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    "# Lecture 22.1: Optical matrix elements — the dipole matrix element\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001),\n",
    "*Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45277](https://nanohub.org/resources/45277)\n",
    "— [video](https://nanohub.org/resources/45302) · [slides](https://nanohub.org/resources/45301)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- The few potentials whose Schrödinger equation has closed-form solutions, and the particle in a box\n",
    "  as the reference system of the section.\n",
    "- Light acting on a nanostructure as a spatially uniform electric field that oscillates in time (the\n",
    "  dipole, or long-wavelength, approximation), and the interaction Hamiltonian $H'(t) = e\\mathcal{E}(t)\\,x$.\n",
    "- Two regimes: a weak field that only perturbs the box states, and a strong field that tilts the\n",
    "  well into a triangle whose states are Airy functions.\n",
    "- How strong optical fields really are, from sunlight to femtosecond lasers, against the field at\n",
    "  which a 10 nm GaAs well leaves the perturbative regime.\n",
    "- The key equations: the dipole matrix element, Fermi's golden rule and the Einstein A coefficient.\n",
    "\n",
    "**In this notebook** you solve the 10 nm GaAs box with open-nemo's effective-mass model, tilt it with\n",
    "static fields from sunlight strength to beyond the Airy threshold, measure how much the states deform\n",
    "against perturbation theory and against the Airy solution, convert laser intensities into fields, and\n",
    "evaluate the dipole matrix element, the oscillator strength, the spontaneous emission rate and the\n",
    "golden-rule rate of the 1 → 2 transition, checking the position matrix element against the library's\n",
    "velocity operator."
   ]
  },
  {
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   "id": "2faab0bc",
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     "shell.execute_reply": "2026-10-24T21:46:30.706448Z"
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   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.linalg import eigh_tridiagonal\n",
    "from scipy.special import airy, ai_zeros\n",
    "import opennemo as nemo\n",
    "from opennemo.core import units\n",
    "from opennemo.simulations import optics\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f0d63386",
   "metadata": {},
   "source": [
    "## 1. Analytically solvable problems and the particle in a box\n",
    "\n",
    "The lecture opens with a reminder from earlier sections: the one-dimensional Schrödinger equation\n",
    "\n",
    "$$-\\frac{\\hbar^2}{2m}\\frac{d^2\\psi}{dx^2} + V(x)\\,\\psi(x) = E\\,\\psi(x)$$\n",
    "\n",
    "has exact solutions for only a handful of potentials $V(x)$, and each of them comes with its own\n",
    "special functions. The Coulomb potential of a nucleus, $V \\propto 1/r$, has radial functions times\n",
    "spherical harmonics, $\\psi = R_n(r)\\,Y(\\theta, \\varphi)$; the particle in a box with infinite walls has\n",
    "sines; the harmonic oscillator, $V = \\tfrac12 k x^2$, has Hermite polynomials times a Gaussian; and the\n",
    "triangular well, $V = a x$ against a hard wall, has Airy functions $\\mathrm{Ai}$. Two of them, the box and\n",
    "the triangle, return in this lecture.\n",
    "\n",
    "![Slide 3: the four analytically solvable potentials and their eigenfunctions](attachment:slide_003_crop.png)\n",
    "\n",
    "*Slide 3: Coulomb potential, particle in a box, harmonic oscillator and triangular well, each with its\n",
    "own eigenfunctions.*\n",
    "\n",
    "In three dimensions a box with infinite walls separates into three one-dimensional boxes:\n",
    "\n",
    "$$\\psi_{n_x n_y n_z} = \\sqrt{\\frac{2}{L_x}\\frac{2}{L_y}\\frac{2}{L_z}}\\,\n",
    "\\sin\\frac{n_x\\pi x}{L_x}\\,\\sin\\frac{n_y\\pi y}{L_y}\\,\\sin\\frac{n_z\\pi z}{L_z},\\qquad\n",
    "E_{n_x n_y n_z} = \\frac{\\hbar^2\\pi^2}{2m}\\left[\\left(\\frac{n_x}{L_x}\\right)^2\n",
    "+ \\left(\\frac{n_y}{L_y}\\right)^2 + \\left(\\frac{n_z}{L_z}\\right)^2\\right],$$\n",
    "\n",
    "with $n_x, n_y, n_z = 1, 2, 3, \\dots$ The question of the section is the one drawn on slide 4: what\n",
    "happens when an electron makes a transition between two of these levels, absorbing or emitting a\n",
    "photon of energy $h\\nu$?\n",
    "\n",
    "![Slide 4: the 3-D box and an electron falling between its levels](attachment:slide_004_crop.png)\n",
    "\n",
    "*Slide 4: the particle in a 3-D box; the lecture asks what happens when the electron transits between\n",
    "levels n = 1 … 4 by emitting a photon.*\n",
    "\n",
    "Because the box separates, a field along $x$ only couples states that differ in $n_x$; we can work with\n",
    "the one-dimensional box. Below it is open-nemo's effective-mass model (`Heterostructure1D`) of a\n",
    "10 nm GaAs layer ($m^* = 0.067\\,m_0$) with hard walls. The model puts its sites at $(j + \\tfrac12)\\Delta$\n",
    "and the wave function vanishes one spacing beyond the last site, so a layer $L - \\Delta$ thick is a box\n",
    "exactly $L$ wide. We centre it, with the walls at $x = \\pm L/2$, which the next lecture needs."
   ],
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"
    },
    "slide_004_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ee6c3efe",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:30.708395Z",
     "iopub.status.busy": "2026-10-24T21:46:30.708240Z",
     "iopub.status.idle": "2026-10-24T21:46:30.715269Z",
     "shell.execute_reply": "2026-10-24T21:46:30.714799Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "499 sites, walls at x = ±5.0 nm\n",
      " n   open-nemo (meV)   ħ²π²n²/2m*L² (meV)\n",
      " 1          56.12            56.12\n",
      " 2         224.49           224.50\n",
      " 3         505.10           505.12\n",
      " 4         897.94           897.98\n",
      "E2 - E1 = 168.4 meV\n"
     ]
    }
   ],
   "source": [
    "M, L, DX = 0.067, 10.0, 0.02          # GaAs electron mass (m0), well width and grid spacing (nm)\n",
    "H2M0 = units.HBAR2_2M0                 # ħ²/2m0 = 0.0381 eV nm²\n",
    "gaas = nemo.structures.materials.EffectiveMassMaterial(\"GaAs\", M, 12.9)\n",
    "\n",
    "\n",
    "def box(width=L, field=0.0, num=10, dx=DX):\n",
    "    \"\"\"Hard-wall GaAs box `width` nm wide (walls at ±width/2), its floor tilted by a static field\n",
    "    (V/nm): device, centred grid x (nm), lowest `num` energies (eV) and states ψ (1/√nm, columns).\"\"\"\n",
    "    dev = nemo.Heterostructure1D([nemo.Layer(gaas, width - dx)], spacing=dx)\n",
    "    x = dev.x + dx / 2 - width / 2     # ψ = 0 one spacing beyond the end sites: walls at ±width/2\n",
    "    h = dev.hamiltonian.sparse.matrices[0].real\n",
    "    u = field * (x + width / 2)        # potential energy eℰ(x + L/2) in eV: zero at the left wall\n",
    "    e, psi = eigh_tridiagonal(h.diagonal() + u, h.diagonal(1), select=\"i\", select_range=(0, num - 1))\n",
    "    psi = psi / np.sqrt(dx)\n",
    "    psi *= np.sign(psi[np.argmax(np.abs(psi), axis=0), np.arange(num)])   # largest lobe positive\n",
    "    return dev, x, e, psi\n",
    "\n",
    "\n",
    "dev, x, e0, psi0 = box()\n",
    "e_box = H2M0 * np.pi**2 / (M * L**2) * np.arange(1, 5) ** 2   # ħ²π²n²/(2m*L²)\n",
    "print(f\"{dev.num_sites} sites, walls at x = ±{L / 2} nm\")\n",
    "print(\" n   open-nemo (meV)   ħ²π²n²/2m*L² (meV)\")\n",
    "for n in range(4):\n",
    "    print(f\"{n + 1:2d}   {1e3 * e0[n]:12.2f}   {1e3 * e_box[n]:14.2f}\")\n",
    "DE = e0[1] - e0[0]\n",
    "print(f\"E2 - E1 = {1e3 * DE:.1f} meV\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "72692cdd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:30.716353Z",
     "iopub.status.busy": "2026-10-24T21:46:30.716278Z",
     "iopub.status.idle": "2026-10-24T21:46:30.806196Z",
     "shell.execute_reply": "2026-10-24T21:46:30.805862Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 605x462 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(5.5, 4.2))\n",
    "colours = style.sweep(4)\n",
    "for n in range(4):\n",
    "    ax.axhline(1e3 * e0[n], color=colours[n], lw=0.8, ls=\":\")\n",
    "    ax.plot(x, 1e3 * e0[n] + 60 * psi0[:, n] / np.abs(psi0[:, n]).max(), color=colours[n])\n",
    "    ax.text(L / 2 + 0.15, 1e3 * e0[n], f\"n = {n + 1}\\n{1e3 * e0[n]:.0f} meV\", va=\"center\", fontsize=8)\n",
    "ax.axvspan(-L / 2 - 1.5, -L / 2, color=style.CONTEXT, alpha=0.3, lw=0)\n",
    "ax.axvspan(L / 2, L / 2 + 2.5, color=style.CONTEXT, alpha=0.3, lw=0)\n",
    "ax.set(xlim=(-L / 2 - 1.5, L / 2 + 2.5), ylim=(0, 1000), xlabel=\"position x (nm)\",\n",
    "       ylabel=\"energy (meV)\", title=\"10 nm GaAs box: levels and ψ (scaled)\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14fbc397",
   "metadata": {},
   "source": [
    "The open-nemo levels agree with $E_n = \\hbar^2\\pi^2 n^2/(2m^*L^2)$ to the discretization error of the\n",
    "0.02 nm grid, and the spacing $E_2 - E_1 = 3E_1$ is the 168 meV the lecture quotes for this well.\n",
    "\n",
    "## 2. Light as a time-dependent electric field: the dipole approximation\n",
    "\n",
    "The light is treated \"classically\", as an electric field. Its wavelength is micrometres (green light,\n",
    "the lecturer's example, is 514 nm), the nanostructure is 5–10 nm. Across the structure the field is\n",
    "therefore spatially uniform: it only goes up and down in time,\n",
    "\n",
    "$$\\mathcal{E}(t) = \\mathcal{E}_0\\cos\\omega t ,$$\n",
    "\n",
    "which is the **dipole**, or long-wavelength, approximation. Take the field along $x$. A uniform field\n",
    "is a linear potential drop, so at every instant the floor of the box is tilted, and the tilt rocks up\n",
    "and down with the field like a lever. For an electron the extra potential energy is the interaction\n",
    "Hamiltonian\n",
    "\n",
    "$$H'(t) = e\\,\\mathcal{E}(t)\\,x ,$$\n",
    "\n",
    "with $e$ the elementary charge (the sign only fixes which way the floor tilts). The lecture's\n",
    "question is what this does to the states: the field shifts the wave functions and couples them, and\n",
    "the coupling drives transitions between states $i$ and $f$ when the photon energy matches their\n",
    "difference, $\\hbar\\omega \\approx |E_f - E_i|$. For small fields the strength of that coupling is\n",
    "measured by the **optical (dipole) matrix element**\n",
    "\n",
    "$$\\mu_{if} = e\\,\\langle\\psi_i|\\,x\\,|\\psi_f\\rangle = e\\int dx\\;\\psi_i^*(x)\\,x\\,\\psi_f(x).$$\n",
    "\n",
    "![Slide 5: the box without and with a field](attachment:slide_005_crop.png)\n",
    "\n",
    "*Slide 5: without a field the floor is flat; with the field ℰ₀cos(ωt) it tilts, V(x) = eℰx, and the\n",
    "lecture asks what happens to the states.*\n",
    "\n",
    "How uniform is \"uniform\"? The phase of the light wave changes by $kL = 2\\pi n_r L/\\lambda$ across a\n",
    "width $L$, with $n_r$ the refractive index. For green light in vacuum, and for the infrared photon that\n",
    "the 1 → 2 transition of our well absorbs (inside GaAs, $n_r \\approx 3.3$):"
   ],
   "attachments": {
    "slide_005_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ea2fd8c5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:30.807642Z",
     "iopub.status.busy": "2026-10-24T21:46:30.807542Z",
     "iopub.status.idle": "2026-10-24T21:46:30.809779Z",
     "shell.execute_reply": "2026-10-24T21:46:30.809308Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "green light, 514 nm, vacuum:        kL = 0.122 rad\n",
      "1 -> 2 photon, 7.36 µm, n_r = 3.3: kL = 0.028 rad\n"
     ]
    }
   ],
   "source": [
    "hc = 1239.84198                        # h c in eV nm\n",
    "lam_isb = hc / DE                      # wavelength of the 1 -> 2 photon (nm)\n",
    "print(f\"green light, 514 nm, vacuum:        kL = {2 * np.pi * L / 514:.3f} rad\")\n",
    "print(f\"1 -> 2 photon, {lam_isb / 1e3:.2f} µm, n_r = 3.3: kL = {2 * np.pi * 3.3 * L / lam_isb:.3f} rad\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35b02146",
   "metadata": {},
   "source": [
    "Both phases are small compared with one radian, so the field barely changes across the box: the\n",
    "dipole approximation holds, and best for the infrared transitions between confined levels.\n",
    "\n",
    "## 3. Slightly perturbed or fundamentally changed?\n",
    "\n",
    "Are the box states only slightly perturbed by the tilt, so that perturbation theory applies, or are\n",
    "they changed into something else? The lecture compares two numbers: the potential drop across the\n",
    "well, $e\\mathcal{E}L$, and the level spacing $\\Delta E = E_2 - E_1$.\n",
    "\n",
    "- If $e\\mathcal{E}L \\ll \\Delta E$, the floor is nearly flat, the sines $\\sin(\\pi x/L)$ and\n",
    "  $\\sin(2\\pi x/L)$ are only slightly distorted, and first-order perturbation theory in $H'$ applies.\n",
    "- If $e\\mathcal{E}L \\gg \\Delta E$, the tilt dominates: the well becomes a triangle against one wall,\n",
    "  and the states become Airy functions. The slide shows the ground state peaked near $x \\approx L/3$\n",
    "  and the first excited state with its node near $x \\approx 0.4L$, both pushed toward the low wall.\n",
    "\n",
    "![Slide 6: perturbation regime and Airy regime](attachment:slide_006.png)\n",
    "\n",
    "*Slide 6: for a small field the sines stay (perturbation regime, eℰL ≪ ΔE); for a large field the\n",
    "triangular well has Airy states (eℰ₀L ≫ ΔE).*\n",
    "\n",
    "The crossover field is $\\mathcal{E}_\\text{thresh} = \\Delta E/(eL)$. We tilt the open-nemo box with static\n",
    "fields at fractions and multiples of it. In the triangular limit (right wall far away) the states are\n",
    "\n",
    "$$\\psi_n(x) \\propto \\mathrm{Ai}\\!\\left(\\frac{x + L/2}{\\ell} - a_n\\right),\\qquad\n",
    "\\ell = \\left(\\frac{\\hbar^2}{2m^* e\\mathcal{E}}\\right)^{1/3},\\qquad E_n = a_n\\,e\\mathcal{E}\\,\\ell ,$$\n",
    "\n",
    "with $-a_n$ the zeros of $\\mathrm{Ai}$ ($a_1 = 2.338$, $a_2 = 4.088$) and energies measured from the\n",
    "potential at the low wall. The ground state then peaks at $(a_1 - a'_1)\\,\\ell$ from the wall ($-a'_1$\n",
    "the first zero of $\\mathrm{Ai}'$) and $\\psi_2$ has its node at $(a_2 - a_1)\\,\\ell$."
   ],
   "attachments": {
    "slide_006.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "61afd81f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:30.811093Z",
     "iopub.status.busy": "2026-10-24T21:46:30.810994Z",
     "iopub.status.idle": "2026-10-24T21:46:31.002094Z",
     "shell.execute_reply": "2026-10-24T21:46:31.001694Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "threshold field ΔE/(eL) = 1.68e+07 V/m = 16.8 MV/m\n"
     ]
    },
    {
     "data": {
      "image/png": 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4Jl/+fCqORrcWRanSpTBw8ABdwldOHEnM0ip7I6ruk8o+aYMhLR/kfWXb1u348ux5NetNnyR1JR5pcVReb6la1uKYJBpq1KqhtiFxVGJk7x69sfvALlVFNnPaTPV6S/yUnvAST+/evavGzZcvX4kw2Rvd/smMOK1NhsRBSUrIZwx5jJwM0OJoZP07pbJPS/Ta2dupOCwnY/Wro4mSIyna+mv6FPz0wxj1ubVnr+7Il19mnaWP0eyI6VNnRNp6JuxJM2Mr7aPz0IgcgH6eIDLyfrFyzQp0+6K7GjtJD2ALc3PVTkJOvC1duVi1q4yKfM7tN6CvLuEriVYpUNAqe8O6dfM2ypQtg2IlimHNyjVqbCljxC/79FSfm/UtWrAYTumd0Ld/H9jY2qiZBzu27cCYH8fqYroUucn4UmKZ9BqXY9ixZ5uqsJ0+dbpK9MrnZIm5Eofv3LmLE8dOqBnFESV7o9s/eW+Tk3vaibqWbVri5YsX2Lk9dJHnHl17qpgrVcQRkXirJXrTpUunXiv5fUZVyU30uZjsNZJUkhUpVhRv3dxw584d+Hh7I0eunDFK9krAMqayV5KSUfHx/lhBoD8VwVLvupcRg/jYIoFUqlYH9BmgAta5s+eMHpwLCaBy0ZK9zs4ZdNNSIiID+HWb1qhEhDyPVHiJ69duhEv2ypTq7bu36nrIiZ++/1l3JlaSHDJlRy5FixVTPe8kaSCV0VJN5/3h91WwYAHVLkN7s5bKREkMf8r+SWsLSbKIP6f+gUZNGn04bmd1QkAG9KtXrMbgYYMi3L68AWkmTZmo+5AgC1+t/9C+gigxkmr3YsWKqpMbt2/fVvFQVj+OSZJiwKD+RlX2xkeiVyMn55asWIw+PfvqKiuMHSwLWYxBZhPokr1ZMkcZA6WCYO3GNSr+S+Xw2J/G6WJM2GSvJCa27d5q8HrI4k5aDKpVp6ZKPEgMlArl06fOqNkR0m9dKp+1GCgn5cb+OkY3TU2msYVdHMTY/ZPKCM20mX+h9oeKPUdHByz6b7E6QSZV0ZFV2ejHQPnAplWPDOo/RCXZiZKzAP8AFUffe3qqOConavLkyR2jODpoyACjKnujajEQ2aJH2odxiX3f//T9JxcPiCJFi6jbjFnkTdosyAwnLdmbNVvWKOOonIxbs2GVilMyC+3XcRPU7devXQ+X7JVk6radW1Sc1MybM199lbYK0l5BXiuJpVLZJRXA8uFfigukr7I2JpeqZ/04KtOMpVXDp+yffhyd+fcMXWI97Xc/qOS0xGhpaSYnViOi3xt++qxputl+skaJJC+IkrOAwEA1rvH18VNJPlmsXD6zxSTZO3T4EKMqe83NY2/xYf2TdPqf+/XzAdq4zdhiBSlyks+9Qk4wLVr6n1GLvMkiuBKn9JO9UcVcGRfLovYS/9I7OWLSxNCK2evXb4RL9jo4OmDrzs0GrQ21mCtVvxKvLCwtVJ5Bxs9SgCUnyCT2ygKUWswtXbY0xvzys67Fg4vLa7i8evVJ+/fP3NDnFzILuGKlCur6N8NHqjGrFF5t2rBZ9a6PLubOnjdLt+CwvP779x2I8rUm+lRM9hpBKqBWLFuJqdOnhFtlMiYk2Rsb5AyXRr9VgJ/e9VS2tkhIYXuKxabqNarrPoBk1Eu2u7u7h3tszdo1DBK9QhYT0egPlvU9efxUN/VPEtiXL11BicKlkDtPLuTNmxeVqlRE85YtPmn/pCeRRnr06l+XZK+4obePYUnFiKZK1Sp61ysz2UuJlnYyQqaWRlTFZCyp3EoK4jIG1qhdUzewjy4GSr/wsIlv/Rg4d/bHKXj6pP+kaNu+rUq8yAC6ZJFSqjdnaAyshBatmn/S/mkxUF4jmUqoHwMl2Rt9DAztWR9RDGSyl5KzYYO/Uh8m5YNmw0YNPnk7g4ZGfDL5c+zbsw8D+g2Cv5+/SvTKCbBs2bIm2jhaSy9OOWf8OPtCKsUiiqP6iV79OConzubMCl2NPiypsBVSYSytdGQBJYmj0i4nT968KmY1b9nsk/bv1o3QOCpJDNmORtaekGSv/j5GRCqLtde4cpVKuturVKnMZC8lW/L/KussyHoLsshldAuiRWXY8KGIb9IOLaLP/fr5ANswn3sTi9p1aulOdBnEtLfhY269BnXDrWGjxTNJsOu37AkbcyXZK7NxpQWE9NYt8SHmSs9e6Wcuay59yv5pY1fZL3kO/ZgryV79fYwq5krhmP7PS/xlspfiCpO90ZAFHyTRK9PkPifRG5s9e6VqSuth4/Lqte52/TNVOXPlRHyRY5JKDKmKlWl00ptzy6ataN+6g1FtHGLKPq2d7rqpXjN0rVIt7JTHsLTHyQBX+iiZmIb/MFGydGi/SOkXLNUhMnXk5s1bePTgoZqCIRdpu7B05ZIY719E+xnV7eEeZ9SjiBIPqW6SRG+x4kU/K9Eb2z17Y4v0fJMz89K/rHyFcirRIdOP27fuiOWrlsb64nNSAfd5MRC6Aacs8BERmekgpM2MVGvs3L5T9VOTnmwyrU0uctu/i+bHeP8iC3VGx0AjH0eUnEjVrCR6pfLqcxK9sdmzV3+BNen1KH26Ze0BGRtF1M83KjLjQ1oPnD93HhUqVVBtHGR6cce2nbF0xWKjZorFhGxfY2ZmGmV8kSm3YYV8GI1JQnbgkIhPQkplsmjfoZ2axSIVs7dv31FTd+U9US7Smkv6pMd0/7TnD7dfjKNEkZL2KzI+kxjzOYne2O7Zayz5fC+zr4RUkmon1F7p5QAkT2AMWVxS2jhIQZMkLCWWSdKxY7vORs9Miwn9amH9xcwiimURxtwPsU1mUPQb2DfC55CWOtoC9pK72bVjl2rfIGtZSO5EkrKyIPOM2dNjvH+62BombcCYS4kZk73RkBUtRWQBT3oWSt8YY4J4bPXslYbp0hNMHDxwEHXrh05h1e/5Ir3DNDP+monAoEA1DU76WMamd+88VI81bXC+YNF8lWCRfjWSJG/fqgOWrVpqVPJZ3mTkg0JAwMfFKOKCTPeQVg0SnGVxOe31E/KmLdOw5XZx7sw5FChUAKN/+C7cwkDyOJmCF9PVr7Xn1z68aW0cpJevJqI+nRpZ2V4SLupnjh7TJc+kjzBRoo6jTo6RLlAmi0mEXUk3KfTslZYu3bv00A2W5y2Yq876jxzxrfog305Oeq1aGm2Fm0zzkxNQEpdkemFcksGwxAtZ+KdsuTIG7W8kBsp0Pum5q622LAkL/WnNX381Ui1kIQNmSdBIP+ZPeX45Vol7WhsHo2Ngvjy61aglBmptHBgDKTmT3q7CKZI4evHCJRQvYVwcjc2evdIvUaaxSu9KWRhMTnDJ15iQhYKld+a1q9fU+HXuP3/D3MJcbVfGu8YWD+iPxQPjYSwplboybq1QsYJBday8FvpxVPqVyzTgsuXK6h7z1ZDh6tj27NqjiibCzkIz9vklZkvs09o4aK2EtMdERmZoyGcSicMye0Nr4yD92ImSfRyN5HO9LEorrbWMmVWQED175f9c1ocQEmO0sdnBD20Y1GNqRd8rXRacl0UjpdetLCI8a86M0AXaBn2F7dt2qGIFY9ac0G8fEWjECcTPobVrkF68MotWf1wq41l5PbR2EKdOnkaJEsUNKmgH9BmoEv07tu1UldBhK4eNfX6ZvSLb19o4xCTmykKisq/y81obB61tEVFcYLI3Glmzhg4sr165ogajYfuGDR/6tVqQ7L/FC6J9Y4itnr1NmjVWvR1lpWCZquXt5a0Cn9ZjS6o+JOmgmTF9pgpMMoVBP9kri5c9fvwYvj4fV6qU3mGycruoVbuWesOLyrkzZ1XCWxuca9Pcfvtjgjrz9t+/C9VUGamyi06mzJnU2UpZ3Ed6vskZNklsSx+22CSLtUliXE3l6T8ITZo0RoaMGfDs6XNcOHcez549x6XrF1UrhiWLl6qpiRUrV0KOHNlVgJbFL7SzfhbmH9/kjCX907Tn/2b4KBXkpTJQKna0BYvaf1icKSLtOrRVSRYx6uvv1BsGF2ijpBBHL56/pE4Q6Vd+yv/B4AFD1QDpnwURT4WNq569q1euVv/vnu89dbc9fvxEFwNlAYewfcTCOnXyFK5euaYbLGstXCb/NQk2NtYqRsuH+cj6Jmrkg4BUrr16+QrXr17HmJ/GqddJpg9rJ59iMwZqidE+PfupE0bpMzjh6ZNnOH/2vFoo8ua9GyrGLfjnP/Xhv2KliioGygB5985dukH+p3yAkddCe36Zlq6/QJuQ2N+mfesoY6A2uP5q6Agu0EYpgswy0pIRYU+ySMJvUL9BKlb8/c/seOvZKyespQe4Vt0m7QRkMbGwY9/oEpknjp3Ejes30LBxA9U/VvsQPmXaZBXLpXhAxmLdenSLdn8lGf7mjas6ySj9wmXxMWNieUzJLDxJtope3XurOOqU3hFPHz/FubPn1Qmpu49uqxj5z9x/VcJXkgM5cuRQY/a9u/fp4qiZqdknxXHt+QcPGKLi4GtZoO1D33KpjJNF26KKoydPnFTXhw4axgXaKEXImjU0jp49ey7cSRZJ3Pb5sq+a6v/XjKnx2rN36eJlKgErBQQa+ZyvjUcbN2mkFjWWz4f/zJmv4ovMdJOK3tcur3WxQNoXSvFEdI4ePqZ6Fcsiu9KmUhvLzfh7Oqw/FCscOngIHTp1iHI7Upwmn1ul5/G5c+fxy5hfVR5DZp9ID9zYjrkS64QkqiUfInkZad0gv0/XN6649/iOul8WF75y6QoqVCqvYq6c3JTFibWYa8xJ0Yhi7pCBoa07+vceoBZoe/XipW6BdFlQLrK2PFrMlWSvkFYiXKCN4gOTvdGQiqNGjRuqf+R+vfrj90m/q6lpkpybMmmqqrDs0u0Lo84AxlbPXhkESwVtrx59VP9WmU6rkWnSMh3MmCAmgTxsJZRUnGoLpUkAjS7ZK6/PijXL1GryYc+Q/TzuJzXArqzXSywqXbt1wfhfJqg324ULFqnb5MNMbCd7pUfkxMm/Y9xPv6iFTbSVMYUkNyRxrX3Akebzhw4cVskaffL6fjVimFEN7MOSvpQTJo7HuJ9/UQONJYuW6u6T6d4zZk+LcrqiLBzXrUdXLF64RO2/1uNSpqtIc3qixEb+ZiVpKScpZIA0YeKvqverJH4n/T4JL1+8VCv6xnfPXlksQXrR6pNBoxYDZTpydAkCObYVa5arCgP9xKe8J4z//Vc0adrY6BjYrXsXtSCEVIot/HehbtXo2E72StyWfRs/boIaAOsv7CjHIH3LtA8nMmPj+PETajq1PomV33z7tUH/OGNJJe648WMw4Zff1QcELYaJzJkzYeacmVEuyNSiVQt1kkxWNpYqb+39gjGQkjOJJfK/enD/IVWhJOMIabEiPVx/n/CHSvTpz+qKj569T58+M0h2rFy+Ktxjvuj6RbTJXvnQLh+Uw8ZRGWtJ8UCzFs0MKmej0rVHV0z98y91YkoKDoyN5TEl49tfxo/FhF9/h4+Pj5rtoJFjqFuvjm4sLkleOTG4a0f4ODpq9Mhw/YCNUb9BPTXO/n3CRIM4qC0UPGvOzAjb+GikRY+0X5NpzR7vPHTvOYyjlJxJS8YN6zaoMcTAfoPx62+/qJlXkmSVz6Dy+T7sYt/x0bNXCgPkhJe++/fu68ajshCaJHsluSq9hvv26qcWyZVxkEbGa9NmhCaHjXkdpGpXKl/1cwYSk6RYQRKTWuVpdLp27xraYs3XTy1CLnLmzBnryV5prSjJ7Um//6nGrmtWrdXdJwlciYkaeb+QAq6wi01KbP7+h+8+qVBBEuPPnz/H5ElT1BoUWswUshixLLoW1czsjp07qBNs0gZSFiLW3p9kYUApdCOKCyYhbH4XLXmJDu4/qBKjsmiNqYmpCowSdGWBGhlsJwRJCEh1kyT4JLFQpEhhtWhO2ERvZG0ctMreyBhT2RvbpG3CxYuXVNWK0Cp7peJXVhUW5cqV1S1sJn3PtGStdntkjw1L3tClKuXhw0ewMDdXg+MyZcuES7RKFeHJE6dUvx+pAMzgnF5VuUlg18Rk//R7JR0+fES9Wcuba548eVCtRlWDSpqojkVeqzNnzqqEuEzdtLaxwZZNW9R9sn/GvkkTxVcc3btnH04cO6ESBOZmZjAxNVXT9Vu0bvHZC/l8Cq2yNzJxUQ0WHan+kpYQEp+EVtkrg/5NGzeH+/++e/deuP/7yB4blsRZLQbKyTqpwC5TroxKMOvz9ZUYeFLFQFnlOb1zBlSuUllXsS1isn8amS0ji2fI34MM1GXxDDkZp3/iMKpjkddKKujSpk2rTjhKX0uZfiikMkdO1hElJ5JY1eKoxC4tjhYuLHG0pcH/ZHy4euUq9uzeG+VjjKnsjW0y40n2TRtLarFcPx5JDNOm+MoH7a0fKmK12yN7bFhy0lLi6KNHH+JotqyqPU7YFl8yi+7Ehzjq4+2NDM7OqFy1kkFripjsn8bV1VU9vy6O5s+n4p/+9OqojkXGt1JtJnFUG/PLjDxRvXo19Z5AlJxIUZEU8Zw8eRrP5P/G3FzF0SJFC6NV65Zqpml80yp7I6NV9uqPy44cPqKqf+V9oHjJ4ihfIeIYFR8keX792nXd2FWr7JVFzbRxmX48kcR22DgT2WPDks/PRw4fVTkZ+cwsMbdc+bLhigTkJNzJ4yfx4MFDFXNl0TWZfaL/+43J/mmkheORQ0dV4tfSwhL5C+ZX29VPIEd1LMePHle5DtlfyXHIiUntfTQhci+UvDHZS0RERERERERERJQMxLxhCRERERERERERERElOkz2EhERERERERERESUDTPYSERERERERERERJQNM9hIRERERERERERElA0z2EhERERERERERESUD5gm9A0nJ6VOnERQUjLz58iB9+vQG97188RIPHjxU19PYpUHRokU+6Tlev36Np0+eIV26tMiWPRvMzMzCPSYkJASPHz3Gm9dvABMTZHDOgGzZsiI+PH36DE8eP1HXs2TJjOw5skd4DHfv3FPXnZwckS9/Pt19st/Pnj1H8RLFkCpVKsSnd+7vcP36DXW9XPmyMDfnnz9RfDt18jSCg4ORv0A+ODo6Gtz3/NlzPHr0WF23t7dH4SKFotyWyysXFU8cHNKpeGlqavz5S4mjjx4+gusbVxVHM2ZyRpYsWRAfJIZKLBVZs2WNMH7Lsd27d19dT58hPfLmzaO77+GDh3jx4iVKlioBGxsbxKe3bm9x8+YtmJiYoHyFcjF6zYno80nskjgqXwsUzA8HBweD+148f6EuVtZWyJY9O+zt7SLdjrGPDevB/Qd4+fJVlI8pVrwoUqdOjbiijSeFxP+sWcPH71cvX+H+/QfqeoYMGZAnb+5wx1CqVElY21gjPrm5ueHWzdsqjlaoWF59JaL4I+PQ06fOqDhYqFBBpE2X1uD+J0+e4umTp+q6jDELFCwQ5fYkDyDjMvncmyVrlgjHRvKcMn6T/39TUzNkypQRmTJnQnzQxo0iR47syJwlc7jHyHvBw4eP1PWMGZ2RK3cu3X337t6Hi4sLSpcpBSsrK8SnN2/e4M7tu+o1lXhJRDEQQkbZsX1nSI7MuUIK5C4U4uLiort9545dIV06dg3JlTWPul8ubVq0jfGrevHCxZDWzdvqtiGXMiXKhSyY/5/B49asWhtSoXQlg8fJpWrF6iG7du6O89/m0cNHdc/ZrlX7CB/z/bf/0z0m7P53atc5pGCewiE+3j4h8c3LyyukVNEyar8W/bco3p+fKKXbuGGT+v8rnK9oyFu3t7rbt27epmJDziy5dbGjc/svIt3O2TPnQpo3aWkQA8uVqhCyZNFSo/ZjxbKVIWVLlg8XR2tUrhmyf+/+kLi2b88+3XPK+0dEvv7qG91jli1ZbnCfvFcULVg8xM/PLyS+eXh4hBQrVELt18rlK+P9+YlSunVr1qv/v6IFioW4u79Tt/n7+4f8NWWaioP6MU1iavs2HUPu37uv+/mYPDYyP37/U7j4GfZy6eKlOH0dZMyrPVf3Lj0ifMxXg4frHrNqxSqD++Q9pHjhkiEBAQEh8c39rbv6/cl+ybieiOLX8qUr1P9ficKlQjw9PXW3b1i3IaRd6w4G49HePftGup3jx06ENK7f1CD2VSpbOWT1yjUGj/vv34UhpYuVDRcn69SoF3LsyLGQuLZ54xbdc/bt1S/CxwzoM1D3mI3rNxrc16BOI5WXCAoKColvb968UbkD2S85DiIyHktyjCBn4iaOn6iut+vQ1qCqd+a0mThy+CjSpUuHT3Xm9Bl0aNMJ586eU9/nzJkDhQoXUpWos2bM1j3uxvUbGDliFF6+DD0zV7BQQV3VrFSKDe4/RJ1ZjEuVqlRCxowZP+z3WVWJpy8wMBA7tu1U16VytlmLprr73N+6q7OoNWpVj/cqCmFra4seX3ZX1/+aPB1eXl7xvg9EKVVAQAD++G2Sut7pi44GVRTTpk7H8WMnDCrUInPsyDF0at8Zly5cUtVQuXLlVLFQKk7/njUn2p+/dPESvhs5Gq9dXqvvCxcpjDwfqmaloqF/34FwdXVFXKpes7quqlmOW2ZD6PPz88OunbvVdUtLSzRp2lh3n4vLa1w4fwG169RS98W3NGnSoGu3Lur65ElT4evrF+/7QJRS+fv748+Jf6rrnbt21lXivn//HlP//Avu7u5q/FikaBE1BlNVwCdO4euvRuq2EZPHRiZnrpyoUKmCwaV8mIoriRVxqVbtmrqx99HDx1S1nD5fH1/s2b1XXZfK5UZNGunuk7Hy5YuXUadunQSZ5WWf1l79/sSfEyermE9E8UNiw5Q/p6rr3Xp2NZhpOmniZJw+edqo8ei+PfvQtVM3XLt6TVWd5s6TGwULFVDjtH/mztc9TsZ5Y34cq8aWMm4tWqyoGruKu3fuos+X/eDp6Ym4VK9+XaRJEzrT4sD+g/Dw8DC4X55//74D6rq8HvUb1jeYRXHzxk3Uq18vQWZzyXi5Q+cO6vrE3/5QuQYiMg6TvUbYt3e/rkVD2/ZtDO5r0LABFi9fhF37d+BTE8nfDB8FX19flYxctW4lDh47gB17tuH8lbMYNGSgwRQKGYyL7j27Yefe7dhzYBcaNW6o+xDw+HHoFOjISML1xPGT6iLBW7YnieKLFy7B29tb97h37zxw4fxFNaVDnwT5Fq2aq+vys1s2bzW4XxLf2oC7WvWqcHJy0t23d88+FaDlNVPP4f7OYF+0qcuXL11W98Xmfmtat2ut3mhlHzdt2Bzla0VEsWfXjt149qF1Qdg42rhpIyxbuQSbd2yMNmEsJ7z8/fzVoHXtxjU4cHS/ioVnL51B3/59ot0PrcWMkMdv370V+w7tUclT4efrp5u6FxmJH1o8kql+EselJYTEIx8fH4O4JfEo7Ek4/RNhQUFB2LZlu8H9MhB/7/FeXa9dt5ZKDGj27Nqjnq/Bh4G4JLn190Wbuqzi6DuPWN1vTZt2rXXxetuWbVG+VkQUe3Zs24HnH8Y37dq31d1uYWGB0T98h0vXLqjx47ZdW7By7XLd/S9fvPikx0bmy949sWrtCoNL/wF9dfdLixf9KcARkcSHFo+krY0Wj+SEnCRjwsYjiWv65DiaNAs9ESZjy7BxVMbuWgKlbr26Bsnn3bt2q3Fkg0b1w8VGrcWOFkfDJkU+d7812u9PCjh2bg8tkiCiuLd502bdCf+27QzHo61at8RKiWnrVkS5Dflf//ab71TskcTw5u0bsf/wXuzcuwNnLpxC1+6hJ8XFvTt3ddeHjRiKrTs3q7FrxUoV1W1SfBRdsZYUBWhxRwqtJO5IKxoVd/ROukssk7gj4zN9UmTVUMsX+Plj545dBvfv3rlH5SJEg0YNDFqEyfg99Pb6urYK+vsi5HO3xEs5mRib+61p+2HcKePzvR9O4hFR9Ni01AhrV69VXzNnzoQSJUsY3Dd42CD1NWxFgbGOHT2mBomiV58vVYWaBEBJ/ObNlxc9e/UwGDxLP2BJApw6eQq7d+1BYEAArly5qts/qdCIysWLl9CjS091vUatGir5ImcVtTN5v0wYhzt37mD+3H9VYkUL7tNnTdP16GnVpiXm/j1PXd+8cQv66Q3wt2zcorvesk1Lg+eWSjVJcmhJlSuXr6BLp266SrdXL1+qHmZCehWPGDlcl+yOjf0W0tNN+shdvnQFa1evQ+cunWLw2yKiT7V2zVrdzAWJc/q+GjFMfY3sJI3m0IHDukRHvwH9VB9bSVSmTp1KVefKSbDoVKpcUcUMGVxLtYVUfsnA98b1m7rejwUKGu5fWDKroV+v/uq6xDPphab1hZQk9PiJ41XV2MIFi3QVCE2aNcG0mVN1VWQtW7dU92txVJt1EC6Otg4fRy2tLFUcFOfPnUevHn10lW6SxNViozzXd9+PQu9+vWNtv4VUr0ivUInXEke15C8RxS35fxMyPpSLRhKZMhbT+tBKgnKr3sn4L7p98UmPjYn/PsQz0atvr2gfL1XEA/sNVtfr1quj4pbWL1LGur9NnKBmvC1euESdFBPNWzbD1OlTdOtZSGJm6eJl6vqWTVsMEiyS0NHI4/RJ8sLa2hrVa1QLFxvr1K2tCjzuf+iZriXHJcEdW/st5Pcn71v37t5Tv9cWrVrE4NUmos+No/KZOezaM998+7X6evfux8KAiOzatRtvZM2HD7kAWfNBkpV2dnaqN7h+LKpSrYqaXSDFBDKOLVasKDy9vHD3zh1dLJDZElGR2QvDh45Q16XqVmb7amvoSEHAxEm/4eiRY1ixbKUu7rRp1waTpkzUVeNKHFyzaq1unNm+Q7uI42Ubw1i0a+cuNUasXKWS+l7GzkMHho7b6zWohzu3butioMw4+2nsj+jy4X0kNvZbSDW0rHEhyV75/WmJayKKGit7oyFnoORslChVpjRi2/lzF3TXjx09jrIlyqFFk1aoV6sBalSppRbh0MhCbJu3bVRJ35s3bqHvl/3UgFMCnwxON2xZH6NFzw4dOKQWedNaQUjyY8Swr/H3zDnqzU+bHieD4mVLPlZ9SKJGpqkImbqivSHKGTpJQOumgDSop/sZqRo7cugIKlaqYFClpjl88DCePH6qphRKcJeAL1Pb5E0htvZbU/rD71GS6nE9bYaIQityT588E/r/V7bMJ78kktjUr34tXbwsWjZthbo166N2tTo4d/bj/ZGRRSk2bd+IUqVL4eqVq+jTsy8G9R+MFy9eqBNE6zevhbW18YtPyLS3t2/dda0g3r/3VIPg+fP+VYN3Ld5JBeyqFat1PyeLq+X+UPkmx6UNfiWeSUWakJ/VTo6Fbvs9Th4/iWrVqkYY6+U1keoQiaMyg0ESthN+/T3CDy2fut9h4+i5c+cMqtmIKG7IVH9JSob+/5WK8DH//bsQndp1VonLLZu2qpM0P475wWCW2Kc8Njoy8+zo4aPqeo6cOdSU4ZiQmV8eHu/ViSQhRQ2DBwxR+yi32X1oVyEnxrQCDFGmXBldska/tZjESomHQqrupH2YRmaOydhaigwiWuBS4q9Ul2lxVN6/xo+boE6OxdZ+a7Tfo+w7WzkQxT2ZDSpJWf3/v09xQe/zu8y4KFOiHFo1a406Neqqz/AyvtRILNi0dYNKWEobLjlBP2zQVypZLCeC1qxfFaN2Mrt37oaPt7duDCkxrX+fgerElywiLyedxLo167B548ckbsXKFZEpU6ZwLcRkhpgkZbVcQ5WqVXQ/I1W8kquoWbtmhK3DZLaZq5ubrohDZhmP/WmcboZEbOy3Rvt9ScGblhgmoqgx2RsNWenX48NUWC04xSZJWmrkA7/0sdQCprQr6Nn1S12LA0k8z5szX/W9FfIhXQbVQga1ESU2oyID4H2H96hWEPoVwa3btFLTmpetWqq7TUt4a1q1aaW7rgXkA/s+TpmTM276g+hDBw+r6SHa1OOwZMXmXft2qCmFWrW0tuJ0bO63yJ0n9PcobxS3b4WeVSWiuPPo0WNdu5XPiaMy6NRI5ZRTeifdiSepxOrRpUe01cHyfz9n1hw14BZy0kiqecXe3fuwann4xGZUZGB84Mg+7D24W3cCSnTs3EHdtnDJf5HGI/2q3c2btugGztpUOunVqz+4lgStDKS1qXRhSYJ29/6dKo72HdBH975x5sN7Rmztt8idOzS5IVXR9z5UwBFR3JFkoxYbImuRICdqpCBAS4DKCZ9fxvyKJYuWftZjo7NwwUJdmzGZkRbTvo6SgNDikZY4FV907azGegsWzY8ijrYI11pMTvZLbBJNmzdR1bn6ydzQlmIRx1EpGJD9kDgqM+60943Tp8/E6n4L7Wfk9xpRMpmIYpdU4mszQKNrNROV13qf3+VkTcaMzrqx1J3bd9ClYzfd+g/yfDOnz9YlgGVmVJYsmdX17Vt3YN3a9TF6bhmzShuIPQd3q2pXjcw+2LVvJ+bMmx1h3JG43LxVs3AtxLZv26GbzdWiZXOD+L1n194PrcNCWzCGlT5Deuw7JO0rtuuqmeV4tXWIYmO/NbqTau89dQUSRBQ1Jnuj4aa3UE9EFamfSz+gSuA7fPygCpj9Boa2RpAEiVZVJT29ViwL7SHUrUdXldg8eHS/SghIIJ7+1wycOxM+uEamVp1aukWC9KePtG7bSvdmpHF5ZdhzTP/NQJtyLJULmlYfBt+a3Tt2qwoJme4Rkbr16+gSLsWLF9d7XpdY3W9hb//x9/j2E9tvEFH8x1H9eCmDvkPHJF7uQI8P7W5kAKhNUYtMaIVV6BS+Pv16qw/kh44dQN36dUNnFPwx2aAiIzoyjVdO0kl8006+Ca21QVTxSFrihD1pZhBHw7TCkTgq04BlXyPSsFEDVbkcLo66uMTqfgv7tKEVa4JxlCjuubp+HK+kTftxgUt98qF59fpVaiz597xZ6v9b/PH7pHCLKcbksVGRNhDr125Q16WSVRYyjql6Deqq9waJ8Tn0plXLdF6Rv8DHePTqpWE802/RoK3FoJ08i7gVzi5VRScz4iLSqElDZMwUuhBxsRLFdLe/jmA8+jn7HXY86ub2NsL9IaL4jaPGMDUNjZfaQr+y3o6MJ9t3DG2NIAtgblgXug6FfI7XWuVIz15JbB46fhBVq1UJnYH1y2/Rto0IO9aTdjwyHsz+4bOzQdzRG7+9CjN+k8KomMZLaR1Ws3Zo67CwmjZrggwZ0hsVLz9nvwXjJVHMMdkbDenppYmLKVZSXaUpW66MrhpW3gA0T56Enr3SKnq1gClkcF6/4ccE6smTp4x+bqf0oQlTYWHxcfqIVMuFJclkfTIQlpYMWkXd8aPHsX9/6CqezhmdUblqZd1j5Y1s3779qt+xNoAOS35GY663L8EhwbG632F/j/q/XyJK3HFUP16WK19W126hatXw8TIyp0+dDhdH5YN6/QYfE6gnT8Qkjn6MOxZ60/D0F6eMLB7JCa4yH9paSP9beV5Z5FI7+Ve2XFmD1+3ggUMoW75spKtERxpHI4iDn7Pfan/0kkGy8AcRJa442qhJI10CUtoLPI0iNsbksWGtXrlGtZ8RnTp3jFE7sYjijrleFW76iMZ1YcaFUp1XolToehrXr11XMV7GpFqPeP2p2tJy5vDBI6hQsbw62RWRjBkzRhgbg4NDYnW/BcejRElzPOrs/HG8JfFEm4Ul/Xk12mK/EY071QmnenWinIEVGf3xW7RxJ0zcKlCwgG4GscxwO3P6jO655eRUkaKFdY+VdjjHj55QY2yZgRsR/c/1FuYf9yX4w0yP2NpvwXhJFHNM9kZDf9Cnrdz5qaQlgUxLkAWF9BMWGumfGNF1rYpVmyKn9kVvOrP+VBJEEFwjo1VxRHa7/vNFRL+Vw7cjR+s+/IedAiI9JqUvT2RTj6Pal7jYb/3fY8YPvYuIKO7o/599ThyNPF5+rIhydPp4MkhbAVhWCNYkvjj6sYpi5IhRuumFUq2mv23phykJlcimHke1L3Gx3/qvF+MoUdzLpPehOuysJxljhSVrJUgvRY31h2KCmDxW4oAWR2VR3bAkSaG1fZDkhTGLZMYoduniUdQ/r1+t9vVXI3VTksMuFHzo0GF1rHE9HjV2v/XfD/V/v0QUD3E0gllPxpIT7xp3vfGoezSf3/Xbkem3coxuzBWr8fLDTFgxYtg3uhP6YWeTSYvIqFqHRbkvcbDfjJdEMWd8N/AUSqZnSQ8e6b9z5XL4qb3Xr93Au3fv1NkvjVzXes3kypVTd9ara+duqoeYTD/ef3ivuq1c+XJq+odUI8iHeVkcR6q9pk+dodte46aN1NfyFcpj0X+L1XVZvEwtHOEfoPpPaspXLI/4IlPdfvz+J9VrTL93TkSrx4uokhTx6fKHDyxOTo5qxVQiilsyxUv6Qkr/8YgSBlevXlPVZG560+vevfPQxdE8eXLrFo2QVYul59qBfQewcMEi1Sdt9oyPfb4aNwmNl0IWHxKy0I70X9Ti6Mrlq9T1ieMnIigwSLXLmT/3X93PlatQDvFFpsCN+/kXNaA2Jo7KasaJweXLoQn0zJkzIWvWLAm9O0TJXqbMmVSfR1lL4kqYVjNT/pyqxpGyXoKMO997emLJwiUqrmoVW9r/aUweK61ttDharHhRbNlhuGjO/r0H8OjDKuwyJtTayMS3Zi2aqn7DkuQ1iKOtwqwqr7UUqx9xS7H4pr0fyrg/splvRBR7pP2fVJhKojWiz/VSHODl5a1b7FFrVaWNR/Plz6sq+mXxXPm/lXizY/tOtVik9PueN+cf9TgpemrYuIFu3CmLYIpfxozH8K+Hwd39HRYvWqJuk5ikX8wQ16Qo6/fxE1WSV4uXsg9ye9h4KccRWeuwhIqX8jkgnUPoYuxEFDUme40gqwqrZO+VK6o3mZ3dx16F48eNx7EP08U0Mh1XGxyP/XVMlJUOElynzZyKzh26qDNWv44db3C/9PaRhLA2kJY+i7L6rwRnWTldX4dO7XWPjQ8ypUPeALQ+RFqfx8JFChmcqZTm7pIw11+8IqHIB4HTJ0OnqySWNy+ilBJH//1ngVoFWZKrtra2uvvG/DAGZ8P0G5e+uVoc/X3Sb2rhMBl0zpg9DV906Ao3NzeM+XGsQSwd+d03KF7iY6/aiMjKxxs3bMLhg4dVC5pB/Qcb3C/90KXlTHyRqcQ1atVQC7NpipcoZnAiShIu+/bsVys5J4bEqkyl0/rDR9aHnYhin/y/yUmu82fPq5YEWgsVKUyQRYLkEpYkNqZMn6z7PiaPNWZhNk3vvr2QUKS1TfUa1dQilppSpUsZrOsg47/9e/ejeMniKnGe0OT3J6vca++PRBQ/5P9txbKVqoWBnGjXXwj3229G48b1GwaPl/GpNh6dPnsamrdopn5mxuzp6PZFd7WQ+w+jf9Q9XsaqP475Qbdgm/TxlcUjT588jdu3bmNA39CFyDWyTo/+QrlxTVp+Vapc0SB/UaFiBYOTdTLOO/ShdZhWoZyQZAH4Sx9m6UmvdCIyDpO9RujctTPm/j1PVeXu2LYDHTp10N0nFWOBQUGR/qx+D8UKFcrDPyAAWTIbVj5IgN+zfxeWLVmGCxcuqQArvdNkhWH9no3y5vHPf/PUQm3Su/H5h1Xns2bNqvr21qpdM9pjkWb0FT702s2e/eNiEnnz5tXdriVhJHmi3aatvB7utenSCa9fvw63uI9GWla8fPkSbduHNl/XJx84ItqXiPYxtvZbEjzalO8u3b6I5tUiotgi/28L5v+nptDu3rnboHK1SNEiMNPrjRiWtviDFnP3HtqNZYuX49LFSyqmSl9GaStTqnRJg5/T4oDcr5GpxguXLFArIB86eAgvX4YuAiGLRTRo1EAlDKLj4JBOt22Jv5p8BfLB7UN80frCmZma6R5bsGCBSF8bOZGo6dT543uMkKSMrOrc48vu4X42bbqI9yWifYyt/ZaEiSyGp606T0Txo0v3LmqGl7R02bN7r6poFSO+Ga6KAbZt3Y4H9x+qOJs+fXqUKVtaneCSRXE0MXlsVOMpOeEWGBik7pcxa0xPkjk4Ouq2nUXvJFaBAvl18dDKKrQvu7n5x3hUuPDHggJ9shK8l7e37vuwsenUiVNq0aS+DfuE3xe92Ki/LxHtY2ztt/z+5Pcor/EXXTkeJYovXbp1UcleaWkjn6fr6520lpPtstBkZJz0Ep8lS5XA3oN71Of3q5evIiAwUBU2tW3XWp2c10g8WLF6GbZs2oIjh4+pRW9NzcxU3JR+6ZJ4jY6sV6PFkkx6rdEKFSqo62Vr+aEPrnzVHiv3R6Rbz24G+YseXxoWph07ckwlWCOalSuvQUT7EtE+xtZ+79y+S7WLlFxI5y4cdxIZyyQkJk1iUrDRo75XbwzScmH77o+VrBS1dWvWY/WqNRgz7ieVpEloXTt3x5FDR9QHnfkLQ6faEFH8GDH0a6xftwElS5XExq3r+bIbSdpObFi/EeN//xV58+ZJ8NetfZuOqkKlSdPGmDV3ZkLvDlGKMnTQMGzeuEUt6rt245qE3p0kY9mS5WrV+d//mKAWdUtobVu2UxWDkmCfPmtaQu8OUYrSr3d/1aagStXKWLYqtO84fSQzSKQ9xeS//kwUM8qaNWqu2m6069AWk6b8kdC7Q5RkMNlrJGmoLm0TgoKDMfaXn3UrWVLS8eL5Cwwf+jVCEJJokiZEKcnLFy/V/6CsSj7h9/HsmZ0ESQuhkSO+Vdf/mPy76sVMRPHn2bNn+HrYSDWWmTjpN4NWBZQ0PLj/AN+N+h4mMMGff01KFMkUopREeo1LywbB/8HETVpf/Pi/n2FqYoq/ZkwxmDVNRFFjspeIiIiIiIiIiIgoGTBN6B0gIiIiIiIiIiIios/HZC8RERERERERERFRMsBkLxEREREREREREVEywGQvERERERERERERUTLAZC8RERERERERERFRMsBkbySCgoLg5uqmvhIRUcwxjhIRfR7GUSIixlEiophisjcS79zfYXj/UeprUvD47lMkdynhGFPKcfIYUwbG0cQnJfzvpZTj5DGmDIyjiU9K+N9LKcfJY0wZGEcTn5Twv5dSjpPHmHgx2ZtMBAeHILlLCceYUo6Tx0iJEf8ukw/+LpOHlPB7TG5Swu8sJRxjSjlOHiMlRvy7TD74u0wegpPo+yGTvURERERERERERETJAJO9RERERERERERERMkAk71EREREREREREREyQCTvURERERERERERETJAJO9RERERERERERERMkAk71EREREREREREREyQCTvURERERERERERETJAJO9RERERERERERERMkAk71EREREREREREREyYB5Qu8AJQ6BgYFwc3ur+97JyRGmpp92LsDb2xtWVlYwMzOL8H4/Pz+8e+eBdOnSwsLCAnHJ18cX3j7ecHBwCHefh4cHTExMkCZNmjjdByJKGQICAvD2rbvu+/TpnVSMie2fl3gdGBgEa2urKH9e2KVJA2sba8QlHx8fFWvTOaQLd5/EejMzU6ROnTpO94GIkofPjaMaX18/mJubwdw84o86EkdlvGpnZxflNmSs6OCQLtLtxBbGUSKKLf7+/nB3f6f7PkOG9J/180JiZdhxp8RR+VyfKlWqWH3+TyUx3d/PH2nTpQ133zv3dzC3MA+3r0TJGSt7Sbl/7z4a12+CxvUao3ypCnjzxjXGr8zDBw/Rvk1HlCxSGpXLV8W2LdsjfNy333ynnuPK5atx/urfu3cfFctUhnuYBIho1awNtm+NeB+JiGLq1s1bKo42qhsaRz083sfqz0scGz3qfyhdvCxKFCmJti3bqbiruXjhIiqVrRwayz9ctsVDjLtx/aaK+Z6enga3h4SEoGnDZti7e2+c7wMRJQ/Xrl5XsathnUYqDsqH95i4e+cuvuzWC2VLlEORAsXQu2dfvNUrZhD//bsQJQqXQtmS5dGsUXM8ffoswm0NHTRM7cO9u/cQ165euYqqFauHO16JozI2P7DvYJzvAxElDzIe1I+jkpSNiePHTqByuSoG48kD+/br7pcE78gRo1CsYAk1Ju3aubtKpsbW83+q82fPo3qVmmr/9AUFBaFurfo4dvR4vOwHUWLBZG8K4ebmps6yBQcH4/Xr17qKBS0w5y+QH2cvnsbuA7s+afsSRGVAXblKJVy9dRn7Du3Bo0ePwj3u6OGjqmLD0soyyu1JlZhUhGnVDvpvEnKfHEtk9AfKRYoWRp68ebBl81aDx1y6eAnPnj5D46aNY3ScRJRyubq6qqoziXdv3rwJF6uKFiuq4ujWnZs/afvR/fzFi5dQvkI5nD5/ClduXELefHlV8ldfjpw51Da0S5t2rSN9PomtUrWmXZfj0shxybEaE2dLlymFTJkzYfu2HQaPOXP6jEqyNGjUwIijJ6KUEkdlTBdZHC1ZqoSKXZu2b/yk7R/cfxBde3TFhavn1Ha8PL3w2/jfdfdfvnQZf/w2CctWLcW1W1dQsFBBfPv1t+G2s2vnbqOeL6o4Kt8bG0fLlS+nqph3bjcch584fhIe79+jXoN6Ru0PESV/EjtDZ3kFqpgaNhaVr1Bexb/VG1Z98nMUKlzQYDzZqEkj3X1zZ8/DlctXcOz0ETUeTZ0qFcb8OFZ3f0yfX2Lh+/fvddf146h8H1myWE6GyXFrKletrPZl7+59Bo87fOgIggKDUKt2zRi8AkRJH5O9KUTblu1x7ux5VbErla5ix7YdGDJoWKxsf/vWHartw7DhQ9XZNJmyO3DwAIPHSHJ53JhfMfaXn6Pd3to169CnZx+0b91BnRGUs4YnTpzAdyNHo1yp8ihasDiWLFpq8DNz/56nqorLlayABnUa4uaNm+p2SXasX7vB4LHyff2G9djCgYiM1rxxSzUj4fnzF6heKXTAuHHDJnwzfGS8vIo1a9VAqzYt1TQ6S0tLNGzcEA/uPwj3OKmwNaaKYvnSFejXawBaN2+ri7MyIB4x7BtdnF29crXBoHrW9FkoUaSUirON6zdVVXS6OLsmfJxt1KQhbGxsYuX4iSjpa1K/Ga5fu44nj5+gVrU6ujHfd998Fyvb792vt/pAL23CpE1X0+ZNdONBsXXzNnW/JJXlMUO/GqKq2LRCCC2GSkL4xzE/RPt8MhYd0GcgWjZtreJo2RLlVWHD8CEj1PdS+bZ29TqDODp96gwUL1xSxdGmDZvj3t376r7WbWW8ut5g+/J902ZNwk2fJqKUq17NBmrGgVwa1GmkG9P99L/oP2PHhMRC/cSr5sjhI2jfsb1qkyjj0V59v8S2bdvDVdQa6995CzCo/xA0b9wC5UtVVBc50SW3yXWJo5s3bdE9XorXJv8xRcVRibktmrbCo4ePVC6iVZtWEcbR5i2bxXn7SKLEhj17P9N7Tx9cvxXx9K/4UrhAFiS0q1evIlu2rGrQKsmHVKlT4ZcJ49BQr6Jr+tTpaNi4AXLmymnUNi+cv4jlq5eqaodZM2bjx59+wLejR+HKzcs4d+acmjLSrkM7NQCWlhHLlizH5u0bkT1HdpWgGDroK+zcux0tW7fA7+Mnqv3KlTuXqrLYsmkrps6YEoevCBEZi3HUeDLAlZN27m/fqqnILVo1191nYWEJLy8v1KxSS1WCVa9eDRP+mBBlr7Tz589j5ZoVKFW6JKb8ORW9uvfGj2P+hynT/lQJkH69+qkEhPSr3LBuI9at3YBtu7Yia9YsWLJwCYYNHq4qkVu3aYWpf/6FZ8+eIUuWLGrALy0k/lkwj/8IRPGAcTRikngtXqK47ntJjhQtXlT3fbbs2dQ6E/fvPUD69KGx8s+Jk9G+YztkypTRqNdeiilWr1+pnmfS73+iZ7de+HncT2qcKUkRSVi0bttKJSLWrF6rZpvt2LNNxUqJ4yOGjcCmbRvRul1rTP9rBl6+eImMmTKqimep9F24dMFn/nUQkTEYR0NJAtfF5TVqVK6F957vUbduHYz//Vfd2gySNPX19dW9blJdK71y5SSezDr7FPLZfs2G1ShcpBB+HTse3Tp3x4SJ4zFrzgxVqfvdyO/QvEUz9Vj5zL93zz7s2b9Lxco5s+eqwgv5eSk+kAS4VD87OTmphPWeXXux5jOqnImSKiZ7P5Mkeuu0Go+EtG/D/+CcJmHP+Lu8dMGB/QexdMViNYVCeuFKVUPpYweQwTkDbt+6jZ07dmH77m1Gb7NCxfIq0Stq16mFvyZPV2cORZlyZWBhaYEXz5+rBO66NevQoWM7pE6TWk1nqV23tqrKkDcdmdZco2Z1VWX29agROHTgsPrZqtWqxNnrQUTGYxw13pvXb9C4QVM1VS9Hjhz4dcI43X1SqXbq3Al1XdonfDV0BEaPHI1/F82PdHtVq1ZRiV5Ru05tLPjnP3Tr0U19L215AgIC4fLKBZmzZFZxtlPnjrC1tVFxtlHTRvhj4p949fKVauNQsVIFbFi7EYOHDVIDc3t7exXHiSjuMY6Gt3L5KlU4sHXXZoOkRNgFelKnTqWbCixtvk6eOIktO4xvx1O9ZnVdQlnGq0uXLEOXbl+o76tVr6aSthK7ZTy8bs16dPqio5rxIHFUKo8luSyVxXISrWy5stiwfiMGDOqPXbt2w9HJUd1GRHGPcRS68Z82npSkqZyw+umHnzFj9nR1m7Tn+nvmHJQpWwZ2dmnUbAXh5xd5m8Xo1K5bSyV61fU6tbBp42a069BWfV+rTk24urqp9pP2ae1VHP2ia2fVFlLiqBQcTJk0VY2Nc+fJrdqibd64BV/27qlajEkhWLHixT7zr4Mo6Ym3Ng6ysMz8ufNRr1YDlCpaJtwCBLLIjNwe0UX+2TVfdOgS7v6ffxhjsC2ZbjBt6nTUqVFPNRcfMfRrg+lZKVFkKxl/ygrHEZFK3qLFiqhEr5BeuDJAlR6T4sf//Yz+A/uqICxnCsU7d/coF96Q6XcaC0tLNTCWqgjdbRYWut69r165YN7c+ahfu6E6m9ewbmM5OPXGIOQsnwyeZfqcTOVo2aoFzMzMYuXYiShliOs4agxJFkgftBt3rqm41rFtpwhbNkj1xTejRuDI4aNRtnRIY6cXZy0sVAsefXJiTD/OzpwxyyDOSkXcmw/94tq0a4P160JbOUiclcF3fL42RJT4xVcclc8Of/4xGUtWLFLVXfoxz+NDf2CNLIapjTl/GP0jBg0ZpNaXkAStkOv6fSGjHq+Gj6MyM8LvQxx1eflKJUa0ONqoXhPYyAm0Dwsj67cek69SEUxEZFQcReyPuSR+Dv/6Kxw8cEh3m5zM6tqjC37+4Wc1w0tmgIksWTJ/8vOEjaP638tndskB6OLoq1fqJJkWR6UIws7eThezDeLoGsZRSrnirbJ3xLCv1fR9+eeTKfWSdNMn06j2Hd5jcNvSRcvUdCY5u6SRZGHX7l3Qo1d33W3yYVOfVHRKBdJfM6aqhOOYn8ahR5cv1RT/2E7wSQsFqaxNSLIPrs9Dg1tk5HWQhLcsVqZ59eqVwQDYmKnDjo4OEb6GRYoWwamTp3Xfy+9XpndovxtJ7P7x+5/qImSqx/ChX2P4N1+he8/QKrLPkT17NvW3JWfw9PdBezOsU68ORn/7P+zZvRd79+7D1hhUbBBR3EpqcTS9XluE0DjqaNRzyIlIOQElj9c/cWUs/ZgmcVh7P3V3d1exXP9+4enppRK4sfW+J3G2Z68eqpoion2SNj0/fv8T9u3Zp3r/GtPvkohSYBx1eQ07OzvdbTJ7wCm9U6zFUZldNu6nX7B4+SLky5/P4D5ZkO38uQu6769evabGuPnyh049loXixv78ccaEkJ68o3/8Du07tMPnypYjO/oP6ocOnTpEGEcbN22kilgO7DuA40ePG8zeIKK4ldTiqP54NCZxVIoA3NzeqkUhI0ochx1Penl6GuRbJPYOGjJQXYRU2spi72nTpUV8kDjaqXMHtGzdMsJ9btaiGcaN+UXNOj575iymzZwaL/tFlGKTvTKNVP4BI1vdVj6MSpNvfVJ2X7d+HV0PLY21jXW4x2qkL8t/CxZi7C9jULV6VXXbn1P+QLVKNXBg30G1vdiUJrUNKpT5tN40sSm0HiByDRrWx+wZs9UKlUJ6MS5asBg/j/tR9xipuJWkrHD7UKml9XqURK8sNHHo2AHVFiEsqeSVPmWqertBPbUYhbmZOcqWK6Pu37nXcJX2/LkLYsHif9Uq7rFB2jv07z0AGTM6q6kbDx48VAsJrV4f2p9H3qCaNW+K70d9jwIF8qs3JCJKHJJSHJ3x10wMHT5EDSqlF+TSxcvwx5+hK73Lba9fv4GrW+iMAtc3b1TvWi2OysJu1SpWx8mzx1WPsbCi+3mpYsiRM7tqb+Pt7YM5s+egUOFCupN2EoPlxKm0TpAq3LE/jUXzls1jrWKud99eGDZkuPqQUbhwIdX7ct6c+VixZpm6X2ZfyIJs337zHUqULG50f3YiSllxVAo5pE0BQkLUiaHlS5dj8rTJBnFQG4dKxavMAtM+C0h7rppVa+PMxVPhPh+I/Xv3Y9TX36kP95IIkbGtmZkpHB1DT8q1adsa8/7+ByuWrVQtbMaPnaD6QGrJ58PHDxokRPLmyI+Va5ejQMECsRZHR44YhXQODihYsIBa5PLffxZg2arQRYelxYSsdyGPKV22tIrpRBQ/klIcnTp5Gnp82R0hwSEqqbl65Rr8/c9sgyKttx/Gk1Lxam5hrhsvagu7Xb5x0eDEm0Z65sr4Uj7HP33yFOPHTVCzYjUnT5zC6VOn0bRZU9y6eRO//fqbWiNCE93zx0Yc/fl/P6vqXzmhd+vWbbVY5uJlC9X99vZ2qFevLkYOH6lmHTtndI6V5yVKauIt2RvTD5uXL11Wq+d+979vw9236L/F6iKJvTp166DvgL66VWovXbikqkb1+7HKQClnzhw4c/pMrCd7kwp5MxCTJ01VVRFTJk3BqNEj1WruQm5rXL+Jui5nBbt0Cq22PXbqiEqUPn70SCV5s2bLGuH2JaguXrEIv/3yGxb+t1glVGXqXNi+aBoZoFtaRr4ipiQNpCePxlxOBqQLbQqvkaoOc/PQbUg/s+mzpuHvWXPw+PET5MqdUy3mpk/6/kjf4I6dOxr1mhER6evbv4+ajit9wWTmgiQsfhrzI2rVqaXul9v042j7NqGxRtouiMcPH6lBaWSDzuh+Xp7/rynTMGf2PLV4hgzCFy75uHBPvwF91SJr/8ydj1SpbFV87z+gX6S/RFtbW4NBvoWFuUrk6kvv5AQz89ChggyYJ//1J+b9PQ9PnjxFnjy58e334eOsfOjQr1ojItIMGNxfTdGVWCazD2QB3rG/jlVrK2hFG/pxsHWLtqp44OS54+q2R48eo2ChApEmDXbv2qOKQr4dOVp3m7OzM7btCl3JXXo3zv13jorjM6fPQpWqlfHT2I+FD2E/u8g+aGPNyMar+u1w5LEyC06fbMPsQxVy9RrV8Puk31RxxNOnz5AvX97wcbRjOxw+fAQdGUeJKAJSdGBjY40Z02bi7du36gTW73/+ptZOEHKbfhxt2qi5GvNpJ7MkjhYvUSzCRK8YOGQA/pw4RRVOSXuEth3aqgSrRooKzp4+i949eqsTV+PGj0X9BvV090f3/GHZprIN01bMMlwcldyBnLgT9erXVV/nz1uA58+fqyKucJ/7O7bDqVOn0aFje/4NUYplEhK2n0Ick8refr3649rtK5EmAsX/vvsBB/cfxJGThw2maUnFUN36ddU0rBvXb2DsT+PUmaf5/4Wu+C39WaRlxI2719QATNO2ZTtky5ZNrYwbER9vH4N+XNJjeOzoCZg65w84hAk2idHD20+QM3/0Z/+lwqFS2cq49/hOjLYvyXXpQSbThhP7MSZ1KeE4eYzJU0qJo5LobFC7Ia7fuRqj7f8zZ76q6G3WoikSSkr430spx8ljTJ5SShyVtTqaNW6BKzdC13YwlpzUlwKORk0aIaGkhP+9lHKcPMbkKaXE0Vs3b+GLjl11RQHGkrWNihYtotocJpSU8L+XUo6Tx5h4xVtlb0zIqrWbN21RZ5DC9uOa+GG6rMiWLStsbWxUFaokfiXpq+Wuw/6cVCYFhwRH+pw7t+7GxjWhZ/31Pbn/Ah6uXkjsgoOC1T9adFzdXGXWnFGP1VejSmjlWkx/LiGOMalLCcfJY0xcYmsQklLi6IuXLxAcHBLj/9N6tRuor4yjcY8xJnlISr9HxtGY/c6ePnuB4KCYx1FZ0Ewwjsa9pPT/96l4jIkL42jM/i6fPXqJoMCY/5+2aBK68CPjaNxjjEkegpNoHE2UyV7p1evt5W3UQgjFSxZXX+/dva+SvdrZOjdXN2TKnEn3OPleegxGpmHT+qhRp1q4M4DZcmdKVmcA07jaqv6PSfEMU0o4a5RSjpPHmDyllDhqmcoMGZwZRxMzxpjkISX8HlNqHDWzMYEz42iilhL+/3iMyVNKiaNBpgFwzsjxaGLGGJM8PEyi74eJMtm7csUq1btLP1kb1TQwoQVu6T8jVb1nzpxVCy6IN2/eqEbkg4cNinQ7NrY26pLcyQIVWt8zIqLYlFLiaOYsmSPtO0ZE9DlSShyV2Xn7j+xL6N0gomQopcTRPHlzh1sEnYhIY9jrIBGQ5O3pk6fRqUuncPdduXxFrYQuyVutmld6+8qCN+UrlNMlM5u3bIbpU2fg+bPnagVfWWlXFnNr0KB+vB8PERERERERERERUbJK9v4+YSJKFS2Dr4d9o76vWqG6+v7woSMGj1u1cjUyOGdArdo1w20jX/78amXcpg2ao2CewmjVvDXyFyiAZSuXqBXSNb/+9gsKFS6o+syWKFwK9+7dw39LFqjVeYmIiIiIiIiIiIiSo3hr4zD0qyHo279PuNvTpElj8P3AwQPURT95q7G2tlKtGOQii7hFlrxNnTo1ZsyejoCAAAQGBsLGJvlP4yAiIiIiIiIiIqKULd6Svba2tuoSnbDJ38gYU6VrYWGhLkRERERERERERETJXaLr2UtEREREREREREREMcdkLxEREREREREREVEC8vX1i5XtMNlLivtbd4z7+RdUqVANlctVwf+++wGenp6x9vPSP3nu3/NQu3pdlCtVAYMHDIXLKxej748r589dQMkipeHt7R3uvlbN2mDJwiVxvg9ElDy4ublhzI9jUaV8VXX5+YcxEcaWyPj5+WHWjNmoVbU2ypeuiK+GDMebN29091+8cAn5cxfUXTw8PMJtY/euPahbsz6KFy6Jfr37q32KaydPnELZEuUiHJg0adAMq1eujvN9IKLkQWLeT//7WY0lZUw55qdxap2OmMTRmdNm6eLo8CEjDOJgSEiIirOyiLMsFD3q62/h4+NjsA0Zj8r9Mj7s0rErbt+6jbh27MgxNf719/cPd1/Duo2wbs36ON8HIkoeXFxe4/tv/4dKZaugasXqGD9ugoqNxjp+7ITBeDMoKCjcYzZv2oLa1eqo8aZ8btcfk0rMnjr5LxVHK5apjG+Gj8Q793cG9/+38L9I748r+/fuV+8tYY9H3hckB7Fl09Y43wei6Ny9fR/zZy3Aw/uP8LmY7CVlyaKlyJotK1auXYGlK5fg2tXr6o0htn7+8MHDKumxYNF8bNq6AcFBQfhmxCij748rpcuUQtq09ti5fZfB7Xfv3MXVK1fRuFnjON8HIkoeFv67CLnz5MLqDauwaNlCnDt7Hn/8NilGg9DgoGD1sxu2rIOnpxdGj/qf7v4SJYvj8vVL2LN/F/z9/BESYvjzDx88xNCBwzB0+BDs3LMdQUHB+G7k94hr5SuUg6WlJfbt2Wdw+9Wr13Dnzh00aNQwzveBiJKH/+YvRL78+bBm42osXLIAp06cwqSJfxr983t27YWJqQkWL1+E9ZvX4d27d/jftz/o7l+5fBWWLFyKGbOnYduuLXjx/AXG/fyrwQkzSQZPmTYZB47sQ568eTCw32DEtYqVK8LU1BT79x0wuP3SxUt4+OAR6jesF+f7QETJw7/z/kXRYkWxfvNazP9vHg4eOIRpU6Yb/fMVK1VQ4035TB463jQccN64fgOjRnyLUd+Pwo492/DO3R0//2+M7v4d23eqtZqWrVqKNRtW4dUrF/z8o+H9NtbWkd4fV6rVqKYKEw4fOmJw+5nTZ1SRWd36deJ8H4giI/9n505fwKa1W+DvHwAPj/f4XEz2phAN6zbGqZOn8fr1axTOV1TdtmnjZvTu0UddH/LVYHzZuyeyZcuK3Hlyo2ev7jhz+qzR24/u5+vUq4PhX3+FnLlyInOWzOjaoyuuXLpi9P1hyWC9V/feGDH0a1W5Ub92QzUglmqOCmUqqbOYu3buNviZbVu2qyqzMsXLqZ+VAb5o3bY11q81rJhYt3Y9atSqAUdHR6NfAyJK3qSCQaprnz59pirCxJpVazHoQyJgxMjh6NajG7JkyYK8+fKiW48uMYqjjZo0UrE0e47sahtdun1hEAdNTExgbW2lEqsR2bB+I8pXLI/mLZqpODr6f99h7+69kVb3LvpvMfr3GYChg4ahbMnyqnpMTtRN+XOqiqvVKtVQCWh9mzZsQuP6TVUc7durvxocS4KiVZtW4eLo+jXrUa9+Pdjb2xn9GhBR8iaVXHIy/fGjxyruaGM6iUNi5HffoGv3LioGStJXrp89Y3wcbdq8CQYNGYhs2bMha9Ys+KJrZ1y+/DGO7tq5C527dELxEsVVnPxqxDCsX7deVz188/pNlC9fDmXKlkY6h3QqpksBgMxAi8i//yzAwL6DVGWbHE+jek1UImTyH1NUpa4cryRa9K1fu0E9TuKoxGAZm5uZmaFl6xbqvrCPbdCovtELWBNR8ifVsHdu31EXmQGhjelGfiiUGv3DdyrOZcqcCQULFVTXYxJHZVwn402LSMabEpdq1a6Jho0aqFg9avRIbNu6HV5eXur+Vm1aot+AvioGSyzu1LkDLuuNZ+X+jh07RXp/WLNn/q3eIyTWykyypg2bq2P/bfzv6nuZyXH86HGDn1m1YpUa18r9g/oPUWNhCwsLNG/VPPx4de0GNG7aCDY2Nka/RkSxKTg4GPt3H8TBvYdhYWmBVu2bo3jJ0Jzd5zCPlb1LwQL9POH55maC7kNqp4LRPkamhckfkZyY06ZxSAWZfySD1wsXLiFvvjyfvE9R/bxU8ErCoEq1Kp90vwgMDFTVD5P/+hM/jPkfpk+dgS6duqFtuzaqUkOmn3z79XeoXaeWCuwyPe7nH37G9FnTULBwQSxcsEgNzNdtWoPW7Vpj+l8z8PLFS2TMlFGdVdm0fhN+HPOxEoSI4k5SiaN+ujgaooujMhUs0jh6/tPjqAyYN2/cEmUcDOv2zdsoUrSw7vs8eXPDysoKt2/dUVUaEcVRqYL7a8ZUjP1lDP74/U90bNdJfSiQSo39ew9g1Dff4fT5k2rgf2DfAUz49XcVR+W45s/7F8MGD8eKNcvQpl1rNKjTSE3BdnJyUq+LTPH748/fP+n4iSiZxlFfPxVH5aLFUYlFAf4Rx9GLFy4iT968n7Q/0k5M4lBVvTgqMx7MzM1035tbmKt9evDgAQoVLqRi7tIly3Dv7n1kz5ENG9ZtQLXqVdVYMiIS66QaePqsvzBu/BhMnPAH2rfpiG7du2Ln3u3qhJu0ijh17oQ6YSePnfT7n5g2a6qqGp47e54qXFiyYrEaw0pRwlu3tyrRLAlmmVY8dcaUTzp+IkqmcdQvNI5q13VxNCD242hEbt26rU6KaYoULaKe//69+yhWvJjBY6W9w9bN2wzicEzuF0GBQWoW7sw5M/Dr77/gl59/ResWbdGrz5fYfWAXtm7eqsarR08eVo+XuDlj2ixMm/kXcubKoa5LJfL8hf+gbbvWaNuyPd6/f69OokmlrySq/1kwL9ZeH6KYkOr5rRt34MG9h0idJrVK9GZwTo/YwGTvZ5I3hNPLmiEhlf9iCwDnWNueJErXrVmH9ZvWxurPy+C1QtlKakCfK1dOLF+9LEb3h1WuQjm0bttKXW/XoR2WLVmuzmRK1ZtUtknf4OfPniNHzhxYsngp+vTvg8pVK6vHSxXx0kXLVIWenFUsW66sqoobMKg/Thw7AW9vH1VtTERxLznGUank2rZ1m5oCFxNy0ql6lZrqjV+q2pavXmr0z3p6eYWr/rKzt4NXFP3XJSY2a9FUXW/XoS02rt+IUd+NVFVm8v3/Rv+gqnflRNjihUtUjKxQMbQa75tRX6NkkVKqKk1mdMiUQUlQyywPac0jqtesHqPjJ6JPkxzjqMwskFlam7dtjNHPydiudvU6Ko4WKJjfYDwpiVsZLzZr3hQOjg74e9Ycdbu3V2h/dano7fRFR9SpUVclZzNnzqSmGkdFttm4aWjbr7bt26iZZF+PGqFOkrXv2B4/jP5JnQhLnz69ans2cMgAlK8QGke//X4UihUsocbAEvMLFiqALZu3qIpieR+RCp+okiBEFHuSYxzduX0nDh88gq27NsfaNr08vZDG7uN4U2JdqlS2qv2YRhK/Des1VnG4cJHC+O0Pw/aQT548Ue1pIrs/rNp1a6F+g9B2NlJgcOjgYQwbPlTF6U5fdMLPP4xViWM7Ozv1uV9amkk8F9//8B2KFiiuCspkrJojZ3Zs37odHTp1UCfk7O3tdWNbovj03uM9NqzejNcub5AhYwa0atdMJXxjC9s4ULgFy2RK8qw5M9WgMzZ/XqoUpP+PVDdIIlUqceUsoLH3h+Xo4KC7bmVthdSpUxtMb5aKNl/f0Gl5Tx4/VVOTpYVFobxF1OXt27d48fy57k1Dmzq3ft0GlfyIbKo0EVFUpGWOLAo0d/4c5MqdK0YvliRVJQ6ePHscVapWRrfOPXTVG9GxtbVRA3B9nu89YZsqVaQ/4+ioF0etrNSAVxK9EcbRJ0/VlDktjhbJX0wN7LWWOGHjaMtWLWBuznPKRPRphQNffzUS8/6dq07ax0SWLJl1cVSSqt2/6KnrOdnjy+6oXqMamjRshgqlK6FIkSIqWZAxc0Z1vySCpcps266tuHDlHHp82QNfdOgS5WKbDnotv1QcTWuvkh9Cti1VwdoClk8fP8Gv48YbxFFZIO65Lo62wboPcXTD2g2qtYN+TCYiMpb0ppW1H/5dNF+1W4gtMt7UX4hdxqleXt4q4auR8a/E4eOnj6J4iWLo0fVLg21kzZo1yvvDcgjzuT9turQqvgqJsRJz9ePsj9//pIuzxQuVVLOcI4yz6zao4jFtW0Tx5dVLFyxfuEolevPky42OXdrGaqJX8FNYLEy1CD0Dl7D74O71NsrHpE2bVjVP1yfJTgeHdLrvL1+6rHr4Tpz8uxoIx5QxPy/9f6ytM6izbf/MnY+XL1+pylpj7/9UGTM6o0OndmjfsYPB7ZaWodPypE/Pzz+MwelTp9U0EZlOR0TxI6nF0fQZ0kcaR2VRtv69B6hpt5UqV/ykfZE4KEnfwcMGqZYzrq6uqiIsOvny5VO9IjXSE1MSFJ/TkidsHO3TrxdatGppcLuVVeiJsWYtmmHcmF/UayDtIWRxJCKKH0kmjqazh7v7O1V9pXF/665O+OsvliOFA9Nn//VJ1VZaf3MVR4cOUms5aM8hJ/J/mTBOXSQBLNVhEtMzZcqkfvbA/oOq76/WEqdP/974c9Jk3LxxSy3q+7mcM2bEoKGD0LR56IyKsHFUZqbJAsdSPLF37z5s3RF71XhElEziaNrQOCpfNSrGpfsYR6WH7bBBX+Hvf2bHSuzSJ+tS3Lzxsd3FrZu3VLJVv8BBi8PSG33g4AGoXrmmGpPKwm3G3P+5cXb0D6NR70MlcNg427J1S7WAsqzDIQlxtm6k+Hbvzn1s27hTtV4pXa4katSppjtJHJuY7P3cF9AqNdJmKYuEF/WbQtXqVbDg34W66ognj59g+dIV6Nu/t/r++rUb6Nm1F379bZxuioQ+maYrDeD3HtitFg8KK7qfl96O+QvkVxUW/v5+mDNrLpwzOqvpccbc/7k6ftER437+BSVLlVR9hWRl4+l/TVe9fESqVKlUk/lvho9CBucMKFW6ZKw8LxElrzgqi/HIQhTiwf0HWLV8FYZ/85XuhFefnn3xx5SJqFmrRqRTiw8fO6iSEGHN/XseihUrijLlyqjFgqSXY9ZsWY1K9IrmLZvhn3nz1dTfsuXK4M8/JquVh439+eh07NwRk/+YjCLFiqJQoYJqit7sGX/r+knKQmz16tXF8KEj1IC/cJFCsfK8RJSM4mi1qmrMJ+20hMSR1avWqPYxQj589+s1AJP/moRq1cMXDshJrLq16uPYqSMRxjZpyyBjPZm+6+Pto+KqjH21ZLLEaTkpJiet7t29p8aGQ4YO0n3IKlAgvzpZ1aFjezUOlQV7hfR9jA2dvuiAaVNnqGnL0mJC9mHO7HmYMu1Pdb/sZ606NfHVkOFqX2RsTETxI8nE0epV8c+cf9B3QOhC67KIpLRQHDt+7McTZv2HqBNmEa3ZIIubyeyGsxdPG5x4M5bMOOjYtjNOHD+pToxN+fMv1KtfV9dKTBZML1+xnIrFMuNs3px/VCzTErlyf/YsOZA5p3OE98dGnJ05fSbyF8inEtO3b93Ggvn/YdKUP9T9GTKkV2N6WfStRMniaoF4ovhy/sxFtRCbqF2/JkqVLRFnz8U2DinEwMEDUaRIYXTp2E0tJtG+dUe0aNlc9boVC+YvUKtUfjV0BPLnLqgu2irJWh9JqWrL4BxxD6Hofr5h44ZYvnQ5yhQvi8rlquLKlatYuGSBbnAd3f2fS96Ahn41RJ3hlOkc/Xr3R+26tQ0eI1OQ5UOEfCUiCktWbZfetDIlWKoPunTsig6dO6BFqxbqfpmNIJW+g/oP1sVBbZVk8fLFC6R3coKj08cpv/oaNW6I/xYsQqmiZVC1YjXcuXMH/y3+V3e/PKdss0bVWur7cqXKq+81MlD+beIEtRqzTFlzefUakyZPjLVfpFS79R3QF4P7DVZxVD5ISL81fYyjRBQVOTmWPXs29Oz6pepV17Vzd3Tp9oWKL2Le3/NUHO3fd6AujtaoEhrzhEzDdXZ2NqhgCxtH/533L0oULqXiqJyUkynMmgIFC6hV30sVLY3uXXqomNW1R1fd/YOGDlQLtTWo2wgF8xTGvL//wcy/ZxhMIf4c8n4hfc0H9B2o4qgkG8LH0TYfxqNtYuU5iSh5kaIDmZHQ58t+ePP6DXp264Xe/Xqrz7tCiqbevXuHXj366OJovVoNDOKotFGQFogRkSIv+ZnG9ULjcuH8RdXYVFOiZAlVDTu4/xB1u7T7koXTNI2aNMLsmX+rsaisQyEzdef9O8fg/mXLl0V6/+eS/IYUKPTu2VfF2RHDvlFFXfratGWcpfgl7U727TqIA3sOqcVhW7ZrFqeJXmESojWxIgNurm4Y3n8Ups75Qy3gkNg9vP0EOfNni/ZxLi6vUalsZdx7fMfgdikhlxWK9UnrGuk9Jv6ZMx8mpibo3bdXhNuN7uc18ucWVU+cqO7XP0ZJWMs/jLY6svyc9OLRfz5ZnVSm64XdXlTPIb1+pLVDXJTRx/bvMinjMaYMyTWOSu/aBrUb4vqdqzGKg1LJIL0cu3bvEuX2o4tRYck0uLAkPkYUxxhHkw/G0ZQhucbRhw8eolnjFrhy41KM4uhfU6apZK8sohaVzxlvJpY4KlOOE7KPJGNM8pASfo8pNY5K+4QvOnZVFbrRxVFTUxPdejQTf/tDtf7SFjo3ZrwZ0ef6qOKkMZ/rc+TLalSMkzgr29LWgZDrcoz66+tInI1o/yLbB7ndz88/zuNsSvj/4zFGTxYi3LZpB+7ffaj68rZq3xwZnGNn5mVU2MaBFBmkfhinRqhn7x5RLhAR3c9rogumxgZb2Rf9/ZGfCxvgIwr40T1HREkTIiJjRBcH+w/qZ9RCO7ERo4w5YcU4SkRJLY5KD97PjaPG3C8YR4koOcbREd8M152gisvxZmx+7g/7c2EXUo/p536tZzBRXJNZTBtWb1YLsUmCt2X75kgTywuxRYbJXjLuD4UrqhMRfd4bLuMoERHjKBFRAoou0UtEsePVSxdsXL0Znp5eyJ03F5q0bBjuREVcYrI3hZGG5GGnHhMRkfGyZs2CC1fP8SUjIvpEsmha2KnHRERkPFmrQRarJKLE596d+9i2cadqOVKqbEnUrFst3luFMtmbAkU2zYGIiKIXUdsYIiIyHuMoEdHnYRwlSpzOn7mIg3sPq+u16tVA6XIlE2Q/mOwlIiIiIiIiIiIi+gSyYOHBvUdw4exF1S5F2jbkyZcbCYXJXiIiIiIiIiIiIqIY8vf3V20b7t99gNSpU6mF2JwzZkBCYrKXiIiIiIiIiIiIKAbev/dUC7G5vHqN9M7p0apdM6SxS4OExmQvERERERERERERkZEkwbth9WZ4vvdE7rw50aRlI1haWiIxYLKXiIiIiIiIiIiIyAjSsmHrxh0I8A9AqbIlULNudZiamiKxYLKXiIiIiIiIiIiIKBoXzl7CgT2H1PVa9WqgdLmSSGyY7CUiIiIiIiIiIiKKRHBwMA7tO4LzZy7CwsICTVo2RJ58uZEYMdlLREREREREREREFAF/f39s27QT9+88QOrUqdCyfXM4Z8yAxCpek70hISE4cfwk3rx5g8ZNGsHc3PDpDx86And3d4PbsmXLhlKlDUuifX39cO7MWXj7+Kj7nJycwj2XMY8hIiIiIiIiIiIiiogswLZhzRa4vHRB+gxOaNW+OdLYpUFiFm/J3pXLV2HOrDkIAfDo4SPUuV07XLJ30u+TEBAQiLz58upuq1CxvEGy9+6du+jWuTtsU6WCg0M6XLl8Fb/9MR4tW7eM0WOIiIiIiIiIiIiIIiIFqbt27VYJ31x5cqJpy0awtLJEYhdvyV4TE2Dh0v9w69Zt9OvVP9LHNW/ZDAMHD4j0/m+Gj0LhIoUxb8FctdLdv/8swHcjv0flKpWRwTmD0Y8hIiIiIiIiIiIiCuvBvYc4dPAwAgMDUbJMcbUYm+QYk4J428sOnTogZ66c0T7u+bPn2LljFy5euKRaMeh7+OAhLl64iC9799S9wF906ayu79yx0+jHEBEREREREREREYV18dxlbFi9WSV6a9Wtjtr1ayaZRG+iXKDtwP6DKuF7+/YdhAQHY+qMKShfoby67+bNW+pr/oL5dY+3trFGjpw5cPPGLaMfExEfbx/4+Pjovnd/a9g7mIiIosY4SkT0eRhHiYgYR4ko4QQHB+Pw/qM4d/oCzC3MUa5cWZQuXyrJ/UoSVbL361Ffo0bN6jAxMVHZ82+/GY1B/YfgwJF9SJ06Nd57vFePS5s2rcHPpUuXFh4f7jPmMRHZuXU3Nq7ZEu72J/dfwMPVC4ldcFAwHt5+guQsJRxjSjlOHmPikjN/tljZDuNo4pcS/vdSynHyGBMXxtFQ/LtMPvi7TB6S0u+RcTTp/c4+VUo4xpRynMntGAMDA3H69Bm8eP4C1tbWqFylEuzt7JNkHE1Uyd6atWrorsvibV+NGIp1a9bh8sXLqFy1sq4JspeXN+zt7XSP9fL2RqbMmdV1Yx4TkYZN66NGnWoGlb1jR09AttyZ4ODogMRO/vhi6w0ysUoJx5hSjpPHmDwxjiZ+KeF/L6UcJ48xeWIcTfxSwv9eSjlOHmPyxDia+KWE/72UcpzJ6Rg9Pb2wcfVmvHrpgvQZnNCyfXPY2aVJsseYqJK9YUk1r3B1dVNfc+TIob4+f/bMIJErbR9q16ll9GMiYmNroy5ERPRpGEeJiD4P4ygREeMoEcWv1y6vVX/e9x6eyJUnB5q2bKwrJE2qEk134XfvPMItyCYLtUlLh+IliqnvixYrAqf0Tti+dYfuMSdPnFK/GC2Ra8xjiIiIiIiIiIiIKOV6cO8hVi5eqxK9JUoXQ8t2zZN8ojdeK3uvXrmK+/cf4MqlK+r7Hdt2qhewQoXycM7ojFcvX2LwgKFo2KgBsmbLgmtXr2PF8pUYNGSgWlxN7ay5OX78+X/4+quRCAgMgJOTE/6ZOx9t2rVBseLFjH4MERERERERERERpUwXz13G/t0HERISgpp1q6F0uVKq4DQ5iLdk7/XrN3D44BF1vWnzpjh44JC6njtPbpXszV8gP5auWIy1a9bh7JlzcHZ2xpr1q1CiZAmD7bRo1QKZs2TGlk1bcevNLYz89hu0btsqxo8hIiIiIiIiIiKilCM4OBiH9x/FudMXYG5hjiYtGiJv/jxITuIt2du+Qzt1iUoG5wwYOHhAtNsqV76cunzuY4iIiIiIiIiIiCj5C/APwPbNu3D39j2kSmWLVu2bwzmTM5KbRL1AGxEREREREREREdHn8PT0wsY1m/HqhQuc0juqRK+dvV2yfFGZ7CUiIiIiIiIiIqJk6bXLG2xYvUktxJYzdw40bdUIVlZWSK6Y7CUiIiIiIiIiIqJk5+H9R9iyfjv8/f1RolQx1G5QE6ampkjOmOwlIiIiIiIiIiKiZOXS+SvYt+sAQkJCUKNONZQpXwomJiZI7pjsJSIiIiIiIiIiomQhJCQEh/cfxdlT52Fubo7GLRogX4G8SCmY7CUiIiIiIiIiIqIkLyAgANs37cLd2/eQKpUtWrZrhoyZMyIlYbKXiIiIiIiIiIiIkjQvTy9sXLMFL1+8glN6R7Rq3xx29nZIaZjsJSIiIiIiIiIioiTrjcsbrF+9Ge893iNHruxo1qoxrKytkBIx2UtERERERERERERJ0sMHj7Bl/Xb4+/mjeKmiqF2/JszMzJBSMdlLRERERERERERESc7lC1exd+d+tShb9dpVUbZCaZiYmCAlY7KXiIiIiIiIiIiIkgxJ7h45cAxnTp6Dubk5GjdvgHwF8yb0biUKTPYSERERERERERFRkhAQEIAdm3fjzq27sE1li1btmiFj5owJvVuJBpO9RERERERERERElOh5eXph49otePn8FRydHNG6Q3PY2dsl9G4lKkz2EhERERERERERUaLm+toV61dvgse798iRKzuatWoMK2urhN6tRIfJXiIiIiIiIiIiIkq0Hj14jM3rt8Hfzx/FShZFnQY1YWZmltC7lSgx2UtERERERERERESJ0uWLV7Fv5wEEBwejeu2qKFuhNExMTBJ6txItJnuJiIiIiIiIiIgoUQkJCcGRg8dw5sQ5mJuboUnLxshfMF9C71aix2QvERERERERERERJRoBAYHYuWUXbt+8C1tbG7Rs1xyZsmRM6N1KEpjsJSIiIiIiIiIiokTB28sbG9dswYvnL+Ho5IBW7VvAPq1dQu9WksFkLxERERERERERESU419euWL96MzzeeSB7zmxo1roJrK2tEnq3khQme4mIiIiIiIiIiChBPXrwGFvWb4Ofnz+KliiCug1rwczMjL+VGGKyl4iIiIiIiIiIiBLMlUvXsHfHfgQHB6NarSooV7EMTExM+Bv5BEz2EhERERERERERUbwLCQnB0UPHcfr4WZibm6FJi8bIXygffxOfgcleIiIiIiIiIiIiilcBAYHYuWU3bt+8AxtbG7Rs1wyZs2Tib+EzMdlLRERERERERERE8cbbyxsb127Bi2cv4eDogNYdmsM+rT1/A0kp2RsUFIT9+w5g1YrVePP6DVauWQ5rG2uDxzx88BDLl67Ajes3YGdnhzr16qBl6xYwNTXVPeab4SNx9849g5+rXacWhg4fYnDbpg2bsHnjFnh7+6Bi5Qro278PbGxs4vgoiYiIiIiIiIiIKDKub9ywYfUmvHP3QPYcWdGsTVNYW1vxBUtqyd5ePXrDzNQMOXLmwN7dexEUHGRwvyR4Bw8Yio6dOqDagKp4+uQZfh07HhcvXMS48WN1j7t18xZKliqJVm1a6W5zdHQw2Nb8ef9i8h9T8L+fvoeTkyP+/GMKzp09j8XLFsbDkRIREREREREREVFYjx8+weZ1W+Hn54+iJQqjbsPaMDMz4wuVFJO902dNU9W6u3buxoL5/4W7P1euXNi9f6fBL9jMzBSjR/0P3/8w2qAKOFPmTChdplSEz+Pn54dpU6dj+DdfoUu3L9Rt2bJnR5MGTXHyxClUrFQhTo6PiIiIiIiIiIiIInb10jXs2bEfwcHBqFqzMspXKgsTExO+XEk12SuJ3qiEbekgbG1TqT+AgMAAWOPj/Zs3bsbBA4eQMaOzavXQomVz3X2XL13Ge4/3qFO3ju62IkULI0uWzDh25BiTvURERERERERERPEkJCQExw6dwKnjZ1SRZ9OWjVCgcH6+/iltgbaAgADMmzMPlatUQpo0aXS3Ozs7q4RtwUIFceP6Tfz4/U84d+acrtXDs6fPQh+XMYPB9jI4O+vui4iPtw98fHx037u/dY+DoyIiSr4YR4mIGEeJiBISx6NEiU9gYCB2btmDWzduw8bWBi3bNkPmrJkSereSNfPEmvH/buT3eP7sOTZs3WBw36y5M2FlFdq0uWr1qsiSNTMG9huMnr16IFfuXAgICFT3WVpaGvyctbW1qhCOzM6tu7FxzZZwtz+5/wIerl6xdGRxJzgoGA9vP0FylhKOMaUcJ48xccmZP1usbIdxNPFLCf97KeU4eYyJC+NoKP5dJh/8XSYPSen3yDia9H5nnyolHGNKOU5jjlFarR4/dgJubm6qkLNylcrw9w5MMq9NcBKNo+aJMdH7w+gfcXD/QSxfvRTZsmU1uF9L9GqqVKuqvt68cVMle9OmS6u+d3d/hwwZ0use9/btW+TLnzfS523YtD5q1KlmUNk7dvQEZMudCQ5hFoBLjOSPL7beIBOrlHCMKeU4eYzJE+No4pcS/vdSynHyGJMnxtHELyX876WU4+QxJk+Mo4lfSvjfSynHGd0xur5xw97V+/DO/R2y5ciK5q2bRNjCNTF7mER/j0Yne/39/cNVy8YFacuwY9tOlegtULBAtI9//fq1+mpja6u+FilSWH29fPEy6tYP7dv7/v173L93Hz17dY90O1JKLhciIvo0jKNERJ+HcZSIiHGUKDl48ugpNq3bCj9fPxQpXhj1GtVWvXopgZO9stDZ+rUbcOL4CTx8+Ej9glKlSoV8+fOhWvWqaNehLbLnyB6rO/PzD2OwfesOleiVnrxh3bl9Bzdu3ESz5k3Van2SxP117K9wzuiMChXLq8dkzpIZ1WpUw5zZc1SbB2trK8ye+bc6e9CwUcNY3V8iIiIiIiIiIiIKde3ydezevg/BwcGoWqMSylcup3J4lIDJXkny/jp2PM6eOYcSJUugStUqaNehnUr0enh44OGDR9i5YxdmzZiNRk0a4bv/fRuu1UJE/pkzH9u2bofHu3fq+87tv4CJiSl++Pl7lC1XFsePHsei/xYjU6ZMql+vvqnTJ6sWDbLI2ty/56nq30yZMuLxoycoXKQQFi9bCBubj1W5f075A32+7ItypcojTerUqir577mzYJ/WPnZeNSIiIiIiIiIiItK1ZT1++CROHjutqnibtGyEgoXz89VJ6GSvq6srunbujh5fdse0mX8hU+bIV8eTHrnLlizHFx264PDxg9E+UcMmDVGmXJlwt+fJm0d9LVq8KNZvXhfhz2bMlFF9tbe3w59TJ8Hb2xuPHz2Gs7Mz0jmkC/d4qfTdvH0THj54CB8fH+TNlxcWFhbR7iMREREREREREREZLzAwELu27sHN67dVMWaLdk2RJWtmvoSJIdkrK+MdPnbQqApYabPwy4RxcHEJ7ZkbHan+jaoC2M7ODqXLlDJqW7a2thG2eQgrZ66cRm2PiIiIiIiIiIiIYsbby1v1533+9IUqyGzdoTnSpkvLlzEBmep/4+fnh+3bdqheuMbKkCF9XOwXERERERERERERJVJurm+xYvFqlejNlj0rOndvz0RvYkz2jh71PcqVrIDhQ0aoPrrSc4OIiIiIiIiIiIhIvHZ5jRWLVsH97TsUKV4IbTq1hLWNNV+cxJbsdXJywoEj+9Crz5c4dfIUOnfogmqVamDq5L/w5MnThNtLIiIiIiIiIiIiSnDXrtzAkSNH4evrhyo1KqFBk3pqUTZKhMlekSt3Loz87hscPXUES1YsQpmypTF39jxUr1QDndp9gfVrN6hFz4iIiIiIiIiIiChlkNn/xw6fwM4tu2FiYoLGLRqiYpXy6jol4mSv7g5TU1SrXg3TZv6FMxdP4bc/JiAgwB8jhn2N8qUqYOxP4+J3T4mIiIiIiIiIiCjeBQYGYvvmXTh59LRq1yA5w0JFCvA3kZSSvfrSpEmDjp07YOmKJfjq62Hw8vLGls1b437viIiIiIiIiIiIEkBISDBCgoNS/HpW3t4+WLt8A25eu4V0DmnRuXsHODk58m8ykTI35kFnTp/BujXrsW3LNnh6eqFchXL4okunuN87IiIiIiIiIiKiWBAU6Aufd4/h8/YRvN0fwt/LBf7ervDzfgN/7zcI9HFHUKAPggJ8EBzoi+AgP72fNoGJiSlMTM1hZmkLc8s0MLNMDXOr1Oq6pa0jLFNlgFWq9PDwMIObdSFYpXaGtV0WmJkn3YXL3FzfYsPqTWohtqzZs6B5m6awsbHGuzfvE3rXKKbJ3mfPnmH9mg1Yt2YdHj58hCxZMqPHlz3Qtn0b5MiZI7IfIyIiIiIiIiIiStDesj7uj+Dx6grev7oMD5er8HpzG77vX8i9n7pVhIQEISQoCME+fgjweRvlo1+e/XjdKnVG2KTNDhv7HLCxzw7btNlh65AHqRzzwcLKDonV08fPsGndVvj6+KJwsUKo37gOF2JLasneoKAgbN64BWtXr8XxYydgaWWJBg3r45ffxqFK1Sqqjy8REREREREREVFiERwciPevruLtkxNwe3wc7s9OI9DPI9qfs7BOF1qRa+sEC/lqkw5mFrYwNbeGmYWN+mpiYhaa5A0OlmdCSFAAggK8EejvGXrxe68u/j6u8Pd0QYBv+CSwn+dLdXF/ejrcfVapMyG1Uz6V+E3lmB+pHfMjlVN+WNo4ICFdv3IDu7btRXBwMCpXr8iF2JJqstfV1Q3Dh45AiVIl8MuEcWjeshns7BLvGQYiIiIiIiIiIkp5/Dxd8PreHry+u1sleQP9I24rYGphA7sMRZE6fSHYpssF27Q5YZM2p6qulcRubAsO9MO9q1eQwdkcfp4v4OP+GN7SOsL9Uejl3ROD9hDyGLm4PjxssB2rNJmRJkMR2GUoor6myVBUVQdLK4m4roo+ceQUThw9pap4G7dogEJFCsbpc1IcJnslsbvnwC7ky58vlp+GiIiIiIiIiIjo03m53cerW1tUgvfdi/MRPkYSo+myVYR9ptKwcy4G23S5YWJqFm8vu6m5FSxsnWGfKRuAkhEu+ubn+QpebndVawlP19uhX93uIMDbVfc4v/fP1eXNvT2626RHcJoMhVXiV0sEp3YqqJ4zNgQGBmL39n24cfUmrG2s0aJtU2TNliVWtk0JlOy1trYKl+i9eeMm5s6ehxs3bqrS7Z17t2PihD/w1dfDYGNjE4+7SkREREREREREKYksnPbyxiY8v74OHi8uhLtfqnTT56kDh+xVkDZrhQRvfxAdqcy1TpNJXRxzVAt3rJ6ud+D5+ibeu1xTF883N9VicSLI31O1gtBvByELxkn7BztnSQAXRRrnoqqS2dwqTYz2y8fbR/XnffbkOdI5pEWr9i3UV0pGC7SJLZu24qshw1GjZnVUr1EN69dtUH17TUxNsGzxMvTu1zv+9pSIiIiIiIiIiJK9kOAgvL6/D08vLoHrgwOqZ+5HJrDPXBoZ8jZA+rz1VaLTxMQEyYH0DnaQS7ZKBv2Ivd3u6ZK/712uwsPlmq4KOCQ4EJ6vr6sLsNogCW6YAC4Gq9QZInzet25vsWH1Zrx1c1eVvM3bNIGNLQs8k12yV3p0jB83AZP/moSWrVvCxeW1SvaK2nVqYfwvvzHZS0REREREREREscLP6w2eXVmOpxcXw9fjmcF9qdMXRqbCbZCpcEtYp8mcYl5xU1NzpHYqoC6ZCrfW5eykFURo8vcKPF5dVUlg6Qms8XF/qC6vbm3V3WaZKoNeAriYqgB29TDH5vXb4Ovji0JFC6J+4zowN4+yNpQSuUh/e+/c3+Hdu3do0apFuPsyZc6M169c4nrfiIiIiIiIiIgomXv34iIenZ2nEpMhwQEGla6Zi7ZXSV7pVUuhpJLZOk1GdZEWFpoAPw+8/5D41RLA0g9Yq4z293LBm/v71UUTFGKFTMiAdFlLIH+ujPBxu41UjvlgambBlzu5JXulXDsgIACvXV4jg7NhmffTJ0/hlN4pPvaPiIiIiIiIiIiSGalOdX14EA9PzYbb46MG90nv3WylesA5f2OYmlkm2D4mNRZWdnDIXlldNEGBvh96AH9MAEtFsNYH2MzED6nxBAEvn+DajtAqYFMzK1VJLO0fpAI4TfpCSO2YHxY26RLs2CgWkr1WVlaoXLUyBg8ciinTJsPSMvSfSxLAc2bPRZ16H88cEBERERERERERRUd60L66uRkPT89WSUeNqYUNMhdpp5K8klyk2GFmbg37TCXVRQQGBmL3tj24f+047KzcUCRfKoR4P4CHy1UE+rqH/o6C/ODx6rK66LNMlV71SJZEsF+QE9ysKyC1U35VgU2JR5RNOMaM+wkd2nZC9Uo1kCVrFni880C1ijWQwTk9+vbvE397SURERERERERESTrJ++7RVhw7sBA+7x7rbrewcUD20r2QrXQPWNo4JOg+Jnc+Pr7YvHYrnj55hrTp8qBZhxFI55BOV2nt6/H0YwXwK1kI7ir83j/X/by/12t1efv4mPre5dLH36EkgFM55IVtutywTZcTtulywSZtDpVspkSU7M2dJzd279uJVStX4/q16zA1NUXZcmXRtn1bWFtbxd9eEhERERERERFRkhMSEoxXt7bh7tGJ8Ha7p7vd2j4bcpYbgCzFOsDMwjZB9zEleOvmjg2rN6mvWbJmRou2TVULV/0+wDb22dQlQ75Gutv9vV3h6Xpb9f71cr0Dzze31PfS/1cT4OOGt09OqIsh6S2cCTbpciGVSv7mCk0Ep80Ba7ssMLeyV89LsSva5fUkw99/YL9YfloiIiIiIiIiIkqupFJUFgK7e+R3VS2qsU2XB3mqjIBzweYwNY02LUWxQCp5N63dCl8fXxQqUgD1m9SFublxr72lrSMcbCvBIVslg9vvXb0Kh7Te8HK9DU+VCL4FL7d78PWQSuCQD48Kge/75+qiVQPrM7NMrZK+NnZZYG2X9cP1j18tU2XgQnGfgP9VREREREREREQUa9weH1dJXvdnZ3S3SQLPPk9PFKvTj0neeHTj2i3s2roHQUFBqFS1AipVqxAr1bRmlvZIl7Uo0mUtb3C7LAgnbTq83R7A2/0BvN8+hPfb0Ou+757qJYKBIH9PeL25pS4RM4GFrQOsUmUIvaR2Vglg7bp8Df0+vUocs0rYiGSv+1t3zJoxG+fPXcD79+/DVfyuWrsiqh8nIiIiIiIiIqIU4t2Li7h75De4PjxssKhX7orDkLVEFzy+78JEbzxWVp88dhrHD59UbVkbNauPwsXifuE76dGbWhZxc8wf7r7gQD+VCPZ59wS+Hs/g8/6ZSgCr6x5P4ff+BUJCgvSPAgHeruri+fpGlM9rYmoBC5t06iK9n9V163SwtHWAhbWD7nZza3uYW6X5cLGDuUoSmyLFJHuHDByKe3fvoU69OkiVOpXBfalTpY7rfSMiIiIiIiIiokTu/eubuHd0Ilzu7NTdZm6dFrnKD0S20r1gbsmevPFJqnh3b9+H61duwNrGGi3aNEXW7FmQ0EzNrZDKMZ+6RCQkOAh+Xq/g8yEBLNf9PF1Uf2A/uXi+UgvEBfi+jeBnA9Tj/L1c4BXD/ZKqYC3xq75KItgyDXx9TeH3LJPqKR16sdG7rv+94e2m5tYJWmUcabLXx8cHJ46fxPHTR5HBOUP87hURERERERERUQIIDvLHq9vbkbFg82RX8RfbZHr+3aOT8PLGRt30fEl25SjbFznK9YeFtX1C72KK4+Pji83rtuLp42dIm84erdq3gINjOiQFJqZmsE6TWV2iIhXCfnoJYKn89fd9iwAfubjB/8PX0O/fIsDX3aB9RFjSTkIufhHc9+7RJx2JLgFsKl/NrWFqZqVuk0SwXMx0X630vrdRi9dlKtIGcZLsNYEJrKysYj3R++zZM7i+cUXRYkVVGXlEnj59Bh9vb+TOkxtmZmZx+hgiIiIiIiIiSr6CgwI+fPWXbJJqIyB9RU1NLVRyKSjARyVbJBkkSaTH5//DnUO/4NGZuShU7zekyVBE3WdqZmn0NiSpI1WKIcGBqpoxdB+i3kZwkK+aev8524iN/TBmG1J1+eDUTDy/slI37V62mbVkd+SqOBTmlqnUNkJCgg22oZ5T9ztJHMcSF9sQn7UNmKiFycJvwyr09dN/TYMDVKJQtuH+9i02rt0BdzdXZMmSGc3btYCVpYl6nLHbMHY/5Hcr143dhjyfial5mP0wQXCgb/htBAdKqW6k25CftbR1Un2gjdlGUIAPAnw9EOTvAX+vNwgM8EZQgDf8vV0RFOiNID9PVS0sjwv080CAnzzWEz7v3WAS4qseK5eoEsaGQvR+JmbSZq2okr0xeT3kNdUX6SkqKfMuVrwYDuw7gNhw8MAhdO3UDQ3rNELzxi1V5XBYLi6v0bp5W/WYLp26oVK5Kqq6OC4eQ0RERERERETJ3/3jf6mvV7YOxrPLy9X1k4sa6BYP2zc1NwJ93eHlegeH55bHq5ub1O0eLy/i1JLGOL20Ga7vGf1hG0Pw7NKy0G0sboi3z05/2EYelSzycruLI3NDF6xyubMD59Z+oa4/ODkDt/aPUdevbhuq28apxY3w9ukpdf3ulpqqGtHb7R4Ozy0Xuo27O3FuTefQbZySbfz8YRvD8PTS0tBtLGms28b+v/KpBJa3230cnlP2wzZ24dzqjur6w1MzcXPfT6Hb2P4Vnl5c/GEbTfD2SWjeZP+0/PD3fqOqdg/PKaNue31vN86u7gA/rzc4s6I1js6vgmeXl4Umek1MVT9em7Q5kT5vfVilcsL+aQXUdHtZnOvw39o29uDZ8UGh+3F6Nm7u/UFdv7ZjOJ5cWKiuy2vt9uR46H5ML6im5Pu4P8Khv0t/2MZenF3VLnQbZ/7Gzb3/+7CNEXhy/r+P23h8TF0/ML2QqvyUHrGHZpcK3cb9fbptPDo7Fzf2fB+6jZ1f48n5Ber6mWUt4Pb4aOg2ZhSGn+dL1Vrg0OyS6rY39/fjzMq2H7YxDzc+/H1c2/kNnpz7N3Qby1vC9dERvW28UEnyQ7NKhG7jwQGcWRlawfno7D+4sTt0G9d3jcTj89o2WsH1UWj/4wMzi6ietrKNg7OKf9jGQZxdEbqNK/smY/9/PfDWzR2FHU6gfAFX2NraqN/Xm4cH1WMOziwK3/fP1UWuq208PKgeIx6f+xfXd40K3Y/d3+LxufnqujyHPFfoNoqpfQj0ea32Sbg+PKT2VW3jvGxjpLp+Y/d36tjUsayUbYTmGGX/VZsGzxfqtVHbeHRYvWZCXkN5LUO3MVq9xqHbaKteeyGvo/xO5HfzcRtH1O9ObeP8AvU7FTf3/YgX19eo9hF3jvym/m4zFmymFhF0zt8EWUt2w7PLK1C08V/IVqqHSvhW7LYTaXO3g2PO6qgz/C6yFO+MPFVGoubgq7BzLo6CdSagQtcdqgVE4QaTUbjBJMDEDAXr/YYsJbrA0jY9cpQbgLRZK8AmbQ5kLNQK1nbZYJsuF9JlqwQzi1SwtssK27S5VPJW2kfICQH3D//Lbk9OqL9l8fTCIvX/qh2L/P+o38vqDup/MyyTkNDTRhG6d/c+WjZrhTp1ayNr1qwG90kP3wGD+sNYf02ZhlKlS6kkb//eA3Dt9hWkSmXYB7hH157wePcey1ctVcnm3379HatWrMah4wdhb28Xq4+JjpurG4b3H4Wpc/6Ag6MDEruHt58gZ/5sSM5SwjGmlOPkMaYMjKOJT0r430spx8ljTBkYRxOflPC/l1KOk8eYsuLo5Fnj4ZTB2ejKTbnt4ek5eHBymq4yz8I6LfJWH43MRdrBxMwiTipI79+4g1wF8ybKSlaphpTkqiRlP1YrmiBjoZbIXWUEUjvkNWo/Htx6iNyF8iTqqtzY2Mbjuy+QLXf6eKvsvX3rEXZt3YngoCBUqFoJFSuXVi1IPqU62Nj9kDiaPXeGBKnsja9tPLj5ADnyZUnw/YhpZW+UC7TNmjEb7z3eq6rYsIlZR0eHGCV7vxoxTH3dtTN8xlm8fPESB/cfwj//zVMJWjFo6ED89+9C7NqxE+07to+1xxARERERERFRyiBJkdCvlrrbJIGiu25hY9BnU+SuNBSZi7bF7QPj8PLmJtXz88bub1VFbsF6E5A2c5lotyEJGC0Jo+1DVPthaqYt6vTp24iN/dDfhiSbHh6brVpaBPq/1z0mQ75GyFN1FNKkLxij/dCeMyGOJflsQ++6iSnOnLqMY4dOqFapDZrVR5FihXSPM2Ybsg9mn7AfkkyOyTa0JLNR+2Fqnii2YSItI3R/s4n7WIxK9vr6+mHzxs1YsGg+atetjbh29co19bVEidBSdGFnZ4fceXKp+9p3jL3HEBERERERERFFRRaJKt58jpqSLe0CvFxvw+PVZZxe2hSZi3VE3qrfwjpNxmT5Igb6e+PJ+X/x4PRs1eJC45irFvJWHQX7TKHtDCjhBAUFYc+Ofbh2+Qasra3QvE1TZMthOCufUqZIk73SaNnGxjpeEr3i7du36mvadGkNbk+XzkF3X2w9JiI+3j4GfYTd334MZkREFD3GUSKiz8M4SkSUOOOoY46qqNRjr+pFeu/YZLVwkyxM9vLGRuQo2xc5KwyChZVxLSMTuwDfd6pVw6Nz/yDA21V3u0P2qshbbRTSZgntJUwJy9fHF5vXb8OTR0+RNp09WrVvAQfHdPy1UNTJXhsbG6RNlw6PHz1G9hzZEdcsLEJ3xd/fH5aWH0uSfX19YWFuEauPicjOrbuxcc2WcLc/uf8CHq5eSOyCg4JVv5TkLCUcY0o5Th5j4hJbPfkYRxO/lPC/l1KOk8eYuDCOhuLfZfLB32XykJR+j0kmjto3QY7aFfD62gy8f7JT9dZ8cHI6Hp1fBMf8X8I+VxuDKdZJ6XcW6PsGb++twLsH6xEc+PG1snYoAadC/WCbvizcvQD3z9y/pPR3mViP09PTC8eOHYPne084OjqiUuWK8HD1VJf4lBJ+l8FJNI5GmuwNDAxE4yaN0LtnXwwbPhTZshuWgpubW6BwEcM+IJ8jc5bM6uurly5InTe17nYXFxdUqVo5Vh8TkYZN66NGnWoGZwDHjp6AbLkzcYG2RCIlLKKQUo6Tx5g8MY4mfinhfy+lHCePMXliHE38UsL/Xko5Th5j8hQ/cTQb8hZfAI9XV3Hn0K9wfXgIwf7v8PrqVHg8WoWc5Qcga/HOMLOwTRJ/l55vbuHxuX/x/OpqBAf56W5Pl7UiclUcoto2hPYRjh0p4X8vLo/z2dPnOLztsKpgL1A4Pxo2rQdz8yiX44ozKeF3+TCJHmOkfxFubm8x9+956vqg/oPD3e+U3glnL56OtR0pXqIEUqdOjQP79iNP3tzqthvXb+DZ02eo/CFJG1uPiYiNrY26EBHRp2EcJSL6PIyjRERJJ47aORdFmfYr4frwMG4f/AXvXa7C7/1z3Nr3I+6f+Eu1d8hWsjssrO2R2AQHB+L13d14cv4/uD0+anCfU556yF1xCNs1JEI3r9/Gzi27Va/eilXKo3L1irGaiKfkI9Jkr6OjA/Ye2hP5D5qFrghnrGfPnsH1jSseP3ysvr929Rqsra2RM1dOtYCaNJMeOnwIpvz5F1KnSQMnJyf88fskVK1WBZWrVFI/E1uPISIiIiIiIiL6XI45q6Ni911wub0d909MU0lf6XV79/BvKumbqVBrZCvVHXbOxRL8xfZ0vY0X19bi+bV1KjGtMTE1R8aCzZGzwmCkSR97M7gpdoSEhOD08TM4eugETE1NVTVvkeKF+fJSzJO9ZmZmyJs3D2LL1s3bsHXzVnW9WPGi+GXMr+r6T2N/RLnyoQ2++/bvAwcHB2zetAW+Pj5o0LA+Bgzub7Cd2HoMEREREREREdHnMjExhXOBpsiQvwlcHxzA/ZPT4P70NIIDfPDs8jJ1sctYEpkKt4JzgWawTpMp3l50n3dP4HJnB15cWwePV5cN7rNK5YysJbsia4kusErtHG/7RMaTKt49O/bj2uXrsLK2QvPWTZA9Z9JrK0AJmOwNDg5WJeAxKQOX3r7G9AfpN6CvukSnbfs26hIfjyEiIiIiIiIiig2SS3HKXVtd3J+fw5MLi/Dq5mbVC9fj5UV1ubV/DNJmLY/0eerBMUdVpMlQFCamMZs5HZVAf2+8e3Eebg8PweXeHni9uRVmJ01VNXKWYp2QIV8jmJpFvpA9JSxfH19sXr8NTx49hX1ae7Rq3xyOTrHVe5qSM4Ms7Zs3rujWuTuGf/MV6taro6p7I+Pl5YX1azdg9crV2LJjc3zsKxERERERERFRopc2cxl1KVB7DJ5fWYUX19erFg9ACNyfnlKXO5KUsU6LdFkrqKSvb6AzvBwrwtouS7QLvMnUfn/vN/ByvaMu0qLh3bOzeO9yDSEhQeEeL9vPVKQNMhVqxSreJMD97TtsWL0Jbq5vkSlLJrRs2xS2qWK+6B+lTAbJ3vTpndCrz5f4YfSP+PH7n1TCt2TpksicKRNsU6WCh4cHHj54iDOnz+LAvgPIlj0rfhrzY8LtPRERERERERFRImVp44Cc5Qeoi5fbPby8uQkut3d8SPwCgb7ueH13l7qI56dDf87CxgEWNulgbpk6NPEbEoLg4AAEB/rB39tVJXpDggMifV4TUwuky1YJ6fPWU1XEtmlzxM8B02d7/vQFNq7dAh9vHxQolB8Nm9UzakY9kcY87JSDdh3aomnzJti4fhM2rNuAtavXwd/fX/eYNGlSo2LlSpg+axpq162lmkMTEREREREREVHkUjnkQZ7KI9RFErZuj4/D7dERvHt5EZ5vbiEk6GPuJcDHTV2MZWnrhDTORZE2SzmkzVIe9plKw9ySlaBJza3rt7Fjy27Vq7dC5XKoUqNSjFqtEokITw3Y2Nig0xcd1cXX1w8vnj9XbRvs06ZF5syZomzvQEREREREREREkbO0dUTGgs3URQQHBeDO+aNIl9YPPh5P4evxDIF+Hgjy90JggLdaBM7E1BymZpawtHWApW16WKXKAFuHPEjtmE9VAVPSJW05Tp84i6MHj6uiygZN6qJoiSIJvVuUREVbB25tbYVcuXPFz94QEREREREREaUwslCalX1eZMiXLaF3heKZVPHu3XkAVy9dg5W1FZq3boLsOfl3QJ+OTT+IiIiIiIiIiIjimcym37J+Gx4/fAL7tHZo1b4FHJ0c+Hugz8JkLxERERERERERUTx65/4O61dthpurGzJlyYiWbZvBNhX7LNPnY7KXiIiIiIiIiIgonrx49hIb12yGt7cP8hfKh4ZN68PCgik6ih38SyIiIiIiIiIiIooHt2/cwY4tuxAYGITylcuiao3KMDEx4WtPsYbJXiIiIiIiIiIiojgUEhKCMyfP4ciBYzA1NUX9JnVRrEQRvuYU60wju8PV1RX9+wzA0cNH1R8kERERERERERERxUxQUBD27NinEr1WVpZo3aEFE70U/8lea2tr1SS6S6duqF2tDubPnQ/3t+5xtydERERERERERETJiJ+vH9av2oQrF6/Bzt4Onbq1R45c2RN6tyglJntTpUqF1etXYff+nahWoxqmTZ2OimUr45vhI3HxwqX43UsiIiIiIiIiIqIk5J27B1YsXo3HD58gU+aM6Ny9PRzTOyb0blFKTfZq8hfIj3Hjx+LU+ZP4aeyPuH7tBlo2bYWmDZtj1YpV8Pf3j589JSIiIiIiIiIiSgJePH+J5QtXwvWNG/IXzId2X7RBqtSpEnq3KAWINtmrsbW1Rd58edRFGkm7ubripx/GoFbV2rhy+Urc7iUREREREREREVES8OzpM6xeuhbe3j4oX6ksmrZqBAsL84TeLUohok32vn//HosXLkb92g3RoU0nvHvngX8WzMXRU0dw/PRRVKxcCWN+HBc/e0tERERERERERJQIhYSE4MzJczh58hSCg0NQr3EdVKtVBSYmJgm9a5SCRHpawdfHF2N//gWbNmyCuYU52rVvi3n/zkHOXDl1j3F0dMTXI4ejZbPW8bW/REREREREREREiUpQUBD27zqIyxevwtzcHC3bNeNCbJS4kr0e79/j4oWL+HHMD2jZugVsbGwifJyjkyN+mzg+LveRiIiIiIiIiIgoUfLz9cOWDdvx6MFj2NmnQYXyFZjopcSX7E2f3gk79myLdgNWVlaoU69ObO8XERERERERERFRoubxzgPrV22G6xtXZMzsjJZtm+H1c7eE3i1KwSJN9rKfCBERERERERERUcRePn+JDWu2wNvLG/kK5EWj5vVhYWGB12CylxJjGwcPD/z0v58j/UFra2vkzZsHLdu0hJOTU1ztHxERERERERERUaJy5+ZdbN+8C4GBgShXsQwXYqPEn+wNCQGeP3uO06fOwMHBAfkK5EOAfwBu3bwFb29vlKtQDrt37sHsmXOwbdcWZMqcKX73nIiIiIiIiIiIKB6FhITg7KnzOLz/qJoVX69RHRQvVZS/A0o0TCO7w97eDlmyZEGPXj1w4uwxrFq7Aus3r8Xx00dRtXpV1K9fF8dOH0GJksUxdfJf8bvXRERERERERERE8Sg4OBh7d+5XiV5LK0u07tiCiV5KOslePz8/7NyxC6P/961ahE1jn9Ye344eibVr1sHGxgaDhw3G1SvX4mt/iYiIiIiIiIiI4pXkyTas3ozLF67Czj4NOnVth5y5cvC3QEmnjYOvj6/qOxKZ9x7v1dd06dIiICAgbvaOiIiIiIiIiIgoAXm881CJ3jevXZExkzNatmuGVKlT8XdCSSvZKxW8GTNlxB+/TcK334+CpaWluv3dOw9MmjgZRYuH9iM5f+4CSpcp9dk74vLKBRN+/S3C+9p3aIfKVSur61MmTcXjx48N7i9foTw6d+lkcJvs19bNW+Hj44OKlSqgecvmqpcKERERERERERGRMV6+eIWNqzfDy8sbefPnQeMWDWBhYcEXj5JesldMmPgr+vceiI3rNyFv/rwIDAjEzRs3YWdnhxVrlqmm1FevXMWQr4Z89o7Y2NqgRs0aBredPHESq1asRr8BfXW3Hdh/ADly5kSdurV1t2XPkd3g57Zs2orhQ0egZ68eyJEzB34dNwHHjh7HH5MnfvZ+EhERERERERFR8nfn1j1s37RTzXwvW6E0qteuykJCStrJ3mrVq+HQ8QMq4Xrv7n1YWlqgRatmaNehnerXK8b88nOs7EiaNGnQqk1Lg9s2b9yMEqVKoFDhQga3Fy5SKNxjNUFBQRg35heVIB753TfqtuIliqNz+y/QrWc3FC1aJFb2l4iIiIiIiIiIkh8pbjx3+gIO7Tuikrt1G9ZGidLFEnq3iD4v2evq6oqObTtjz4FdGDRkIOLbyxcvcfjQEYz//ddw9x0+eAQPHzxExowZUatOLZQqXVJ335XLV/Ha5TWaNGuiu61S5YpwSu+E/Xv2M9lLREREREREREQRCg4Oxv7dB3Hp/BXV0rRZ68bImZsLsVEySPamsk2FZ0+fqbMZCdHrdu3qdbC2tkazFk0NbpeK4rz58qBgoYK4cf0GOrTpiK9HjdC1etD6+WbJmkX3M7L/WbJkDtfrV5+Pt4/q76txf+seB0dFRJR8MY4SETGOEhElJI5H6XP5+flh64YdeHj/EdLYpUHr9s3hlMGJLywlj2SvtY01ihYrgn179qNu/TrxulOSYF69ag2at2yGVKkMVzf8+5/ZcHR01H0vLR7G/DgWzVs0Q6bMmeDr66tuT5XK1uDnZDu+vn6RPufOrbuxcc2WcLc/uf8CHq5eSOyCg4Lx8PYTJGcp4RhTynHyGBOXnPmzxcp2GEcTv5Twv5dSjpPHmLgwjobi32Xywd9l8pCUfo+Mo0nvd5Ycj9Hb2xvHjh2HxzsPpEuXFpUqV4Knuw883Z8kq+OMLTzGxBtHzaP6I8+ZKycG9B2IJs0aI0+ePDAzNzNInnbv2S1OdvDEsRN4/OgxZsyeFu4+/USvaNy0EX4Y/SOuXr2mkr12adKo29+9e2fwWHf3d2pht8g0bFofNepU+/j4t+4YO3oCsuXOBAdHByR2EkRi6w0ysUoJx5hSjpPHmDwxjiZ+KeF/L6UcJ48xeWIcTfxSwv9eSjlOHmPyxDia+CXW/71XL15h585d8PL0Qt78edC4eQNYWFoku+OMTTzGxCvSZK+0NJDeuJIwPXn8lLroc3RyjLNk76qVq1XFbomSJaJ9rLf3x9YLokDBAurrrZu3UblKJXVdKnofPXyEDp3aR7odG1sbdSEiok/DOEpE9HkYR4mIGEcp/t29fQ/bNu1EYEAgylQojeq1qsDU1JS/CkqyIk32qiTvuePxuzeqItcDO3fswv9+HB3uPqn2dXN7i5KlQpPAQUFBmD51OtKkSY3y5cup23LlzoXiJYrhv38XqoXZpF/vyuUrERgUiIaNGsT78RARERERERERUeIiLUTPn7mIg3sPq9xR3Ya1UKJ08YTeLaK4S/aG5erqCjdXN+TLnw9xadOGjTCBCVq0ahnuPlmw7bfxv8PzvSeyZsuCWzduISAwEH/Pmw37tPa6x/05dRK6du6ORvUaw8HBARfOX8T4336Fc0bnON13IiIiIiIiIqLEkMj09vGHh4c33r33gcd7H3h5+SIwKBhB2iU4GKamJrCxtoS1lSVsrC1gZW2B1LbWcHRIjVS2VioJmhwFBwdj/+5DuHT+MiwtLdG0VSPkyhN560+iZJPslT/+hQsW4e9Zc/Da5TWc0jvh9PmT6Na5OyZN+UP1yI1tBQoWxD//zYW9vV24+zI4Z8CqtStw6+YtPHjwEM7OzihcpBCsrKwMHpe/QH4cPLofp06ehq+PD/6aMVX9LBERERERERFRcuD+zhu37j7HzTvPce/BKzx76YZnL97i+Yu36rqfX+Bnbd/S0hyO6VLDIV1qODmkQZZM6ZAlswOyZnJA1swO6nqOrE5IkzpptcT09/PH1o3b8eDeI6SxS41W7VsgfQanhN4tovhJ9k787Q+sX7sB/Qf2Q44cOfDdqNGqb0m9BvXwz9z5+Gnsj4htFSqWj/Yx0pdX680bGRsbG9SsVSMW94yIiIiIiIiIKP69dvXA2Qv3cfrCPZy7+AA3bj/Di1fucfqc/v6B6jmiex7n9PbIk8sZ+XI7I2+ujMibOyPy5nJG7hwZYGX16YucxYX3Hu+xYfVmvHZ5A+eMGdCyfXOkTp0qoXeLKH6SvYGBgViycCnWblyjqmddXF7r7itTtjSWLl4Wu3tCRERERERERER44/Ye+49cw/7D13DizG3ce+gS5atib2eDrJkdVcVt5ozp1MXJMQ3s09jALo0t7NLYIE1qa5ibm8HMzDT0YmqqWjn4+PrD1zdAffXzC4DHe1+4vfWEm7snXN081XWXN+/w9PlbPHvhBk8vX4PnfvX6nbocP33b4HZ5jny5M6JIwayhlwJZYW9lhux5syTIAmivXrqoRK+Xpxfy5M+NJs0bwsIycSWjieI02StnO6THiyR6w0qdOjW8vbxiZQeIiIiIiIiIiFIyyb9cufkMizadxr5DV3HhyiN1W1hWVuYoVTQnihfNjoL5sqBgvszqkt4xTbz015V9eufhg6cvXPHsuRsePH6Nu/df4e6Dl6qVxKOnbxAcHLrf0hdYWkzIZd2W07pt/J+9s4CO6uqi8I67u4ckBBKCO8XdpUbdhXqhpfbXjRql3lKl3lKB4u7uFgIh7u4+kX+dM5lkJgIBIjOT82Xd9W7evLnz9M68/c7dx9rKHKHdvBDazRu9eviiT5gfwkK8YWmhadHZmkRfiMGaletRqahE/0F9MXLs8A4RnAWhQ8VeWztbGBkZ4djR4+jXv6/Ga2fDz8LP36891k8QBEEQBEEQBEEQBEHvIOH06MlYrFh7GCvXHUF8YlajZSg6d9SwEAzuH4TB/QPRM8SXvXQ7ChKU7e0suYR192n0OkUGkwB8ISaNRd7wc0lc6P/KyipehiKDDx2L5qKCEsV1C/Jk4bd3mC96h/mhV6gv7Gwtr3qdjx0+ge2bd/K6j5s0Bn3697rqNgVBm2m2hyChd9acmZh3/0N4+tmnEBLSneefiziH99/5AI/Pf7w911MQBEEQBEEQBEEQBEHnSUjKwi9/7cFvf+9DXGK9ZSZBNgtDB3bFuBE9MH5UGEe+6lIEKnn0qqKNZ0zqpyECk+C7Y8dJZOSVIvx8Es5EJHJCOYKigcmHmMrv/+6re1+gvysLv717+KFPTz/eHy5Oti1al+rqamzfvAsnjp5ku4YZc6aiS6B/G2y1IGgXF30c9MJLzyM5ORnPLHi2bt6UCdNw9713Yc51s9tj/QRBEARBEARBEARBEHQa8sRdvekYfv5zN7bvOath0WBiYoRxI8IwYkAA7rhtHBzs9S9hGInAYSE+sDYC/IN9NBLPnQpPwInT8TgZHo+TZ+I1/ImpTuXfNYfr5pEvce8etdG/PXw5AtjHy0nDxqKivIJtG2Kj42BtY405N86Eq5tLO26xIGip2GtlZYVlP/+AM6fPsHWDgYEhJ2cLCAxovzUUBEEQBEEQBEEQBEHQQVLTcvHNL9vx3S/bOdmZOmTPcMt1wzBtYj+2RYiLTNRLofdiUJTuuJFhXFTkF5Tg1NkEFn6VInACzkel1HkBJ6XkcFm7+UTde+xtLdGzVvgNDnBBenwUjGpK4enljjk3zGDBVxA6Cy0yegnrGcZFEARBEARBEARBEARBuDhHTsTgi+83c0SqyqtWFZV62w3Dufj7SqRpU5BP74gh3bmoKCktx5mIJJw4Q9G/cTw9ez4ZCoVy3+YVlGD3/nNcVBgbGSK0Wy72nS1Bz1BfjgLuGeLTKj7AgqDNdJyrtyAIgiAIgiAIgiAIgp5A1gwbt53CB5+twYGjURqvkf/uQ3ePx/hRPWFkpDsevNqCpYUZBvUL5KKioqISkdGpbANBkcAHj0SyD3BpuVIArqyqxqmziVzU8fNxRmiwF/sKh9ROu3X1hJWlWbtvlyC0u9gbHxeP115+HceOHkdhYaHGay4uLjhwtN40WxAEQRAEQRAEQRAEobNRVVWN/9YfxQefr2HhUYWlhSluvu4aFnlJUBRaF1NTY/YBptL9sBVcTTIxfYg9evTthyojaxaAqZwOT9RIhBefmMVl/daTjUTgkK4qEdgT3YM90TXAA7Y2FnLoBP0Rex9/9EkYwABPLZwPaxsbjdfMzeWJhyAIgiAIgiAIgiAInROFohLLVx7A4i/XITIqtW6+i7MtHrtvIu6+ZXSn8+Btb6qrq7Fjyy4cP3ISJqYmmD57CgKCuvBr0yb2rVsuL78EZ84lshhP0b8Rkck4dyEFhUVljUTgDds0RWA6nkH+bgjs4oYAf1cE+rshqLZuYy1CsKBDYm9paSnOnjmLo6cOw9bWtn3XShAEQRAEQRAEQRAEQUsjef9edRBvfbgSMfEZGn68T86bgjtvGgkLc9MOXcfOQEVFBdau3ICYqFhOwDbnxplwdWvaB5kS4A0f3I2Luu1GcmoOi74RkSl1AjBN1UXgzKwCLvuPXGjUrquLLYu/ft7O8PZygq+XE3y8nGCoUMDF21WsIQTtEntNTExgaWUpQq8gCIIgCIIgCIIgCJ0eEgfXbDqONz74l5ODqaAozwUPT8VNc4axtYDQ9hQWFmHl8lXISM9kgXf2jTNhY2N9WW0YGBjA29OJC3kpqx/nlLRcFn2jYtMRE5eB6Lh0RMemIy4xSyPhXkZmAZf9hxsLwYSjg7VSAPZ2greHIzzc7OHmYgd3mrrawd3VHk4O1rwugtBaNNsLGRsbIyysB3bu2IVRo0e22gcKgiAIgiAIgiAIgiDoCiT+bd99Fq+9/w+Onoytm9/F1wUvzJ+NG2cPkaRr7QgJvCuWr0JRYRFbNkybPRmmpq0XSU3Cq5eHIxd1EZggoTchKRsx8eksBJMAHBufiYTkLCQmZ2tEBBM5uUVcTpyJb/bzTEyMlAKwKwnBtnB1sWMBmITiuqmjDRwdrLhub2sJQ0NJ8idcgdhbUlICbx9vPHjvPMy5bg58fL01XreyssKdd99xkaYFQRAEQRAEQRAEQRB0F4rYJJF3z4HzdfM83R3w7OMzcMfcETAxkUje9oQsG9asWA+FQoG+A/pg9PgR7Sp8GhsbsVcvlYZCMD0UyC8oRWJyFo4cOo9yGLAATOJwUgqVHGRkFbANiDoKRRW/RqUlGBoasBc0CcAOdpbsG0xJ5GytLWBjU1+3tbVQvlZbt7YyZ1sJCwtTTh5obmYionFn9OzduX0X7O3tsX3r9kavOzk7idgrCIIgCIIgCIIgCILecfJMPF7/4F9s3Haqbh5FVS58dDruu32MePJ2AJSEbfvmnVwfM2EU+g3sA22CIoLJG9jezhc2xgbwD/ZptAwJvVk5hUjPyEd6Zj7SMvKQllE7Tc9HekYev56dU4Tc/OImP6e6uoZfp3K1kLe0SvxVTS0tzGr/N4OFuQnMTE3YnsTUxBimpkYwpf9NjFCcXww3Tye114zr62rLGhsZcuQ7FVXdkOtGMDIygJGhIYvovIyhIYyMa6e0jFqdithdXKXY6+TkhANH97WwGUEQBEEQBEEQBEEQBO2jokLpsVpRUclRkSQslZUpePg8CUilZRUc5UiRmWXlCjz23DL8ueJA3fspOvLR+ybi8QcmsfBFbRDNtVFeUckiGgl7NOzfzMwECkUlamrAYlhz60GfTe+/mjZaYz3asg1anricNqqqqrBl406EnzwDIyNjTJ4xEd1Du3b4tlysjebOD7Lmpchbsm24WBu0HAmbJAQXFpUiN6+YBeGCwlK2haAI4fyCEuQVlCA/vwTFJeX8GhVavqS0okXXBq0XlZxc6AS0b1ksNjQA/xlQAQwMDWDIdWWhOmr3oXJZVd2Q5yuXrZ1X9z7Uva56X2VFJUxMTepsWlTL0Lmg+gw6boa176muqWFxuka1vgYGvKzqs+q3wxDV1dU8pdnKZZTr0TPUBx+/fSefHxT1bW5uwucJifzq5weNKigvV9QJ5Rr7qaU7NDs7GxcimzacFgRBEARBEARBEARB0Ebe/WQVT+994mv8+Mcurg+f9ioOHIniukvwgxxFeT4qFWHDn4G1lQXPJ7Fn/rwpuPe20cjJK2LR974nv8ay35VtjJj+GvYfUeokrt3mISevGJHRaQgdtpDnrd54DHPu/JDrH3y+Fs+98TvX75//DX74XRmhOnLGa9h3OJLrg2a8iezcIlyISUfI0Kd53ppNxzD7DmUbi79Yh2dfV7bxwIJv8f1vyjZGzXwdew8p23APeQiZ2YXsJ9t9yFM8b+3m45h522Kuf/jlOjzz2m9cf/Cpb/HtL8qR3KNnvYE9B5VWFR6hD7OYGB2XgW6DlW2s23ICM279gOtLvlqPha8q25j39Hf45mdlG2Nmv4HdB85x3bPHw5y4LCY+A90GLeB567eewH3PLOP6R0s34OlXfuX6Qwu/w9c/beP62DlvYtd+ZRteYY+wJcK33yzH7U/+DmtrK7h26YHHXvyLX/946QY89fIvXH944fdY+uNWro+79k3s2hfBde+ejyAtPQ/xiVnoOmA+z6No7Wk3vcf1T7/ZiAUvKdt45JkfsHSZso0J172NnXuVbfj0fBSp6XlsxxA04Emet2n7KUy96V2uf/btJix48WeuP/rsD/hq2RauT7z+bezYe5brvr0e46Rvick5COyvbGPzjtOYMlfZxuffbcb8F3/iOj1s+GrZVhbxbn3wMySn5mDYoGDMe+o7jB8VhutnDubz+MsP7sVdN41ksXbn6pdx180jMXFMT2ScX4pbrrsGLz41G+F730doNy+8+cIN+PuHJ2FmaoxFL87Fywuv5ejcF5+ag2unDYSrsy231buHL3w8HTFuZA+eRwnlQoK9WJB2drJhkZqgKGCK0m1vSPAkAbS8vJIfjtC2k7BdXFzOfskkducXlPD1TAI5CeNZ2YV8TdA5rYygzuNjkZyay9YZCcnZiE/K4uR7dL5yQr7YdFyITkNsYhYio1M5WR8VSsx4JiIR4eeScDoiEafPJvL/p84m4mR4Av9P/swna8vx03H8//HT8Th2Kq6uHDkRUzc9fDwGR07E8vTQsWh8/+sO3la6luh6IOgao2uNoGuPrh+Crkm6NhtiUEPycbM7sRrLvv8RX37+FTIzMuHs4oxDxw7gjlvuxPsfvgcPTw/oKznZOZg/7xks+eo9ODo5QtuJi0xscoiAPtEZtrGzbKdsY+dA+lHtozNce51lO2UbOwfSj2ofneHa6yzbKdvYufrRdz9ZBHcPlxZHbpJItPjztRzJ6+fj0m4RpOdOx6BbWBetjcptjTaiI+IRHNalRW1kZuZg/X/rkZ6eCQcnJ8y9ZTYsray0Zlsu1kZSTArcfd2vuA1V5GbD9SCxllBvQxX92d5tUD/q7ufOdgwlpeUoKangbS8uLeeIUxIbSYQlbZGgNjgStroGJWXKZemzaT61W6Go5Ch8ipKtUFTxvqHlK8oruQ1qT9UuRcCWVyg4ipag9VZGy9Zwm4ZGBqiqrOb/OUK3qqq+XlldG00LKCqrlJHYNfSZlbweqjboM/JzC2BlY8XL0LL0JvqcSvqM2khdXpYDgpWfo2pD9Xm0vRTxy5G/1TXcBkUiqz6D26Ao39p6tyAPvLzwuquK7L2ok/i7i97Dv3+vwLyHH4Sfnx+ee+Z53qgJkybgm6Xf4uXXXmr93lgQBEEQBEEQBEEQBKGVIO9Q5bReAiEBRQUJXgQJL+xh6m6KxW/cVve6ehK2lrZBqHxGW9qGcpi/wVW10Rrr0ZZtqJa/VBsZ6ZlYsXwVigqLENS1C6bNngJT0/p2tGFbOqoN9XpHtkH6IPn7qpa1t7OCvhHXgQ8/1Y8LCbpNHRd6UNAUzYq9lZWV+HnZL/h75V8I7RGCjIzMutf6D+iHX35ShtsLgiAIgiAIgiAIgiAIQmsQExWLNSvXQ1GhQN8BvTF6/Eill6ogCC2iWbG3sKCQw8tJ6G2ItbU1SoqbzgooCIIgCIIgCIIgCIIgCJfLiaMnsW2T0ot4zIRR6Dewj+xEQbhMmn00YmtnCyMjIxw7erzRa2fDz8LP3+9yP0sQBEEQBEEQBEEQBEEQNCBP1h1bdmHrxh0wNjbGrOuni9ArCK0t9pLQO2vOTMy7/yEs//MvpKel8fxzEefw/jsf4Ia5N1zpZwqCIAiCIAiCIAiCIAgC2zWs+mctjh46DmtrK8y9/XoEdg2QPSMIV8hFE7S98NLzSE5OxjMLnq2bN2XCNNx9712Yc93sK/1MQRAEQRAEQRAEQRAEoZNDCdhW/LUaGWkZcHF1xpwbZ8LG1qajV0sQ9FfstbKywrKff8CZ02fYusHAwJCTswUEts0TluLiYlRWVmnMMzU1gYWFRZMh/pRETpWNsSlasowgCIIgCIIgCIIgCILQvmRmZOLfP1ex4Nsl0B/TZ0+BqZnoN4LQpmKvirCeYVzampuuvxmRkRc0xNlZs2fizUVv1P1fUlKCF597CWvWrEV1VTV69e6F9xa/g6CuQZe1jCAIgiAIgiAIgqD71FRXobqqHNVVFaiuUijrlRVATRVgYMRBSwaGyikMDGFkbI6aakVHr7YgdGpio+OwesU6tnDo078XJ2MzNGzWaVQQhNYWe9uTJ+Y/jocffajZ1198/mWcOH4CW3dugYODPV549n+487a7+X9zc7MWLyMIgiAIgiAIgiBoHyTYlheno7yISppyWpiK8uIMKErzoCjPQ2VZARRl+agsz0eVouSKPidqjQmMTK1gbGKpnJrawMTSCaZULGjqDFNLR56a23rB3MYLxmbWrb69gtDZOHH0FLZt2oGamhqMGT8SfQf2gYGBQUevliDoDVon9hJlpWUwtzBvND8nJwf/rfgPH36yGD4+3jzvpVdfxOB+Q7Fp4ybMnDWjRcsIgiAIgiAIgiAIHUdNTTVK8+JRnB2FktwYlOTFoSQ3lqdl+Umooajctl6HagUqy0g4zmvxe4zN7JTCr60XLHjqDSvHAFg6BMDS3h+GxhJcJAgXs9o8dfIULlyIgrGJMabNmoKgYEnEJgh6L/Z+9OHHWPLBR7C0ssS48ePwwkvPwdnZmV87dfI0qqqqMGjQwLrlXVxc2EP4xLETLOS2ZBlBEARBEARBEAShfagsL0JB+ikUZUagMPMsijLPoTArAtWK0ha3YWxuDzMrV5haOMLY3A4m5nYwNrNl8ZWibQ2NzWFoZFpbzHhK1g0kKpOdA01rqqtZRK6uLEdGchLs7U1RqShGVQWVEijK86EoyUZFaTYqSrKhKM0lSbjBtuSjKJPK2cYraWAICzsfWDkGsvhr5RgEG9dQWDt3h7GZJJwSOjdk17B21QZEX4iBlbUV5twwA24ebh29WoKgl2iV2Dtm3Bh8+PFi9ta9EHkB8x9/Cg/cMw9/rfgTRkZGyM7K5uUcHB013ufk7ITsbOVrLVmmKUpLSlFaWv9jIy+35U93BUEQBOlHBUEQrhb5PSroi39uUXYk8lOOKUvqMRRlnW8kmjbEzMaTI2MtHah04YhZc2t3mHFxg5FJ46TdV4PCLBH+wT6X3JaK0lxUlGSirCAFZQVJXEoLklFWmIwynqbSgqo3cLQyFWCbRlsWdr6wdgmBjUsorF1DeUrbyj7CQqsh/ah2UlRUjJXLVyE9LQN2dna48fbrYGsrD0AEoVOIvQuenl9XD+4WjLfeeROzp8/B6VNn0Kdv77rX+OmsGlWVlY38XVqyjDob1mzCyr9WN5qfGJOKguxiaDuUiC4uMhH6TGfYxs6ynbKN2sWlbnRaivSj2k9nuPY6y3bKNmoX0o8qkfNSf7icY1lTXYmyvLMoyTyK0qyjKM09g5rK5j10jS3cYWYbCDO7rjC1DYKZTQBMrL1haKRp41dOhWJxqGRmoWPPV/LpDQasgmFiBZh4ALZqVhAVxUlQFCWgoigeFUUJUPA0EVXlOXUtlOYncMmM2lg3z9DYCmb23WHuEApz+1CYO/SAsYVbq3mX6tI1Kf2o7h2zlpKfn4+9e/ZxcJ2buxsGDhiAnLQ8LvqMPh7Lhsg2ahfq/ahWib0NCQxSerckJiSy2Ovurgzxz8rMgo9v/UZQNG//Af253pJlmmLy9IkYNW6ERmTva8+/DZ8ADzg6aUYJayPUibTWF6S20hm2sbNsp2yjfiL9qPbTGa69zrKdso36ifSj2k9nuPYutZ0UVFOYfhrZ8XuRk7AHeUmHUKVoOjiGonLtPPvBzoNKX9i49mD7Bf07lk17jpIVRGFmBFs+8DTjLEc5V1eRlA1UVxYrBfKso3XvoWRwtu59YOfRB3ae/WHv2f+KLSA6y/mqjvSj2kVcTDx27dyNiooK9O7XC2MnjkJCVHKnOC87w/Un26i9aLXYe/rkaZ56ennytFefXjA1M+WnQjfdMpfnJSYmITY2DgMGDWjxMk1hYWnBRRAEQbgypB8VBEG4OqQfFbQVRVk+suN2IitmK7JitqGipIlIWwND2Lr1hIPP0FqRsh/MbZT3cZ0VU0snOPkN56KiurqSE9IVpoejIO0k8tNOsJ+xyr+Y9m1WzBYujIEhWz7Yew+CvddAOHgP6vT79WJIP6o9nDx2Gls3bkdNTQ1Gjx+JfgP7tFrUuiAIOiL2Hj1yDL/98jtuufUmePt4I/xMOF556TUMHjoY/fr35WVsbGxwx523Y/H7H8LP3w8uLs546YVX0D2kO8aOG9PiZQRBEARBEARBEISmIXGGIlAzo7cgK3oL8pIPc2KzhlCkroPPMDj6XgMHnyFaE7WrzRgaGsPaKZiLR+gcNZ/jCyhIPa4Uf1NPcCQwWUSQD3Bhxhkuice+5+XNbb1g7zUIDt6DYe89GNbOweL9K2hV/7Fz2x4cPXgMxibGmDZrMoKCAzt6tQShU6E1Yi8JuinJKXjv3Q8QFxsHNzdX3Dj3Btz/4H0aT3+e+9+zsLCwwHMLn2fPl8FDBuGjTz/kBG6Xs4wgCIIgCIIgCIJQL9BQpGlG5Fokha/ChaKERrvGxMIRzgFj4RwwDk5+IzhyVbh6DAyNYOPSnYtXr5t5XpWilI8HCe25SYeQl3IElWVKj1NKDJdWsAJpESvqjouj7zA4+F7DUyvHrhJBKXQICoUC6/7biKjIaFhZWWLOjTPh5qG02hQEoROKvSTozpg1ncvFMDY2xlPPLOByNcsIgiAIgiAIgiB0Zsh/l8TEjMh1SI9ch7KCpEbL2Lr3ZnGXip17bxYmhbbHyMSCo6WpdKk9VsXZF5CbdJCPGXklU8I3QlGag/Tza7gQplaucPQZhmrzEBQ7T4elQxcRf4U2p7iomJPep6Wmw9nFiYVeWztVKkNBEDql2CsIgiAIgiAIgiC0fQQvJVhLCf8LaedWoaI4Q+N1A0NjWDj3h3+f6+ASNAlm1q5ySLQAAwNDWDt34+LT5w6eV1aYitzE/chJoGR5+1CaF8fz6ZimnVsJYCUyTiyCmbUHR/w6kn+w/0jx/BVanayMLPy7fBUKCwrhH+CH6XOmwMzMTPa0IHQQIvYKgiAIgiAIgiDoOWWFKUg9+y9SzvyF4uxIjdcMjczg5D8Krt2mwTVwApITi+Ct51nk9QFzGw94hF7LRWXvoBJ+aaqK1C4vSkXq2X+4EFZOXVn0dfIbxQn1jM2sO3Q7BN0mLiYeq1esQ0V5BXr37Ymxk0bD0NCwo1dLEDo1IvYKgiAIgiBoeRQeeTdWluejurIMVZVlKM2NR05CIqqrylFTXQ0YKKO+qMJTA0MYGZvDyNQKRiZULGFsaglDYwsZyisInYjKimJkXFiHlDN/Iyd+N/Uoda8ZGJrAJXA83LvPYosGTcGvqEPWV7g6KHGbZ9iNXIgLxw/C0jhWKQDH72XRlyA7CCoJR7/jSG47z/5w9h8FR/9RYtUhXBanjp/Glg3b+bfKqHEj0H9QX/mdIQhagIi9giAIgiAIHQDdGFWUZHPkVVlhMkdkcSlMY//FitIcKEpzuU6ibkMSr+AzDQyMYGLpCFNLZ7XiCDMrNxYJzG29YWHnAzNrN8nsLgg6Sk11FYt7ZNNAXrxVihKN1+08B8Czx/Vw6z4DphaOHbaeQttjYuUJr+DB8Op5E3/nlOREITtuF7LidiI3YR+qFMWoqa5EHvkAJx0E9rwHYzM7OPpdAye/kRztbengL4dKaASdT7u278WRA0c5Z9LUWZPRtVug7ClB0BJE7BUEQRAEQWhDKCq3JDcGRRxJFcU328VcojlStz2pqalCRXEml4tBEX/mtp6wtPeHlVMQZ3anYb9WjkEwtXKRqB1B0EKKss4jJfxvpIb/UxfBqcLczgeeodfDo8f1sHIM6LB1FDo2ITr3405d4dv/XlRXKZCfcpTF3+z4XchPPU5PCngUCT0koEJY2PkqLR8o8tdvBEzM7eQwdnIUCgXWr9qEC+ejYGVlidk3zoS7h1tHr5YgCGqI2CsIgiAIgtBKVJYXoTDjDArST3OhJEg0VJZE1pZAQqq5tQdMLJ044s7EwqF26ghjM1vOzm5obI6M1AJ4dfHl/8m2oYaGZtfUcKQN3azT55GQTEO4KXKriqdkBVHA0cQVpdmoKMlCRXGW8v+STI7uUlFTrUBpXjyX7LidGutIUV/WzsGwcQ2DjVsYbN16csIgQyNTOY8EoZ0pL85CWsQKjuKl/kbjWjW14ehdEngdvAdLtL6ggaGRCRx8hnAJGvEMFGV5HBHO4m/crrpkb6X5CUg6+QsXGh1i59kPTv6j4dRltFg+dEKKi4qx8u/VSEtJh7OLE+bcOBO2drYdvVqCIDRAxF5BEARBEIQrgIRVugnOSz6EvKRDyE06xMKuuidmQygJkqVjAEfIWjkGwsLen+0TLGy9YGbjwT67LaFIkQg7D59WHfZdXpSG0oIklOYnsrUETUtyYjgKmYRhFRT1lZd8mIt6JDAJvrZuvVgIsPcawNFjSh9hQRBaE/LtzozaxInWsmO3azxMIjGORDjPHjfAJWgiPxAShJZgYm4Pt+BpXIiS2od9JPzmxO/hvp/ONVX/H733fZiYO3C0r3MXEn9HwdzGU3a2HpOVmY0Vy/9DQX4h/Lr4YsacqTAzN+vo1RIEoQlE7BUEQRAEQWihuFuccwE5cbuRy/6Gh1BenN7s8iTkUtQrR766hLD4aWHrDQNDI63b37ROSs9eL44AbAh5B5Poq7SiuICirHMcuawoya6LBKaIZirJp3+riwBWCb/2XgNh595XMr63E8U5MUg58ye8e9/GHsyCfvQ/9GCJBN7086s5Sl8dirT3DLsB7iFzYGbl0mHrKegPlvZ+sOxzB3z63MEPBPPTTiA7dgeyYncgP/UYjyJRlOUi/fwqLoSVczc4dxmL4NEvid2PnhEfm4BV/65FRXkFevUNw9iJo2FkpH2/ZwRBUCJiryAIgiAIQjNQRGt23G72M6TopvLClCaXI9sFB69BLGpSdCvZG+iTryHZSdC2UVEXn8gXtCD9DA8fZ+uKtJMcIUxQFBhFHVJRRRzauvfmxD+OvtdwW0Ymlh22TboEeWsqpxWkzMPQ0JijOw0NTVioJ4sOsvegqPLqynIknfwZ8Ye/QuyBT+EcMA7evW9lv02K8mxpG7QsCTxk72FobFa7DjVs19FcG9VVZUorkatoozXWoy3b4OXrjknbr0dhZgTSz61G6tl/eCSBOmbW7nAPmQ2P0Gv5oZKqDeJq1+Oq24AB2wQ0bkMZBaixT6sVPKqhvduoqanmekvboM8zMDRusB4GbJnTqA2yxamp7vA26PjQe1tjPew9+/N51mXI42wPlBWzHTkJezj6l5KLEsVZ5/mzyB/4crdF0F5OnTiDrRu2o7q6GiPHDseAwf1EzBcELUfG1gmCIAiCINRCN6d5yUdwYedb2L9sAnZ81hOn1zyMlNN/aAi9lg4B8Op5M3pMWYJr7tuL0Y+cRp8538N/0EMsZuqT0NscdDNPQ3ZdgyYi8Jqn0PfaZRj50DGMmHcYPWd8Cd9+97LwTSIvQcN/KRqMBMijy2/Ctk9CcPi3OYjeuxi5iQfqRDShMTH7PuLp6TWPIvmUMnL6wI+T6qw0ti4JQGVZHkdd7/56cG0CPgMWrLJituDEirux4/NeiNn/MU6svB/JJ39VtvHTZOQmH6ptI5Cj9CiCe/fSQTwv48J6HP37Vq7TcTu/7VWun1n7eF0bB3+awpHuRNTq0VCU5qAkJxq7liofDGREbcDRv25RtnGQ2nilto0n2AOU2/h5al0b2z7qyj7SZCGy66sBtW1s5HOGiDv4Gc5tfVnZxronkXTip9o2pvF5xG18HMwPakpyY7Hrq/48LzN6E44sn6ts49DnOLf1pfo2jv/I9UO/TEdO4v7aNrrxfizJjcOuL1VtbEbyvkdq2/gC57a8yPXw9fOReHxZbRszkJO4T9nGJ91RUZzB3tc7v+xX28YWHPnzBmUbh7/EuS3/q21jARKP/VC3T2lfH/p1Jvb/MBYx+5fUCb2GJhZw8BkGK6dgjJx3BKaWTkisXf/wDU8h8dj3XD/86ywW4ojtn4YqbVryk7Dziz48LytmGw7/cT3X4498jYjNz9e28TQSj36nbOO32ciO363WRiqLejs/761sI3Y7Dv9xXW0b3yBik7KNsxsXIuGYqo05/LCM2/isB8oLlW3Q+ahsYweO/K5sI+Hotzi76dnaNp5Bgmo9fr8WWXE7uL7jszCUFaZwoTq3EbeDl1G28R2/l9vY9Cy3SdBn0Gcp2+jJ61BZmsnrRJBgSevKbRyjNhZyPWLTc7xtvB5/UBvKh1e0/tQG7RPaN9xG/C7eZwTtQ9qXyjae532sbON63vcE7Uc6JnRs6tvYzceO2zj2PR9TbmPzC4g/slS5LX/egMyYrco2vujLljvlRenY/kkIzyPfXTp3iLzYv/ncIuhco4dAdW1Eb1G28WU/lOYl8LlK5yy3kbiPz2Vej+PL+BxXtvEin7dk+ZB4YhlcAidgxIOHYWxqiy5Dn4Cj73AUZoTXtrG/rg26xuha4za2vsTXD6/H8rl8bQraCT2827V9Dzav2wpDQ0PMvHYaBg7pL0KvIOgABjXKx+9CA3KyczB/3jNY8tV7cHRy1Pr9ExeZCP9g/R6m1xm2sbNsp2xj50D6Ue2jM1x7V7KdVYoSjt7NjNrIYo66P6165K6TnzIbuZP/iA73JdSlY1lZUYKCtBPITTqAnIR9yE8+guqq8kbLGZlYwdFvOJwDxnJJT6vRmW1s63508edvwdnV7bIiSMnKIfnkL0gOX15nt0FQFJ1r18nw6XMXbD37wYii8FopCjUm4gK6dA/S2qjc1mgj9nwcAkICW309KssLkRW3E2kRK7kfqtF4+GHA0fAUxUtFFbHZlvsjISoVPgEueh3ZS/2ob4CrXkf2xp6LhV9Xrw5fj46M7JXfo1eGQlGJDas3IvJcFCytLDHnhhlw93TvdL9hrobOsJ2yjdqL2DgIgiAIgtDpoMhBihakJEcU0UU3p+pQwjEHn6G14u5I2LiGSrKxK8TY1BKOvsO4BA5bwKJAXspRjjrMid+LgtTjHPVLw4JZcI/ayO8ztQlAefIkFn4dvAexSNBZIVFEOa3fB+rJ/OqTcBnU1a0cAxA85mUEjXgW6ZHrOAKWBHcS59LPr+Fi6RjIfpyeYTdypF7DNkiAUYkwqnW42HoYGpnXRnxdeRtNbYs2taFavjXWg6YUnZ0a/g/SyIe3LA/qkM83HRuyaWj4gElb9seVtVFfp/cbdVAblEDyctpQicwtWg9DY61og4TU+nNWu7dF0B6Ki4rx399rkJqSBidnJ1w7dyZs7Ww7erUEQbgMROwVBEEQBKFTQEnG0i+sR/q5VZxZXD2DvSqhmEvgOLgETebM4sZmNh22rvoMCQFOfsO5YAR5+xaxCEnDo2l4c2leHC9XURiD+MNfclFF/boGTYJz4ASYWTl39GboDCSmeITO4VKUdR5JJ35GypnlqKwoZLsFslW4sGsR3LvP4oRudp4yRLetIbuNlLP/IPXsvyjLT2w0isAjZDY8e9wAG7ZBIfFcEAShfcjOzMa/y1ehIL8Afl18MWPOVJiZiygvCLqGiL2CIAiCIOgtivICZFzYwAIvRfBSVKM6Fna+cAmaxCKiPUeP1kd0Ce2DsZk1XALHcyHIfiArdhsST69FWfZxtnzQjPo1gL33QLgGTeZjRxGsQsuwdu6G7uPfRNDIF5AWsQKJJ37k5HoU2Z5y5k8ulg6B8Ay7AZ49roe5rZfs2laCPGaVidb+RUH6KY3XyB7BtesUePS4ju1ipB8SBKEjiI9NwOp/16K8vAI9+4Rh3KTRMDKS5HmCoIuI2CsIQruhKMtHWUESilJPILG4EhWl2ZzIpaIkBwqql+Xz8N6qylJU01RRqubraEDj7ZTDqA0MeDgeRXoZmVrBuHZKQ1BNrVw4WYmZpQvXKVO1hb0vTMwdJDpGEDoJ1ZWlLKikRfzHiXs0vS8BC3s/uHefCbduM2Hj2kP6Bi2DxFsqNTaT4NPFCTkJ+1n8JR9TZRRkDfKSDnGJ3PE6J6py7TqJxTJb995it9FCaw3v3rdyyU89wRYPqRErWPQtyY1G1O53ELX7Xfan9gybyx6/RiaWbX/w9QxK4EV2GWnn1yA/5YjmiwaGcPIbwQKva9AUfughCILQUZw+cQZbNmxHdXU1Ro4djgGD+8nvI0HQYUTsFQShVaFER8XZUTxEsSg7EsXZkSjJi0dZfhIPGVVRn9P+8lBllCQxmIZktxQjU2tY2vvBws4HFvZdOLqJCokEdNMrCIJuU1NTzcm/UsP/Quq5NaipLNF43dzWmwVeKjI0WncggZGtNQLHofu4N1GUGYGMqA0crU0RqQR9z8RSOfApzKzc4BI0Ea7BUzgrvERIXho7jz5cuo19jX1jKbqXhHT6xs2O28XF2NSG9yk9ICEBuDP7J1+K0vxEpJ9fi/RIEniPNnrdxjWMo6Yp0ZqZtVuHrKMgCIKKmpoa7NmxD4f2H4GxsRGmzZ6K4O5dZQcJgo4jYq8gCFcMia35aSdRUFsKM8L5Jqdekr04hkZm7E1nauEIU0tHjr6laF1DE3MYGVvwsEYjStxAfnU1NaA/yuRLog5FH1VVlKCyooiH99KU1qeiOBPlJVmNIvmqKop4/ahoYsCRv9ZO3TjCz86jL2w9+sDMykXODEHQAciDNDX8b6Sc/RflhZqPkcysPeDefQbcus/ia1u8L3UbOn6UKI8KJXorLUjiBHsZFzYiN3EfW3SUF6cj6eTPXIzN7dmewy14GifZk0RAF4c8qr173cKlJDcWKWf+Qkr4co5OpYe15PNLhbytKdLXrfsMjkzt7MJvTXUV8lOPc+R5ZvQWFGWebVLgdes2nYuVY2CHrKcgtDVlpWXIysrmRF62tuJ5rwsoFJXYsHoTIs9dgKWlBWbfMBMeXu4dvVqCILQCIvYKgtAiSGAtyjzHSXQo4ic/7QRK8+IvGZFl5RjE2b4t7Lw5ss7C1hvZucYIDOvH1gttIb7QE2q6MSXhlzzySvMSUJqfUDctzolGZXm+amneDiqZ0Zvq2qB1JXGICvl42rr1kggxQdASyouz2G+URN6G3pf0wMjKYyyCh90FB58hMqRfj6HvE99+93AhG6CsmK0s/NKUHwKW5dX50FJkqkvQBLgGT4NzlzEameOFxlg6dEHQiGcQOPxp5CbsR8rZvzmamvYpfX/W7VczOzgHjIVLwDg4BYzpNLuSHi5nx+9hgZfON7KkaoiNW0+4d5vBAi/tT0HQFxQVCmRn5yArM5tLdu20qLCIXx89fiT6D+rb0aspXIKS4hKs/Hs1UpPT4OTsiDk3zoKdva3sN0HQE0TsFQShWXG3IO0UchMPIDdxP3KTD/FNXlMYGBjB2qU739gorRG6wtopmBO7sMduA4oiE9vUm44EZBMzWy4cQePXWAwuL0pHUda52nKehWwaHqzyCCZvYSrp51fXCdck+jr6DIOD7zARfwWhnamqLOMoToo2zI7djpqaKk3vS/9RnL2evFsTY7Ph6Osjx6gTYWJuB4/Qa7nQuULWAxmRa1n8JXGSHgCSjzMV6s+dA8bDrds0OAeMg7GpVUevvtZC3+GOftdwqZ74LrLjd3OSsYwL61FZXsD7lh68UKHr0NyhJ6pzpnKSMRu3MBga6s6tRlmZArl5RcjJL0ZuXjFycotQWFiKkrIKlBbnw7A4HJaKCFhVRsDeJA0GBpqjmKpqDJFS5I3Y/ABcyPFHbpktjNaVwNjobxgZGcLYyAjGxoac7MjIyICHS1uam8LCwhSWFjQ1q52a1s43g7WVGexsLbk42Fnx1NxckkgK7UNVVRVysnM1BF0q+XmqgIl6jI2N4ebuCmcXJxYOBe0mOysHK5b/h/y8Avj6+2DGtdNgbm7W0aslCEIroju/wARBaHPKizKQHbcDWbE7eNqcJ66lfRfYefXnRDh27n14SK0uJW4hMdjcxp2Lc5fRdfOrqypQmHGWo5YLUo/zsEzyH6boX/Iizqb9ErujLnqQogYposm5y1hYOvh34BYJgv4+dKKRBCnhf3GSIxKXGg6NpuRGHiFzGnhfZrf7ugraAyXwdCXf3qCJ3K/nxO9BOgu/6/l7jfrz9POruJBdEEX6ktWDc9AEfkgoNA3ZNVAEL5XqqveUgvqF9ciK3sr2GWSzVJZzElG7TiIKi9gr38F7MBx8hsHRdyhfr+3toVxVVY3MrAKkpOUiNT1PWTLykFr7f1pGHou6JO6WlKrsn2rgZF2GYLd8BLvnoZt7HoJc82FsVAPQ82s114r8UhMcjXPB0ThXnEx0QkmFavvSakvrY2ZmzKKvvZ0V7GuFYEcHK7g42cLZ0QYuzrbKupMNXKg428LK0kxsbIRmoYRcJOCqxFyVuJubk8evqWNoaKgUdF2ceKoqZN1ArwnaT0JcIlb9swbl5RUI690D4yeP4YdQgiDoFyL2CkInF1IoeQhFy5HAW5hxpsnlrJ27s7Dp4DOUb9z0NaEI3ciqEtWg7108T1GWh9ykQ8hN2IecxH0oTD9TK/4W89BNKoSlQ4BS+A0Yy/tJqKe6SlE7reDIL4r0osg7Q0MTGBgaoUpRyoIL7dfqynK22YjZ9yE8w26ES+AEPk/pNTo+LW2DhmiTjyJ5eJJPp3IdLt5GdVUZR31fTRutsR5t2QYvX3dMtHdbCrPOIz1iJUdhkvWKOpSAyz10Djy6z4atR++6NtTPMeKq1gMGLEo1bkMZ9aKxT6sVLC62dxt0XVC9pW3Q5xkYGjdYDwP2P2/URnUlC3cd3QYdH3rv1bRB54Oj33Dum7uNe4MfHpAdAUX9VpRk8XtIsKRiYGTKHrR95vzAEa2Xsy2dUvgNHM+F+k1KlpcZswXJ4etQlkuetTXsla/+PUk+/eSNTw+Kubj15NE3V+ulXFRchriETMRSic/gaVxtiU/KQkVFZfPbYVANd7sS9PYsgq9TIfydCtHVPR+OVspRPg2pqDRCdJYL4gu8kVLsg6wydz4HjFwMMchdGbGriuI1NDRAdXUNKquqUFlZzdOqqhpUVVahsqoaispKlJYpUFpagZLS8tqpZr6Bpigvr0RGZgGXlmJuZlIrAtvAzcUO7m728HR3gIfalOaRWCze5voLX6sFhfWCbpbSiiEnKxuVlWqjZWqxd7CDs4uzhrjr4GgvwqAOc/pkOLas38Yi/ogx12DgkP5yzQuCniJiryB0MujmNDthDzLpZjdqI/vaNoSSGlHEq1OXMXD0HQZTSyd0Vkw4wY8yQkxT/N3LAjllgSdKcmOQcJTKtzA0sYCl8xCYKa6TSDEAMfs+gvPsRTi95lEWXXz63IEDP05C6MR3+SHC1iUBGPPYWZQXZ+DInzdwhJ1KfDG38YSFvR/M7XzQc+rHOL3mMT4nffreiQM/TUbIhEVw9BmKrUsCMfqxMyzeHPn9Oox+9DS/P+H4Mgy86W/EHviUXwuZ8DbOrH2cBXlq4+BPU9B9/FvcZtTq0fD2O8Xei4d+n4Mxj55BRtQGJBz9HgNv/gexBz/l64U+88zaJ2DvMxi+fe/CwZ+novu4N7mNbR91xciHT7DlyaHfZmHMY+F8nSUc+QYDb1mBuIOfoawoHaET38GZdU/C3msA+40e/Hkauo99nYdKb/s4GCMfOsZRrId+ncH7hvyk4w4vxaBbViLu0OcoK0zl/cdtePaHb/97ceiX6Qge8yqc/IZj28fdMHLeEU5cSPPHPE5tbEbyvo8QELIBcYe+4KRLoZPeQ/j6+bD16Au//vfh0C8zEDzmZRa8tn3SHSMfPMRRkAd+noqxj0dw8iH6/EG3rkLc4S9Rlp+I0EnvI3z9AhZv/Abcr2xj9EucEGv7JyEY/sABtkehYz72iXPIjNnK+4HaiD+yFCW5cegx+QOcXvsYJ2KkCEES5NQhodbJfzSy43dh5ENHkRWzDRFbX8Tg21Yj/sjXfP31mLwY4Ruehq1rD8BuKg7/NhtBI57jvmz7p6EYfv9eFgH3/zAOY5+MRFbsdsTs/wiDb1uD+CPfoCQnGj2mLMbZjQth7RIC/4HzcPi3OexbSpGf2z/rgeH37maRdd8PYzHuyQvcB9CDicG3r+Vrvyg7EmFTluDsxmf4IZn/oHk4/Pu1CLzmKY6G3PFZGIbdu5O3ad93ozBufjSy4nYgeu9iDLl9HRKOfsfWMmFTP8LZTc+yHY7/oIf4nA4YtgAugdRGTwy7ZzsqSzOx/bMxGD8/BtlxOxG1530MuWM9Eo59x5Y0YVM/RsSm52DpGIQugx/G4T+uQ8DQJ1mc2/F5Lwy7exuLlHu+uQbjF8Tyvo3a/S6G3LEBiUe/Q0FGOHpO+wQRm56HpWMAugx+BIf/uB4BQx5n79udn/fGkLu2sOi555thtW3sRtSuRRhy50YkHvseBemn0XPap4jY/AKPfugy+FG+xv0HP8p96s4v+vKyJALu+XoIxj8Vh5yEvYjc+SaG3rkJebF/oygqHj2nf4ZzW/4HCztfdBnymLKNQY+wZcfOL/thyO3rWeTdtXQQJjwVzw/mIre/jqF3bUbi8WU8UqPn9M8Rue1VmNt58/VXmHkWvv3vR0VJBl/jJE5SYk86t2ibyI81cvtr3EbS8R+Rl3IUvWZ8gXNbX+J+KWDoEziyfC78Bz4I165T0JkhcdDWvRcXI+cb4Oljhbykg8hJ2MdWUMrEqDXcD+SnHuNS/2ZDWNr5wdIpSOnxT/29jSfMbDxgbuMBEwvHOiGioLAU56NSEBGZjIjIFJy7oKwnpTT2y1VhaFADW3MF7CzL4WxdBlfbUng7VcDHuRLudsVwssiBkUFV8+83sYKNWx84+Q7mfpF8/BNiMuAf7NNmYlxZuYJF35KSchQWlaGgsAR5+SXILyhBXkHtNL+4dlrK9Zy8ImRmFSIrp7BJ0Y7aTEzO5nIxTE2N4e5qB083B9hamSEoyJOFYG8vJ/h4OsLHywnuriT2SQSnLvixkpAbdSEKkVGRteJuNirKGz9QsLG1rrVfqI/UdXR2hImJWIboC9S37Nm5D4f2HWELmWmzpiI4pGtHr5YgCG2IQY0yjEloQE52DubPewZLvnoPjk7a7zsUF5nYZj88tYXOsI1ttZ2VFcXKLNEXNrDQQtE26lA0k4P3kDqBl3x32zKyQ5+OZWl+IosDVLITdqNaUarxuoGhCZz8R8C161S4BE2CmZUzOls/uvjzt+Ds6tbi6M/Yg5+xUETCej0GcOoyWhntGzQRxiaWrR6FGhNxAV26B2ltVG5rtBF7Pg4BIYEdvh6qNioVpciJ24m0iJUcbanyzFYdc0ffa+DefRbcQmbD2NSyxeuREJUKnwAXvY7spX7UN8BVryN7Y8/Fwq+rV5uvB31HkvibEbmOR2n49Ln9stto635Ul3+PknUGPSQtSDuJgvSTyE890WRCs6aohjHKKk1RWGqE/GJDlFQYo7zSCNU1FDVrgKoaA3pGBBOjapgaV8PMuArWFgawsayBjVk5TA1LYFAb+X8p6KED5Rwg0drOsz8/SCMBuuHx1ebfMBStR4JwVnYhi7+Z2QVc+P9sZTRwemY+UtPIziKXo4QvFxJ6KRrYu1b8JRFYKQY7wdvLkadkLaELaPOxbCnlZeXIytL01KVSWqL5e5SwsLCAs2u9oOtUK/Dqu1erPvSjV4NCUYkNazYhMuICLC0tMOuGGfD08kBHog/XXkvoDNsp26i9SGSvIOgpJA6QAJkW8R9HBdJNsDqUmdw5cDxcu07mqDVjM5sOW1ddxsLOhyNEqdCNf27SAWRGbUbK2dWoLMtATbWiTgzGpmfg4DUIbt0pO/cMmFm5oDOg8mgkoUQFD69W1U0samsGXA8avpCj90j8Sz71G3Lid7N4RUm5qJhaOrPo69XzZlg5BTXZBtcMjepu0tV9IptbD0Mj89qHHFfeRmusR1u2oVq+o9eDkiKmnFmO1Ih/G40usHQIhGfYDezFa2HrrfGaduxTzfUw6qA2yGbgctpQHyp/yfVQS6rVkW2QkFp/zrbdelCCNgevgVxUXG4bQvOYWDhwFDaVuujVgiT2yC/OiUJW8llkpZxFdUkCTFCi8V5DVMLSuBKWNoBbK/1MMTF34O9uC3tfWDl1UyaYde4OCwd/nUoo1xTkmepob80lOPDiYg4dh9z8YvYzTqv1M1Z5G9P/sXHpyMkvYXGY7CjUfZBVUcL7D19osm1bG4s6Mdjbsz4qmOtejiwWU3Sh0HIUCgVyam0X1EtRoWYAB2FqZgoPLw8WdA1rDBHcI4jrlla6IcILrRvhvfLvNUhNTmWh+9q5M2Fnbye7WBA6Abr9i0YQBA0ooisnYY8ySi5yPWcfV8fUypXFXSoUMad+0ypcPXTj7+Q/iouZz/1wsMnmSDEqJXmxHBlGYjAVGgpMQ0LdQ6+FW9cpIrY3gMQtj5DZXEry4ln0TTn9Jw/xJzsGsiGgYu89GN69b2XrB11KEthZE0CmRazgZGvKYd31GJvbK493jxt4mLR4RgqCfkJCYfi5JBw4GoWDR+Nw4Egc4hNJ4KUkp/6wMKmEo3UZWy5QkjQXWwV8Pczh6WwKR1sD2FpUwsKMInkporeKC4X20u8Zit4nwZ+mJOCbWDixDRU9IKQp2UKQJZAk4VNC/axKGA7r7tNstBbZQpAATOJuUgqJvDlISs1BEgm+KcopRROrQ5YbZ88nc2kK8jMmwZcjg72c4FsrBPt610+treofcnUmqqqqODGaKkmaUtTNQl5ufqNlSTB3dXfVSJRG0bo2NtZ136M8CsRfvyMLhaYhT+YVy1dx8j1fP2/MuG663kdxC4KgpWIvDT3av3c/Is5GcEbP4SOGw9PLU2OZ3375Henp6RrzQnuEYtJkpZ+mipTkFGzZvAUlJaUYMnQI+vTt3S7bIAjtDUVm5CUfQurZFUg/v7rR0EgTSye4d5vBQ6HtvQdxNJjQ9tB+tvfsx6XrqP9xJCOJvumRa9hPk4Rf8tmkEmH0DEdZe4TOgXPAOI0oPgHs4dh15PMIHL6QI6STT/7KiYBoH5IvJJVzW16ER+i18Op5E2zceolYqCWQFUd65Dp+AEVerHTMVFDUJp3vFMXrEjBeoiQFQQ8pK1Pg0PFo7N5/DgeOXMDh4zGcUK0pLMxN0atHIHqH+aFvT3/0CfND966eMDHRqtuVTgcJiipRtjlI3CXvZKUYXC8C0zSZ6qk5Gl7CFCmsXD6n2ehgBzsr+HirooKdOSJYNfX1coaLsw1HMusqdN+bn1dQL+rWWjHkZOfya+rQdjo5O9YlSVMVitDU5X0gtB0JcYlY9e9atvkI6x2K8ZPHSmI9QehkaM2vp+TkZNx9+71wdXVB95DuOHLkKF7+36t4d/E7mDV7Zt1yv//6O2xtbTFg0IBm2zqw/yDuvv0eDB85HM7OTvj0o8/w4EMP4PH5j7XT1ghC21NakMTDoFPO/IXSvLhGFg2uwVPhHjKbE2Lp+rBEXYeiK2xomKhLdwReswCFmec4wpEEsNL8BPYppczwVFTHzqPH9ZzwS8T5eug8ViXLowRldP5TxC/tQ0pmRomYqJDnIu0/j5A5PFRXaF8qK0rYOobObxLnycpEHVu3XmzD4R4yiyPuBEHQHyqrqnDoWDR27ovAzr0RLPBScrCm6OLrgsH9gzB4QBCG9A9CSLCXDO3XUci2IbSbF5fmIrrJDoKE4ASKEG44TclGfoGmxyxZTFA5FZ7QbDI59gtuEBGsmnq5O8Lc3EQrgjLIakFlu6CK1qWoy8rKxp7J9g52SlFXLVmag5ODCHVCizlz6iw2r9vKDw2Gjx6GQUMHSBCEIHRCtEYBMjE2wRdff46goMC6eR++vwT/e/ZFzJg5XeOp5TUjrsHDjz7UbFvPL3wes6+dhUXvva1cfvg1eOLRJzFj1nR0CejSxlsiCG1HlaKE7RmSz/yJnPg97GOqgoYtugZNYgGFkqxJdKj2ohR+n0fQiOc4KzkLv+dWsXcpWW+knPmTi7mtFzx73MDCmKWD9F3q0HDcgKFPsLcvRYwmn/wN6RfWoaaqAsXZFxC1axEXSjxIwq9bt+kwMRePsrb0CM+O26W0kIna0ChRoaV9F3745B46G9ZOwW22HoIgtL+QdSYiEdv3nGWBlyJ4S0opiV3j6NB+vfxZ3B0yIAiD+wXB3c1eDlcnQZXUjQqdA02RX1CCRIoMTlJGBCcmZSmnyVlsHUFWEup5xSsqKhEdl8GlOdxc7Gq9gh01hGBKIkdRw62dp5z8UVVCLlkvqMTd8vLG14S1jXWd7UKdBYOTI0xMO16gFnQTOp/37tyPg/sO88OB6bOnoFuo/OYShM6K1oi9rm6uXNQh64WioiLk5ubCyal+6NDpk6fx+adfwN3dHcOuGQoPz/oEBGQBERsbh8UfL66bN3nqJP5C3bRxM0f4CoLu2TQcZvGPBMGqCs1EDA4+Q+EZNpc9S43NrDtsPYUri/ilbN9Ugse8ityEfUiNIDuONXycywqSEbP/Iy72XgNZ9HXrPlP8BjX2oSF7H1OhjO9p51cjNfxvvmaIOo/kLf9jqwyyNKEp+TkKmv1MaVkF8vNL2HuRhuSWlJSjtEzB8+tKaf20sqIIDgiHs+EpuBifg7GB5s1sSaUN4op7IL4kDPlJXjA6awSjlbthZLSHH+DSzT/5NhoZGnKElpmZCQ/jNjcz4Wgs5dQUFmp1a0sz2NhYwMbaArbWFjAzM5ZoFUFoZ3LzirFtdzi27DyNzTvOIC0jr9EydG2TFcOoYSEYdU0IhgzoCitL8YoUmsfO1pJLU/7BKnGXEsg1FRmsEokbRpFTNDGVIydimmzT0sIUvt7OdTYVDf2DPdzsm4w2Ly8vR3ZmfbK07Fphl+wDG2JuYQ5vXy8NT12K2qX5gtBaUJT4hjWbcf5sJCwsLTD7+hnw9L54kkZBEPQbrRF7m2L1f2vg5++nIfTSDSIJwHm5eezv++LzL+GdDxbVWT3ERMfytEsXSvSgxNjYGD4+PoiJbvqLnigtKUVpaf0XNLUvCB0JCX0p4X/zUPWSXM1z19zWm4U/ivq0dKg/1wXdtihw8h/JJWT8W8i4sIEF/uy43RzBTeIlFUrs5tp1CvucOvmN5Izx2kJH96OU8d2nzx1cKKlb6tl/kBr+L0pyozWsMigKnpLoUbSvS9BEvRPPechocRkyswqRkZWPzOxCZGYVICOrADFRKSirqmaxhqKoqJC4S8Nn1f0Um8POohwDu2RgcEAGBvpkwcRIMyqqoNQE+6PdsTvSAxEpDqgBJYhJqi2tj4mJUZ3wa2NjXlc3rKmGl48LHB0o+ZAVnGhaW1R1GnYsieAEbaOj+9GmoKHAJ88kYDOJu9tPswcvDctvSFiID/qEeGHG1EG4ZnA32NtJ0kyh9aCHgv6+Llya++7LyimsjQyu9Q5OzkFCchaSaqfZOZoBExSFfu5CCpemoIcWzo70PWIJexszWJobwcyoGmbG1bCxMuFia2UCc1MjmJqZwsPLXSnqOtdH7FpaWcp3TTujjf1oW0IR5f/9swYpSalwdHLAnBtnsR2IIAidG4Oa1h6/0kos/2M5nn/mf/jh5+8xctSIuvlRF6IQ1LV++M+HHyzBd19/j137d7AovPzPv/DMgmcRFR/JIq+KW268FY5OTvjsy0+a/LwVy//Dyr9WN5q/4Jn5sLPTfiGguqoahkb6bdDfObaxDIXJO1CYtBYlGYc0bBoMjMxg7TkWdr4zYOHcT6e9XDvHsWydbVSUpqMwcT3yE9ZCURSv8ZqRuQtsfabA1ncazGyu3OaBsm23BtrYj9JXXHleBAoS16EweSuqyrM1FzAwhpXrYFh5jISF8xCYWWt3FARtD0XdpmYWII0jlpTTtIx85TSzgMXd5jwyLxdDgxoEueajr18m+vllIdA1H4bKBN915Jea40yqN86k+SE214M6K47WpZtkKpSIh0pVdTVqeEr/V9dN6TVFZRVHbZWVV6JC0djDsC0wNjJkwdfe1hIOdpZwrhWCnRyVU7rBV81zdrDSuiRR0o9qF/rWj9IDoz2Ho7DrYCT2HolCdq6mSEbQdTNsQBBGDOqKof0C+VqR81J/0MdjSSNTUjPylSU9DynpebX/5yE5LRcZ2YWoqrr8W2MzU2O4OtvCzdkGrk62XHd1slFOa+e5OFnDrAMsGnTpOOpbP9oex6ywsBB79+xDcXExXFxcMGToYJiamkLb0aXz8mroDNsp26i9/ahWir1rV6/Dk4/Nx9vvvoUb5l5/0WUz0jMwqN8QFoXHjB3N731k3qM4fvooHBwd6pabPnkmeoSF4t0P3mnxE8DXnn8bS756D45Oji1e9/LiLGTFbIFb8PR2HVIfF5nYal+Q2oq+biNdguTbmnKabBr+40RT6th7D4YX2TR0o3PKBvqAvh7LttxG5XlyXGnnEUHnSb7G67Yeffk88ep5EwyNO2aobGv1o21FTXUV8lKOsE1GeuQ6lBc2juSxdu4O54BxcA4Yy9YZhkbtf2NGEXOUoTwmPgMxcemIjc9ETALVMxCXkNlsJvtLQZYHjnZW8HB3gIO9FeztrHjILImdNLW1tVD+b1YEc0UEkH8YFVmHUF2hea4RFvb+HGHuFjwVdp6t+/CJBODyikq+KS9nGwkFSssrUFZWgeKSChQWlrLgXVBUyvXCIqqXadSzMvNRXFaBnNziK95fTWWGd3Wxg5sr3bzbsRekp7s9PD0c4enmAC8PBx7yS3YU7YH0o/pJR/ajyak5WLflBNZuOs7+uwqFZrQ/RcIP7BuACaN7ciGbBrJjUUfOS/1BH48l/5bKK6izXoiPSURpWSlysnPrHj4WliiQX0SlAopqY5RXGqKkvAr5hRXIzi1GelZBo2ujpdjZWvD3iPI7pPa7xJX+t+XvFJ662sHFyZYjmVsDfTyOuv57tLWOWWJ8Elb9swZlZeXo0SsUE6aM1ZlEfp3lvOwM2ynbqL1oV5gKgHVr1mH+4wvw1jtvXFLoJVRadVlthx4QqIxuI99eldhLHjaJiYmcoK05yNuGSkOqq5TRUdVVFYABRSoZcyIaQ0MTHj5dpSjlIcEUgVldWY7Us38jcvtr7A9J4pxH6PWw9x4EI2OzFrdhZGLBokRNdSWLNsp1qIGhkWmzbVBEqHJfXHkbrbEebdkGL193THR7W6iNitIctmhICf8LJTnRGuedmY0nWzR49ZwLM2v3ujaovUuuBwxYoGq8HkoBUGOfVis4kVt7t1FTU62xLZdqgz7PwNC4wXoYoLqyrHEb1ZWk6nV4G3R86L2ttR411QrYuvWEvWc/dB35ArJitnN/kxW7nZcpSD2OsvwkePW+9bK3pbVorh/VFmhbHbwHc+k29jXkp55g4TfjwnqU5sXxMkVZ57jEHfocRqbWyuV9hnKh/d+a4i8Jk5HRqTgXqRxCSiUqNh1xiZmXdSNpY20OLw/KSO4IbxIePRz4BtLVhSKJbOFCUUXOdrxc/IWkRj86S/MTkZu4HzmJW3hamhePhvKogYERi99OAWPgEjiBRfG2skAguyby7qXSGj88y8sVbFuRnVeEnFxVKVZOa+dlZZPlRQF7O9KUoowbosoMfz6q6eG+KpydbFj4JQGYhWB3ez4+Xu4OLLTTa2Q3IQgd3Y/S78bwc0lYs+k4C7zHTyv7wYbn88TRPTF+dE+MGxnG0buCoBN2RkXFnByt3lc3G1lZ2ahsYvSInb2tRqI0KnQfqT5KVAWJwhTpnpqWh9T0XKSk5bGXcCqVDGWdSkPLCIIsk6hciE675DaQBZGLs+YDxnox2IavTScH5ZT8sMWWSHd+j7YG4acjsGntFj4fh48aikHDBso5IAiC9oq9G9ZtwJOPLcAbb7+GG2+6sckoXurQ3D3c6+b9+stvPFSh/4D+/H9IaAj79f7151/o179vbbsbUVhQiImTJlz2OsXs+wjOsxfh9JpH4eg3nL0gD/w4CaET34WDzxBsXRKAMY+dRXlxBo78eQPs3JWfWaUoUQp5Z5bDyNQG/oPmIT/lOFwCx8On75048NNkhExYBEefodi6JBCjHzuDipIsHPn9Oox+9DSLDwnHl2HgTX8j9sCn/FrIhLdxZu3jLDpQGwd/moLu49+Co+8wRK0eDW+/U1CU5uDQ73Mw5tEznBE94ej3GHjzP4g9+CkqijP5M8+sfQL2PoPh2/cuHPx5KrqPe5Pb2PZRV4x8+AQqy/Jw6LdZGPNYODKiNiLhyDcYeMsKxB38DGVF6Qid+A7OrHsS9l4D4NvvHhz8eRq6j30djn7XYNvHwRj50DGOTj306wzeN5nRmxB3eCkG3bKSBZSywlTef9yGZ3/49r8Xh36ZzgmqnPyGY9vH3TBy3hFO/kPzxzxObWxG8r6PEBCyAXGHvmA/29BJ7yF8/XyOaPTrfx8O/TIDwWNe5kRN2z7pjpEPHuLjcODnqRj7eAQyo7fw5w+6dRXiDn+JsvxEhE56H+HrF8DWvTf8BtyvbGP0S+ybuv2TEAx/4AB7fdIxH/vEOWTGbOX9QG3EH1mKktw49Jj8AcI3PMVCkN+AB3D411noOuoF9gTd/mkoht+/j0XMAz9OwKhHTiJ6z/tIOvkLbx+JcHUYGMLGtQfsgh5EftTXfH5ZOnTBlg+7YPj9e1nA2//DOIx9MpIFPkraNfi2NYg/8g2LxT2mLMbZjQth7RIC/4HzcPi3OQga8Qycu4zB9s96YPi9u1lk3ffDWIx78gKyYncgZt+HGHz7WiQc/RZF2ZEIm7IEZzc+w0IOnbOHf78Wgdc8BZeAcdjxWRiG3buTV3Xfd6Mwbn40suJ2IHrvYgy5fR0Sjn7HIlnY1I9wdtOzsHYKhv+gh/icDhi2AC6B1EZPDLtnOypLM7H9szEYPz8G2XE7EbXnfQy5Yz0Sjn2HoswIhE39GBGbnoOlYxC6DH4Yh/+4DgFDn+TrZ8fnvTDs7m0s3O355hqMXxCL7PhdiNr9LobcsQGJR79DQUY4ek77BBGbnoelYwC6DH4Eh/+4HgFDHodL0ATs/Lw3hty1hYW7Pd8Mq21jN6J2LcKQOzci8dj3KEg/jZ7TPkXE5hfYF7nL4Ef5Gvcf/ChcgyZi5xd9eVlDIzPs+XoIxj8Vh5yEvYjc+SaG3rkJebF/oygqHj2nf8YPfyzsfNFlyGPKNgY9Ateuk7Dzy34Ycvt6Fnl3LR2ECU/FIydxHyK3v46hd21G4vFlLOL2nP45zm15EeZ23rwNx/+9A/4DH0K/63/Bto+7w7v3bdxn0PlIDxyy4/fwQydqI+n4j8hLOYpeM75gv19zG08EDH0CR5bPhf/ABzk6szNCkagknFOha558sSMP/ovqwqPISdyPmqoKTpKXFbOVC2FkYsmCJwnAth59YOvWC6aW9Z7yzVFcUs6CytnzSTgflVon7JKfYEugyNsAf1d08VMWP29nFnZVAi9ZEbSUKkURcuL3Ij/tBArSTnC0OPWnTUGWFtR/OAeMgaP/SJ31NqZIW3c3ey4tToqZX1In/PI0g+pK2wzl/HykpStfbzhAioRjKuRxeimBvi47vFdthngvShTkCA83h0YRk4LQGpA3995DkSzurt18HPGJWY2W6RrojukT+mLaxL4Y2DdQzkVB66M4NQTdWlG3vKy80bLW1lZw8vasS5SmKK1EWL+Qyxr2Tg8k+UGqky169fBtdjl60EgWSyrxV/WdkkFTte8S+l5pyjM/J6+Yy6UeMBKUxJQsiEj4dXbUFIINFJXoFppR9z8VsmCh7RB0D/rNsW/XARzYe4ijeKfNnoLuocEdvVqCIGghWmPjEHE2AjOnzmY/3omTNUXZW2+/Fa6uLkhMSMR9d9+PoKAgePt4I/xMOI4dPY5X33wFN869oW75/fsO4J477sXwkcPh7OyMVStX4YGH7scT8x9v8frkZOdg/rxnsPjzt+Ds6tbiyE2qU2RU8uk/OBEQiY31GMDR9xoeZu0UMJZvnFsrgjQm4gK6dA/S6kjWq20j9nwcAkICO3w9LrcN8totSD2G5NO/I/382kbD7+08+8Or580s/hmb2yMhKhU+AS5Xvh46ENlLUXe+Aa56Hdkbey4Wfl292m09qCevKi+AiYV9h0X2NteP6tqwucqKEuQm7OUHEblJB1CYcVbDP7thskR6WEQPe6ydg1EKd0QmAacjUnAyPAGnziYgKia9kSDYlPjXvasnggM96oTdwNqpo/3lR9LRcS/NjeOHOMXZkSjKikRh+mkU8yiCptfF1MoFjj7DaiOZh8DKKVhno0Taa0iZQlFZdzOfnKqM7EpOy+G66gafyuUO+aXs7xQBrBKCfbxrp2olPSFdhgZ2AlqjH6VRBJt3nMHazcewadtpjlBXh67zIf2DWNydOqEP90NXigzn1B+07VhWlFcgOysHWZlZGuJucbH6vZYSc3MzOLs4a0TrUt3Cgn5Pa9c20u8DuibTM/KbEYRrp+zJX9BkcsTLhfz0KVFpQ2HY0aE2oal9fVJTsn3iqQ4LxLr6e7QhNFp549otOBd+HhYWFph1w3R4eXtCF9GGa6896AzbKduovWhNZC91WA8/9tBFl/Hx9cGqdf9hx/adiIuNw/U3XocPP/mQhWB1hg4bgq07N2Pzpi3s1/PLHz+jb78+V7ReqiG7JJSoIAGlrm6iiqgyqKtTlCyVygmLeIgweWySAEw32DkJe7gYm9rAPWQWPHveBDuPfrU31PVtkACjEmHUhw03tx6GRuZX3UZT26JNbaiW7+j1aGkbFMGcevYf9uItzolCY5uG6+EZdiOsHAM1Xmvbbamv0/uNOqgNiqq8nDbUPWgvuR6GxlrRBgmp9eds268HXf6GFvZX1IagibGpJUeAUyEUpbnITTrE/TiVwoxw1NQoxbuygiQu9HBPRWWVAewLLBFUZQV7T3OE2logu8gMWUUWqDJ0gIe3HwID/dC9qxcLvFQ83R1aLKySmK8oy+ORHGQHU1aQwutQWrsuZMtQkhfP0cnNYwArp66w8+gDe88BLPBaOgbqrLjbUVDSNpX42hw0Iikrh4b8KgVhlRicnELZ4SlbfBb/r34DT1FeFHFJZe9FhvhSVnqKBqaoYF9vZ/j7OMPXh6YuPKxX6LzQ+bZ28wmO3iX/3YbWJGSTMnZEKAu8k8f14eHhgqANkKBFHrpKQTerLlq3IL+w0bImJiZw93TTEHRJ5LWystSZ7zNaTxZX7a0REux10WVV3yc8giSnENk5yin9T7YRqrr6a009bCRvYtUoFFxo+XqS4KsSgZWCsFWD/5Xz3F3t+beN0HqUlJTiv79XIyUplS1Grp07E/YOLRuxJAhC50RrxF7/Lv6Y/9STl1zOzMwMkyZPvORynl6euPPuO9CRGJtasecqFRperfRnXc5DZisrCnkoPxUrxyB49pzL/r7mNvUWFYLuQVGsmRc2IvnMnxwVqG7TQNG5NGSezgdH3+FtGlEpCELrYWLhAAuPkTiX5YejJYNwLPo80uOOw9YoCYEuBQh0zYePYzGMDJURs8ZGNfB2KObSLAaGMCm2g/E5WyTE2iLZmB7YGcHASBkFTw9Eqisr2EaGorApKpumLPKW5TUbndv0RxnD0iGA7VmqjP3h33MUW1C0ZxLRzgxFQikzstuid5hfk8uQ0EvejwlJ2UhKyeYpCcGqOll+kB1IU0N8j51q7LNKUJQWWX74+TjXTl3g70vCsDN8vZxhbt7+yQeFK6eiQinYkGhLUXkU/V1WpoCJiRHbLFBCQxrKTVGClODw7seXYs+B8xptUBQfRe5OGtMLY0aEwtbGsq4NomEbJAjTuUkPH8gOhSLZaZACJY5qbj3KyhX8/qtpozXWoy3bUAnnHb0ebd0GcTVtkNZKD8QatmFWm3iM6mUlJchIy0R6WiYK8vN5mpubByNDA1RWVcOAAh2MDFBdYwAXFye4ujnD2s4OHh6uLO6aWVjA0sKM14NETerXaD2o3pL1IPGU6qptUW+jqW0hawbat+ptkAhK533DNmi/kKja2m3Qd4mdjQW6BXlcsg1KzHri6HlY2tkiv7AUael57FVPPvYUSaz0rS9mOwn6PsnNK2JP4aag46763kFs+kX7K7K32Lf+tcveH0LT0MOPFcv/Q15uPnx8vTHzumkwbxClLgiC0BDpVdsJ8vwk/9QRDx5C/7nL4RF6be3QfHDU54Wdb2HXV/1x7O/bkBqxkocRC7oBRdllx+3CmfXzsfOzXji1eh6ya5NmEeTxSd7A5NdLvqnk5StCryBoL3Tzd+ZcIr77ZTseXvg9Bk14EZ49HsHUue/ipUV/YcW6U9h31ggbTvvh82098cKKMVh88EHsLFiALIf5sAh6AC7druVRG+R7S8JuI2qqoSjL5WRoZK+Ql3yYLSNy4ncjO3YHsmK28SgQml+Qfor9sEvyYvk9TQm9JBSTpYSD9xB49Lgegdc8jV6zvmGf7XHzY3DNvTvRe9ZSOHa9jUeeiNCrXdBNLlk2DBsUjBtnD8XTj07HJ4vuxL8/LsCRrW8hLeJLxJ/8FHvXvYrfv3kM775yM+68fhhmTRmAfr38WdhtCEVsHT0Zi3/XHMaSr9bjyf/9hNm3f4h+Y16Ac/ADCBowH+PnvIV7n1iK197/Bz/+sQvb95xFbHwGCx2CdvHuJ6t4eu8TX/OxIoZPexUHjihHDrkEP1ibQDAVPa5ZiGkTlDkkSPh58sEpuP3G4ZgzfSC+eP8e/LPmEJavPMivj5j+GvYfUYb2uXabx0JOZHQaQoct5HmrNx7DnDs/5PoHn6/Fc2/8zvX753+DH35X+viPnPEa9h2O5PqgGW9y8qoLMekIGfo0z1uz6Rhm36FsY/EX6/Ds68o2HljwLb7/TdnGqJmvs5cw4R7yEDKzCzlhZfchT/E8ilCeedtirn/45To889pvXH/wqW/x7S/buT561hvYc1ApcHuEPszD36PjMtBtsLKNdVtOYMatH3CdromFryrbmPf0d/jmZ2UbY2a/gd0HznHds8fDPHQ+Jj4D3QYt4Hnrt57Afc8s4/pHSzfg6Vd+5fpDC7/D1z9t4/rYOW9i135lG15hj7CoFpuQieCByjY2bD2J6Te/z/WPl27AUy//wnX6vln6o9Ijfty1b2LXvgiue/d8hEU6ivTvOmA+z9u47RSm3fQe1z/9ZiMWvKRs45FnfsDSZco2Jlz3NnbuVbbh0/NRpKbn8ZBgdDgAAEwjSURBVMOjoAHK4JpN209h6k3vcv2zbzdhwYs/c/3RZ3/AV8u2cH3i9W9jx16yMgJ8ez3GtjSJyTkI7K9sY/OO05gyV9nG599txvwXf+L6Y88tw1e16zHphkVYs+EQoi/EwKfnI/jlp5X4+MPv4dvzESz7+md89OlyzHvud1w4H4X1uy5g44F0dO0WhIPnylAIZ9z1wO1YcyAPnl17Yeqsybhh3o8wt7ZHUWkVuvR9gj9j664zmHzjO1z/8octePz5H7n+xAs/4ovvN3N9ytx3sGXnaa7T+5JScpCeVQi/3o/xvG27w3ldCVp32gaC+k7aNmUb7/I2EwH9nuB9QfuE9g2xfU847zNlG1t4XxK0X2gfE7TPad8TtB/pmNCxoWNE0P6mY0fQsaRjStAxpmNN0LGnc4Cgc4LODTpH6Fwh6NwZf+1bLACv2XIK73+2BoP6BWLzztMcATz/oan8/UDfIX8vexKx8ZlY9cvTOLr1bRbEY459zH1FYBdX/PHtY7hh5mD07uGLBQ9NZZsXitq9ZnA3WFiYwt7Osu6BkYrTZ5We9XQt0fVA0DVG1xpB1x5dPwRdk3RtCk2TlJCM33/8k4XeHr1CcN3Ns0XoFQRBtzx7O6O3j6K8AOnnViH59J/ITzmi8RolAnIJmsSiMImDl8oAL14p7Qsn8Ek5hqTT/yDzwhpOOKaOoZkrjN0nocZ5PKpNPPkJtqKyqlnfRvWhZpmpWXDxcIaxsSFMjI34CTg9+VbWjWBqYsxPwGk+1WlqaWHKQ3Z1xUtLztfOga54pFG0D930rFt/GOfiMnDwSBTyCkqavVbpJmdg3wD0792FkxeFBHvyNXox/9yKonS2dikrSuMkmIqyAlSWq6YFHMGr9OJWsB93TXU1DI1N2XqDbHqUdTOYmNvBxMKJo42pmFo4wMzGA2bW7hqWHZ352uss29lwG4uKy1g0iE/MRHyS0gIiLjETCVRPyGr2nG4KiuqjBHL1UcFKawilRYRzuyWQ6wzHsaX96LufLIK7h0uLIzfpfCDBP8DPtV0jSM+djkG3sC46Gcna0jaiI+IRHNalw9ejrdtIikmBu697i9uoqFCgqKgEBfl5SEvJQHZ2DvJycpGWmoXqKmWbispqjtQlLK2s4enpCgcnB9g5OMDLyw02tjYwMjJucXSw+npcKiq3qTaoj/Hw99CpyN7LbSMqIg6+gd5tuh50bKm/oX6HHjrRsgP6BGhNZK+u/B5t+N139nQEe/RSEMI1o4Zi8LCBOmNPcik6y/d7Z9hO2UbtRWtsHDojlKDNu/dtXIqzL9TaPPyD8qJUTuyWFrGCi4m5A9y6TYd7yGxOmkPDe4Urh3545BeWIC+vBPkFJcjLL+abYMq+3vD/oqIyFJeWo6SknIfQ2hhlIMwtGgN9E+BupzlEu6TCCAei3bE70gOnk5xQXUMCsDJ6pb2gH2eWlkrhl4a18dTSDFZUtzKDrY0F7G0tYW9nBTueqora/7b0hF66BkF/oagzEnT3H47E/sMXcOx0XCM/SxWUJKt/nwAM7BPA0749/WBjXe+13BJIhDW39eIiCG2FtZU5Qrt5cWkK+k4j4VclAMclZNX9T8Kwuk0E3ZCTdQSVPdC0AiBIMPHxrPcJ9vN1gZ+3k9IqwscFri62enNDqi3Qw17ltP77Wd2Kg77/CdrvVKfi4lTvw6v+vd7SNggSYFQiTEvaIDGQ3n81bbTGerRlG6rlO3o9OrINGp1CEYfqidKysrJRVlqGhpB/rpOLZ52vLidOc3aEqVl9HoGmuNR6qNevdFsoSOJy2iBRu6XrQQKmVrRhpAwQaev1cHG25dKlbs7ltyEooQcqe3ftx4E9h2BkZIRpsyaje49usnsEQbgsRNHREihRTtdR/0PQyOeRm3hAKfSeX1MbAZaLpJM/c6HEXm7B0+AaPAUOXoPEDqD2C7GgsJSH62VSyaZpoXKqXq+dkk9VywPaa9DFuRBDAtMwtEc6vB01BV5FlQGOxrliV6QHjsW5oKKqY3146ck8FRqidTWQSEzDgsnfj24WXZxr6862dVMXet1J+br8UBO0GRrauGt/BHYfOM/i7rkLKU0uR5EpPUN9MHRAMIYO7MqFEqcJgj6gfLDny16KDaHvRHoIwlHBicro4LjEejGYpuXl9Q9EKFKLhrZTaQoS/CgKWN0z2Le2TlP6/hAxWBC0n4qKCmRn5dQLurWluKixJ72ZuRm8fDzh7KxKlKacWlpe3gNSQejsCQoPHz6CxIREtmuYff0Mvq4EQRAuFxF7tQyK2iU/RSrdx7+F7NidSI1YgYyoDahWlKK8MAUJR7/hYmLpBNegSXDtOhXVVf7Q1yjcjMx8pKTn4vjRC6jcd74uoznNS03LQ3JqDkpKL5Z1vuVwpllbC/TyL8FA/xSEusbBzqxAY5maGgMUGnZDsflQVNoOQ9dgR/ScaQIzUxOOduJiTNYLZLlgBGOeKm0YaF7DG9yGwnNiTCq8u3gok4Aoau0fKipRoahS/q8gOwj6v5ITttCwOYrIon3AU4pCVotGrivF5SigiObaqGX1zO8NUb2Hor1aAmWF93B3gIebPYtj7jR1c+C6ah4Jw5J8QWgP6MHP7v3n2DORRN4L0WlNLkfRKwP7BWDowGAMG9gVbjZmCOvbVQ6S0Omg7yV6kEelf++ARq/TEFLyLq2LCiYhmG0iyC4iE4kpOTxEVwUNA46MSuXS3LWnFH+V0cGqBHKq/2k92kIMpu9bhUKBkuJSlJSU1E1Li0s403lJcQm6hXZDUHDjfSAI+i4w5ebk1om5VNJS0vmaaIixiTHcPdzqBF1VsbK2koc4gnAVlJaU4r9/1iA5MQUOjvaYc+MsngqCIFwJIvZqMeTV6BI0gQslbMuM2oi0c/8hO24nqivLoCjJRvKp37gYGluh6MIEuASOh1OXUTC1dIYuQDeHJNwq/QWVQ0nrbiSTsjhhwcVEyYtBkUU0lJQjU9WiU0l0dHSwrrUtsGLbAhuLKtTkH0Nxyi5kx21HRXFmo+RHDr7DlFHVXSfDzNoNbUVlUQl8vJzQltANL4m5ZFtB3lr5+aVsX6H6n6KfKcqLIqWzcgovGRWtys4bfi6p2c8kodfd1Q7eno5wtLVEaIgPfLwoykt5c09Tsp4QhMuFsklT1vld+85h574IREQmN7mck6M1J8AaNlAZuUvJRtSHapLnlCAIjaGhzvQQj8qQAY0fiND3NCUp4u/yBPWoYOWUHsqSNYQKGoFyPiqFS1OQDz1HADtYoXt3H7XI4MZicFVVFd8gq8Ta+qlSzC1VE3VpSqLWxXBwdBCxV9Bb6MENJXrKysxSi9bNYaG34e87fgikJuY6uTjz1M5ebFoEobWha/DfP//j69PZ2Rk33n4dLCyUydwFQRCuBBF7dQRjU0t4hM7hUllRjOzY7UiPXIes6C2orChEdWUx0s6t5AIYwNa9N5wDxsK5yxjYefTtULsHiiKNjktDdGw6Z0VWvwGkTLiXK+aSOEtRpOSlSRGjquLmYldnL0BTsiJoLjKIftAWZZ3njPdZp7YgPfkwJ0VSx8DIFE5+I+HWbRpcAifA1LJtBdj2hPYL+TtSoSQ8lyPOkwisFIALOBlDemY+D5MnYV4VbU03/er+jwQdZxL2qRDrtyuzGatDQryvlxOLwHRTT1Pygwzwd+Op2EUIBD2U2HswkqN2KXr39NnEJh9CONhZ4Zoh3TBqWAhGDuuO0GAviToShDaAHubRQ0oqwwc39hWk0SiqB7ucMK72N0B8UnaTYjCNVCG7lXOUzf3QhUbt0agZRzsz2FmbwtbKGPY2pnCwMeUpFUvzxqNoyPfQ0soSllYWsLRUTi1oammhnF87tbW1kXNE0HnoO7GwoFAjUpdKThb97tZMFkzXir2DXZ3tAtkwUD0/uwgB3f06bBsEobNA/tcU0Uue16E9Q9CtazcRegVBuGpE7NVBjE2tOGEbleqqCuTE70H0kb9RmrkXFcXkn1eDgrQTXGL2fQhjc3s4+l4DR5+hcPAZCmuX7q2e5I2EPRJzo1jQTUdUjFLcjYpLZ0GwpTQc2kkJYEjUJXG3pqwMA4eEsoh7JT96S3KikZOwFzkJ+5CbuA8VJY0tCii7vXOXsXAOGAfnwHGcRE+oh5IrkKhOBZfIE0A+yiwAp5EAnFsnBiclZ/P5kZaZj/yCUo330LlC5dipuEbt0c2Ij5cjAvzcEODvikB/V3Txc+U6ZRuXqGD9hbI7k9furn0RHLl74ky8hjCkghIQXjMoGCNJ3B3aHWEhPmIdIgjaQE0NHGxNYebnAG8XM/QJdkBJiXddJG5BQVHtg8I8pGUWIrewHHmFFXWloEgB9SuebI3Sskq4NIWFuQk83e3h4+nI9hD0wNDPz03pGezjDCcHa3nwI+gF/Pu2uKQ+UVqWKmFaDvvtNsTG1qZBtK4THJ0cm0zMW5jb9PUlCELrcfbMOWxcs5mj7oeNHIIh1wxC/IXmR0oKgiC0FBF79cDqgSJ4iyq7wq+rFwozziIrdhuyY7Yjj6JVa6o4yVtG5FouhIm5A+y9B7H4a+c1ADauPWBkbN6iH5TpGfmIoGib2kJDMEnUJSGvJVD2VeVwTGXW7rrkLbVJW1ydmx8aRkOsWyr0VlWWoTAjHPkpR5Gfchy5SQdQXtS0b6eNW0+4BIxncdfOvY8kvWslSHij0i3Io8lj6R/swxGalO2do7w48ztFfCmn9L/6gwI6/xI4CiwbO/aebdQmeQPTDX2AnwsC/d0QHOSB4EAPFoLVs/4K2k9JaTkOHonCzv3nsHt/BI6ejNPwA1VB/QHZMZCwSwJvnzA/jWzPgiC0DRezTuD5DTxxKxUXt05Q4edphZAg59pIW0tUKarg5ukKYxNTFJZWIievDFm5JSwIp6Tn1X4nUGSw5hD00jIFouMyuQDnm+w7VF7Bvj5O9Z7B3vVisCBoGxT1l5WlmSiNCs1vCF1D7p5ucHJWE3adHTmJmiAIHQ99Z+3fcxD7dx/kkSdTZ01CSI/uHb1agiDoEaKA6BEUrWvrFsYlYMjjUJQXICd+N7JitiM3cT9KcmN4OUVZLvv/UuH3GRrD2rk7Wz/YefRh8TO/whmRsTlKUTeyXtyl5F6XgsQWGnIf1MUdgV3cEBTghiB/N66TXyt5/7UmVYoSFGVFoigzggXevNRjKEw/g5pqRZPLW9j5wtF3uDIRnt/wNvXfFS4O+SZToQjM5iLGKSFQTFwGYuKUNiCxtRng6SZf/eaeHjhQ2XvwfKPhxST4Bge6s/irEoG7BrrD0V5u6NsDSiSonFbC0NCA+4iyMgUnLKTjQ/6d5LFNx7O8ohK3Pvg5Nu9obPNBywzuH4QRQ7th9DWh6NHNG5aWZnVt0JQiI6gNGiVA1iEkEpP9Bw0jp9OFhP/m1oOSStE6qNbjStpouC3a1gYtT3T0erR1G8TVtEHPHCnSrWEbZrUPjtTboKSZ5ubt3wad61RvaRvl5Qret+pt0MNVOu9p3xQXlyI/vxA1VZUcaVtcVAxFRQXyCwpRWlKGivIy5OcXo6KslCMGFZXVMDIyAO3tyqoamBjT9VeDqmplnab0fW9rawVTO3NYWtMDQGsYm5rB2sYSNjbWMDQyhr29DaysLGFgZAwba0uNbYmKiINvoPclt4XWgUaOUDLGtIx8xJFvcEImklJzWAymiGH17wv6biFv76b8ven3y5m972usB50ntG0XWw9BaC0UFQpkZ+fUR+vWTosKixota2ZmCk9vj1pB17lO1CWxVxAE7YS84zet24qIM+dgbmGOWddPh7ePV0evliAIeob8OtVjyIKAEor1mPwBht+/FyMfOo6eM76Ed587YOUUXLccedUWZpxB8qlfcXbjQhz8aTLCfxuApI2zkXfkGSjivoVZ0U64WSbDwaoMBrWDKcleYczwUNx/x1i8+8rN+GfZkzi56x1knv8KJ3a+g7+XPcnz7799LMaM6MFRNFcq9NbUVKOyNBO5SQeRcmY5ona/hxMr7sGer4dh65IgHPx5CsI3LEDCse9QkHpcQ+i1dAiER48b0GPKRxjx4CGMePAgekxZDI8e14nQq+VQ9BUJejMm9cMTD07BJ4vuxOrfFiJ87/vIilyKY9vfxt8/KM+zB+8ahwmje7K9g/qNN92wX4hJw9rNJ7Dkq/V46OnvMW7OW/Dt9Ri69HsCE69fhEefXYZPv9mIjdtOsjDQlP+rcOW8+8kqnt77xNf48Y9dXB8+7VUcOBLFdZfgBzkx4PmoVPS4ZiFbMRAkRF0zuBuGD+mGGZP7IfnM55xkzdnRlpNEjZ3zFvYfUfp5unabx0kCI6PTEDpsIc9bvfEY5tz5Idc/+Hwtnnvjd67fP/8b/PD7Tq6PnPEa9h2O5PqgGW+yJ/WFmHSEDH2a563ZdAyz71C2sfiLdXj2dWUbDyz4Ft//pmxj1MzXsfeQsg33kIeQmV3IljbdhzzF89ZuPo6Zty3m+odfrsMzr/3G9Qef+hbf/rKd66NnvYE9tQ8qPEIfRkZWAT/c6DZY2ca6LScw49YPuE7n8cJXlW3Me/o7fPOzso0xs9/A7gPkcgp49ngYGZkF/GCk26AFPG/91hO475llXP9o6QY8/cqvXH9o4Xf4+qdtXB875032QSa8wh7h0RyxCZkIHqhsY8PWk5h+8/tc/3jpBjz18i9cf3jh91j641auj7v2TbbcILx7PsKe3hS933XAfJ63cdspTLvpPa7TdbfgJWUbjzzzA5YuU7Yx4bq3sXOvsg2fno/ygxx6wBM04Emet2n7KUy96V2uf/btJix48WeuP/rsD/hq2RauT7z+7bpRAHS9k6VMYnIOAvsr26AHClPmKtv4/LvNmP/iT1x/7Lll+Kp2PSbdsAjb94Rz3a+3sg3ymg/o9wTP27KT2niH6198vxlPvPAj1x9//kd8+YNyPSbf+A627jrDdf8+j9d5l1OdoNdoGYLeQ+8lqC1qk6DPoM8iuvR9gtchPauQ14nYtjuc15WgdadtIMHo4YXfYtGSfxF9IQajpr+Cz778Bzu27IJvr0ew9Mvf8cmS7+EZ+hA+evczLFy4GGNmvoY/f/kbL73xE5588ReOOlr0yQb8/Nd+zg7+0Y+HcT6hgKMFF/98Fk5uXvAL6or3fgzHhClj4dYlFCv2ZOGeeXfCzDkY5zPM8cCj9+JItAJJeWaYPGMi3vlqD3KKTdCjZwgm3PgRyhSGKC6tgn9f5T6lc2f8tW9x/ff/DvG5RdC59snXyofUdA7SuUjQuUlirqW5GW5+4DPcedNIjvSPjEnF5n9e4O+O62YOxKld72LyuN6YObkfnnl8BnvEd+vqwb9l1CFfYYKuJboeCLrG6Foj6Nqj64ega5KuTUG40gj5zIwsRISfx54d+7Dyr9X49otl+OSDL/DrD3/w0O6jB48hLiaeo3fd3F35uhk5djiunTsLDzx6Dx5ZMA8333EjJkwZh74DesPHz1uEXkHQYmj0y9+/r2Ch18HRHrfcOVeEXkEQ2gSDGlE1miQnOwfz5z2DJV+9x15W2o5qWHxzUFTQuQvJOB2RiDMRSTgTkYjYmCg4mqYgyLUAQa75CHTNh5O1ZlKtJjEwgZmNJ6wc/GBm5cKJy0wsnWBq4cR1YzNbGJlYwNDYgqdGxhYcsYOaao42oin5CldXK1BVUcwJ56oqilClKIairAAVJZmoKM5EebFqmo7S/ERUVzYeptYQsqiw9egDO49+sPfsx8npyIdXl7jUsdQH2nobKfKKBKrI6FRERqUqp7WloU9wU1DiupBgT4QEeyG0mxdPqZBVRHM2I53xOLa0H333k0Vw93BpceQmiZRRsWno18sfDvbW7RZBeu50DLqFddHJSNaWthEdEY/gsC4dvh5t3UZSTArcfd31KrKXnpVSRG1Odj4qK8uREJ0MUwtTVFUqUFhUhMICsksoR2FBMYpLSoDqalRWVYNibykCl+qGBga8f9Sjcg2NTWBnawVzCwuYmpnD3s4aZubmXOzsKBLXlCNv7exs2ObI1NSkyejghtvSkmjYS7XR0sjeq10PshTKzC5AYlI2qlGDcSPCtCayV99+j+oDl7uNFIWfn5evYb1A0bq5OXn8mjoUFOHo5KBMlKZWbO1sW31k3KWQY6kfdIbjqCv9KF3zK5b/x1OK5J153TRYWFp0ymPWGbaxs2ynbKP2IjYOegbdyFJWaxJ0lcKuUtwl4YRuXBqSABecSHDhm78uvi7o190GvQMq4edcAkeLHJgoklCae4GtEuo/RIHygnguHYWhsTmsHIM42Zy1cwhsXEN4SpYMLRXjBP2FbsjJK5j9gidpXh8kJJ5XE4Ep6pem6rYQlBDs8PEYLurY21oqhd9aAVglBJPXtHCx46H00VX3TiYBRQWJMwRdu1RX+XirUE8c09I2CBJgVCJMS9ogMZDefzVttMZ6tGUbquU7ej10uQ31+tW0QecbReup+92qe92Wqv9fUtqkL2dTkPefNXnesu+tRbNTi9qpsfGV/RS81P5Q989W3x8krre4DSOjuvdecRstWA+VpRDZT6m43DYEgX5DFBYUqiVLU1ox5GRlN+k7b+9gV2+9UCvqUqQfXcOCIOgXSYnJ+O/vNfxdHhLWHROnjrvi719BEISWID2MDkPRJeSje+JMHPbsPYv41DyERyRe0lfX0d4KYaE+COvug7AQb56SeKV+w9TQQoGSm1F0LZUyniahtCAJFSVZUJRko6I0m+0gWgUDQ5haOiujhjly2IV9dkvKrOHTvS8s7PxgZu3KHsWCcFmnloEB3FztuFBSr4ZJwaJi0tnD8ez5JJw9T36OKewZrIKuLbINUFkHqKDhwMroX0+EBnujZ6gPrOVeTRA6HQqFQk2wrU9cpkxaVvt/SSlKa+sNo/qagyJ/2IfT0hIWVhY8rSitgKevByxr/1dNTc1M5aGnILQxdD2rR+oqxd1sVJRXNFrWxta61ku3PlLX0dkRJibysEAQOgMR4eewcc0Wtm4ZNmIIhgwfJN/TgiC0OSL26gg0hDP8fCJOnI7H8dPxOHkmHuHnk+qS7TQFRaRQIiqVoEsCFCXCupyh6ASJquY2nlwcvAc3G81QWZ6PipJstmaoqixFlaIU1TStKEFNTRU1RK3xH9UNDE1gZGoJY1NrGJlY8dTYzJqtGGioaFNDBBy89XsYhNBxWFqYoVcPXy7qUJTv+aiUWvE3uW5KnpsqsrILsXv/OS7qULS8xoOVEB+e195DMQVBuDI4CRoLtJpRt+rTUrX/SextCaamprC1s4GFmkjbXBQuJW9pqs/oDMPmBKGjKSsrZ8sFEnJVom5GWibKyxvbnllYWLBnrkrQdaoVeM3NzTpk3QVB6Fjo/vjA3kPYt+sAR+xPmTkJoWGawSaCIAhthYi9WgiJS6fPJuLEGaWoS1MSl5qyYVDhYGeJPj39WUwK664Ulbp39Wy3IYYkHpuY23MRBH2C/Hv79w7gok5efgn7YKuLwGcjk5GZVVC3DPkGU1m94Zhm0rnu3lx6hvry9Up1GkIsCELbwp69ZeWaEbcXEXJbap1AYiwJszQEu6FNQiP7BEtLDcsHQRA6HnpQk1Nru6BeigqLGi1LQ689vDw0PHWp0DUuCIJAVFZWYvP6bTh7OoIf2s66bjq8fb1k5wiC0G7I3UYHQ4LRyfB6UZfKhei0Ou/QpvB0d0CfMD/0DvPjaZ+efqgoKEKXbpoRiYIgtB32dpYYMqArF3UysgoQfi4Ju3adQkpWEc6cS2Q7CFUUfnFJOQ4di+aiDnnUsvDLD2yUkfgBfq5tmvhHEPQBSmpW2sA2ITk+FXEJsWp+uFdgnWDR2DpB3TKBrBWUdUuYiXWCIOgENIyakiOpkqQpRd0s5OXmN1qWvJpd3V01BF2K1s1OzZXf3IIgNEtpaRlW/bMGSQnJ7M197dxZcHDUrYThgiDoPiL2tiMkAp0Kj2crBlXULkX9XQx/HxelqNtTKezSEHM3F7tGy8UVFrfhmguC0FIoWZvr8FB0cbWpG2JNYtSFmHQWfslX+8y5JI7eT0mrt4KIT8zisnbzibp55KNNSeB6hviwCMxWLN19WGgWBP23Tmgs1DYVfauoaJl1gompCWxsbRp53DYVhUtCrtitCIJu9yP5eQX1om6WcpqTndvogQ9d6/RgR5UkTVXs7O2a7Ady0vLacUsEQdAl6GHSiuX/8dTLx5Mjeuk3hSAIQnsjYm8bQFG5qel5taJuXF3UrrrHZ1M2CEEBbspI3dqo3d49/OBgb9UWqygIQjtCQ7ZJtKWCWUPq5mfnFnEU8BkSgGsL2UGUlSvFq9KyChw9GctFHV9vJ/QiC4haAZjqFBks4pSgtdYJ5RW1wq2mx23DKYm8paWll2ed4KC0TlBG2ioF25LCUvgGeNf9T69JMiRB0M/+hawW6pKk1SVLy+Fh1A2hKDsWddWSpTk4ObCfpiAIwtWQnJiClX+vZguokB7dMHHaeLZ9EQRB6Aik97kEFRVVtdNKGBoa8JAuSpZmYmLEw6tJjDE3M1HezFZU4r1PV2PZb7uQmV3v29kQel+3II9aCwZ/hAR7oX9vf/YGpTYomo/8eSsrq+qiAsnVwdTUuNn1IHGI1kG1HuptkG9vS9pouC3a1oZqGHxHr0dbt0FcTRuUB4/ExYZtmJkqL3f1NhSKKpibt38bHLlXVtHiNsrLFbxv1dugByR03jdsg/ZLdXVNx7dRVcXvvVgblhamGD44GCOGdKtrg5Y9H5WKyOhUnD6bgDMRSTgbmYSEpOy6PoTqVNZsOl43z8baHP16dcGa3xfyul/OtgjCFVsnqEXfNorCVZu21DqBfO0cnRwbR9/WTuvtFC5uncDJy4IkeZkg6BPUl6iEXLJeUIm79DCpIdY21nW2C3UWDE6OHOEvCILQ2kSEn8fGNZvZKmbo8MEYOmLwZSVEFwRBaG3kLv8SvPvJKp7e+8TX+PGPXVwfPu1VHDgSxXWX4AeRm1/M4kyPaxaiuqpaQ+glIcXZyQZ33TyKrRjmz5uKtIgvWdC646aRePieCZh56wdQVFYjMjoNocMW8vtWbzyGOXd+yPUPPl+L5974nev3z/8GP/y+k+sjZ7yGfYcjuT5oxpscJUhDxUOGPs3z1mw6htl3KNtY/MU6PPu6so0HFnyL739TtjFq5uvYe0jZhnvIQ8jMLkRUbDq6D3mK563dfBwzb1vM9Q+/XIdnXvuN6w8+9S2+/WU710fPegN7Dp7nukfow2xXER2XgW6DlW2s23ICM279gOtLvlqPha8q25j39Hf45mdlG2Nmv4HdB85x3bPHw8jILEBMfAa6DVrA89ZvPYH7nlnG9Y+WbsDTr/zK9YcWfoevf9rG9bFz3sSu/co2vMIeQXpGPttkBA9UtrFh60lMv/l9rn+8dAOeevkXrj+88Hss/XEr18dd+yZ27YvgunfPR5CWnsdD67sOmM/zNm47hWk3vcf1T7/ZiAUvKdt45JkfsHSZso0J172NnXuVbfj0fJSjvEmYCxrwJM/btP0Upt70Ltc/+3YTFrz4M9cfffYHfLVsC9cnXv82duw9y3XfXo/xcP/E5BwE9le2sXnHaUyZq2zj8+82Y/6LP3H9seeW4ava9Zh0wyJs3xPOdb/eyjaSUnIQ0O8JnrdlJ7XxDte/+H4znnjhR64//vyP+PIH5XpMvvEdbN11huv+fR7n6HQqVCfoNVqGoPfQewlqi9ok6DPos4gufZ/gdUjPKuR1IrbtDud1JWjdaRuIJ//3E2+bso13eZsJWn/aF7Q9tG8I2k7aZ8o2tvC+JGi/0D4maJ/TvidoP9IxoWNDx4ig/U3HjqBjSceUoGNMx5qgY0/nAEHnBJ0bdI7QuULQuTP+2re4/vt/h/jcIuhc++RrZRt0DtK5SNC5GZeQxecqnbMEXY/znv4W180YBFcXO9jZWeDsvg9w6w3X4K6bR+K9V2+Bi7Mt+/mamdU/ryssKsOu/RH8w5KuJboeCLrG6Foj6Nqj64ega5KuTUEgSIwtLipGZkYW4mMT+Kbl2KHj2LNjHzat28qRKr/9uBzffbkMn37wJT55/3N88/kP+PWHP7Bi+Sq+wdm9fS+OHjyGs2fOIS4mHhnpmZwMzcbWGh6e7gjo2gVhvXtg0LABGD1+JKbOmoTrb56DO+67BfMevw/zn3sMj8x/EHc/eDvm3nY9Zlw7FeMmjeEbpt79eqFr9yB4+3jB0cmBs9vLTZQg6Cfl5eVISUrFqeNnsG3TTvz16z/48qOv8eXH3+Cv3/7Ftk07+DVaxsDQED6+3ujTvxfGTx6Dubdfz/3Ig4/di+tumo3R40YgrFco3D3cROgVBKHVoWCcA3sOYd1/G7g+ZcZEDBs5RH6jCILQ4RjUXCwTWCcmJzsH8+c9g3c/WQR3D5cWR24ePBqF/9YdRc8QbwzoG4hAf1eOomvrCNJzp2PQLayLTkaytrSN6Ih4BId16fD1aOs2kmJS4O7rrteRvRR15+HvodeRvVERcfAN9G7T9aBz4nREIs5HpXAEsJOjNT9Qutxtaet+dMlX73G0prbD0aC1Psu6Dp0bFWSd0MAmISUhFaYWpo3sFC7LOqEJj9uGU4taL9yOiqLTp2PZHLKNnQN97kfpO5+2rz5RmrIUFhQ2Wpb6kjo/Xef6iF3qc9r7wU9nuPY6y3bKNnYO2qofpSjezeu2Ivx0BI9MIn9eb1+vq25Xzkv9QY6lfhCno9+HYuNwCUxNlR5eJJSoIAFFBYkzBP3QpProa0K5NN1Wy9ogSIBRiTAkzFyqDRID6f1X00ZrrEdbtqFavqPXQ5fbUK93ZBskGF1OGyRqt3Q9SMDUijaMjOre25br0benPxfMqZt12W0IugH5TzZnk9BwSt63dBPScusEhzq7BBZqG9koKMVbM4moFQThMqG+KC8nT0PQzc7KRl5uPj+YUoe8c13cXDQSpVGh5IoSzS8IgrZAvryr/lmLxIQk9gKfc+Ms/i0lCIKgLYjYKwiCIAgdZJ1ANwvNirZ1ScuU04qKxr6UTUGJyKxtrDQ9bjnq1gLFBaUcca4ScC0szCUxkSAIrZcsragYUZExyK711KWSk53byLebhFsHRwcNQZeidUk0kWSjgiBoM3m5efj3z1XIzcmFl7cnZl4/nX9nCYIgaBMi9gqCIAhCa1knVFRo2CaohNqGdgpso1DSMusEEkVImLWzt9WwS7BoZJ9waesEHobURfeGIQmCoH2irrr9AtezslGpUCbTVYf6LvVEaVRI6JUs9YIg6BrJSSn47681bH/VvUc3TJo2XvoyQRC0EmN9HS722SefY9XK1XyjPWToEDz/0nNwcXHp6FUTBEEQ9MQ6gcTahiJui60TzM1Y7Ghsl1Bvm6AScyUZmSAIHQX1cxqCbq2oS8kXG2JtbQVLR0f4+HnVibtOzo4wNa23LBIEQdBVzp2NxIbVm/i33pDhgzBshCRiEwRBe9FLsfe9Re/jn7/+wUefLoGTsxNeffl13HXbPVi1bqUMVxWEThJ1pFl4Jqprqrmumq+cV6PxP00poVmjeQ3+p6qyPZpX3ybNo//TUjNQbVhZ1179+2oL/al9jqrNmto21dezydLwvaiBr58P/Lr4dvTu1w3rhCaE2/SUDJw8dbJWuFW+RknOWgJFqFmR0NGMeFtnpyDWCYIgaCHU12Vn5SBLzX6BxN3i4pJGy9IDKG+fekFXZcFAtjC6msREEAShOeh39qF9h7Fn5362mZk8YyJ69AyRHSYIglajd2JvUVERfvh+GV5741UMHzmc533w4XsYMXQUtm/dgfETx3X0KgpaSIvEtCZLc+KcpqjY8vZqkJ6SCUVNeYM2m2iviTYbipdNC5rKdtSFz4YiZ50wiaaFyuoGomf9OjbYD+rrh/p5ZWXlMN1tcon9epHtvtR+6KTQD9DOJvaqWyc0FWnLdgnqom5pWYvOEbZOsLSAnZ1tE3YJarYJtSLuxawTBEEQtGm0AnnoKgXdrLpo3YL8wib9v9093TQEXWcXZ1hZWUqyNEEQOgUUxbt5/VaEn4rgB10zr5sOHz/vjl4tQRCEzif2njx+kqMTho+4pm6ej68P/P39cPjQ4TYXe+kLoaJCUStAVZOupim6XUKcaxhFqCHOcXsNoghr28tIyURFVVkTQlxT4twlxLQWipItFj6biEC8EiGVhgya7jLRjLpE85GYFxclNbdZ0A5IYGtUDNXqMIAhTY2Mauc1856LFWoP6vMAA0NDjfaoYmhgqPE/Tfmza0vDear/Ve0U5hXDzsm2fh3RYFsuq6ivY+3/3F79OqqS3egD1I82l7RMKdxeuXWCvYN946jbWvG2IKcQAd38Wcw1tzAXMUMQBJ2FfjPm5uRp+OpSocRCDX/3GBkZwcXVWU3QVYq6tnY20g8KgtBpoZFgq/5di8T4JE4eOefGWXB00o/f2oIg6D96J/amp2fwlH6kqkP/Z9S+1hQUEUZG6yrox/CVkJqchj9/+fuK3itcHg3FsGYFulqRTF2MM6wV3VgyU5tXv4yqfU0xreUCYkNhr+XtFeQWwt7J7ooFP+V+0Hxvw3n1+0Z9nrK9+v1V32ZTgqZhI4Gz4T6k1ppYZwMDJEQl8zDPhtuoT3TGoayt1Y/GxyZgxfJVl1zO2NgIVtb1EbYWDTxv1SNxSdAlQeNSx4z8JQVBEHS9H42MuIC1/23QmEffs/TASz1RGom7Do72/N0vCIKgD7RWP3ru7HkWej29PTDr+hn8e1IQBEFX0DuxVxWt0PBHq5GxsdJLsxk2rNmElX+tbjQ/MSYVBdnFLf78vLw8ODk5aQiQShFQvd74tTohTX3ZWrFMvd7cchSqytustlz9smptaPxfKxbWiXbK/zUET6UCWBeZePHl1ETNBu9TFw+VAqvaOjYQbtX/V69TNLChUa0QqdoXeki1RzVvZ/t8mOa/dPVUKePR2/RjSZRPikmFPlNdVc3ioS7QWqJ0a/WjhfnFcHF1gbmZGcxUxVxVN+cpRemSeHvRfqASKMkv4wLk6tUxu1I6wzZ2lu2UbdQutK0fVZRVwd3DHXa2trClYmcLGxubRg+9CnOKubQWcl7qD3Is9QNdOo7a1o/aWTugX7++8PXzRUZSFtoLXTpmV0pn2MbOsp2yjdrbj+qd2OvopIzKysnOgYenR918+j80tHkj9cnTJ2LUuBEaTwBfe/5t+AR41LXZMnzQZ1BPtDedIYqwM2xjZ9lO2Ub9pDX70d4Dw9DeyHmpP8ix1A86w3Fsu34U6Nk/FO1NZzhmnWEbO8t2yjbqJ63Zj3bp1v65MOS81B/kWOoHcTr6fah3Ym+v3j05wvXw4SOYOWsGz8vKykJ0VDQefeKRZt9HQ3ypCIIgCFeG9KOCIAhXh/SjgiAI0o8KgiBcLXpn0EUWCjNnz8AnSz5FSnIKJ/B567W34e7uhkmTJnb06gmCIAiCIAiCIAiCIAiCILQJeif2Em8uegMhod0x6pox6B3aF9HR0fjh5+85u7ogCIIgCIIgCIIgCIIgCII+onc2DoS1tTU+/eITKBQKVFZWwsJC7BkEQRAEQRAEQRAEQRAEQdBv9FLsVWFiYsJFEARBEARBEARBEARBEARB39FLGwdBEARBEARBEARBEARBEITOhoi9giAIgiAIgiAIgiAIgiAIeoCIvYIgCIIgCIIgCIIgCIIgCHqAiL2CIAiCIAiCIAiCIAiCIAh6gIi9giAIgiAIgiAIgiAIgiAIeoCIvYIgCIIgCIIgCIIgCIIgCHqAiL2CIAiCIAiCIAiCIAiCIAh6gIi9giAIgiAIgiAIgiAIgiAIeoCIvYIgCIIgCIIgCIIgCIIgCHqAiL2CIAiCIAiCIAiCIAiCIAh6gIi9giAIgiAIgiAIgiAIgiAIeoBxR6+AtlJVVcXTvNw86AL5+QXIyc6BPtMZtrGzbKdso/ZhZ28HIyOjVm1T+lHtozNce51lO2UbtQ/pR+W81Cekj9EPdO04Sj+qe8fsSugM29hZtlO2UXv7URF7m6GwoJCnrz3/dnseF0EQhA5hyVfvwdHJsVXblH5UEITOhPSjgiAI0o8KgiBow+9Rg5qampoOXRMtpaKiAkkJSbCxtYWRkXa7XVD0MYnSryx6AfYO9tBHOsM2dpbtlG3sPJEU0o9qF53h2uss2ynbqJ1IPyrXnr4gfYx+oIvHUfpR3TtmneG8vBI6w3bKNmonEtl7CUxNTREQFABdgjqR1o7M0zY6wzZ2lu2UbdR/pB/VTjrDtddZtlO2Uf+RflQ76QzXXmfZTtlG/Uf6Ue2kM1x7nWU7ZRu1E+0OWRUEQRAEQRAEQRAEQRAEQRBahIi9giAIgiAIgiAIgiAIgiAIeoCIvXqAhYUFZt8wg6f6SmfYxs6ynbKNgjYi56X+IMdSP+gMx1Hf6AzHrDNsY2fZTtlGQRuR81J/kGOpH1jo8PehJGgTBEEQBEEQBEEQBEEQBEHQAySyVxAEQRAEQRAEQRAEQRAEQQ8QsVcQBEEQBEEQBEEQBEEQBEEPELFXEARBEARBEARBEARBEARBDxCxVxAEQRAEQRAEQRAEQRAEQQ8QsVePiYmOQc/uvRAc0B36RE1NDTas34hbbrwVvXv0xfAhI/HSCy8jLzcPusruXbsxffJMhAT1wNiR4/H38n+gT1RUVOC3X37HrOlz+JwcO2IcPl7yCc/XV776YikCfbvimaee7ehVEa6C8+fOo0dwT/QM6a13/ej6tetx8w3KfnTE0FF45cVXkZ+XD11l545dmDpxOvej40ZNwL9/r4A+UV5ejp+X/YyZU2cp+9GR4/H5J5+jsrIS+gptH/Wjzz/zv45eFeEqOBsegdCuYegb1l+v9mN1dTVW/7cGc6+/Gb1C+2DksNF4/ZU3UFBQAF1l6+atmDx+KvejE8ZM4u3TJ8rKyvHjDz/V9aP0XfHl51/pdT/64ftLuB999eXXO3pVhKvg1MlT6B4YiiH9h+ldP/rfylW48dq5df3om6+9haKiIugqmzZuxuTxU7gfnTh2MtatWQd9orS0FN998z1rF9SP0nfFN199y8dSX3lv0fvcj9K5qUuI2Kun0E3how89jgEDB6Cqsgr6xLmIc1jxzwo8+sSj2LV3B775fimOHjmGefc/DF0Vk+69835MnjIJew7uwiOPPYznFj6PLZu2Ql/YvHELzpw+g9feeBV7D+3B2++9jV9++hVvvf429JHjx07w9nUN7oqqKv394tN3ykrL8NjDT2DgYP3rR8PPhGPVytV4fP5j3I8u/fYrHDxwEI/MexS6Kibdf/cDmDFrOvejDz78ABYueAbbt+2AvrBuzXpERl7Am4ve4H70jbdew3ff/MA/QPWRo4eP4s8//kJQ10BUV+vX9deZKCkpweOPPIFBQwaisqpS777rN27YhAVPz8fufTvx+VefYtfO3Zj/2ALoIidPnMSD9z2E62+8jvvRu++9C08+Nh/79uyDvrBm1RoOhnnrnTe5H33tjVew9Iuvsfj9D6GP7Nu7H6v/Ww0/fz9UV0k/qquQ8PnEI09i0JBBetePHj1ylB8yPf3sU9i9fxc++/ITbNu6HQueeBq6yLGjx/HwA49g7s1zuR+9/c7b+F7i4IFD0BdW/vsfkpOS8c4Hi7gf/d/LL+CTjz/FJx99Cn1kz649HGjo6+uDKh3rRw1qKLxH0DsoQqusrAx9+/XF/557EdEJF6DPbNuyDffceR8OHT8IV1cX6BLPP/MCThw/ifWb19bNoy+JrKwsLP/3T+grFElBTwGPnT4CfYIieuhJ5zvvvY2PP/oU3t7eWPyRfoox+g49dDE1NUVgUCDeffs9nL1wBvoMRSI8cM+DfE06OjpClyBhlx4Erl6/qm7eA/fOQ2FBIX7/61foKx99+DH+/G059h/ZC32CIsynT5mJ9z98Dx+8+4HyGvzgnY5eLeEKeHr+QtjY2MDbx5vP19MRJ/V6P1IkLInbp8+dhLW1NXQJWu+U5BT8vfKvunl33nY3DAyAZT//AH1l8XsfYsW/K7HnwC7oEzk5OZgxeSY+/fJTvPLiK3xP+Ppbr3X0aglXeG16ennC1tYW33/7A46c0B/hsClW/ruSxd7wyNOwsLCALvHIg48iKzsbf/79e9282266Hebm5vh22TfQV95+YxG2btmGrTs3Q5/IysrCzCmz8OU3X+C5hS9gyNDBeOX1l6ErSGSvHrJ50xbs2rELL7/2EjoLubl5MDQ0hJWVJXSNI4ePYuiwIRrzhg0fhhMnTurc06PLgWw3rKytoG/QcGOK0qZjKOgua1at5WvzhRefR2chLzcXRkZGOvfDWhUFOnTYUI151wwfhuPHjuv1sDJ97UefXfgcps+cxj+qBd2FhuaePnUaz77wbKfqR01MTWBmZgZ96Udp9Jw+k5ubC2s960cpluupJ57GDTfdgH79+3b06ghXwfI/liMmOhZPLdTNEQNXel9PwRYmJibQNY4cafq+XvpR3exHFzzxNG657Rb07qObdn4i9uoZqSmpHCn64ScfwspKv364NEd+fgFHi0ybMVUntzkjIwNOzk4a85ycHFFRXoH8fN31z7wY0VEx+PnHXzD3phuhT5AvMQ0PpKFIgu6SmJDIoyM++mwJzC3M0Rkg0fDjJZ9i5qwZOin2ZmRkNupHKTqZRrgUFuqu79ulLID++O1PvetHyZc4KTGZh8YLukt8XDxef/kNfPTpEpib657weaURQJ99+gWuvW6OTooUzfWjNEKCvG71EbIAWv7nX7hRz/rR777+ju+PHntCN62ZBCVRUdF45633+PeoLvYpV9oPffHZl7juhmthbGwMXSOT+lGnxvf19FBJX73ByU+arB30rR9d+uXXKC0pwUOPzoOuontXUCeDIiJmT7/2osuQp9aLryiTlzzx6JO4487b0bdfH+gStI20rc1BERJNDaEmT80H7n0QlpYWeHPRm9AXDAyVz2H00WUlIz0D99x5L0ds6XLn2ZSATd6Zf634k59GC9rDkcNHMPe6my+6zLyHH8TC557ma468tR546H6EhfWALjFjyky+cW0OSyvLJodQU6KF++95gIdav/62/gzxpNEejB72ozTUmqyLRo8dhXsfuAf6woXIC1j8/hL889/fnebGVlc4sP8gbp1720WXeeTxh1mkp2j6xx5+nL/jQ0JDoEtQMp3oqOhmX3dwdGhyCDV5at531wNwc3PFS6++CH1Bn/vRpKRk3HfXfZgwYTzfS+kL4WfO4vNPv8R/a1fwaB1BeyBP77tvv/h39oKnn8Qjjz/CwuCj8x7D/KefRFBQIHQJSiBLD/yaw8XFBQeONvYCLyws5GuSLCtU2oY+oM/39XSc77v7AUyfMQ233n4L9IXTp07j6y+/wX/rVup0Pypir5bTs1dPnI9p/uZd44cYgEMHD/MwgY+XfFLXqdCPbsoeSJ2mtv6Y+ee/vy7aARqQYVgTQu99d9+PnOwc9mS0s7OFLuLs7MzboE52VjYLhnZ2dtC3p7U33XALJ4og7xtd7jybeqqZl5fHWaxVkA3HIYND7D1FN4d0kyi0P5SosqX9aHl5BU4cP8Ff8qrEV+r96Btvv45bbru4cNxRrFyz4rL7URJ677njPvaa/v2v31jw1UWcnZ0a96PZWTAzN4ONrW5u08VG8Nx8460ICemOT7/4ROM3gK5D/vXUj04cO0mjH6XfNX8v/wfHzxxlz0Kh/Rk8ZFCL+1HqV06dPM2i06I332nUjy567y2tjQCi/AmX248WFxfjrtvuhkKhwG9//qKTo8wu9nvUxsZa70a5JCcn4+YbbkFYr54cNdnUcdVVyL6I+tExI8Zp9KNnTofj159/4+AZXbQZ0QdGjBx+yX5UdW9Ev8soF8GrL73GpWE/+uHHH2DWnFnQRjZv33jZ/Sg9MLvz1ru5/tOvP+rkKDOCRkeQX3bDftTO3k7vHmInxCdwPzpo8CB8oGf5aY4dPc7R2KOvGaPRj9I1+dOynxEZe04ndAxJ0KZnNBwesPyPv/DSCy/zFwudkPryY4aGk91/9/1ITU1joZeeEOoqzzz1LEfjrdlQn1jokXmPIT0tTSNJhq6TmZmJm2+4FR6eHvjm+6/1blgn/ahp6LF8y9zbOEHbe4vf0cmhSJ2Vhv0oWY68/84HOBVxQr/60dIyjrLPzs7Gb8t/bTTsTJcgT63o6Gj8t2ZF3bx59z/Evm/qSTJ0nbTUNNx0/c2csIwemOnbKIKm+lHa3oDAALz97lvSj+pwP7rsu2WctPT46aN61Y+S0EuRekVFxSz02jvYQ1eh3570W235P3/UzaNtq6quxk+/LoM+jYygwINu3bvhi6Wf6Z0A01Q/OmfGtejTtw8nFpLfo7rbjy79Yil++P5HHDiyT6/6UZXQW1FRjl9+/5mFUV2FfnsW5Bfw72oVt99yJ0yMjfH9T99Bnyzv6PdZn3598fFnS/SuX6lpoh+dMWUWBg8djBdffkFntld/wkEEhk489aKKsqC6vnwhlJeX48H75iEtLV3nhV7irnvuYu/Fb5d+y192lBhq04ZNuO+Be6EvkJh0y4238bAcfRR6Cbq+Gl5/NE81X9AdOkM/yg/M7nlAL4Re4p777kL46XDOUk396Kr/VmPLpq161Y+SBc4tN96KoK5Bein0NtePqs8XdIdG34d62I/yyIg770NxcYnOC73EPffdjWNHjuGXn37lfvSfv/7lYef33n+PXj0wo5ER3UO666XQS0g/qj90hn60pKSEHyopFBX45Y9fdFroJai/PHjgEH7/9Q/uR8kTfN+efXrVj5IFDj0w01eh96L9aO31pyvozpoKQi3Hj53Azu07WYAZ0n+Yxn6hSFhd8ysO7RGCr775AoveepeLu7sbP3mfPHUy9IW1q9eyFyMlL+sRHKbx2ulzJ2Fpadlh6yYInZGjh49g96493I8O6quZNXjlmn/ZQkiXCOsZhi++/hzvvv0e3nztLR5BQJYbEyaOh77w34pViImJRXx8AkKCNP2kdWU4mSDoE/v37sfB/Qe5H+3fe2AjO4jgbsHQJfoP6IdPPv+IR7K8/L9X4OXthXc/eAejRo+EvrDi35XsMZmUmITugaEar0UnXOiw9RKEzsqe3Xtx+NAR7kf79eyv8dqmbRsRGBQAXWLgoIGcmHTxe4vxv+dehLePNz5Y8j6uGXEN9IW/l/+N5KRkfnjWLWDDJXMsCR2H2DjoOSpvH326CWwqrF6FLj1p6Ux01mNG20xPBvXJU7MzIv2ooA1IPyr9qC4j/aigDUg/Kv2oLiP9qKANkLZEpSF0z6tPmpM+3NeL2CsIgiAIgiAIgiAIgiAIgqAH6I4sLQiCIAiCIAiCIAiCIAiCIDSLiL2CIAiCIAiCIAiCIAiCIAh6gIi9giAIgiAIgiAIgiAIgiAIeoCIvYIgCIIgCIIgCIIgCIIgCHqAiL2CIAiCIAiCIAiCIAiCIAh6gIi9giAIgiAIgiAIgiAIgiAIeoCIvYIgCIIgCIIgCIIgCIIgCHqAiL2CIAiCIAiCIAiCIAiCIAh6gIi9gtCOPPbw4/jw/SXtus9/+elXzL3+5nb9TEEQhLbikQcfxcdLPmnXHfzjDz/h1rm3tetnCoIgtBX33XU/vvpiabvu4K+/+gZ3335Pu36mIAhCW0H92bdLv23XHfzFZ1/ivrsfaNfPFHQXEXsFoZ04dPAQdmzbgXvvb98fujfMvR4JcQlYu3pdu36uIAhCa7N/3wHs2rUbd997V7vu3Lk3z8WFC1HYsH5ju36uIAhCa7Nj+04cO3oct9/Zvg+wbrvjVpw8cQrbt+1o188VBEFobbZu3orTp07j1jtubdede8ddt+PIoSPYvWt3u36uoJuI2CsI7cTSL77GtBnTYGdv16773MzMDNffeB2+/urrdv1cQRCE1oYi0WbOmgFbW9t23bnm5ma47oZr8fWX37Tr5wqCILQ2X32+FLOvnQUrK6t23bmWlpb8udKPCoKgD79Hr73+WlhYWLTr51pbW2PWnJnSjwotQsReQWghlZWVuPG6m3DT9bdwXcWLz7+E4UNGIjs7u9n3ZmZmciTDtBlTNeZ/9OHHmDx+Cn775XdMnzwTfXr0w8yps7B3994ml6MvlmmTZqBXaB/MmDITB/Yf5Ei362ffwPPGjhyPlf+ubPT59LkUTXH+3Hk53oIgdBgKhYL7K7JEqKqqqpv//DMvYOSw0cjNyW32velp6di1Yxc/NFNn8Xsfcr9IljU0pX501rTZ2Ld3f6Plpk6cjs8//YKn1GdSf3v40GHs27MP181S9qPjRk3Aqv9WN/p8+txjR48hKiq6VfaFIAjClVBWVs593F23343q6uq6+QueeBpjR4xDfn5Bs+9NTEjEgf0HGvWjb7+xCHNmXIcfvlvG/SP1o7OnX8v9Y8PlaD5Z6UyZMI37TPr/+LET2LljF7fRM6Q3JoyZhA3rNjT6fPrc/fv283oIgiB0FGWlZXzvfe+d96GmpqZu/hOPPsm/AwsLC5t9b1xsHA4fOtLovv71V97g37jfffM994/Uj14783ocPXy00XL0m3PJ4o8wefxU7kep7zx54iTrBdSnUj86cexkbNywqdHn0+fu2b0XKckprbIvBP1FxF5BaCHGxsZY8slinIs4h/ff+YDnkbD6+69/4P0P34OTk1Oz7z24/xBP+/brqzG/UlGJcxHnsW3rdnz82UfYsnMTevfpjXn3P4ScnJxGy504fgJfLP0Mm7ZugIOjI+6/5wG8/L9XsPC5hdi5ZztuvOkGPPXkQsREx2h8Trfu3WBja8NfDIIgCB2FiYkJlnzyIc6cCWfxlfjnr3/x159/44Ml78HB0aHZ95JAYWhoiD59e2vMV1QqEH4mnIe0ffrFx9yP9gjrwf1ofl6+xnJnw8/i7Jmz+OqbL7Bxy3qOEL73rvvx6suv47n/PcP96LXXz8GCx59CfFy8xueEhHTniIqGD+MEQRDae6QB9aNHDh3Fpx9/xvN+/fk3rFm1Bos/Xgw7u+ZHPpDQampqip69who9iDt+7DiOHjnGvzM379iIrsFBePDeh1BUVKSxHP0WjY2JxdfffYUNm9fBzNyMhedFby7Ci6/8D7v27sDU6VPw+KNPIjk5WeNz6HNp+b179rX6fhEEQWgp5hbm+OizJRw49cWnX/C8n5b9hPXrNvD9vo2NTbPvpWACc3Nz/q2pDgWDHTl8lEVb+p25aftG+Pv74cH75qGkpERjuaNHjiIxIQnfLvsG6zathbGxEe689W68+/Z7ePm1l7gfnTR5Ih5/5AmkpaZpfE6v3r3597T0o8KlELFXEC4DLy8vLPn0Q3yz9FuOsn3h2RexYOF8DB025KLvi46OhoODAwsFDTE1M8XHny1BYFAAnJ2d8fSzT6OwsAinTp7WWI5+HH/48WL4+fvB3cMd9z1wLwoLCvHUwvkYPGQQiyQPPvQA/4g/dFAzEsPAwADe3t6IuiARaYIgdCw+vj5YvOQD7kOXfvk1j45Y+NzTGDR40EXfFx0VAydnJx4K3BAaRvfRp0sQEKjqR59CQX4B+6k1XO6Dj96Hr58vPDw92EOdlqPPHzhoIPejDz0yD4ZGho36USMjI3h6eSLqQlQr7QlBEIQrg/q69xa/g0+WfMqJz1575XW88NLz6NuvzyX7UTd3N/6t2BAKClj80fvw7+IPFxcXLHh6PgceRJyN0FjO1s4W737wDvfl1Cfefc+d/GDthZdeQP8B/bgfffTxRzhQgcRjdehz3d3dpR8VBKHDCQoKxKL338aHH3zE/eibr72Nl155Eb1697ro+6KjouHh4c6BYA2xt7fHB0ve5/t1V1cXzF84H1lZ2Ry01XC5d95/G97eXlzuvPtO5OXl4eVXX0S//n25H33k8UdQUV7Bo8oaPvBzcXVBVJT8HhUuTuMzVBCEizJm7Gg88ND9eOetdzF67Cg8/OhDl9xjJCZY2zQWegkvT08N3zSKyCBRIS9Xczizp4eHhshhX+v9GxgUqCHq2tnZIbfBe1U/4gvy66PcBEEQOorxE8ex0LrozXcwfsI4PDDv/ku+p6CgoMkHZoSXt5eGb5qjoyNPc3PzLrqcnb09TwMDA+rmUfQwRfzmNXgvQZEe+dKPCoKgBUydPpWj0shaYeq0Kbjrnjuvqh/19fXlPA8qaARZU/2oj4+PxnJ1/WhQfT9KUWdW1laNfssS0o8KgqAtUB6IA/sOcD86Y9b0FiWu5H60mft6P39fjYdpjrUj1hr2hf9v7+5i2qrDOI4/zI3NG3czrwcmREGNMEAp0LKQ6SRe7MXFa40ajY7BeJG5xcw5t2QLbsO3xKmTl2kkM0a3AXNbljhYFr0wyMREBC4cDBhs3tDQFhPM81+KpZz2lAk9lHw/CRcczmkPJfzOv//+z/OsDdvP6n29TurqmDU8g4M5qvMLQDSs7AXmSOujdXV2mQmBW2O3JBAI2B6jE63ekNvgQiUts/43DCkfFHU/q+2htYeCvONesxoDAJym9Xq7uq6ZHB0dGzO3BtvRga3X67X8mT6OlSmZimk/q+3hxyqvdzzuzeEAwIrm5m/Xuu/k6OjojH4Sd5ejSZbbw8eUkfZblmQ1Hp29n46HyVEAi4G+j+/u/t3k6M2bozP6SUTN0XHrHE2yyEGrHI20X8zv671echS2mOwF5uho7TFTb/LUt80yNDQs+99+N6bb7W7f/jviAHuh6UVicGBQUh9IdeT5ASBU7eE79c81Rwf+GjArKmLJUf2AbWJiwrkcHbxBjgJYFPTOCK0trjn6Z0/vdD8JuxwdHh6O6QO2haAT0jp2ZjwKYDE48M5B8x5Zc1RL1gT7SdjlqOZYLB+wLdQE9cjICDkKW0z2AnOgnYa1k/vh9w5Jdm62vP9RnWnQ9v13p6Mel+fKMxMFnb90OvJ69/X1mzpA+QUuR54fAIIuXbwkn3x83NTt1Rw99uERaaxvkpYzrVFfpDzXE2Zg/WtnlyMvZs8fPaZOOjkKwGnnWs9J/YkG00dCc/RIXa3pJ3Hh/MWox2mPCa0BqSuCnaBNMn0+HzkKwHFnT7fIycYvpe6DoyZHtdau9pPQcWo0rnyXWXgQXs88XjS/NccZj8IOk71AjIZuDMnO0gp54cXn5emSjWabhmx5RZnsfmOP9PZGbn6mBdrdRW5pbWlz5PVuO9smD6U/KI88OrP7MgDEk3ZmryirkpdfecnU7VVuj1tKy7dLTdUu0+E9Em2oVlCYL20O5ajmd8bDGZKeke7I8wOA0tW81ZU1pgmap8htthVvKDb9JCrLq+T69YGIL5Q2DcrJzXY0R7PWZZmVcQDglP6+ftlV/abs2FkqBe4Cs+2pjU+afhI6TtXxaiRanzwzK9O59/UtbZL7eI5pNgxEkzRlVQQEwCxaw2dy8h9ZuTLZNEIL5fP5Zfnyeyy7cgZ1XO6Q117dLld+aje1fpSuUtMawOFdkf1+v2luEawjabWf/uv6/YFZ56PH6nlok7fgscWeDbKjvFS2Pfcsf1kAizZHV6z4L7si3V1R9nq5XPm5fbqxZaQc1cdLTp6fHNVbntcXFkt1TaVs3rp5nl4NALj7HNXmPaGCeWaXo+d/uCC7a/ZIx9XLsureVf87R/X7QGBy1vmE56h+73YVyb79e6XkmRL+9AASNkd1wnXvW/uk/eqP0w0r45GjvgmfFLo8cvDQATM5DUTDyl4gRhqyGsDhExRKt0eb6FWFnkLJzc2Rz45/Pr1Njwm/ICi9aIQ2DLLaT8/D6nz02NCL06nmb2T16vtk67YtMf6mAOBMjkYbWKui9R7JXPeYnPj0C9sc1cebrxz9+qtmWXP/Gtm0ZVOMvykALGyOhgvmmV2O6gRBWlqaNDY0zUuO6s+tzic8R5saTkpKagoTvQASPkf1A6uUlLWmDEQ8c7ShvtHkNxO9iAUre4E4f4qoX1YXgoWiK9L0wmU3GQ0AicCpHNWBuN3gHwASgWaoriTTu8jihRwFsJSQo1jsmOwFAAAAAAAAgCWAMg4AAAAAAAAAsAQw2QsAAAAAAAAASwCTvQAAAAAAAAAgie9f9kQCKbO9p5IAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1430x418 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "F_TH = DE / L                          # threshold field eℰL = ΔE, in V/nm\n",
    "print(f\"threshold field ΔE/(eL) = {F_TH * 1e9:.3g} V/m = {F_TH * 1e9 / 1e6:.1f} MV/m\")\n",
    "\n",
    "mults = (0.1, 1.0, 2.0, 10.0)\n",
    "fig, axs = plt.subplots(1, 4, figsize=(13, 3.8), sharey=True)\n",
    "for ax, k in zip(axs, mults):\n",
    "    F = k * F_TH\n",
    "    _, _, e, psi = box(field=F)\n",
    "    ax.plot(x, 1e3 * F * (x + L / 2), color=style.CONTEXT, lw=1.2)\n",
    "    for n, c in zip((0, 1), style.sweep(2)[::-1]):\n",
    "        ax.axhline(1e3 * e[n], color=c, lw=0.7, ls=\":\")\n",
    "        ax.plot(x, 1e3 * e[n] + 120 * psi[:, n] / np.abs(psi[:, n]).max(), color=c,\n",
    "                label=f\"ψ{n + 1}, {1e3 * e[n]:.0f} meV\")\n",
    "    ax.set(xlabel=\"x (nm)\", title=f\"ℰ = {k:g} × threshold\\n({F * 1e3:.3g} mV/nm)\", ylim=(-130, 1900))\n",
    "    ax.legend(fontsize=8, loc=\"upper left\", frameon=False)\n",
    "axs[0].set_ylabel(\"energy (meV)\")\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "d94308db",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:31.003278Z",
     "iopub.status.busy": "2026-10-24T21:46:31.003185Z",
     "iopub.status.idle": "2026-10-24T21:46:31.023800Z",
     "shell.execute_reply": "2026-10-24T21:46:31.023361Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " ℰ/thresh   ℰ (MV/m)  ψ1 peak (L)  ψ2 node (L) | Airy: peak  node (L)   1 - |<ψ1(0)|ψ1(ℰ)>|²\n",
      "     0.1        1.7       0.488        0.495  |     0.919   1.219       0.000324\n",
      "     0.5        8.4       0.446        0.477  |     0.537   0.713        0.00799\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "     1.0       16.8       0.400        0.454  |     0.426   0.566         0.0306\n",
      "     2.0       33.7       0.334        0.413  |     0.338   0.449          0.104\n",
      "     3.0       50.5       0.294        0.379  |     0.296   0.392          0.191\n",
      "     5.0       84.2       0.250        0.328  |     0.249   0.331          0.344\n",
      "    10.0      168.4       0.198        0.262  |     0.198   0.263          0.566\n"
     ]
    }
   ],
   "source": [
    "a = -ai_zeros(2)[0]                    # a1, a2: Ai(-a_n) = 0\n",
    "a1p = -ai_zeros(1)[1][0]               # a'1: Ai'(-a'1) = 0\n",
    "print(\" ℰ/thresh   ℰ (MV/m)  ψ1 peak (L)  ψ2 node (L) | Airy: peak  node (L)   1 - |<ψ1(0)|ψ1(ℰ)>|²\")\n",
    "for k in (0.1, 0.5, 1.0, 2.0, 3.0, 5.0, 10.0):\n",
    "    F = k * F_TH\n",
    "    _, _, e, psi = box(field=F)\n",
    "    peak = (x[np.argmax(psi[:, 0])] + L / 2) / L\n",
    "    j = np.nonzero(np.diff(np.sign(psi[:, 1])))[0][0]\n",
    "    node = (x[j] - psi[j, 1] * DX / (psi[j + 1, 1] - psi[j, 1]) + L / 2) / L\n",
    "    ell = (H2M0 / (M * F)) ** (1 / 3)\n",
    "    change = 1 - (np.sum(psi[:, 0] * psi0[:, 0]) * DX) ** 2\n",
    "    print(f\"{k:8.1f}   {F * 1e3:8.1f}   {peak:9.3f}   {node:10.3f}  | {(a[0] - a1p) * ell / L:9.3f}\"\n",
    "          f\"  {(a[1] - a[0]) * ell / L:6.3f}   {change:12.3g}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2bb5751d",
   "metadata": {},
   "source": [
    "At a tenth of the threshold the states are still the sines: the peak of $\\psi_1$ has moved from the\n",
    "centre only to $0.49L$, the node of $\\psi_2$ to $0.495L$, and $\\psi_1$ has changed by three parts in\n",
    "$10^4$. At\n",
    "twice the threshold the ground state peaks at $L/3$ and $\\psi_2$ has its node at $0.41L$: these are\n",
    "the numbers on slide 6, so the slide's Airy picture is a box at about $2\\,\\mathcal{E}_\\text{thresh}$.\n",
    "From three times the threshold on, the open-nemo ground-state peak agrees with the triangular-well\n",
    "(Airy) value within $0.002L$, and from five times on the node of $\\psi_2$ does too (the excited state\n",
    "extends further and feels the far wall longer): the states no longer see the second wall. The same\n",
    "comparison for the whole wave functions at ten times the threshold, where the energies agree to\n",
    "0.2 meV:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a35abee1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:31.025064Z",
     "iopub.status.busy": "2026-10-24T21:46:31.024991Z",
     "iopub.status.idle": "2026-10-24T21:46:31.101017Z",
     "shell.execute_reply": "2026-10-24T21:46:31.100544Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ψ1: E = 590.6 meV, Airy aₙ eℰℓ = 590.6 meV\n",
      "ψ2: E = 1032.9 meV, Airy aₙ eℰℓ = 1032.7 meV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "F = 10 * F_TH\n",
    "_, _, e, psi = box(field=F)\n",
    "ell = (H2M0 / (M * F)) ** (1 / 3)\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for n, c in zip((0, 1), style.sweep(2)[::-1]):\n",
    "    ai = airy((x + L / 2) / ell - a[n])[0]\n",
    "    ai /= np.sqrt(np.sum(ai**2) * DX)\n",
    "    ax.plot(x + L / 2, psi[:, n], color=c, lw=2.2, alpha=0.7, label=f\"open-nemo ψ{n + 1}\")\n",
    "    ax.plot(x + L / 2, np.sign(ai[np.argmax(np.abs(ai))]) * ai, \"--\", color=style.REFERENCE, lw=1,\n",
    "            label=\"Ai((x + L/2)/ℓ − aₙ)\" if n == 0 else None)\n",
    "    print(f\"ψ{n + 1}: E = {1e3 * e[n]:.1f} meV, Airy aₙ eℰℓ = {1e3 * a[n] * F * ell:.1f} meV\")\n",
    "ax.set(xlabel=\"distance from the low wall (nm)\", ylabel=\"ψ (1/√nm)\",\n",
    "       title=f\"box at 10 × threshold ({F * 1e3:.0f} mV/nm): Airy states, ℓ = {ell:.2f} nm\")\n",
    "ax.legend(fontsize=8, frameon=False)\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "63489145",
   "metadata": {},
   "source": [
    "## 4. How strong are optical fields?\n",
    "\n",
    "Which regime does light put us in? The field amplitude follows from the intensity $I$ of a plane wave,\n",
    "$I = \\tfrac12\\varepsilon_0 c\\,\\mathcal{E}_0^2$, so\n",
    "\n",
    "$$\\mathcal{E}_0 = \\sqrt{\\frac{2I}{\\varepsilon_0 c}} .$$\n",
    "\n",
    "The lecture's ladder runs from sunlight (about 1 kW/m², a field of about 900 V/m) through milliwatt\n",
    "and watt continuous-wave (CW) lasers focused to a 10 µm spot, to pulsed femtosecond lasers at\n",
    "1 GW/cm² (87 MV/m) and the 1 TW/cm² of high-harmonic generation (2.7 GV/m). For the 10 nm GaAs well,\n",
    "$\\Delta E = 168$ meV gives the threshold $\\mathcal{E}_\\text{thresh} = \\Delta E/(eL) \\approx 17$ MV/m. We\n",
    "recompute the ladder, taking a 10 µm spot to be a disc 10 µm in diameter:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "1b788150",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:31.102300Z",
     "iopub.status.busy": "2026-10-24T21:46:31.102179Z",
     "iopub.status.idle": "2026-10-24T21:46:31.105553Z",
     "shell.execute_reply": "2026-10-24T21:46:31.105107Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "source                       I (W/m²)   ℰ0 (V/m)   slide 7  ℰ0 / ℰ_thresh\n",
      "sunlight / LED, 1 kW/m²         1e+03        868       868    5.16e-05\n",
      "1 mW CW, 10 µm spot          1.27e+07   9.79e+04   9.8e+04     0.00582\n",
      "1 W CW, 10 µm spot           1.27e+10    3.1e+06  9.78e+05       0.184\n",
      "100 W CW, 10 µm spot         1.27e+12    3.1e+07   9.8e+06        1.84\n",
      "fs pulse, 1 GW/cm²              1e+13   8.68e+07  8.68e+07        5.16\n",
      "HHG, 1 TW/cm²                   1e+16   2.74e+09   2.7e+09         163\n",
      "CW power that reaches the threshold in a 10 µm spot: 30 W\n"
     ]
    }
   ],
   "source": [
    "def field(intensity):                  # W/m² -> peak field (V/m)\n",
    "    return np.sqrt(2 * intensity / (units.EPS0 * units.C_LIGHT))\n",
    "\n",
    "\n",
    "spot = np.pi * (5e-6) ** 2             # 10 µm diameter (m²)\n",
    "sources = {                            # name: (intensity W/m², field on slide 7 in V/m)\n",
    "    \"sunlight / LED, 1 kW/m²\": (1e3, 868),\n",
    "    \"1 mW CW, 10 µm spot\": (1e-3 / spot, 98e3),\n",
    "    \"1 W CW, 10 µm spot\": (1.0 / spot, 978e3),\n",
    "    \"100 W CW, 10 µm spot\": (100.0 / spot, 9.8e6),\n",
    "    \"fs pulse, 1 GW/cm²\": (1e13, 86.8e6),\n",
    "    \"HHG, 1 TW/cm²\": (1e16, 2.7e9),\n",
    "}\n",
    "print(f\"{'source':26s} {'I (W/m²)':>10s} {'ℰ0 (V/m)':>10s} {'slide 7':>9s}  ℰ0 / ℰ_thresh\")\n",
    "for name, (i, slide) in sources.items():\n",
    "    print(f\"{name:26s} {i:10.3g} {field(i):10.3g} {slide:9.3g}  {field(i) / (F_TH * 1e9):10.3g}\")\n",
    "p_th = spot * units.EPS0 * units.C_LIGHT * (F_TH * 1e9) ** 2 / 2\n",
    "print(f\"CW power that reaches the threshold in a 10 µm spot: {p_th:.0f} W\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f346195",
   "metadata": {},
   "source": [
    "Sunlight, the milliwatt laser and the femtosecond and HHG pulses reproduce the slide. The two watt-class\n",
    "CW lines come out $\\sqrt{10} \\approx 3.2$ times higher than on the slide, whose values correspond to a\n",
    "spot about 32 µm across (or ten times less power). With a 10 µm-diameter spot the 100 W line lies at\n",
    "1.8 times the threshold instead of below it: a CW laser reaches the threshold at about 30 W in such a\n",
    "spot. Sunlight and milliwatt lasers stay four to five orders of magnitude below it, a 1 W laser at\n",
    "0.18 of it.\n",
    "\n",
    "How much does each field actually deform the ground state? We tilt the open-nemo box statically with\n",
    "each field and measure $1 - |\\langle\\psi_1(0)|\\psi_1(\\mathcal{E})\\rangle|^2$, the weight the state moves\n",
    "out of the unperturbed $\\psi_1$, as the sum of its weights on all other unperturbed states (which keeps\n",
    "the tiny values accurate). First-order perturbation theory gives\n",
    "\n",
    "$$1 - |\\langle\\psi_1(0)|\\psi_1(\\mathcal{E})\\rangle|^2 \\approx\n",
    "\\sum_{n\\ne 1}\\left|\\frac{e\\mathcal{E}\\,\\langle\\psi_n|x|\\psi_1\\rangle}{E_n - E_1}\\right|^2\n",
    "\\propto \\mathcal{E}^2 .$$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "2a5bd99a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:31.106523Z",
     "iopub.status.busy": "2026-10-24T21:46:31.106447Z",
     "iopub.status.idle": "2026-10-24T21:46:31.522066Z",
     "shell.execute_reply": "2026-10-24T21:46:31.521761Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "sunlight / LED, 1 kW/m²    deformation 8.6e-11  (perturbation theory 8.6e-11)\n",
      "1 mW CW, 10 µm spot        deformation 1.1e-06  (perturbation theory 1.1e-06)\n",
      "1 W CW, 10 µm spot         deformation 0.0011  (perturbation theory 0.0011)\n",
      "100 W CW, 10 µm spot       deformation 0.09  (perturbation theory 0.11)\n",
      "fs pulse, 1 GW/cm²         deformation 0.35  (perturbation theory 0.86)\n",
      "HHG, 1 TW/cm²              deformation 0.96  (perturbation theory 8.6e+02)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x484 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dev_all, _, e_all, psi_all = box(num=dev.num_sites)       # every state of the flat box\n",
    "x1n = psi_all.T @ (x * psi_all[:, 0]) * DX                # <ψn|x|ψ1> (nm)\n",
    "pt = np.sum((x1n[1:] / (e_all[1:] - e_all[0])) ** 2)     # perturbation theory per (V/nm)²\n",
    "\n",
    "fields = np.logspace(2.5, 9.7, 49)                        # V/m\n",
    "change = []\n",
    "for F in fields * 1e-9:                                   # V/nm\n",
    "    _, _, e, psi = box(field=F, num=1)\n",
    "    w = psi_all.T @ psi[:, 0] * DX                         # components on the flat-box states\n",
    "    change.append(np.sum(w[1:] ** 2))\n",
    "change = np.array(change)\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 4.4))\n",
    "ax.loglog(fields, change, color=style.OPEN_NEMO, lw=2, label=\"open-nemo, tilted box\")\n",
    "ax.loglog(fields, pt * (fields * 1e-9) ** 2, \"--\", color=style.NEMO_FAMILY, lw=1,\n",
    "          label=\"1st-order perturbation theory\")\n",
    "ax.axvline(F_TH * 1e9, color=style.REFERENCE, ls=\"--\", lw=1)\n",
    "ax.text(F_TH * 1e9 * 1.15, 2e-12, \"eℰL = ΔE\", color=style.REFERENCE, fontsize=8, rotation=90)\n",
    "ax.axvspan(F_TH * 1e9, fields[-1], color=style.CONTEXT, alpha=0.12, lw=0)\n",
    "for name, (i, _) in sources.items():\n",
    "    f0 = field(i)\n",
    "    c = np.interp(np.log(f0), np.log(fields), np.log(change))\n",
    "    ax.plot(f0, np.exp(c), \"o\", color=style.CONTEXT, ms=5)\n",
    "    off = (-8, -14) if f0 > F_TH * 1e9 else (-6, 6)        # below the curve beyond the threshold\n",
    "    ax.annotate(name, (f0, np.exp(c)), xytext=off, textcoords=\"offset points\", fontsize=7, ha=\"right\")\n",
    "ax.set(xlabel=\"field amplitude ℰ (V/m)\", ylabel=\"1 − |⟨ψ₁(0)|ψ₁(ℰ)⟩|²\", ylim=(1e-13, 3),\n",
    "       title=\"deformation of the ground state of a 10 nm GaAs box\")\n",
    "ax.legend(fontsize=8, loc=\"lower right\", frameon=False)\n",
    "fig.tight_layout()\n",
    "for name, (i, _) in sources.items():\n",
    "    f0 = field(i)\n",
    "    print(f\"{name:26s} deformation {np.exp(np.interp(np.log(f0), np.log(fields), np.log(change))):.2g}\"\n",
    "          f\"  (perturbation theory {pt * (f0 * 1e-9) ** 2:.2g})\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5aa4434b",
   "metadata": {},
   "source": [
    "The deformation grows as $\\mathcal{E}^2$ and follows perturbation theory over ten orders of magnitude.\n",
    "For sunlight the ground state changes by about $10^{-10}$, for a milliwatt laser by $10^{-6}$ and for a\n",
    "1 W laser by $10^{-3}$, exactly as first-order perturbation theory predicts. At the 100 W line (about\n",
    "twice the threshold) the estimate is 20 % high, and it fails for the pulsed lasers (0.86 against 0.35\n",
    "for the femtosecond pulse; for HHG it exceeds 1 by far), whose fields put the states into the Airy\n",
    "regime of section 3. A static tilt is the lecture's way of\n",
    "judging the regime: in the light wave the tilt rocks at frequency $\\omega$, and section 5 gives the\n",
    "corresponding resonant measure.\n",
    "\n",
    "This is the lecture's conclusion: for sunlight through focused CW lasers $\\mathcal{E} \\ll\n",
    "\\mathcal{E}_\\text{thresh}$, the unperturbed $\\sin(n\\pi x/L)$ states stay valid, and the coupling is\n",
    "described by the dipole matrix element between them. Only intense pulsed lasers reach the Airy regime.\n",
    "\n",
    "## 5. Key equations: dipole matrix element, golden rule, spontaneous emission\n",
    "\n",
    "The lecture collects the equations that follow from $H'(t) = e\\mathcal{E}_0\\cos(\\omega t)\\,x$ in\n",
    "first-order time-dependent perturbation theory:\n",
    "\n",
    "- **Dipole (optical) matrix element**: $\\mu_{if} = e\\langle\\psi_i|x|\\psi_f\\rangle = e\\int dx\\,\\psi_i\\,x\\,\\psi_f$.\n",
    "- **Transition rate** (Fermi's golden rule with the rotating-wave approximation, which keeps the\n",
    "  resonant half $e\\mathcal{E}_0 x/2$ of the cosine):\n",
    "  $$W_{if} = \\frac{2\\pi}{\\hbar}\\left(\\frac{e\\mathcal{E}_0}{2}\\right)^2|\\langle\\psi_i|x|\\psi_f\\rangle|^2\\,\n",
    "  \\delta(E_f - E_i - \\hbar\\omega) = \\frac{\\pi}{2\\hbar}(e\\mathcal{E}_0)^2|\\langle\\psi_i|x|\\psi_f\\rangle|^2\\,\n",
    "  \\delta(E_f - E_i - \\hbar\\omega).$$\n",
    "  (Slide 8 writes the prefactor as $\\frac{\\pi}{2\\hbar}(e\\mathcal{E}_0/2)^2$, a factor 4 below the golden\n",
    "  rule with $|V_{fi}| = e\\mathcal{E}_0|x_{if}|/2$; we use the form above.)\n",
    "- **Spontaneous emission rate** (Einstein A coefficient), in a medium of refractive index $n_r$:\n",
    "  $$A_{if} = \\frac{n_r e^2\\omega^3}{3\\pi\\varepsilon_0\\hbar c^3}\\,|\\langle\\psi_i|x|\\psi_f\\rangle|^2 .$$\n",
    "\n",
    "Every one of them goes through $|\\langle\\psi_i|x|\\psi_f\\rangle|^2$. For the 1 → 2 transition of the box we\n",
    "compute it from the open-nemo states, compare with the analytic $16L/(9\\pi^2)$ that lecture 22.3\n",
    "derives, and cross-check with the library's velocity operator: `optics.velocity` builds\n",
    "$\\hbar v = i[H, x]$ from the Hamiltonian, and between eigenstates\n",
    "$\\langle i|\\hbar v|f\\rangle = i(E_i - E_f)\\langle i|x|f\\rangle$, so $|x_{if}| = |\\langle i|\\hbar v|f\\rangle|/|E_f - E_i|$.\n",
    "`optics.oscillator_strengths` turns the same elements into the oscillator strength\n",
    "$f_{if} = |\\langle f|\\hbar v|i\\rangle|^2/[(\\hbar^2/2m_0)(E_f - E_i)]$, which for the infinite well is\n",
    "$0.961\\,m_0/m^*$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "428b0a0e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:31.523274Z",
     "iopub.status.busy": "2026-10-24T21:46:31.523192Z",
     "iopub.status.idle": "2026-10-24T21:46:31.553636Z",
     "shell.execute_reply": "2026-10-24T21:46:31.553189Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<ψ1|x|ψ2> = 1.8013 nm   (16L/9π² = 1.8013 nm)\n",
      "|<1|ħv|2>| / (E2 - E1) = 0.3033 eV nm / 0.1684 eV = 1.8013 nm\n",
      "dipole moment e<x> = 1.80 e·nm = 87 debye\n",
      "oscillator strength f12 = 14.34  ->  f12 m*/m0 = 0.961\n"
     ]
    }
   ],
   "source": [
    "x12 = np.sum(psi0[:, 0] * x * psi0[:, 1]) * DX            # <ψ1|x|ψ2> (nm)\n",
    "h = dev.hamiltonian.sparse.matrices[0]\n",
    "tr = optics.transitions(h, optics.velocity(dev.hamiltonian), (-1.0, -0.5), num_conduction=4,\n",
    "                        num_valence=0)\n",
    "hv12 = np.sqrt(tr[\"matrix\"][0][0, 1])                       # |<1|ħv_x|2>| (eV nm)\n",
    "de = tr[\"energies\"][1] - tr[\"energies\"][0]\n",
    "f12 = optics.oscillator_strengths(tr[\"energies\"], tr[\"matrix\"][0])[0, 1]\n",
    "print(f\"<ψ1|x|ψ2> = {abs(x12):.4f} nm   (16L/9π² = {16 * L / (9 * np.pi**2):.4f} nm)\")\n",
    "print(f\"|<1|ħv|2>| / (E2 - E1) = {hv12:.4f} eV nm / {de:.4f} eV = {hv12 / de:.4f} nm\")\n",
    "print(f\"dipole moment e<x> = {abs(x12):.2f} e·nm = {abs(x12) * 1e-9 * units.Q / 3.33564e-30:.0f} debye\")\n",
    "print(f\"oscillator strength f12 = {f12:.2f}  ->  f12 m*/m0 = {f12 * M:.3f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bcda25e4",
   "metadata": {},
   "source": [
    "With the matrix element in hand the rates follow. The Einstein A coefficient below takes\n",
    "$n_r = 3.3$ for GaAs in the mid-infrared. For a light field the resonant coupling energy is the Rabi\n",
    "energy $\\hbar\\Omega_R = e\\mathcal{E}_0|x_{12}|$; on resonance with a transition broadened into a\n",
    "Lorentzian of full width $\\Gamma$ (the $\\delta$ function becomes $2/(\\pi\\Gamma)$ at its peak), the golden\n",
    "rule gives $W = (e\\mathcal{E}_0 x_{12})^2/(\\hbar\\Gamma)$, valid while the Rabi energy stays below\n",
    "$\\Gamma$. We take $\\Gamma = 10$ meV."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "5ff112d1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T21:46:31.554866Z",
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     "iopub.status.idle": "2026-10-24T21:46:31.557855Z",
     "shell.execute_reply": "2026-10-24T21:46:31.557319Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ħω = 168.4 meV, ω = 2.56e+14 rad/s, λ = 7.36 µm\n",
      "Einstein A21 = 1.94e+07 1/s, radiative lifetime 52 ns\n",
      "\n",
      "source                      ħΩ_R (meV)   ħΩ_R/Γ  W on resonance (1/s)\n",
      "sunlight / LED, 1 kW/m²        0.00156  0.00016              3.71e+05\n",
      "1 mW CW, 10 µm spot              0.176    0.018              4.73e+09\n",
      "1 W CW, 10 µm spot                5.58     0.56              4.73e+12\n",
      "100 W CW, 10 µm spot              55.8      5.6              4.73e+14\n",
      "fs pulse, 1 GW/cm²                 156       16              3.71e+15\n"
     ]
    }
   ],
   "source": [
    "n_r, gamma = 3.3, 0.010                # refractive index, linewidth (eV)\n",
    "omega = DE / units.HBAR                # rad/s\n",
    "xm = abs(x12) * 1e-9                   # m\n",
    "hbar_j = units.HBAR * units.Q          # J s\n",
    "A21 = n_r * units.Q**2 * omega**3 * xm**2 / (3 * np.pi * units.EPS0 * hbar_j * units.C_LIGHT**3)\n",
    "print(f\"ħω = {1e3 * DE:.1f} meV, ω = {omega:.3g} rad/s, λ = {lam_isb / 1e3:.2f} µm\")\n",
    "print(f\"Einstein A21 = {A21:.3g} 1/s, radiative lifetime {1e9 / A21:.0f} ns\\n\")\n",
    "print(f\"{'source':26s} {'ħΩ_R (meV)':>11s} {'ħΩ_R/Γ':>8s} {'W on resonance (1/s)':>21s}\")\n",
    "for name, (i, _) in list(sources.items())[:5]:\n",
    "    rabi = field(i) * xm                                     # eℰ0|x12| in eV\n",
    "    w = rabi**2 / (units.HBAR * gamma)\n",
    "    print(f\"{name:26s} {1e3 * rabi:11.3g} {rabi / gamma:8.2g} {w:21.3g}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ab66b365",
   "metadata": {},
   "source": [
    "The open-nemo matrix element is $|x_{12}| = 1.80$ nm, $0.18L$, equal to $16L/(9\\pi^2)$ to the grid error,\n",
    "and the velocity route of the library gives the same number. The oscillator strength $f_{12}m^*/m_0 =\n",
    "0.96$ is the infinite-well value. Spontaneous emission on this 168 meV transition is slow, about 50 ns\n",
    "(in a real GaAs well the upper level empties far faster by emitting optical phonons, which this\n",
    "lecture does not treat). Under illumination, the Rabi energy of a milliwatt laser is a fraction of a\n",
    "meV, below the 10 meV linewidth, and the golden rule applies; at the watt level the Rabi energy\n",
    "approaches the linewidth and the golden-rule rate overestimates, an issue of the resonant drive that\n",
    "appears long before the static Airy threshold.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- Only a few potentials have exact solutions; the particle in a box ($\\sin$) and the triangular well\n",
    "  (Airy functions) bracket the problem of a box in a field. For the 10 nm GaAs box ($m^* = 0.067\\,m_0$)\n",
    "  open-nemo gives $E_2 - E_1 = 168$ meV.\n",
    "- Light of micrometre wavelength is nearly uniform across a nanostructure (phase change across 10 nm:\n",
    "  0.12 rad for green light, 0.03 rad for the 7.4 µm photon of the 1 → 2 transition): it acts as $H'(t) = e\\mathcal{E}_0\\cos(\\omega t)\\,x$, a floor tilt that rocks in time.\n",
    "- The perturbative regime holds while $e\\mathcal{E}L \\ll \\Delta E$; for the 10 nm GaAs well the\n",
    "  threshold is $\\Delta E/(eL) = 17$ MV/m. At twice that the states look like slide 6 ($\\psi_1$ peak at\n",
    "  $L/3$, $\\psi_2$ node at $0.41L$), and from about three times on they are Airy functions.\n",
    "- Optical fields from sunlight (870 V/m) to a 1 W CW laser in a 10 µm spot (3.1 MV/m) stay below the\n",
    "  threshold; the ground state deforms by $\\sim 10^{-10}$ (sunlight) to $\\sim 10^{-3}$ (1 W), as perturbation theory\n",
    "  predicts, so the unperturbed sines and the dipole matrix element $\\langle\\psi_i|x|\\psi_f\\rangle$ are\n",
    "  the right description.\n",
    "- The golden-rule rate, the Einstein A coefficient and the oscillator strength all go through\n",
    "  $|\\langle\\psi_i|x|\\psi_f\\rangle|^2$; for the 1 → 2 transition it is $1.80$ nm, the radiative lifetime\n",
    "  about 50 ns, and $f_{12} = 0.96\\,m_0/m^*$.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the threshold estimate for a 5 nm and a 20 nm GaAs well with `box(width=...)`. Show that\n",
    "   $\\mathcal{E}_\\text{thresh} = \\Delta E/(eL)$ scales as $L^{-3}$, and find the CW power that reaches it in\n",
    "   a 10 µm spot for each width.\n",
    "2. Replace GaAs by InAs ($m^* = 0.023\\,m_0$; edit the material in `box`). Does a lighter mass move the\n",
    "   threshold up or down, and by how much for $L = 10$ nm?\n",
    "3. Plot the Stark shift of the ground state, $E_1(\\mathcal{E}) - E_1(0) - e\\mathcal{E}L/2$, against the\n",
    "   second-order perturbation result $-\\sum_{n\\ne1}(e\\mathcal{E}x_{1n})^2/(E_n - E_1)$ from `x1n`. Where does\n",
    "   the second-order formula fail?\n",
    "4. The spontaneous emission rate goes as $\\omega^3|x_{12}|^2$. Using `box(width=...)`, compute $A_{21}$\n",
    "   for $L$ = 5, 10 and 20 nm and find the power law in $L$.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 22.2: allowed and forbidden transitions](22_2_allowed_and_forbidden_transitions.ipynb) and\n",
    "  [Lecture 22.3: an analytical expression for the dipole matrix element](22_3_analytical_dipole_matrix_element.ipynb),\n",
    "  the rest of this section.\n",
    "- [Optical transitions and absorption of quantum wells](../../book/02_kp_models/02_02_quantum_well_optics.ipynb):\n",
    "  interband and intersubband absorption with the 8-band k·p model, including the quantum-confined Stark\n",
    "  effect in a field.\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 effective-mass `Heterostructure1D` used here, with closed and open boxes.\n",
    "- [A GaN/AlN quantum dot: strain, polarization field and the quantum-confined Stark effect](../../book/07_quantum_dots/07_03_polarization_in_dots/07_03_01_nitride_dot_polarization.ipynb):\n",
    "  a built-in field strong enough to tilt the confinement, as in section 3.\n",
    "- D. J. Griffiths, *Introduction to Quantum Mechanics* (Cambridge University Press), chapters on the\n",
    "  infinite square well and time-dependent perturbation theory (Fermi's golden rule, spontaneous emission).\n",
    "- G. Bastard, *Wave Mechanics Applied to Semiconductor Heterostructures* (Les Éditions de Physique,\n",
    "  1988): quantum wells in electric fields and their optical matrix elements."
   ]
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