftOrTFiA9GoF79ujJ49PZ+ips3buW67x3b/0Unl054b9gQue1FSxbKfWUnp22J43Hp4ozBQwbL45i/eH6W2zI0MsLr4GCUdcyBJSIiKkFERYFTx87KodFFMNbcyREtnJqVulSBnIK4mOiYTAH76pVrcPLEKXn7Pj4uHtEx0Yr55hbm0NTUVLzW19dDZGRUnvdpYWEBYxNjxeuadjXx4vkL+fy5z3PUqvWmM5mOjjaqVq0ip1esVDHHfYtt1KxVQzHPpLwJzM2zrwCR07ZevniJGjXfbMvY2CjLbUVHR0PfQB9lHQNYIiKiEkDcSj59/BwePXwsX9ews0UH57YyKFIlVapUkRUIRB6noWHKIAsi3/P4seOy5dXS0hJPnz6TZbbyQgzakJuQkBAkJCRAQyMl7AkMCISpqal8bmZmJnNo0wrwD4SZuVmu2xXbENtKm98r9lUQGbcljjfjtmSHNV/fdAF3WcUUAiIiomIkgpJzpy7gr982yuBV5HMOfK8f+g3qrXLBq6Cvr4+GDg3h7nZNMe3Vq1eoblsdzZo3k62eB/YdyPP2TExMZECcsVU3Y6vlut/+J58/fvQY+/bul7f+BXHb/uD+g/B84KkIphOTEuHQqGGu+3bu7Iz9ew/gyeMn8vVva39HTEz2x5GTjs4dcWDfQXg/8ZavxfFm3NbNGzdRtWpVmXpQ1rEFloiISAmSEpPSDd0qOgk9fOAl0wVEZQFtbS2069gaDk0bZpnHqUqGDHsXe3ftRYeO7eXr94YOwfChI9HYvqnM++zavWuet2VTxQatnFqiWZMWMrd2176U3Na0Kla0hsftO3L7UdFRGPfxWLRo2VzOE0HzpM8myZ7/ojSZaBVevfZn6Onp5bpvsY0RHw5Ht849oKerh9ZtW8t9FYR4D6JjV1eX7optWVhaQFPzTai2b89+DBn6boG2r2rUklVsSAeRMzRl/HQsW7tYfotVFm9PH1Szs1Ha/qjo8FqqDl5L1VGar2VkSDRcN7nB44QnEmIToKGtgVptqiKqfBh8fFN6rNs71EfbDk7Q0889aFKFa1nZ1ho9uvTCn3//TxboF0Q4EhwcjPLlyyMpKQl+fn5yXmxsLF4Hv07X6ujv5y+DVR3dN0PhhoaEIiw8XAaQIqc2KDAI1hWt060fFRUFdfVyMs81I7FPsY3ypuUV0/K675iYWCQnJ8n8XjGQgdiGGHRAtK5ndRx52Zaamjoa1nXAWdfTch1xbgb1fQcHjx5It3xZ/VyyBZaIiKgIg9dNU3ch1O9N3U4RxN474QVoJ8PC2RRd+rqgYuWCtdqVViIXddu/W6GppZkul1XkowqiFTY1sBWBYMZb5pZWlpm2KTpppXbUEi3YImjMuH5Orapin2mD1/zsO21AnHZ50fEuq+PIblsb/tqAwUPelcsuXrgEtjWqK9YRwfGOPdtLTPBa3BjAEhERFRHR8po2eH1DDYhVQ0VUK3PBaypVzO99WwkJiWjZtJVsua1sUxk/r1mhmCcCWPGgFAxgiYiIiijnVaQN5OTOCU+4jG8tc2KJRo35ECM+GC5La4kyWpQ9fmKIiIiKQFR4tEwXyImYLzp2EaVNr2Dwmju2wBIRERWyFz4vcezgCUA9GUjKvk6p6NAlqhIQUf4wgCUiIiokogf5uZPnceuGh3xtVLM8wjzfjCiVkb2LHdMHiAqAASwREdFbkjVd73vh5NHTMn/RwNAAnbq0h7VlRWz+fHeWHbmMrQzhNNSR556oABjAEhERvYWwsHCcPHJaMQRso6YOaNOhlSyFJAxb2h+um93gcfxNHVjR8iqCV30T9ionKggGsERERAUgCt/fcL+F82dcER8XDzNzM3Tp4ZypLJYIUjtPaAvnca3TjcRFRAXHAJaIiCifAvwDcPTgCbx66SeL5rdu3wrNWjbNcQhYEbTqGrIIPVFhYABLRESUR/HxCbh04TLcLl2TLbA2VSrDpXsnmJqlH8GJiIoWA1giIqI8eObtg2OHTiDkdagcOrSdc1vYN6wnh0AlIuViAEtERJRLaawzJ87C4+Zd+bp2PTt0dGkHfQN9njeiYsIAloiIKBteno9x/PBJREZEwtDIAC7dOsG2ZnWeL6JixgCWiIgog6ioaJw6dgb37zyQrx2aNES7jq2hpc1Rs4hKAgawREREaTy49xAnjpxCdFQ0TMobo0sPF9hUrcxzRFSCMIAlIiICZJrAiSOn8fCBlzwfTZs3luWxNDU1eX6IShgGsEREhLI+DOy9Ow9kykBMdIwsidW1Z+dMAxIQUcnBAJaIiMqs8LBw2UnrsZe3LIfVwqkZWrZpDg0N/nskKsn4CSUiojLZ6nr75h2cOXEOcbFxsLA0R9denWFVwbK4D42I8oABLBERlblWVzEMrPfjp1BXV4dTu5Zo3soxx2FgiahkKZYAdt1v/4PreVd8NP4jtHJqmW6e+1V3/LN1GwIDArHmtzVytBMiIqJCyXX1uI+TR08jNjYOllYW6Na7i2x9JaLSRekB7IVzF7BpwyY8eeKN3n17p5v38UcT8OqVH2rZ1cTJE6eQmJgAgAEsERHlX1JiEmKj4qCtp4Xo6GgcO3wSjzwfy1bXVm1byHxXtroSlU5KDWADAwMxbep0rFq7CgP6DMw0/7vvv0UF6wo4cvgotm3drsxDIyIiFREZEg3XTW7wOOGJhNgElNNUh5pVEhKtY2Be0Qzd+3RhritRKaehzFs3n382DcOGD0VDhwZZLiOCVyIiorcJXjdN3YVQv3DFtMT4JOB5MrTDDDFgYl8YmRvyBBOVcurK2tFva39HdFQUPp74caFuV4yUEhwUrHiEvA4p1O0TEVHpIVpe0wavb6ghNiwel7fdKIajIiKltsDGxsbi+rUb8H7ijYjwcJiULw+72rVg38Be5hDl1Y3rN/Hrmt+w99AeuV5SUhIKy+H9R7F7+75M030e+yIsKBLKzLXy9vRR2v6o6PBaqg5ey7J1LcUyt4/dz3GZ28ceoEbHKlAvp7T2G8qAn0vVkaTk2KeanU3OAewdj7v4Y92fOLDvAGJiYuQ0LS0txMXFyefly5fHoMED8cHokahUqVKuO9y4YSN0dXXw7VffKtIJhN9/XYebN25i9g/fFfjNdOvVBe2d2ypeixbYOTPnw8bWGqZmplAWcQHTnlgqvXgtVQevZdm6lp4eXinpAjlIjEuEdWUr6BrqFPIRUl7xc6k6vIsx9tHI2OL69cxvsGf3XnTs1AELl8xH4yaNUbFSRTkWtBhiz9vbG1evuGHf3v1wbtcZEyZ+jElTPs1xJ6PGjEL3Ht0Ur5OSk3Hq5Gm0buOEzl1d3uoN6OrpygcREZVNonHl7MnzuOF+G1DXBpLUsl1WQ1tDViUgotItXQAbGRkJHR0dnL94FpZWmUcj0dHVQZ26deRj+Mj34fnAE+v/3JDrTurVrysfqRISEv6bXg/NWzQvnHdCRERlznOfFzi87xhCQ0JhaGQAcydrPD6f/S1Nexc7pg8QqVoAa2pqih/mf5/nle1q22HewrmFdjAbN2zCyeMnZbktYcK4iSinro7JUyfBoZFDoe2HiIhKt8TERLievYQrF93k63r2ddCxc3skxiZj08P0VQhSGVsZwmmoYzEcLREVaQDr7x+AEUNH4p13B6HfgL4wMzNDURCFo//31++ob18/3fTmLZrBOotSWpUq555nS0REZUNQQBAO7j0Cf78AeWewS3dn1KpTM2WmLjBsaX+4bnaDx/GUOrAibUC0vIrgVd+EKWdEKhfA6uvrwcLSAvO+n4+F8xahk0tHvDP4HXTo1B4aGoVXMlZNTQ3OnZ2zbNEVDyIiooxEB+Drbjdx7tR5JCQkonqNqujSszMMDPTTLSeC1M4T2sJ5XGvFSFysOkCk0gGsPv7evB6vfF/h3x078e/2nRjz4UcwtzDHgIH9ZctsLbtaxXe0RERUJomhYP/duhtPnzyTDSrOXTvAoUlD2SCSHRG0stoAkWpSz25ErE8+nYCTZ4/j3z070LlLZ2zd8g86d+yKvr36y1zVsLAw5R8tERGVOQ/ueuLY0eMyeLWytsTw0UPRqKlDjsErEam2XCs5N3VsggWL5+HKtctYuWYFjI2N8e2s79DNubtyjpCIiMqk2JhYmeu6f/chxMfHo2Xr5nhvxGCYmpUv7kMjomKW58RWUSM2PCxcPsRIWqLcFhERUVHwefoch/Ydlf9zTMobo1GjRmjaqhFPNhHlHsCKMiXnzp7Hjm3/4tjRY0iIT0Db9m2weu2qtx6AgIiIKCNRJ/zCmYtwu3xNvm7QyB4dXNripbcfTxYR5RzAenk9wo5tO7Dr393we+UH2xq2mDxlEgYOGgCrClZZrUJERPRWAvwDcWjvEflTjLDYpYcLatrZ8qwSUc4BbEREBN4fMgI3rt+AoaEBevbuiXcGD0LTZk0zr0lERFRI5bHcr1zH+dOu8s6fbc3q6NLDGfoZymMREWUZwMbExEBXVxdLV/yE7j27yedERERFJSIiEof3HU0pj6Wpgc5dnNGgUX1WGCCivAew5ubm2LJ9U6aFgoOD4fXQC6GhYejcxUV+QxajaRERERWUl+djHDlwDDHRMahgbYUefbuivCkrDBDRW3biEoWj586Zh21bt8sSJmJAA5fOzujVrQ9Wrl7OQQ2IiCjfxP+TMyfO4ea12/J1cydHOLVtyYYRIiqcOrCzvvwa7m7u+P3P33D89FE5TRSOHjN2NH795be874WIiAiAv18ANv6xVQavBoYGGDxsINp2aM3glYgKpwVW1H3dv+8Azlw4BeuK1vD3D1DMa9DQHj8v/zl/eyIiojLdUeva1es4dyqlo5ZdnZpw6e4MXV3WFCeiQgxgo6Oioa6uLoeVzUi9XDkkJCYWYHdERFSWO2ppamrCuVtH2Desx45aRFT4AayxiTH09PRw/NgJ2XErLferbqhTp3bB90pERGXCo4ePcWT/cdmnwsraEj37dmNHLSIqugBW5LoO/+B9fPrxJIwcNQL29vZISkzCgX0HsWj+Eixftezt905ERCopPj7hv45at+TrZq2aonW7Vsx1JaKir0Iw6bNPEREegT9+/1P2GhW+/GIGZsz6Eu3aty2cIyAiIpUgGjlio+IQFhGKQ/uOIigwWHbU6t67C6pUsynuwyOishLAilqv38z+GpOnTsLDBw+hpq6OevXqQodJ90RE9J/IkGi4bnKDxwlPJMQmAOrJgGUianSshu4DushhYYmIlBbApjIyMuJwskRElGXwumnqLoT6hb+ZmKQGvNJAwMlIJPUCoMcTR0RKDmBF4v2jR48RHpbmjxMALU1NBrVERGWcaHlNF7ymEeYXDtfNbug8gSlnRKTEAPb40RP4fMoXCA0JzTRPjMrlduNKIR8OERGVFnGxcbh19F6Oy3gc94TzuNZQL5fjuDlERIUXwM6YNgOD3hmI94YNgb6+fqb8WCIiKpuCg15j77aDSEpIznE5kRMrOnbpGnLAAiJSQgAbGhqGyMgofP3dLBabJiIixYhad2/fw4kjpxEXFw81DV0k5xDEamhrQFtPi2ePiJQTwBoaGkBbWxtRUVGZWl+JiKjsEUOMnzh8CvfuPJAjNXbs3A5BJhG4efButuvYu9gxfYCICl22SUnij9Pwke9j1oyvs8yBJSKisuOVrx82/rFFBq/lTU0w9IN30bR5Y7Qe5ghjK8Ms1xHTnYY6Kv1YiaiM58B26dYZg/oPxu6de2BolP4PlIW5OU6eO1HUx0dERMWcMuB+5TrOnbqApKQk1LOvA+euHaGlnZIWoG+ii2FL+8tqA6LDlsh5FWkDouVVBK9iPhGRckfimjAZNWrUQM/ePWBgYJBuHgtTExGptqjIKDmilvfjp9DU1ETXni6o16BupuVEkCpKZYlqA6LDlsh5ZdUBIiq2Tlw+Ps/hfssNxsZGRXoQRERUsjx98gyH9h6RnXktK1iiV79uKG9aPsd1RNDKagNEVOyduPQN9OVPIiIqGxITE+F67hKuuLrJ102aNULbjq2hoZGngRuJilR4eLgs46mnV/TDu8XFxSEyIjLXL25UPOc2x05cDo0csGPbjgJvnIiISo/QkDD8s3GHDF51dXXRf3AfdOzcnsEr5VtERAQiIyML/czNnTMPf/2xXilXxN3tGt4d9B6KmxgRVeSfqxL3Qji32X6lDgsLkz+nfz4DO7bvhI2NTbr5olPX7O+/faudExFRyfDg3kMcO3gcsbFxsKlaGT36dIUB78BRAa35+ReYlDfB2PEf8RwW0NUrV7Fg7iI8uP9A3hnpP7Afvp83R+ajUw4BbHJSMhITEtC6jZN8/crXN938mOhonj8iolIuPj4ep46dxe0bHnLQmtbtW6F5K0d5F47KZtWJ2JhY6OjqZHnbV/yOZAygxDqitTVtZ+8Jn36sGAQp7W1/UVs+O6KVUQxPnNW+s2uZFHcK0hLHIfK21dXVYGZmlm4gpozHkV0aQlbbzYlo8IuJiYWWpqYM2gvLyROn5GBSjRo7wN/PH++9MxR/rPsT4z4eK89VYGBQpnXE+zY3Ny/y65ud1HOXXYpAfs9tgQJYYxNjbPpnY6HshIiISp5A/0Ds330IQYHB8q5az37dUKlyxeI+LCoGIqD7YfY87N29VwZBPXr1wA/zv4eWlpasBT/9iy9x7sx5uWzXbl0wb9FcGQDu+nc35nz7PRITE2BVoQKWrfwJDRo2wOIFS2TwMuXzz+Rt//i4eNy9exc+z55DV1cPf/69Ti4nxETH4PvZP2Dv7n0yWGri2ATLf14qA9CseD7whEuHLnjx/AWsrStg9a+rULdeSnWMTX9vxm9rf5eNcDExMfj4k/GYOPkTOS/jcRgaGuL3P39VHEdwcDAmjv8U7u7XYGRkhF69e+Z6G/yzT6fgdfBrGRA2dWyCX9etLbRr8uXM6YrnFawroKNzR9y/e1++DgwIRI+uvRSBuaaGpjwGI0PDLEucFvb1zSirc3fhvCuOnjyc7fy3xa/YRERljAgSbl67hU1/bZXBa63aNTFi9FAGr2XYj4t+wkNPT5xxPYXrHtfQpGlj+L3yk/MWzFsoWxjdbl7BJXdXPHvmg5XLf5bzvv/uB/z2x1rcvn8Lv/1vLW7euJXl9i+6XsJv//sVdzxvo7OLC35aslQxb9nS5Xj29BkuXDmPW/duoHr1apg7e162x3ri+Ems+mWl3FavPr1kECl+pwWRsuB24wrcb13F4eMHZUB74/rNLI+j74A+6Y5j4bxF0NPXx807N+S6rhdcczxna9f8KsuM3r5/U+6zMIPXjESLq+uFi2jYqKF8bWllKfcpHp27dMakKZ/K59nV5y/q65vbucvvuc13C6xoIr59ywMtW7XI08riF+bUiVPo5NLprQ+EiIiKnmjtOnrwBB4+8IKGRjm4dOuIho0bpLvVSoXrj7Ub5HkvDqJVbtT4EbkuJ1rmVv+6WnH7+d333lXMO3LoKNb99bvilvsnn34sA5sZX32J8uVN8PLFS5mjaVvDVj6y0m9gX1SpWkU+b9euPRYsmq+Y9+/2nVjy0yLZyhcSEoIhQ4dgyDvZd/Dp3acX6tStI5+L1tVf1/4G7yfeqG5bPV2Lo7aODjp0ao/Lly7L2/AZj6N7j+44dODwm/d5+Cj+3rweOjra8jH6o1FY99sf2R5H+w7t4H7VHT7PfGBsYpJtyVFx2zw8PCLb7VhYmOf6+VswdyE0NTUwbPhQFMTeIr6+uZ27/J7bfAew4gA/nTAJdna1MPT9oXB26ZRlnkRQUBD27z2AzRs3Q1/fgAEsEVEp8MLnJQ7sOYzwsHCYmZuiV7/uMLfMPl+Oygbxvz8oKBgVK2VOH0lISAkqrSpYKaaJW8mp+Zd//v0Hfv3lN5mbaWlpic+++Az29vUzbUfcrk+loakhc10V+w4MwhdTpkNN/U0QJ25ti6A/qxhEtD6mXa68SXkZl4gAVjSqfffNHAT4B0BfX+S6RmPo++9leRwi1zP1OMT7FLfSxXt4s5837zkr1apVxS+rfkHPbr3lbfcfly3Jcjkxmmnalt6Mjp86mmPu7PKlK2Q+7LadW+X7LWnXNyGXc1eQc5vvAFbkJZw6dwK/rFqLr2bMkqOw1K5TG9YVreUvQlhomPyW8/jxE9hUscHYcWMwtIDfBoiISDnE7UdRGkvUdxV3zho2skeHzu3Ym1lJ8tICWpxExyYR3Dy49wA2NpUV08Xviqj/KwLGR16PULlyJTndy8tLkW5StVpVzF+Ucrv/wL6DmDhuIk5fOJXvfa9YtQyOzRzT7Tu7Vsknj5+k60AVGBiIihVTjmfWjK9lxyeR4yl89eUsGcDlJvV9ivhG5JsKjx89znGdb776Fl98+YWsDpCT94YNkY+CWLPqF5mHuu3frdnmBGtpaeX4Hov6+uZ27gpybguUAyt6mU2b8QUuubli2cqlaNykkUyEfvbUR87v0r0LNm7ZgDMXTmH4B8PliSEiopIpIjwCO7bswoWzF6GlpYle/Xugcw9nBq+UzoejRuKHOXNx7uw5PPR8iNnfzFEEiu8OGYwFcxfg1s1b8pb5T4uXylvQ4jb9sHffx4VzF+TInQ8fPoRmAVoIx4wdja9nfiNzPJ96P8XePfsw6ZPJ2S5/+NAR7N65G4+8Hsv1mrdopmhdVFNXl7e8xfGI7YjWz7wa9M5ALJy3EHc87spj+e2X33NcXrRU3r51W54nf/8ABAQEoDCJVs///fYHVqxaLt+X2IdoycyoevVqskOZ78v01aKUeX1zO3f5PbdvVYVAlDno1aenfBR2S8CIoSNx/twFGSCn/eYSGxsr8zxET0Rx4lo6tcAP876Xrb1ERJQ/j72e4PC+YzIHz7qSNXr27QZjEw4NTpmNHjtaBic/Ll6K2JgYeds9Nd9RdBASt/enf/4l1NXLyXkfjBopS61NnDwRq1euxtOnz2T6oehcldoYpq+vr7htn/pc0CinATPzN62JH47+QN7lXbpkqexd79DYAdNnTMvyMoltjZ8wTnbkWrF0JerVr4eVa1Yo5ovb+AvnL8LmjVtkhyeRM5patinjcYic0rTH8dnnk2WD3acffyoDYpFfu2/v/mx/XX5cvgSLFyzGqBGjER4RAW1tbVy4fK7Qfr1E3qg472M+fFNLt0WL5rLqQlrDRgzF9c+uo1/vAXC9cj7LhsXCvr4ZZTx34yaMxZZNWwt8bvNCLTm1656SiBNx/doNHD92IlMAK5r+T586I3sImpubydeimfnwiUN5zvsIDgrGlPHTsWztYpiamUJZvD19UM2OgbYq4LVUHWX1Woqcs3OnLuDa1RvydXMnRzi1bVmq75iV1WupingtVf9aXnS9hO++nq0oo1UUlFpGSzRxi29FC5a86X2YSjSLb9u6HVO/mIL69vVkQrGoUfbkiTdOHMu6LAQREaUnalJu2bBdBq+iVWvQe/3RtkPrUh28EhHlOYWgsIWGhmHyxM+wYMkClC+ffmQG4ebNW3JEGJE2kEp0HhO9CkXg271nd2UdKhFRqXT39j0cP3JKFmuvXqMquvXqAj39rEcbIiIqKmJUsoyjcJXaAHbGFzPQpWtntGvfVt7eykiUvBDMTNP3shOpBDklRkdHRcv8rlQhr0MK9biJiEo6UQroxJFTuOtxX+attXdui6bNG7O2KxEVi6bNmuKfHVtKfwC7dfM/ePz4MZavWpbvdXMqpSEc3n8Uu7fvyzTd57EvwoIioSxJiUkyF4RKP15L1aHq11K8v0C/QLjfuCY7vooOKqKTh7jL9fThc6gSVb+WZQmvpepIUvLnMm2+bbYBrKgIIDpEidv4b+vqFTc8uO+J2rYpYxWnmjJpqhyz+NCxA7CwtJDTgoKDUKlSSi0y+TooGA6NUkbQyIq4RSZaG9K2wM6ZOR82ttbsxEUFwg4GqkNVr2VkSDQubHLD7WP3kRSfBKgno3wdcwwc3RPlrbIviF6aqeq1LIt4LVWHdzF+LtVzyllt07IdPho1DmdOn1WMM1wQPy1fAu8XjxUPr6eecrqoQiCCV8HBoaGsS3jxwiXFeq98X8k6ZU0dm2S7bV09XRmopj5yGs2CiEgVgte/p+zEzYN3U4JXIUkNr+9GYPvMg3I+EZGqyzaAFbmnoniuGHJw5LAP0KFNJzmcmOjhWhSMTYzxzruDsOyn5bLQrb+fvyxQLAr0Ond2LpJ9EhGVNkfWnka4f9bjqof6hcN1s5vSj4mIqMQEsKIjgBjEYOuOzTh++ig6OnfE6p/XoIVjK0yd9LmsDFDYvvv+W7h0dsb7Q4ajnVMHxCckYP2mvwo09i8RkSoRg8CcO3kBjy48zXE5j+OeMi+NiEiV5akTV81aNTH7+2/x5cxpclizpT8uw85/d8kRMD6d/Em+S1yJcXFFKkFGYhSLOXNnywcREaUICw3DgT2H8eKJL5Ckk+NpSYhNQGxUHHQNc16OiKg0y/NABmJUhS+mTMeKZStR2aYyps+chjp162DSJ5/h5+XphzUjIqLC4Xn/ITb8bzNePvdF5eoVoaGd84AEGtoa0NbjXStVIVrTo8NjirxVfdvWbahRpZZ8tG7xpmN0KjEIUer81Ifb1fynq3zz1bdYv/6vfC0v4g5lKsp9zv72e6W/nzLZAis6cu3csRMbN2ySQ7q269AOv677BR06dZApBkLvvr0w+5s5+PSzico6ZiIilRcfn4DTx8/g1nUPWUrQqV1LtHBqhhPhF3Dj4N1s17N3sYN6OaUOskhFQHTGc93kBo8TnrJVXXwxsXe2g9MwR+ib6Bb6/t559x0MGDQA586cw8zps7JMYenc1QWrfvk53d3U/EpMTIR6OY18LS/2rUxFuc9vZ39dJNsti7L9Kyc6a7Vs2grLl65Ax04dcPr8Sazf+Cc6uXRSBK9CQ4cG0NXlrSoiosISGBCETX9ulcGroZEBBr8/EK3atJB/e0UAY2xlmOV6YrrTUEdeCBUIXjdN3SW/qIjgVRA/xWsxvSgqTYgvSSIgVUvz/z3TMkhZJvWRE1G9qJtLdzSo0xDD3xsBn2c++Hf7TmzZtBUbNqyXLbgfDh8llxUtkuJ1rWq10amtM7b9s11OT11+5bKf0y0vAkxx57dD645o2rAZpn/+JSIjI7Pdb1byu8+MxABKUyd/gcb2TdGza2+sXrka3Tv3zPU8fz97Ln5ewbvWhSHb30ANTQ3Zqapv/z7Q1c3+256ZmRkOHz9UKAdDRFSWiXKFImgVLa8JCYmoaVcDXXq6pGskEK1vw5b2l9UGRIctReuci50MXouidY6US7S8iooSOVWa6Dwh823+onb2zDnUt2sAcwtzDBw0AJ9MmoBy5bJOaZk2dTq++e5rdHTugFs3bmHvnn2YMPFjuF11h6a6Jr6d+7WiMezTyRPxyacTZKvnzRs3MW70x2jUyAEDBvWXy1tYmGPSlE8Vy69d8yuOHT2GdX/9Locr/XbWbCyavxjfz5uT5X7FtjPK7z4zWrLwRzz38cGBI/sQGhoqS47q6eU+bHNSMbQol7kA1tDQEEOGvqvcoyEiKqNiYmJx7OBxeN73kkGBc9eOcGjSIMuRCEWQKgIY53GtZYctkfPKtAHVIHJdRdpATsQXF3HtlXnNhw0fKmOChPgE3Lx5C1MnTZUNXSIozUo59XIy0DUwMIBTGyf5EMSvs2jlTduCK4LE1ECxWfNm6NOvN86ePgu72nb/LZ/S8ptq04ZN+GnFT7KDuTDz6xno3a2PDGCz229G+d1nRnt378Xadb+gYqWK8jHu47H4e/3GAp1bKhiNnFoCwsKy/gYo6Ohoy6oBRET0dl48f4mDew4jLDRcDsjSq383xeiEOREBDKsNqBbxhSQ1baAkVZpITTEQjxYtm+OTSZ9gy6Yt2Qawa9etkbfhF8xdgIYODTFuwjjY2FTOctnr125gwbyFuH/vPiIjImUL5Zixo7NcVqQP+Pq+kvXpIb7bJafk5yYkJCAmOibP+83PPjMS+woMDELlym+2W6VqlTytS0oIYAMCAtG8cYscV7apYoPRH43CB6NGFuIhERGVDeKf5tWLbrhw9pJsNGjQqD46urSHppZmcR8aFRPRmi5SQnIKYktCpYly5dSR0wCdYgj4/61fJwNO0TL50Ydjcfj4wSxvyYvW3JGjRuK3dWuhb6CPH2bPlUGikHF5cXfC0soSv65bC/sG9dPNE8F1dvt9m31mJPYj0idfvHiJCtYV5LQXz1/kuA4VvmyvkomJMT6eOB6GRobyG9aaX1dhxapleG/Ye3JggW9mf40ePbvLbzCHDx4ugkMjIlJdEeER+HfLLpw/c1EGrD37dUeXHi4MXss40aouqg3kpDgqTYgAT7RaxsbG4tbNW1izaq2sSpCVqKgoOeDRI6/H8ouZCPhSO1mZmZvBx+dZujzQiMhImctqYGiAG9dvYM/uvYp5YnlRBSnt8iKVYf7cBbKDlsgVv37tOr7/7occ95tRfveZUY9e3bHsx2UIDg6WQ97/vvb3fJ5RKrIWWBGkHj5wGH+sXyfzQ1L17d8XdrVrwe2KG1b/ugpWFayw6e/N6Naj21sfDBFRWfDY6wkO7zsmezJbV6yAnv26yeG0iQRRaeKJu0+WHbmKqtKECE4H9XtHBn4icBM98EU+6KFjB+R8kSM67/v5Mv/V3MwM/Qf2z7JzlCA6M7Vt3xZjR4+TQabIVf1x2RI5T3T+2r/7AGrb1kWbtq3x599/YM4P32HOdz9g5rSv0MChATp0bK/Yllh+7Ojx6ZafOOkT2Ur6/nsjEBQYhIaNGuKrr2fmuN+M8rvPjEQt/C8/n4E2LdrBuqI1evftjcOHjrz1daC8U0sWv61ZCAsLQ8umTrj70CPTPPFtY/jQkTh/6Sy8vB5h9MgxOHPhFEqC4KBgTBk/HcvWLpa5ZMri7emDanY2StsfFR1eS9VR0q6luEV5/rQr3K9cl6+bt3KU9V2z68lNJfdaKqUOrJIrTaTeQk+b91oUv5viWlatVVkGy1ndrk9t+Uw7Tyyb3fKF4W33KQZ7+u7r2Th6Muc70rNmfA1ra2tMnPwJVIF3MX4us2+B1dSStwpEM7ptDdt0827f9lCU1hJDHFpZWRb9kRIRlWKitvb+3Yfh/8of+vp66NanC6pVr1rch0UlVHFUmijIwAQFJYLjrCpsCFkFjDktXxiUsc+4uDh4PvBEs+as1VwYsv1t1dHVQZeunTFqxGhMnjoZ9erXRXxCAq5cuiIHNxg77iO53P69+9GjV49CORgiIlV01+M+jh8+ifi4eFSzrYruvbtATz/3mpFErDRR+ogBDUSgmpFIcbBvYI+u3bsWy3Gpmhy/bi1eukgmbn8xZZrs0SeIltePxo/BhE8/lk3rnZw7ZltnjYioLIuLjcOJo6dx9/Y92cLT3rktmjZvXKQtSUSkfC1btVDkC+8/vFfGRznVnqUiDGBFUW2R07H4p0WY9e0seD95Ak1NLVS3rZZuZK427doUwmEQEakWv1f+OLD7EF4Hh8CkvDF69u2GChVTSu4QkWpJmy/MnPZiDmCjoiLx1fSvZBqBsbGRrK1GREQ5Ey0v167ewNmT52XHkDr1a8OlW0cO/EJEpIwA1tjYWHbiCg8Pl8PKEhFRzqIio3DkwDE89vKWw2x27uGM+g3qMmWAiKiQZZuMIZrAPxj1Ab76chZCXocU9n6JiFTKM28fbPjfZhm8WlhZYPioobBvWI/BKxGRMltgg4KCsHXLPwjwD8D+vQfkyBQa5d4sLl4fOLKvKI6JiKjUEB1cL567jMuuV+Xrxo6N0K5Ta6WWJCIiKmuy/QsrOmp9OPqDbFfU19cvqmMiIioVQl6H4uCew/B9+UqWHuzWqzNq1EpfN5uIiJQYwIp6ZRMmflwEuyQiUo3aricOn5LFyatUrYxufbrC0NCguA+LiKhM0MjL7bGjh4/i3r37iImOwYxZX+LC+Qto266tco6QiKiESEpMQnhwBM6fv4D79zxlTce2HVujWcumzHUlIiopAawYRnbMh2Ph+9IXNlVsEBwcjK++mYn1f/6NhPgEdHTuqLwjJSIqznHpN7nh9vEHSIxLBNSToW2jh96Tu6J67Sq8LkRESpbjkBDTpn6JRo0ccPnaRWzc+rdi+tBhQ7D+rw3KOD4iomIPXjdO3YUbB++mBK9Ckhpinybh2KLzcj4REZWQADYyMhK3b93G/EXzYGRklG5ejZo18PDBQ2UcHxFRsTr9pyvC/MKznBfqFw7XzW5KPyYiorJOPafRZMRDTT3zmN0REZHQSTOcLBGRKrp3+z7unsz5y7rHcU+ZG0tERCUggDUwMECVqlWwasXqTPMO7j+Ipo5NivrYiIiKhagscHj/MRzYeUSmC+QkITYBsVFxSjs2IiLKpRPX59OmYMK4iTh96jQaNW4kqxDMnD4L+/fuw54Du3n+iEjlvPL1k7VdXweHwMjUEBFaSW9yX7Ogoa0BbT0tpR4jEVFZl2Mnrh69euCP9eugqamF7f/sQFJSEl68eIGtO7bCtgaLdROR6hApU1cuumHL+m0yeK1bvzZGfjQMDVxq57ievYsd1Mvl+KeUiIiUXQe2k0sn+SAiUlXh4RE4vPcInj19Di0tLTh364h69nXkPKdhjnji7iM7bGVkbGUIp6GOxXDERERlGwfrJqIyzcvzEY4cOC5TpKwrVkCPvt1gUt5YMV/fRBfDlvaX1QZEhy2R8yrSBkTLqwhexXwiIiphAaz3E2/cvHkL4WHpWx90dXUx8J0BRXlsRERF2lHr9PFzuH3DQ75u2bo5WrZpjnLlymVaVgSpnSe0hfO41rLDlsh5ZdoAEVEJDWA3btiE776eLYdI1NVL38pgYW7OAJaISiXfF69wcO9hhLwOhaGRIbr37gKbqpVzXU8ErbqGOko5RiIiKmAAu3jhEnw75xu8P2JYlq0SRESlieiIeunCFVw6f0V22qprXwfOXTpAW0e7uA+NiIgKI4CNiIhAQnwCRn44Ij/bIyIqkURlgUN7j8D35SsZsLp07Yg69XOuMEBERKUsgBUDGejp6cohZfX19ZV7VEREhUS0tN6+eQenj51FfHw8qlStjK69u8DIyJDnmIiolMqxeOH7I9/H7G/myN65RESlTWxsLPbs2I9jB0/I9IH2zm0xaOgABq9ERKraAhsUFIRNf29GgH8Adv27G+bm5unmm5mb4cCRfco4RiKifHvs9QTHjh6XQay5hRl69O0KC0sLnkkiIlUOYEWZrA9Hf5DtigVJK4iKisK9O/egXq4catnVlGkKGYWFheHhg4dITEpEQwcH6LBzBRHlg0gTOHPiHG5euy1fN23eGG06OEFDg2WviYhURbZ/0fX09DBh4seFtqNlPy3H1s3/oGrVKoiIiMSzp88wY9aXssJBqi2btmLe9/NRo1YNJCYkwvelL1b/ugotW7UotOMgItX1ytcPB/cclh22DAwN0LhRIzRv27S4D4uIiApZrk0SiYmJOHr4KO7duy9zYUXQeeH8BbRt1zZfO7KyssKZC6cVLap/r9+Ib776Fl27d4GFhQW8Hnrh65nfYPFPixT1Zf/831+YOH4izl48IwNqIqKsiPzWKxfdcPHcZfncrm4tdO7WCa98AnjCiIjKWieux48eo3PHrpg6+QscPngEO//dBXV1daz/82+cOnEqXzsa+v576dIB6tvXl72DQ0PD5Otr7tfkz34D+iqWGTBoAAIDg3DyeP72RURlx+vg19j69w5cOHMRGpoa6N6nK3r16w4dXQ44QERUJltgp039Eo0aOWD3/p2IiYlFjy495fShw4Zg/V8b0NG5Y752JoalfeT1CAEBgfjrj78w4oPhqFmzhpwnOomJ1t4Xz1+gStUqcprPs2fy5907d9GrT8q+M4qOikZ0dLTidcjrkHwdExGVTuIL8A33Wzh76rysWV25SiU5opaRsVFxHxoRERVXACvqv96+dRubtv4tWzJiYt7ciqtRs4bsaJVft295YOeOnfD19UVUVDTatGujmNe2fVvYN7DHR6PGYszYMTKY/WPdn/KfUWhoaLbbPLz/KHZvz1wNweexL8KCIqEsSYlJ8Pb0Udr+qOjwWpZ8okOou9s1+Pv7y7tCDR0ayi/DwX6h8pGK11J18FqqDl5L1ZGk5Ninmp1N7gGsaN0QDzV1tUzzRCcsHV3dfO+4d99e8iHs3LEL48d8LEtx1a1XF5qamti+6x9sXL8J58+dl68X/bgQkyd+lmP+a7deXWRtx7QtsHNmzoeNrTVMzUyhLOICpj2xVHrxWpZc4m/S3dv3cPLEGcTFxqGCtRW69e4CM/OsP+u8lqqD11J18FqqDu9ijH1yHIlL3MpftWI1Pp8+Nd28g/sPoqljk7fa8YBB/TFrxte4dPGyDGBTS3d9NH6MYpng4GD4PPNBnbp1st2Orp6ufBCR6n7Dj42KQ0JSPE4cO41Hno9lq2vrdq3Q3MlRPiciorIlxxzYz6dNwYRxE3H61Gk0atxIViGYOX0W9u/dhz0Hdud5J+Hh4TI4TVuHUZTRErmrVlaW6WrAGhm9yV/763/rYWxsjC7dOuf/nRFRqRYZEg3XTW7wOOGJhNiElC6nlgkwb2yKHoO6wqrCm78dRERUtuQYwPbo1QN/rF+HVSvXYPs/O2RLx4sXL7B1x1bY1rDN806eipqvX8yU6QM2NpXx8sVLrP/rbzg2a4rOXd8EpzOnfSVrwNapU1u2zP6zdRt++XU1DA05ZjlRWQteN03dhVC/8DcTk0ShVw3EuavD4H3+TSAiKstyrQPbyaWTfLwNe/v6WPPrKmzbuh0H9h1EedPymD5jGnr06o5y5coplvtx+RJZ+3X/3gOoVLkSDh45gBo18x4oE5FqEC2v6YLXNML8I+C62Q2dJ+SvFjUREakOpY2tKPJpv/jy8xyXEWkGhTn6FxGVPiJV6dbRezku43HcE87jWkO9HPNfiYjKIg4OTkQlxvNnL3Bw51EkJSTnuJzIiRUdu3QNOVgBEVFZxACWiIpdfFw8zp9xxbWrN5CcDKhp6CI5hyBWQ1sD2npaSj1GIiIqORjAElGx8nn6HEcOHEdoSCj09PXQuXsnPDF5iRsH72a7jr2LHdMHiIjKMAawRFQs4uLicO7UBTkcrFDPvg46dG4PXV0dWFtWxBN3nyw7chlbGcJpqGMxHDEREZUUDGCJSOmePnmGowdPICw0DAYG+nDp3gk1ar2pOKJvoothS/vLagOiw5bIeRVpA6LlVQSvYj4REZVdDGCJSGliY2Nx9sR53LrhIV/Xb1gXHZzbQUc3c2csEaSKUlmi2oDosCVyXll1gIiIBAawRKQU3o+f4ujB4wgPi4CBoQG69HBG9RrVcl1PBK2sNkBERGkxgCWiIhUTE4szJ87C42ZKp6wGjeqjfae20NbR5pknIqICYQBLREXm0cPHOH74FCLCI2BoZIguPZ1RrXpVnnEiInorDGCJqNBFRkTi1LGzeHDPU752aNwA7Tq1gZY2a7cSEdHbYwBLRIUmOTkZd27fw5njZ2XqQHlTE3Tu7gybqpV5lomIqNAwgCWiQhHyOgTHDp3EM28fqKmpobmTI1q2bgFNTf6ZISKiwsX/LET0VpKSkuB+5Tpcz15CQkICrKwt0aWHCyytLHhmiYioSDCAJaIC83vlLwck8H/lDw1NDbR3bosmzRpBXV2dZ5WIiIoMA1giyrf4+HhcPHcZbpevybzXqtWroHP3TjA2MebZJCKiIscAlojyReS4Hjt0AiGvQ+UIWh1d2qGufR2Z90pERKQMDGCJKE+iIqNw5sQ53PW4L1/XqV9bBq96+no8g0REpFQMYIkoRyJF4PYND5w9dQGxMbEwMjaCc9cOsK1ZnWeOiIiKBQNYIkonKTEJsVFx0NbTQmBgEI4fPgnfF69kx6yU0ljNoampybNGRETFhgEsEUmRIdFw3eQGjxOeSIhNgLqGGpLNEwCbeNjUqASXbh1hZmHGs0VERMWOASwRyeB109RdCPULV5yNpIRk4FU56MbqoefkHjAoz1xXIiIqGViskYhky2va4DWt6NexuLjFnWeJiIhKDAawRGVcfFw8bh1LqSyQHY/jnjI3loiIqCRgCgFRGeb9+ClOHDiNpPicg1OREys6duka6ijt2IiIiLLDAJaoDAoNCcXp4+fg5fkIycmAmoYukkXOazY0tDVkVQIiIqKSgAEsURkbAvaKqxuuXnJHYmIiTM3Ko2OX9nho8gw3Dt7Ndj17Fzuol2PGERERlQwMYInKyGAED+974fSJcwgPC4eWlhbadHBCY0cHlCtXDhbDLPHE3SfLjlzGVoZwGupYLMdNRESUFQawRCouMCAIp46dwTNvH/m6foO6aNuxNfQN9BXL6JvoYtjS/nDd7CY7bImcV5E2IFpeRfAq5hMREZUUDGCJVJQY9tX13CVcd7spW2CtKliiU5cOqFjZOsvlRZDaeUJbOI9rrRiJi2kDRERUEjGAJVIxIli9c+suzp26gKioaOjo6qBth9awd6gnh4PNjQhaWW2AiIhKMgawRCrE5+lzmefq/8ofampqaNTUAa3btZRBLBERkapgAEukAl4Hh+DsyfOyLJZgU7UyOri0g6WVRXEfGhERUaFjAEtUisXExOLS+csyzzUpKQnlTU3Q3rktbGtWly2wREREqogBLFEpJGq43rruITtpxUTHQEdHG63atoRDkwayLBYREZEqYwBLVMo6aD155I0zJ84hOOi17JTVpFkjtGzTArrMcyUiojKCASxRKeH74hXOnjqP589eyNc17GzRrmMbOZoWERFRWcIAlqiEex38GudPu8Lzvpd8bWVtKQPXKtVsivvQiIiIVD+APXvmHNyuuMk6k40aN0L7Du0ydTQRy7i7uSM2NhY1a9ZEr949WQKIVFpSYlKWAwdERkTi4vnLuH3jjuygZVLeGG3aO8Gubi120CIiojJNaQHsu4Peg6GBARo3aYSIyEh8MWUamjo2wa/r1iqWmTZ1Oo4fPYH3hg2BkZERfv/1d/yyei12798JQ0NDlHXXr92QOZBNmjYu7kOhQhAZEg3XTW7wOJFm6FZnOzQb1BB3HtyF++XriI+Ph66eLlq1aYGGje3ZQYuIiEiZAezCxfNR3ba64nWbNq0xbMhwPH70GLY1bBEeHo4d2/7FspU/od+AfnKZd98bDEeH5jh35hx69OpR5i/YkcNHkJiQ+FYB7DX36/Ing+DiD143Td2FUL9wxTQRxN44eBc3T94FGsRAS18TLds0R7MWTaGlrVWsx0tERFQmA9i0wasgAlZNTU0Y/Neyqq2tDSNjI4SHvfmHLp6LFkdLK0tlHabKO3TgkPzJALZ4iZbXtMFrWskxyTCPscLgL3pD30Bf6cdGRERU0ik1B/bM6bM4cewEAvwD8PChF35eswKWlikjBWlpaeG3//2KuXPmwvXCRejp6+PWzVv4Yd4cODZzzHab0VHRiI6OVrwOeR2C0k7U9bx69SpCXofCsVlTWFe0zvdyosC925WrCAkJRdt2bWBsYoxnT5/h3t17cv7GDZvkF4MuXTvD/ao7NDQ1YGJighvXb6BZ82aoWKkifJ754Nq16zAzNUWLVi3kFw5h/94DaNbcES9f+uKptzcaN2mMqtWqKvYt8pfPnz2PyKgotGzZgl9Assh5FWkD2VNDiGckdHV13+bXiIiISGUpNYAtX95EpguIf8xubu64cN4V3Xp0U8y/fu06/P0D0LptaxjoG+COhwcuul7CO0MGy0LtWTm8/yh2b9+XabrPY1+EBUVCmUGJt6fPW2/H398fX0z7XAaT5ubm+Oarb/HtN9+hSZMmCA0OlwXsxX5yWs73lS+mT58mz2GFChWwbMlyLF68BMHBQfB96Sf3c9n1KipVqgS76nWw+e9/cPPmDSQnJaN2nTow1jfF/t2HsHLlCjRzbIZnPj7yC8aypcugo6ODHxctha6ODvT09aCvb4AZ02ZhxfIVqF27tszZHDd+LPT09FHBygo/LVqKL6fPQL169VBaFNa1zE5sRKxMF8iJmO916wm09Jk6UJKvJSkPr6Xq4LVUHUlK/htbzc6meALYhg4N5UMY+M4AdOnUDZ1cOqFjpw7wfOCJhfMW4e8t69G2XVu5zIgPh6Ntq/bYuGEjxowdneU2u/XqIofOTNsCO2fmfNjYWsPUzFRJ7wzyAqY9sQW1dMWPcOnijG/nfCNfnzx+EosXLsHh44dgbGooc2DFfnJabvGPC9G6rRMWLlkg57188VJ2/mnaqhGuuF+W02Z9+5Vin0YmBlBTV8PBY/tloCpadidPmSRbyDs6d0RCQgIG9RuMMxdOYdzHY6GlrYm2Hdrgq29myvW/+3o2Ll51RdfeLnhw/wFi42Jx8txxOS8iIgIvnr8olHNT2q5ldoMQXBbXQD0ZSMp+qFfRoatmw+rpqhJQybmWpHy8lqqD11J1eBfj39hiqwNrV9sOenp6ePL4iQxgHz9+Iqc3aNBAsYyoRFC1ahXZ0Ss7ooe2eKgK0eI8YFB/bN38jwx44uPj8OC+p0wJyOtyVy5fwW9//KZYVqQD5EakGYjgVRDXIikxUQavgoaGBnr26gE3NzfF8m3atVE8r1mrJi65XpLPq1StAm0tLSxZ+COcOzvDoVFD1K5TG2WZuD6PvZ7g0vkreOWb0gJuYGuCCK+YbNexd7Fj8EpERFScAayPz3PEx8XJ9IFUIhc2KioKDRray9e1a9vJ2pZnTp9B3/595bQXL17goacXBg0eiLIiJiYGz31epOvMJsqKiQA1r8vFxsVBSyslXzWvxJeJVGIbGhrp19fU0kR8XPyb1//lwwriuok6pYJID9l/ZB+OHzuBf7f/i88nf455C+fCqY0TymLg6uX5GJfOX4a/X4CcVrGyNZzatoR5eYtMVQhSGVsZwmlo9nnfREREZZ1SAlgR4Hz26RQYGBjApoqNvKXtdtUdk6dOkh2GUqsUfPb5ZEz7/Evs33dQ1ow9dfK0rBU7ZOgQlBUNGtijZasWGD7yfcU00ZkqYx3cnJYT806fPAP7BilfDkRKgAhqjY2NZCur6FyVk2rVqyMyKlJ2+Kpbr66cJvKVa9fNvSU1KChIBrF9+vaWj7/+WI8/1v1ZpgJYEbg+vO+FSxeuIMA/UE6zqVJZlsSyqVpZMQjBsKX94brZDR7H09SBdbGTwau+iercVSAiIiqVAWzlypWwe/8uOcKWSBlw6eKCpSt/goVFSgWCVCLvsv+Afrh545bsyT78g+Fy4IOyROSVfjB8lMwJFukTHh53EBEegXV//Z7n5abPnI7hQ0fIFmzxheHo4WNYsWqZDGBFELp4wRK5TqXKlWQVgozEcmPHfYQxH3yEocOH4qHnQ9nBTrSk5sbfzx+TJ06BS2dnmJQ3wZaNW/Du0HdRFohWaM97D2XgGhQYLKeJ4V7FIASVq1TKtLwIUjtPaAvnca2zHImLiIiIijkHVl1dXba2pra4ZkfkUIpHWSVaTQ8c3od9e/fLYFDkoYrhdAVRrkrkpua2XKPGDjh4ZD/27zsghyNd9OMCRZkrsYxIP7h7556sGCCIMmUZC+V/8eXn8svDlStXZSus6PSV+oVDbMMqTW1eu9q15PUVxLJ//v0/7N65B0GBQfjq269kMKvKRCe3ux734XbJHa+DU8q4VbOtKltcK1XOPf9YBK26hjpKOFIiIiLVoJYs7neqkOCgYEwZPx3L1i4ulVUIqPjl9VqKuwQ3r93Gtas35BcFwbZmdRm4WlesoIQjpdzwc6k6eC1VB6+l6vAui1UIiEorEayKoPXGtVuIi42TOa317OugWcumMLc0L+7DIyIiUnkMYIny6HXwa7hduoY7t+/JASXE6GWNHRvBsUVjOQwyERERKQcDWKIciAybFz4v4X7lOrw8H8lpOro6aO7oiMZNHVSqBjEREVFpwQC2hBL5ldra2opOQqkDCigjYIuLi1PsuzCJTmNiRLDUDl/FOfRdbr3+RQvrg7uecL96A/6v/OU0I2NDNG3eBA0c6su6uERERFQ8GMCWQPfv3ceX02Ziz/5d8vW87+dDX19fVgYoardv3cbHYz/BhcvnCj143rhhE169eoWZs2agOESGRMN1kxs8TqSpu+psB6dhb+quRkVGyfq3hw8dRmRklGLwgabNG6OmXY1iD76JiIiIAWyJ9NOSZbIOa0mwYulKJCQm4MuZ0996W+8New/tnNpj7PiPYGZmBmUHrxlHvhJB7I2Dd/HE3Qfdv2qHuw/u457Hfdn6KgLVuvVro0mzRqjAigJEREQlCltgS5hXvq9w5fIVrPplZba3+FNHcsqLtC2oOa2b3TwxWlpBt5UxHUFHRxsdOrbHzu278NH4MVAm0fKa1bCtgpi+dcEeqNdIkPmttarWRPvObWBgaKDUYyQiIqK84f3QEubc2fNo2LBBphxUMfzu4IFDUKdmPfTs2luOwJVKDBU7a8bXcKjfWD5mTv8K0dHRivSDL7+YiaGDh8l1O7VzgcdtD8W6UVFRmPTJZNSrZY92Th1w/NiJdPv9cfFPWDR/cZ62FRkZiU8nTFJsa9lPy+UyabVs1RKnTp6CsnNeRdpAjgI04NylI8ZOHIX69vUZvBIREZVgDGBLGBGYVretnmn6/v0HMGnyRNy8c0O2Yk4YN1EOXSqsWL5SDiV77OQRHD99FA/ue2LZj8sV6x4/dhzTZkyDx/1b6NzVBfN/WKCYt2LZSvi+9MX5y2exdftmHDl0JMfjy2lby39aAT8/f1y4cg7b/t2K40fTB8NCjZq2uH/vAZRJdNgS6QI5SgRq17aDpiY7ZxEREZV0DGBLmIiICOjp62Wa3qVrF7Rp10behv/s88nw8/NTBIL79x7AZ1MmwdLKUg73+vm0Kdize69i3d59eslhYUVwNmBgf3h6PlTMO7DvICZPmSRzUitWqogJEz/O8fhy2tbBA4cw+bNPYWpqigrWFTD+k3GZ1tc3MEB4eNa38otCeFg4bty4CZTLeTnRoUtUJSAiIqKSjzmwJYwoiB8RHpFpesWK1ornIngUgWpAQACAuvD390elypUU88XzAP8AmYMqmJiYKOaJ1ARRoiuV2IZ1xYpv9lPpzfOs5LStwMBAVLC2zvKY0waUxkVc9F/k6j7yfAyPW3fh/fipnKZmoYnkV9lHsfYudtmW1CIiIqKShQFsCVOvXl38s2Vbpuk+z3wUz0XQ6O/njwoVrOTrChUq4OnTZ7CrbSdfe3s/hZWVVZ46e4nlfHx85K194dnTN/vJr4zb8nn2PNMyXg+9ULd+PRQ2Eaz7+wXA4+Yd3L/zADExKYG1SXlj1G9YD7bDq2P3d8ey7MhlbGUIp6GOhX5MREREVDQYwJYwIk3gu6/nyI5Zokd8KtG56vDBw3Bs7ojVK9fApoqNImDtP7Afflq8VObOqqupYcnCHzHwnQF52l/ffn2w7MdlqFatqgyMV/+8psDHLtILxLaqV6+W7bYuul5Cx04dUFhE3VYRsIrW1gD/QDlNDPFav2Fd2Desj0o2FRWB/LCl/eG62Q0ex9PUgXWxk8Frah1YIiIiKvkYwJYwIhe1bfs2OHL4CPr276tIGXj3vcHYse1fzJrxDWrZ1cIvv61WBGYib1VUHRg57APRFInuPbvj088mKtYVAV0qUd80bYWDiZM/QVBQEAb1HyxbUN8bOgRbNm1RzNfU0FTsJ7dtffrZpwgOfo2B/d6R2xLB8c4dO9NVPLhw/gK+nf31W50jERx7PXiEe3ce4Jm3jyJVQgw4YO9QH7Xr1IKWduZ8VhGkdp7QFs7jWuc6EhcRERGVXGrJqf/9VURwUDCmjJ+OZWsXw9TMVGn79fb0QTU7m0LZ1uNHj/HFlOn4d8/2fNV8LWm2bv4H+/fux4ZN62XAuHnLZoRHhOOzqZMLlNf6xMtbBq2PvZ7IwQZSc4bFgAP1GtSFqVn5EnctqXjxWqoOXkvVwWupOryL8f8lW2BLINsatti5dwdKmzsed3Hxgiv69O8rc3Z/Xr4KHRt0xop3/kwzdGsTOSpWXm7ZiyDV5+lz3L/7AA8fPEJcbJycrqeni9r17FCnfm1YV6xQqoN8IiIiyj8GsFRo6tStjb2796JP974ytaCmbl0Y+VoiQS0h09CtIh81qyA2Pj4BT588lQHr44ePFZ2xtLS0ZF6rCFqrVLWR6QtERERUNjGApUJTrlw5zPx6hnwcW31OBqtZEZUARGcqkY+amtP62MsbXg+88OTRU8THx8vpmlqasKtbC7Xr1kL1GtWhmSb/loiIiMouRgRULEO3ehx/AIvmxnj86InsiJWa0yoqL4igtVbtGqhavQo0NPgrSkREROkxOqBiGbo1ITYRxw+cgpomYGCgj5q1a6BW7ZqoXKUS0wOIiIgoRwxgqdCJ8lSiw1ZOQaxaOaBlu2awtavOjlhERESULwxgVfQWfnHUOY2OjsHzp8/x7OlzaFgDCd6iQlvWFQIcutVDm45OSjs2IiIiUh0MYFWIKE/luslN5p++KVtlB6dhRTPSlOh89fzZC1nqSgStAX4BinnJFoC6vy6SojKXGebQrURERPQ2GMCqUPC6aeou2cM/VV7KVuWVGO8iPCwcL1+8gu8LX7x87gu/V/6KUbAEM3NT2FS1QZWqlWUua1IcOHQrERERFToGsCpCtLymDV5zKluV15Gv/Hz98fKFb0rA+uIVIiMi0y1T3tQENlUqw6aaDWyqVIK+gX76jeiBQ7cSERFRoWMAW2bKVnnCeVzrLHNi4+LiEOAXCH+/APkQqQAB/oFISkpSLKOhUQ6VKleEdWVrVKxUARUrWWcOWLMh9qlrqFOAd0ZERESUGQPYMlO2KgExkbFISI5HUGBwumD1dXBIpuWNjA1hXUkEqykBq4WVhRyogIiIiKi4MYAtQ2WrfvvlDyQmpl9GTU0NZuZmsKxgAUsrC1hYmsufunqF3+mLiIiIqDAwgC2F4uMTZIeqsNAwhIWm/DSsoYvXd7POgQWSkWyRCF1dbZiaVUB5M1MZpFpamcPMwpxDtBIREVGpwgC2BBA9+UUeamxMLKKjohElHpFRmX9GRiEiPEK+zrQNkY6qrQXEqmWqvWpgro8h83ujvJWJEt8VERERUdFgAFsIbl67jedPX8Ln5TMkJSUjKTFR/kxOSkJiUpLiZ3x8POJi42SwGhcbn/IzLg7xcfF53peWthbMLcxgZGwk81TlT6OUnxrQxI09d2WHLUUdWBc7OA0tmjqwRERERMWBAWwhuHn9droi/vkJRrW1tWFoaAgtbU1oaWlBT18Penq66X/K5ymvNbU0c9ymKJUlqg0Ux0hcRERERMrAALYQtOvYGs+9fWFVSfTUV4e6urrsHCV67aupq6GceK2uDk1NTRm0amlpyudimaLAslVERESkyhjAFoJqtlWBBHVUs7MpjM0RERERUQ54f5mIiIiIShUGsERERERUqigtheD58xdY9+s6XL3iJvNEGzVuhI8/GQ/ritZy/lPvpxj67vtZrjtz1gz06tNTWYdKRERERCWY0gLYzyZ+hgGDBuDd9wYjMjISy39agcEDh+DEmWOy933FShWxdceWdOts/2c7Vq9cA8dmTZV1mERERERUwiktgP3n362yV36qL7+ajt7d++KR1yPUrVdX9sq3samcbp1TJ06ho3NHVLCuoKzDJCIiIqISTmk5sGmD18TERBw6cBgVKlRA1WpVs1z+7p17uH3LA+8NfVdZh0hEREREpYBSy2it/3MDflv7O14Hv4aFpQU2/bNRFujPyj9b/pEBbodOHXLcphh6NTr6zdCqIa9DCv24iYiIiKjkUEtOTk5W1s7CwsIQGhKKly99sXLZSvj7B2DPgV2ZgtjY2Fg0b9ISIz8YganTpuS4zV3b9mD39n2Zpk+dPgXGxkZQlqTEJI56pSJ4LVUHr6Xq4LVUHbyWqiNJybFP2nr7Sg1g0woPD0ej+k2wcMkCvPPuoHTz9uzeiymfTsUZ19OZ8mLz0gI7Z+Z8LFu7GKZmplAWb08fDmSgIngtVQevpergtVQdvJaqw7sYY59iG4lLV1cX5TTKISZN8Jlq25ZtaNOuTa7Bq9yOnq58EBEREVHZoJQA9vat27jmfl22tIp0AdFiunjBEqipqaGDc8d0y/r4PIfrhYtY8+uqAu1LdBArjlzY0NAwBAcFK3WfVDR4LVUHr6Xq4LVUHbyWqiO0GGIfYxNjWRhAKQGsbQ1bHNh/EE7N2kBDU0Pmwjo4NMTGLRsytbJu37odZmamcOniUqB9hYeFy58ijYCIiIiIVEdqiqjSc2ADAwNhYmICDY2sY+eAgADZMmtubl6g7cfFxeH5s+cwNDKSI34pQ2re7XcLvoJJeROl7JOKBq+l6uC1VB28lqqD11J1hBRT7KPUFti0cgtMLSws3mr7YlQv25q2KA7iAiqz4xgVHV5L1cFrqTp4LVUHr6XqMCmm2Ed5tQ+IiIiIiAoBA1giIiIiKlUYwBZSSbB+7/SWP6l047VUHbyWqoPXUnXwWqoO3WKOfYptIAMiIiIiooJgCywRERERlSoMYImIiIioVGEAS0RERESlCgNYIiIiIipVGMDmwZnTZ9GjSy/UrVkfzu07Y+eOXUWyDhW9Pbv2wKVDF3ldunfuiVMnTuW4/N079zB54mdo2dQJjg7NMGrEaDmNit9ff6xHO6cOqFfLHv17D4S727U8r7t4wRLUqFILc+fMK9JjpNwlJSVh2U/L0cqxNerbNcCwd9/HQ8+Hua7n4XEHHwz/EA3qOqB96474+6+/wT7JxUuMhPnD7Llo1rgF7Gs3xJgPPsLz5y9yXOfxo8cYN2Y8HBs1l9dSfJZPHDuhtGOm7K+L+PvY2L6pfORFeHg4pn/+pVy+Yb1G8n/n6+DXKCoMYHMhgpWPPhyL3n174fzlsxg3YSymTZ2OUydPF+o6VPTOnjmHzz+bhrHjx8jr0rd/H4wdPV7+I8zOwvmL0MmlE3bt+xcHjx6Qo40MHTwMfq/8eMmK0bZ/tmPhvEWY9e1XOON6Ck0dm2DE0JF4+eJlruueP3sehw8dQZUqNkhMTFTK8VL2Vq1YjfV/bMDSlT/h5NnjsLS0xLAhw+U/w+x43PbA4P7vonbt2nKd7bu24dHjJ/B55sNTXYxE8HrowCH876/fceTkIfn5GjnsA8THx2e7zsj3P0RCfAL2HNiF85fOoWOnDhg35mN4PvBU6rFTerNmfANLK0uMHDUCCYkJyIspkz7HrZu3sH3XP9h7YDe8n3hj/NgJKDKijBZl74sp05J7deudbtpHo8YlDxk0tFDXoaL3/pDhyWM+HJtuWu/ufZKnfDo1z9uIiYlJrlGlVvL2f3YUwRFSXjm375z8zVffKl4nJSUlN2/SMnnR/MU5rhcQEJDcytEp+cb1G8ndXHokz/5mDk96MYqPj092qNc4efXPaxTTIiIiku1s6yRv+HNDtusNHjhEfp6p5AgJCU2uWdUuedvW7YppL1+8TK5WyTb50IFDWa4THBScXLVi9eTjR48rpsXGxsp1dv27SynHTTn764/1yfZ1GuayVHLyI69H8lqeO3NOMe2a+3U57fq1G8lFgS2wuXC/6o5WTq3STWvdxgnXr12Xt74Kax0qWuLWorjF3MqpZbrpTm2c4O6e91vPYWFhslXBwEC/CI6S8iI0JBReD73SXUs1NTX5OqdrKX4Hpk7+AkPfHwqHRg482SWAuI4hISHp/l7q6+ujUeNG2V7LkNchuHLpCvr276vEI6Xc3Lp5U7a0tmr95lpaV7RGddvq2ab3lDctD6fWrbBj278IDg5GTEysbI03NTWFU5vWPOmliJubu/w73KJVC8W0Ro0d5OfZ3c29SPbJADYX/v4BMDM3SzdNfLhiYmIQHh5RaOtQ0YqIiEBUVFSm62JmaoYA/4B83SKrUKEC2nVoVwRHSXnh7+8vf2b1GcvpWv76y2+IjorCxxPH80SXEOJvpWCe6XOZ/bV89uyZ/DIigqU+PfrKvNkunbrh7/UblXLMlDV/v/+upVmGa2lmioCA7D+Xq9b+jJcvX6JJA0fUqVEXa9f8it/+txaWlhY81aVIgJ8/jI2NoampqZgmAlrxJSWn6/82NIpkqypOXf2/uD8fg5gVZB0qemrqannu+LF0yTIcP3oCm/7ZCD09vSI/Nsof+RnL5lrevnUbv/3yO/Yc3I1y5crx1JZwaurq2X4uk5JSpq9YuhIr1yxH3Xp1cfb0OXz26RRo62hj8LvvKPloqaDXUnT6GvbucFSqVBHnLp2Fgb4+Nm/cLDvn7dq3EzVr1eTJVYG/y8lFFPewBTYXomUgOCg43bSgoED5h9LQyLDQ1qGiZWBgIMdrznxdgmBuYZ7r+j8vX4Xff12HP//+A42bNCrCI6XcWFiktMxkupaB2V/La+7X8fr1a3Ro3VFWHxCPe3fvyUoG4jk7cxUPc/OU6xWUj2uZ2jL3/ohhaN6iOQwNDdGzdw907uKC/XsPKOGoKSup1ysoOCjztfzvOmd00fWS/BzOnjsbNjaVZWvdJ5M+gYWlJTZv3MITXcquf1hYGBIS0nf4En+nLbK5/m+LAWwumjg2xaVLl9NNc71wUeZoKVpVC2EdKlriVoYIPC9ncV1ED/bcekmvWfUL/tjwP7Ro2byIj5RyY1LeBLa21XHp0hXFNPEN/9LFy2iSzbUc8cFwPPR+gAeP7ykeouVu5KiR8jlbZYtHLbuaMDI2Sve5jI6Oxs0bN9HUMevSPRUrVZQtduLuScbPuHhQ8XBwaAgNDQ1cvvjmcymqtYhyTNn9jU29Xhkvm/g/yc9k6dLUsans43Pl8lXFNPE5Ful7IiYqCoymcjFqzAe4c/sO/lj3p7wQe/fsk7eRx4wdrVhm29ZtshVH5FjmdR1SPnH+xXUQtWDFdRGtb+I6fTj6A8UyK5atTFfz7pfVa2XwKlpeM3YAo+IzZtwYbNuyTdZbFt/6f1z0k+wMNGz4MMUyM6fPkrV+U/9Rin+uaR9yusij+u85KZ/Il/vgw5EyvUO0kosOWrO/mQN9fT30G9BPsdyHw0fJRypRmvDvvzbKkj3iNrT4XB87ehy9+/TiZSzGL5bvvDtI1vR9cP8BAgMD8c2s71C1ahW4dHFRLNe7ex9ZK1QQjQqiVNPc2fNkPrT4H7ru13V45PUo3TpUMjk2ao6lPy6Tz0W6R4dO7TH/hwWynJ3vS1/ZZ0QEtk2aNi6S/fMvdy7sG9hjzW+rsWj+YlnUV/Sq/GH+9/J2VdqcLHELMjXPIy/rkPKJeq7zF83FkkU/yXp11apXkx0I0vZIF98g09a8W750BeJiRZ7W++m2NWnKp5g8ZZJSj5/eGPr+ezJwFfWVxS1Ku9p28kuGuA2ZKikpkakBpcDkqZMQGxeL0SPHyNqv4vO4YfMGGBsbKZZJzFC9ZcQHIxAdHYOxo8bLNCBx3b+d8w0GDR5YDO+AUn33/Xf4YfYPGNR/MGJjYtG8RTOs3/QXtLS0FMskJIjPZcr1FOkf6zf+iYXzF8OlQ2f5t9a2hi1+XrOSd7uK2fiPPsaxI8dlXCP+L4pGOmHfob2oV7+ufJ6YkIik/66lsOLn5fhm1reyU6VYTwS0IvYpKmqillaRbb2MEKdQBLBsySn9xAdVXM/U21dpv5hkvMXFdJDSdS0zEtdWtMzyOpZ8qeUHea1KP37uSs9nLimLsp9p45zivpYMYImIiIioVGEOLBERERGVKgxgiYiIiKhUYQBLRERERKUKA1giIiIiKlUYwBIRERFRqcIAloiIiIhKFQawRERERFSqMIAlIiIiolKFASwRUQkWGRmJ1i3a4srlKwVaf9WK1fhg+IfZzj+w7yDsbOukmzZuzHi5HhFRScUAloioBPtl1VpUq1YVzVs0L9D6B/YfRMdOHbOdn5iUKMegT2vipE+wZtUv8PfzL9A+iYiKGgNYIqISKioqChvW/433Rwwr0Po+z3xw/959dOnaOV/rNWjYADVr1cDGDZsKtF8ioqKmUeR7ICIqw2JjY7Fw3iLs33cAcXFxcHRsimYtmmHpj8vg+fh+juseOXRUto46d3ZWTJs142ts37Yj23X+3rwBLVqmtNYeOXQEDR0awLqidbbH0rRZ0yy307N3T/y57i9MnTalgO+ciKjosAWWiKgIzZ0zD4cOHMaKn5fhxJljaN+xHZYs/DHTbfusuF5wRYOG9tDS0lJMmzN3Nt4bOgS2tra4dfemfOzcs0NuTwSvzZo7KpY9fOgIunTrkuOx/LR4aZb7FsHtq1ev4OX16K3PARFRYWMAS0RURAIDA7Fl01bMmDUdTm2cYG5ujhEfjECvPj3ztP4jr8ewsbFJN01DQwPq6upQU1ODjo62fGhqasp54qeYJwQEBOCa+3V07d61QMdiU7WK/On10OutzgERUVFgAEtEVEQeenohISEBTZu9aRUVHDO8zk5YWBgMDA0KtO9jR46jum111KxZo0DHYmRomHIMoaEF2j8RUVFiAEtEVESSEhNT/tCqq6X/w/tfK2luDA0NERERWaB9i/SBrmnSB/J7LBGREfKnkZFRgfZPRFSUGMASERWRmrVqygDxxrWb6aZfv3Y9T+vb1rDFcx+fXJcT6QQZW24vuV5C1+5dCnwsz31eyJ+iFZeIqKRhAEtEVESsKlih34B+WLRgMTw87sgqAHt27cGeXXvztH4rp5a4fcsD8fHxOS6nb6Avf754nhJ0njpxCmZmZmjo0LDAx+Lu5g5zczPY1bbLxzsmIlIOBrBEREXo+3mzZY/+gX0Hob5dA1lbdfyEcXlat1uPrihXrhxOnTyd43KVKlVCi1YtMOmTyfh7/UYcPiiqD3TO1DKbn2M5dOAQBgwakGkbREQlgVpycnJycR8EEZGqS/1TKwLCvXv2YdKEyfB+8TjX9eb/sAAPPR/iz7//UEwTnbGSkpLSldcSxLS4uHg0adAU6/78TVYbyO1YUtcR1QxSif316t4HJ84cR+XKlQr8nomIigpbYImIlEAEiwVpzfxk0ie4dfO2LImVtpRWxuBVEDmu2tpauHbbPdvgNeOxiHXSBq/CT0uWYvSYUQxeiajE4khcREQlmLGxES65u+a5ckFqfdi3sWLV8iwDZCKikoIpBERESpbVbXsiIso7BrBEREREVKowB5aIiIiIShUGsERERERUqvwfJdFTq/9i/gYAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 715x396 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "qj = np.arange(1, NW + 1) * np.pi / ((NW + 1) * D)\n",
    "A = np.column_stack([np.ones(NW), -2 * np.cos(qj * D)])\n",
    "(eps_c, tau_c), *_ = np.linalg.lstsq(A, band[0], rcond=None)\n",
    "m_edge = H2M0 / (tau_c * D**2)                         # ħ²/(2τd²) in units of m₀\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.6))\n",
    "qq = np.linspace(0, np.pi / D, 200)\n",
    "ax.plot(qq * D / np.pi, (eps_c - 2 * tau_c * np.cos(qq * D)) * 1e3, color=style.CONTEXT, lw=1.2,\n",
    "        label=\"cosine band ε − 2τ cos qd\")\n",
    "ax.plot(qj * D / np.pi, band[0] * 1e3, \"o\", color=style.OPEN_NEMO, ms=5, label=\"15 states at q_j\")\n",
    "ax.text(0.03, eps_c * 1e3 - 2.4, \"electrons\\n(bonding)\", fontsize=8)\n",
    "ax.text(0.80, eps_c * 1e3 + 1.6, \"holes\\n(antibonding)\", fontsize=8)\n",
    "ax.set(xlabel=\"q (π/d)\", ylabel=\"energy (meV)\", title=\"band 1 of the 15-well box\")\n",
    "ax.legend(frameon=False, fontsize=8, loc=\"center right\")\n",
    "fig.tight_layout()\n",
    "print(f\"ε = {eps_c * 1e3:.2f} meV, τ = {tau_c * 1e3:.3f} meV, \"\n",
    "      f\"largest deviation from the cosine {np.abs(A @ [eps_c, tau_c] - band[0]).max() * 1e3:.3f} meV\")\n",
    "print(f\"electron mass at the bottom: +{m_edge:.3f} m₀; hole mass at the top: −{m_edge:.3f} m₀ \"\n",
    "      f\"(GaAs: {M} m₀)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ef061d3",
   "metadata": {},
   "source": [
    "The cosine fits the fifteen states to within 0.06 meV with $\\tau = 1.38$ meV, the coupling found from the\n",
    "bond order. An electron at the bottom of the s band has a mass of 0.192 m₀, almost three times the GaAs mass\n",
    "of the wells: it moves only by tunnelling through barriers that its state barely enters. At the top of the\n",
    "band the mass is −0.192 m₀.\n",
    "\n",
    "## 7. The ground state of each band\n",
    "\n",
    "The slides now go across the bands. The lowest state of band 2 has, like the lowest state of band 1, an\n",
    "s-like envelope (one big peak over the fifteen wells in |ψ|²), but each well now holds a p-like state, two\n",
    "peaks and one zero. The ground state of band 3 has the d-like basis (three peaks, two zeros per well), that of\n",
    "band 4 the f-like one. Each band's ground state has a different basis, and the overlap between neighbouring\n",
    "wells grows from band to band: \"Overlap gets larger!\", because, as lecture 8 showed, tunnelling is stronger at\n",
    "higher energy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "ca638389",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.670217Z",
     "iopub.status.busy": "2026-10-24T21:49:31.670142Z",
     "iopub.status.idle": "2026-10-24T21:49:31.788746Z",
     "shell.execute_reply": "2026-10-24T21:49:31.788363Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "band  basis   envelope match   weight in the barriers   band width (meV)   τ = width / 4 cos(π/16) (meV)\n",
      "  1    s      0.99995                 1.5%                 5.41                1.38\n",
      "  2    p      0.99998                 6.0%                23.31                5.94\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  3    d      0.99999                13.7%                58.71               14.96\n",
      "  4    f      0.99905                23.5%               118.84               30.29\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x616 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(4, 1, figsize=(11, 5.6), sharex=True)\n",
    "in_bar = box.band_edge > V0 / 2\n",
    "print(\"band  basis   envelope match   weight in the barriers   band width (meV)\"\n",
    "      \"   τ = width / 4 cos(π/16) (meV)\")\n",
    "for nb, a in zip(range(3, -1, -1), axes):\n",
    "    p = states[nb, 0]\n",
    "    a.plot(x, p**2 / (p**2).max(), color=style.sweep(4)[nb], lw=0.8)\n",
    "    a.fill_between(x, p**2 / (p**2).max(), color=style.sweep(4)[nb], alpha=0.35, lw=0)\n",
    "    shade_barriers(a)\n",
    "    a.set(yticks=[], xlim=(0, x[-1]))\n",
    "    a.set_ylabel(f\"band {nb + 1}, #1\\n{NAMES[nb]}-like basis\", fontsize=8)\n",
    "    a.grid(False)\n",
    "for nb in range(4):\n",
    "    p = states[nb, 0]\n",
    "    w = np.sqrt(np.array([np.sum(p[wm] ** 2) for wm in well_of]))\n",
    "    match = abs(w @ envelope(1)) / np.linalg.norm(w)\n",
    "    print(f\"{nb + 1:3d}    {NAMES[nb]}      {match:.5f}           {np.sum(p[in_bar] ** 2):10.1%}\"\n",
    "          f\"             {np.ptp(band[nb]) * 1e3:8.2f}\"\n",
    "          f\"            {np.ptp(band[nb]) / (4 * np.cos(np.pi / 16)) * 1e3:8.2f}\")\n",
    "axes[-1].set_xlabel(\"position (nm)\")\n",
    "axes[0].set_title(\"|ψ|² of the lowest state of each band\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24ece7b3",
   "metadata": {},
   "source": [
    "All four ground states have the same s-like envelope (the square root of the weight per well matches\n",
    "$\\sin(\\pi m/16)$ to 0.999 or better). What changes is the state inside each well, and how much of the\n",
    "electron sits in the barriers: 1.5 % in band 1, 23.5 % in band 4. The band width, which for the chain is\n",
    "$4\\tau\\cos(\\pi/16)$, grows from 5.4 meV to 118.8 meV. In the language of the previous section, the coupling\n",
    "$\\tau$ between neighbouring wells grows from 1.38 meV in the s band to 30.3 meV in the f band.\n",
    "\n",
    "## 8. The first three states of each band, and the Bloch states\n",
    "\n",
    "Next the slides check whether the second and third states of each band follow the pattern of band 1. They do:\n",
    "in every band the first state has an s-like envelope, the second a p-like and the third a d-like one; \"the\n",
    "only difference in each band is the basis!\"\n",
    "\n",
    "![Slide 71: envelopes and basis states of the first three states in each band](attachment:slide_071_crop.png)\n",
    "\n",
    "*Slide 71: the first three states (columns) of each band (rows). The envelopes follow s, p, d in every band;\n",
    "each band has its own basis, s-, p-, d- or f-like.*\n",
    "\n",
    "This is a precise statement that can be tested. Let $\\phi_n(x - x_m)$ be the n-th state of well $m$ alone\n",
    "(the other fourteen wells filled with barrier material). If the states of band $n$ are built from this one\n",
    "basis state, every state of the band must lie in the space spanned by the fifteen translated copies\n",
    "$\\phi_n(x - x_m)$, $m = 1 \\ldots 15$, and the coefficients must follow the envelopes. These are the Bloch\n",
    "states of the lecture: the same local basis in every cell, times an envelope with a wave number. In the\n",
    "space of the fifteen copies, $H$ and the overlap matrix $S$ are 15 × 15 matrices: a one-orbital\n",
    "tight-binding chain whose eigenvalues should give the band."
   ],
   "attachments": {
    "slide_071_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "1032e7f1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:31.789961Z",
     "iopub.status.busy": "2026-10-24T21:49:31.789865Z",
     "iopub.status.idle": "2026-10-24T21:49:32.280017Z",
     "shell.execute_reply": "2026-10-24T21:49:32.279521Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "band  well level (meV)  on-site ε: end, inner well (meV)   weight in the span of the 15 copies: #1     #2     #3     #8     #15    chain: largest |E − E_exact| (meV)\n",
      "  1        40.15           40.11    40.06                                    0.9997  0.9996  0.9994  0.9987  0.9998         0.175\n",
      "  2       159.00          158.72   158.45                                    0.9993  0.9986  0.9975  0.9928  0.9992         0.354\n",
      "  3       350.36          348.82   347.28                                    0.9941  0.9915  0.9876  0.9704  0.9924         2.698\n",
      "  4       593.86          577.22   560.55                                    0.9427  0.9342  0.9213  0.8485  0.8816        55.484\n"
     ]
    }
   ],
   "source": [
    "# φ_n(x − x_m): the states of well m alone, the other fourteen wells filled with barrier material\n",
    "iso = [closed_box(NW, filled=[k for k in range(NW) if k != m], num=6) for m in range(NW)]\n",
    "h = box.hamiltonian.sparse.dense().real\n",
    "bases = [np.array([iso[m][2][nb] for m in range(NW)]) for nb in range(4)]   # per band: 15 × sites\n",
    "print(\"band  well level (meV)  on-site ε: end, inner well (meV)   weight in the span of the 15 copies:\"\n",
    "      \" #1     #2     #3     #8     #15    chain: largest |E − E_exact| (meV)\")\n",
    "for nb, basis in enumerate(bases):\n",
    "    q, _ = np.linalg.qr(basis.T)                        # orthonormal basis of their span\n",
    "    weight = [np.sum((q.T @ states[nb, j]) ** 2) for j in (0, 1, 2, 7, 14)]\n",
    "    hb, sb = basis @ h @ basis.T, basis @ basis.T       # the 15-site chain: H and the overlap S\n",
    "    e_chain = np.sort(np.linalg.eigvals(np.linalg.solve(sb, hb)).real)\n",
    "    print(f\"{nb + 1:3d}     {iso[NW // 2][1][nb] * 1e3:8.2f}\"\n",
    "          f\"        {hb[0, 0] * 1e3:8.2f} {hb[7, 7] * 1e3:8.2f}\"\n",
    "          f\"                                    \" + \"  \".join(f\"{w:.4f}\" for w in weight)\n",
    "          + f\"      {np.abs(e_chain - band[nb]).max() * 1e3:8.3f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe1b76de",
   "metadata": {},
   "source": [
    "Every state of band 1 and band 2, at the bottom, in the middle and at the top, lies in the span of the\n",
    "fifteen copies of one single-well state to better than 0.99, every state of band 3 to better than 0.97, and\n",
    "the fifteen-site chain reproduces these bands to 0.18, 0.35 and 2.7 meV (of widths 5.4, 23 and 59 meV). The\n",
    "on-site energies show the \"crystal field\": a well's level is lowered by the neighbouring wells, slightly less\n",
    "for the end wells, which have one neighbour. Band 4, close to the barrier top, holds only 0.85–0.94 of its\n",
    "weight in the span and the chain misses it by 55 meV: the isolated-well basis is weakest where the coupling\n",
    "is strongest, as in lecture 8. This is\n",
    "what the slides mean by \"each band has the same basis states ⇒ Bloch states\". They are not artefacts of a\n",
    "periodic potential or of periodic boundary conditions, since this box has neither; they represent the\n",
    "atomic details of the structure, its wells.\n",
    "\n",
    "The envelopes of the first three states of every band are checked the same way, with the coefficients $c_m$\n",
    "of each state on the fifteen copies. In bands 2 and 4, whose basis states are odd, the coefficients of the\n",
    "lowest states alternate in sign from well to well, the mirror-image rule of lecture 8; their magnitudes\n",
    "follow the envelope."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3e3982a1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:32.281121Z",
     "iopub.status.busy": "2026-10-24T21:49:32.281033Z",
     "iopub.status.idle": "2026-10-24T21:49:32.284667Z",
     "shell.execute_reply": "2026-10-24T21:49:32.284356Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "band   |c · sin(jπm/16)| for j = 1, 2, 3     sign pattern of c for state #1\n",
      "  1       0.9999  0.9998  0.9997          +++++++++++++++\n",
      "  2       1.0000  0.9999  0.9998          +−+−+−+−+−+−+−+\n",
      "  3       1.0000  1.0000  1.0000          +++++++++++++++\n",
      "  4       0.9989  0.9968  0.9941          +−+−+−+−+−+−+−+\n"
     ]
    }
   ],
   "source": [
    "print(\"band   |c · sin(jπm/16)| for j = 1, 2, 3     sign pattern of c for state #1\")\n",
    "for nb, basis in enumerate(bases):\n",
    "    sb = basis @ basis.T\n",
    "    row = []\n",
    "    for j in range(3):\n",
    "        c = np.linalg.solve(sb, basis @ states[nb, j])          # coefficients on the 15 copies\n",
    "        c = c * (-1) ** np.arange(NW) if nb % 2 else c          # undo the alternation of odd bases\n",
    "        row.append(abs(c @ envelope(j + 1)) / np.linalg.norm(c))\n",
    "    c1 = np.linalg.solve(sb, basis @ states[nb, 0])\n",
    "    print(f\"{nb + 1:3d}       \" + \"  \".join(f\"{r:.4f}\" for r in row) + \"          \"\n",
    "          + \"\".join(\"+\" if v * c1[0] > 0 else \"−\" for v in c1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4aab842c",
   "metadata": {},
   "source": [
    "In every band the first three states carry the s-, p- and d-like envelopes (overlaps of 0.994 or better).\n",
    "The lowest state of band 1 and band 3 has all coefficients of one sign; the lowest state of band 2 and band 4\n",
    "alternates, + − + − ..., which places equal lobes face to face across every barrier: it is the bonding\n",
    "combination of the odd p- and f-like basis states, and so it is the lowest. The |ψ|² plots of the slides show\n",
    "both as \"one envelope peak\".\n",
    "\n",
    "## 9. What does all this mean?\n",
    "\n",
    "The final slides collect the interpretation. Here the fifteen atoms sit in a row, and together they form one\n",
    "new quantum well. A large number of atoms gives a band structure identical to the periodic-potential\n",
    "(Kronig–Penney) model; even a few atoms form dispersions with a finite number of states in each band. How many\n",
    "atoms does it take? The lowest band of boxes with 1 to 30 wells, against the band of the infinite crystal\n",
    "(its edges from the Bloch Hamiltonian of one period, at $q = 0$ and $q = \\pi/d$):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "77e82842",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:49:32.285920Z",
     "iopub.status.busy": "2026-10-24T21:49:32.285830Z",
     "iopub.status.idle": "2026-10-24T21:49:32.504067Z",
     "shell.execute_reply": "2026-10-24T21:49:32.503642Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "wells  band 1 (meV)          band 2 (meV)          band 1 width / infinite\n",
      "   1     40.15 –   40.15      159.00 –  159.00         0.000\n",
      "   2     38.66 –   41.43      152.79 –  164.68         0.502\n",
      "   3     38.06 –   41.96      150.30 –  167.09         0.708\n",
      "   5     37.61 –   42.39      148.45 –  169.02         0.866\n",
      "   8     37.41 –   42.60      147.63 –  169.95         0.940\n",
      "  15     37.30 –   42.72      147.17 –  170.49         0.981\n",
      "  30     37.27 –   42.76      147.02 –  170.67         0.995\n",
      "infinite crystal: band 1 37.25 – 42.77 meV, band 2 146.96 – 170.74 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cell = nemo.Heterostructure1D([nemo.Layer(gaas, WELL), nemo.Layer(barrier, BAR)], spacing=DX)\n",
    "hc = cell.hamiltonian.sparse.dense().real\n",
    "v = np.zeros_like(hc)\n",
    "v[-1, 0] = -H2M0 / (M * DX**2)                           # hopping across the cell boundary\n",
    "edge = [np.linalg.eigvalsh(hc + v * np.exp(1j * q) + v.T * np.exp(-1j * q))[:2] for q in (0.0, np.pi)]\n",
    "inf_band = np.sort(np.array(edge), axis=0)             # rows: min and max of bands 1 and 2\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 3.8))\n",
    "for nb in range(2):\n",
    "    ax.axhspan(inf_band[0, nb] * 1e3, inf_band[1, nb] * 1e3, color=style.CONTEXT, alpha=0.2, lw=0,\n",
    "               label=\"infinite crystal\" if nb == 0 else None)\n",
    "print(\"wells  band 1 (meV)          band 2 (meV)          band 1 width / infinite\")\n",
    "for nwells in (1, 2, 3, 5, 8, 15, 30):\n",
    "    _, en, _ = closed_box(nwells, num=2 * nwells + 2)\n",
    "    b1, b2 = en[:nwells], en[nwells:2 * nwells]\n",
    "    ax.plot(np.full(nwells, nwells), b1 * 1e3, \"_\", color=style.OPEN_NEMO, ms=9)\n",
    "    ax.plot(np.full(nwells, nwells), b2 * 1e3, \"_\", color=style.sweep(4)[1], ms=9)\n",
    "    print(f\"{nwells:4d}   {b1.min() * 1e3:7.2f} – {b1.max() * 1e3:7.2f}\"\n",
    "          f\"     {b2.min() * 1e3:7.2f} – {b2.max() * 1e3:7.2f}\"\n",
    "          f\"         {np.ptp(b1) / np.ptp(inf_band[:, 0]):.3f}\")\n",
    "ax.set(xscale=\"log\", xlabel=\"number of wells\", ylabel=\"energy (meV)\", ylim=(30, 180),\n",
    "       title=\"bands 1 and 2 as the number of wells grows\")\n",
    "ax.set_xticks([1, 2, 3, 5, 8, 15, 30], labels=[\"1\", \"2\", \"3\", \"5\", \"8\", \"15\", \"30\"])\n",
    "ax.legend(frameon=False, fontsize=8, loc=\"center right\")\n",
    "fig.tight_layout()\n",
    "print(f\"infinite crystal: band 1 {inf_band[0, 0] * 1e3:.2f} – {inf_band[1, 0] * 1e3:.2f} meV, \"\n",
    "      f\"band 2 {inf_band[0, 1] * 1e3:.2f} – {inf_band[1, 1] * 1e3:.2f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8a695995",
   "metadata": {},
   "source": [
    "Two wells already span 50 % of the infinite crystal's band width, five wells 87 %, fifteen 98 %, thirty\n",
    "99.5 %: the band fills in from the inside, with exactly as many states as there are wells, and its edges\n",
    "approach those of the infinite crystal as $\\cos(\\pi/(N + 1))$. Nothing in the finite system is periodic, yet\n",
    "the band structure is there.\n",
    "\n",
    "The slides' summary, in the order of the lecture:\n",
    "\n",
    "- Each \"particle in a box\" state at the bottom of each band has an envelope like the analytic solution, s,\n",
    "  p, d, ...; these states are all bonding: electron states.\n",
    "- The states at the top of each band have the same envelopes in reverse order; they are all antibonding:\n",
    "  hole states.\n",
    "- The states in the middle of a band are highly mixed in their bonding and antibonding character.\n",
    "- Each band has the same basis states in every well: the Bloch states. They are not artefacts of a periodic\n",
    "  potential; they represent the atomic details of the structure.\n",
    "- Barrier heights and widths regulate the coupling between the atoms, and the bands become wider with\n",
    "  increasing energy because the coupling through the barriers grows.\n",
    "\n",
    "The two systems, continuum and discrete, differ significantly, and the discrete system is much closer to\n",
    "reality: real devices are made of atoms, each with its own basis states. That is the answer to the question\n",
    "on every slide of these two lectures: why atomistic basis sets? The tight-binding lectures that follow\n",
    "replace the wells by atoms and the single-well states by atomic orbitals.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- The fifteen-well box holds 60 states below 0.7 eV, in four bands of exactly fifteen, where a continuum box\n",
    "  of the same length has 68 on one parabola; the box states coincide with the transmission resonances.\n",
    "- Every state is a local basis state in each well (s-, p-, d- or f-like, one per band) times an envelope\n",
    "  over the wells, $\\sin(j\\pi m/16)$ for the chain of fifteen wells.\n",
    "- State 16 − j has the envelope of state j with alternating signs: the bottom states are bonding, the top\n",
    "  states antibonding, and the energy is linear in the bond order, $E = \\varepsilon - 2\\tau B$, with\n",
    "  $\\tau = 1.38$ meV in band 1.\n",
    "- The centre state (#8) lives in every other well; the band's cosine has an inflection there (infinite mass).\n",
    "- Electrons at the bottom of a band are bonding with $m^* = 0.192\\,m_0$, holes at the top antibonding with\n",
    "  $-0.192\\,m_0$.\n",
    "- Each band's states lie in the span of fifteen translated copies of one single-well state, and the 15-site\n",
    "  chain reproduces the lower bands: the Bloch states are atomic, not periodic, objects (the isolated-well basis\n",
    "  fails near the barrier top, band 4).\n",
    "- Two wells give half of the infinite crystal's band width, fifteen 98 %.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Make the barriers 3 nm wide and recompute sections 5 and 6. How do $\\tau$ and the electron mass change,\n",
    "   and does the energy stay linear in the bond order?\n",
    "2. Put the hard walls right behind 2 nm outer barriers (`OUTER = 2.0`). How much do the end wells' on-site\n",
    "   energies of section 8 change, and what happens to the symmetry between states j and 16 − j?\n",
    "3. Change the width of the eighth well to 9 nm. Which state leaves band 1, where does it go, and what does\n",
    "   its envelope look like?\n",
    "4. Compute the bond order of the four states closest to the middle of band 2 and of band 4, with the\n",
    "   coefficients on the fifteen copies of section 8. Where is the bonding end of band 2?\n",
    "5. Repeat section 9 for band 4. How many wells does it take for band 4 to reach 90 % of its infinite\n",
    "   width, compared with band 1?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [How bands emerge: from one quantum well to fifteen](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_04_bands_from_coupled_wells.ipynb):\n",
    "  the same structure from the transport side, with the Kronig–Penney bands.\n",
    "- [Superlattices: minibands and Wannier–Stark ladders](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_05_superlattice_minibands.ipynb):\n",
    "  the bands of a long row of wells under bias.\n",
    "- [Benchmark: Kronig–Penney minibands against nanoHUB's Periodic Potential Lab](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_05_periodic_potential_lab.ipynb)\n",
    "  and [against PCPBT](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_04_pcpbt.ipynb).\n",
    "- [Tight binding step by step: the Si Hamiltonian by hand](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_02_tight_binding_step_by_step.ipynb):\n",
    "  the same construction with real atomic orbitals.\n",
    "- [Wave functions and quantum states](../../book/13_visualization/13_04_wavefunctions_and_states.ipynb): plotting\n",
    "  states in one, two and three dimensions.\n",
    "- Lecture 8 of this course: [basis states, bonding and antibonding](08_0_bonding_and_antibonding_states.ipynb).\n",
    "- nanoHUB tools used on the slides: Piece-Wise Constant Potential Barriers Tool (PCPBT) and the Periodic\n",
    "  Potential Lab, [nanohub.org](https://nanohub.org)."
   ]
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