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    "# Lecture 23.7: Theory of stress and strain — from strain to band edges\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 45352](https://nanohub.org/resources/45352) — [video](https://nanohub.org/resources/45373) · [slides](https://nanohub.org/resources/45372)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- Inside a band the bottom is bonding and the top antibonding; shortening the bonds increases the coupling $t$ and widens the band.\n",
    "- From atoms to bands (after Kimball and Shockley): s and p levels broaden, mix into sp³ hybrids and open the gap; strain moves the crystal left or right of $a_0$ and the band edges move.\n",
    "- Deformation potentials: a volume change shifts the edges, $\\delta E = a\\,\\mathrm{Tr}\\,\\varepsilon$; for GaAs the gap rises by about 11 meV per kbar of pressure, as measured.\n",
    "- A shape change splits heavy and light holes (Bir–Pikus): $\\delta E_\\mathrm{HH} = -P_\\varepsilon - Q_\\varepsilon$, $\\delta E_\\mathrm{LH} = -P_\\varepsilon + Q_\\varepsilon$, with $Q_\\varepsilon = b(\\varepsilon_\\perp - \\varepsilon_\\parallel)$.\n",
    "- GaAs under ±1 % biaxial strain and the worked example In$_{0.2}$Ga$_{0.8}$As on GaAs: shifts of tens of meV, comparable with the 200–400 meV barriers of heterostructure design.\n",
    "\n",
    "**In this notebook**\n",
    "\n",
    "You compute the band of a chain of s orbitals at two bond lengths with open-nemo's tight-binding builder, follow the sp³s* bands of silicon as the atoms are brought together, check the pressure coefficient of the GaAs gap, evaluate the Bir–Pikus shifts by hand and compare them with the 8-band k·p Hamiltonian (`kp.bulk_hamiltonian`, `kp.gamma_edge_shifts`), work through In$_{0.2}$Ga$_{0.8}$As on GaAs step by step, and compute the band-edge profile and subbands of a GaAs/In$_{0.2}$Ga$_{0.8}$As/GaAs quantum well with and without strain (`kp.Heterostructure`)."
   ]
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   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "import dataclasses\n",
    "from opennemo.models import kp\n",
    "from opennemo.solvers import elasticity as E\n",
    "from opennemo.structures.structure import Structure\n",
    "\n",
    "style.use(notebook=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c047b083",
   "metadata": {},
   "source": [
    "## 1. Inside a band: bonding at the bottom, antibonding at the top\n",
    "\n",
    "The simplest crystal is a chain of atoms with one s orbital each, coupled to its neighbours by the hopping\n",
    "energy $t$. Two combinations of the orbitals are extreme. All orbitals in phase is bonding for every pair\n",
    "of neighbours and gives the bottom of the band; alternating signs is antibonding for every pair and gives\n",
    "the top. In between, the energy follows\n",
    "\n",
    "$$\n",
    "E(k) = E_0 - 2t\\cos ka ,\n",
    "$$\n",
    "\n",
    "a band of width $4t$ across the Brillouin zone $-\\pi/a \\le k \\le \\pi/a$. Near the bottom,\n",
    "$E \\approx E_0 - 2t + t a^2 k^2 = E_0 - 2t + \\hbar^2k^2/2m^*$, so $t = \\hbar^2/(2m^* a^2)$: this is how $t$ is\n",
    "calibrated from an effective mass. In a semiconductor the full bands are the valence bands, the empty ones\n",
    "the conduction bands; the gap lies between the *top* of the valence band, an antibonding state, and the\n",
    "*bottom* of the conduction band, a bonding state.\n",
    "\n",
    "What happens when the bonds are shortened? In this model the coupling scales as $1/a^2$. For\n",
    "$a' = 0.75\\,a$ it becomes $t' = (a/a')^2 t = 1.78\\,t$, the band widens to $4t'$, and the Brillouin zone\n",
    "grows to $\\pm\\pi/a'$.\n",
    "\n",
    "![Slide 2: bonding and antibonding states of a chain, and a wider band for shorter bonds](attachment:slide_002.png)\n",
    "\n",
    "*Slide 2. In-phase (bonding) and alternating (antibonding) combinations of s orbitals form the bottom and\n",
    "top of the band $E = E_0 - 2t\\cos ka$. Solid: spacing $a$ and coupling $t$; dashed: $a' = 0.75a$ with\n",
    "$t' = 1.78t$ and a wider band.*\n",
    "\n",
    "The chain can be built with open-nemo's Slater–Koster tight-binding builder from a one-orbital material\n",
    "(`tb.single_band_material`, whose `hopping` is $-t$), on a structure with a single period along $x$:"
   ],
   "attachments": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "33307107",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:41.299156Z",
     "iopub.status.busy": "2026-10-24T22:06:41.299043Z",
     "iopub.status.idle": "2026-10-24T22:06:41.385503Z",
     "shell.execute_reply": "2026-10-24T22:06:41.385183Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "a' = 1.00 a: t' = 1.000 eV, band from -2.000 to +2.000 eV (width 4.000 eV); max deviation from E0 − 2t cos ka: 0.0e+00 eV\n",
      "a' = 0.75 a: t' = 1.778 eV, band from -3.556 to +3.556 eV (width 7.111 eV); max deviation from E0 − 2t cos ka: 0.0e+00 eV\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 715x418 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "a, t = 0.5, 1.0                                                  # nm, eV\n",
    "fig, ax = plt.subplots(figsize=(6.5, 3.8))\n",
    "for ap, ls in ((a, \"-\"), (0.75 * a, \"--\")):\n",
    "    tp = t * (a / ap) ** 2                                       # coupling scales as 1/a^2\n",
    "    mat = nemo.models.tb.single_band_material(ap, onsite=0.0, hopping=-tp)\n",
    "    chain = Structure(np.zeros((1, 3)), [\"X\"], np.array([[ap, 0.0, 0.0]]))\n",
    "    h = nemo.models.tb.SlaterKoster(mat).build(chain)\n",
    "    k = np.linspace(-np.pi / ap, np.pi / ap, 201)\n",
    "    e = np.array([np.linalg.eigvalsh(h.dense(np.array([kk, 0.0, 0.0])))[0] for kk in k])\n",
    "    err = np.abs(e - (-2 * tp * np.cos(k * ap))).max()\n",
    "    ax.plot(k * a / np.pi, e, ls=ls, color=style.OPEN_NEMO, label=f\"a' = {ap / a:.2f} a,  t' = {tp:.2f} t\")\n",
    "    print(f\"a' = {ap / a:.2f} a: t' = {tp:.3f} eV, band from {e.min():+.3f} to {e.max():+.3f} eV \"\n",
    "          f\"(width {e.max() - e.min():.3f} eV); max deviation from E0 − 2t cos ka: {err:.1e} eV\")\n",
    "ax.set_xlabel(\"k (π/a)\")\n",
    "ax.set_ylabel(\"E − E0 (eV)\")\n",
    "ax.set_title(\"A chain of s orbitals: shorter bonds, wider band\")\n",
    "ax.legend(fontsize=8)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "591fa43f",
   "metadata": {},
   "source": [
    "The tight-binding chain reproduces $E_0 - 2t\\cos ka$ to machine precision: a band 4 eV wide for $t = 1$ eV,\n",
    "7.11 eV wide when the spacing shrinks to 0.75 $a$. The bonding bottom moves down and the antibonding top\n",
    "moves up. For a semiconductor this means that compressing the crystal pushes the top of the valence band\n",
    "(antibonding) and the bottom of the conduction band (bonding) in different directions, and the gap changes.\n",
    "\n",
    "## 2. From atoms to bands\n",
    "\n",
    "Real semiconductors have s and p orbitals. Klimeck reads the classic picture of Kimball (1935) and Shockley\n",
    "(1950) from right to left, from atoms far apart to the crystal:\n",
    "\n",
    "1. Far apart, each atom has an s and three p orbitals (2 + 6 states with spin) at their atomic energies.\n",
    "2. Closer, neighbours interact and each level broadens into a band, bonding at the bottom and antibonding at\n",
    "   the top.\n",
    "3. Closer still, the s and p bands overlap and mix into sp³ hybrids.\n",
    "4. At the crystal spacing $a_0$ a new gap has opened between two bands of 4 states per atom each: the lower,\n",
    "   filled valence band and the upper, empty conduction band, each bonding at its bottom and antibonding at\n",
    "   its top.\n",
    "5. Strain moves the crystal left or right of $a_0$, and the band edges move.\n",
    "\n",
    "![Slide 7: s and p levels broadening into bands as the atoms approach](attachment:slide_007_crop.png)\n",
    "\n",
    "*Slide 7. Energy against the distance between neighbouring atoms, after Kimball (1935) and Shockley\n",
    "(1950): s and p levels broaden, mix (sp³) and open the gap $E_g$ between valence band (VB) and conduction\n",
    "band (CB) at the crystal spacing $a_0$; compression moves the crystal to the left.*\n",
    "\n",
    "The same diagram can be computed. The cell below takes Vogl's sp³s* tight-binding model of silicon (an s,\n",
    "three p and an excited s* orbital per atom), scales the lattice by a factor $s$ and the couplings by\n",
    "$1/s^2$ (Harrison's scaling, as for the chain), and records the energy range of the valence bands (the\n",
    "lower four of the cell's ten) and of the conduction bands over the Brillouin zone."
   ],
   "attachments": {
    "slide_007_crop.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "2695f4b1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:41.386690Z",
     "iopub.status.busy": "2026-10-24T22:06:41.386612Z",
     "iopub.status.idle": "2026-10-24T22:06:42.585405Z",
     "shell.execute_reply": "2026-10-24T22:06:42.584873Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "at a0 = 0.5431 nm (d = 2.352 Å): VB -12.50 to -0.00 eV, CB from 1.17 eV, gap 1.174 eV\n",
      "the gap closes for d > 3.41 Å; onsite levels: {'s': -4.2, 'p': 1.715, 's*': 6.685}\n"
     ]
    }
   ],
   "source": [
    "si = nemo.structures.materials.load(\"vogl1983_sp3s\")[\"Si\"]\n",
    "a0 = si.lattice_constant\n",
    "rng = np.random.default_rng(0)\n",
    "k_frac = np.vstack([(rng.random((120, 3)) - 0.5) * 4 * np.pi,                 # random k (units of 1/a)\n",
    "                    np.outer(np.linspace(0, 1, 21), [2 * np.pi, 0, 0]),       # Γ–X\n",
    "                    np.outer(np.linspace(0, 1, 11), [np.pi, np.pi, np.pi])])  # Γ–L\n",
    "\n",
    "def band_ranges(scale):\n",
    "    bonds = {key: [dataclasses.replace(b, v=tuple(np.array(b.v) / scale**2)) for b in bl]\n",
    "             for key, bl in si.bonds.items()}\n",
    "    m = dataclasses.replace(si, lattice_constant=a0 * scale, bonds=bonds)\n",
    "    lat = nemo.structures.lattice.from_material(m)\n",
    "    h = nemo.models.tb.SlaterKoster(m).build(nemo.structures.structure.bulk(lat))\n",
    "    e = np.array([np.linalg.eigvalsh(h.dense(k / (a0 * scale))) for k in k_frac])\n",
    "    return e[:, :4].min(), e[:, :4].max(), e[:, 4:].min(), e[:, 4:].max()\n",
    "\n",
    "scales = np.linspace(0.85, 3.0, 44)\n",
    "rng_e = np.array([band_ranges(s) for s in scales])\n",
    "d = np.sqrt(3) / 4 * a0 * scales                                 # nearest-neighbour distance (nm)\n",
    "gap = rng_e[:, 2] - rng_e[:, 1]\n",
    "i0 = np.argmin(np.abs(scales - 1.0))\n",
    "print(f\"at a0 = {a0} nm (d = {10 * d[i0]:.3f} Å): VB {rng_e[i0, 0]:.2f} to {rng_e[i0, 1]:.2f} eV, \"\n",
    "      f\"CB from {rng_e[i0, 2]:.2f} eV, gap {gap[i0]:.3f} eV\")\n",
    "print(f\"the gap closes for d > {10 * d[np.argmax(gap <= 0)]:.2f} Å; onsite levels: {si.onsite['Si']}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "80279e4f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.586733Z",
     "iopub.status.busy": "2026-10-24T22:06:42.586604Z",
     "iopub.status.idle": "2026-10-24T22:06:42.639855Z",
     "shell.execute_reply": "2026-10-24T22:06:42.639422Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 770x462 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(7, 4.2))\n",
    "ax.fill_between(10 * d, rng_e[:, 0], rng_e[:, 1], color=style.OPEN_NEMO, alpha=0.45, lw=0,\n",
    "                label=\"valence bands\")\n",
    "ax.fill_between(10 * d, rng_e[:, 2], rng_e[:, 3], color=style.CONTEXT, alpha=0.45, lw=0,\n",
    "                label=\"conduction bands\")\n",
    "for name, e0 in si.onsite[\"Si\"].items():\n",
    "    ax.axhline(e0, xmin=0.9, color=\"k\", lw=1)\n",
    "    ax.text(10 * d[-1] + 0.05, e0 + 0.3, name, va=\"bottom\", fontsize=9)\n",
    "ax.axvline(10 * d[i0], color=\"k\", ls=\":\", lw=0.8)\n",
    "ax.text(10 * d[i0] + 0.05, -15, \"a0\", fontsize=9)\n",
    "ax.set_xlim(10 * d[0], 10 * d[-1] + 0.4)\n",
    "ax.set_ylim(-16, 14)\n",
    "ax.set_xlabel(\"distance between neighbouring atoms (Å)\")\n",
    "ax.set_ylabel(\"energy (eV)\")\n",
    "ax.set_title(\"Si sp³s*: from atomic levels to bands\")\n",
    "ax.legend(fontsize=8, loc=\"upper right\", bbox_to_anchor=(0.88, 1.0))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7470ba4d",
   "metadata": {},
   "source": [
    "At large distance the bands shrink towards the atomic s, p and s* levels on the right. As the atoms approach,\n",
    "the bands broaden and overlap; the gap between the lower four and the upper six bands opens once the\n",
    "neighbour distance falls below 3.41 Å, and at the crystal spacing ($d = 2.352$ Å) silicon has an indirect\n",
    "gap of 1.174 eV in this model. Moving left (compression) or right (expansion) of $a_0$ moves both band\n",
    "edges. The model only scales all couplings uniformly, which is a hydrostatic strain; the next sections\n",
    "make this quantitative with deformation potentials, the numbers that experiments measure.\n",
    "\n",
    "## 3. Deformation potentials: the volume shifts the edges\n",
    "\n",
    "Close to $a_0$ each band edge moves linearly with the relative volume change $\\Delta V/V = \\mathrm{Tr}\\,\n",
    "\\varepsilon$:\n",
    "\n",
    "$$\n",
    "\\delta E_c = a_c\\,\\mathrm{Tr}\\,\\varepsilon, \\qquad\n",
    "\\delta E_v = a_v\\,\\mathrm{Tr}\\,\\varepsilon, \\qquad\n",
    "\\delta E_g = (a_c - a_v)\\,\\mathrm{Tr}\\,\\varepsilon \\equiv a\\,\\mathrm{Tr}\\,\\varepsilon .\n",
    "$$\n",
    "\n",
    "The slopes $a_c$ and $a_v$ are the *deformation potentials*, in eV; the conduction and valence bands move at\n",
    "different rates because they are made of different orbitals. For GaAs, $a_c = -7.17$ eV and $a_v = +1.16$ eV\n",
    "(with the sign convention of the slides, in which a positive $a_v$ raises the valence band under\n",
    "expansion), so $a = -8.33$ eV: compression ($\\mathrm{Tr}\\,\\varepsilon < 0$) opens the gap. An experiment checks\n",
    "this. Under hydrostatic pressure $p$, $\\mathrm{Tr}\\,\\varepsilon = -p/B$ (case (a) of Lecture 23.4), so\n",
    "\n",
    "$$\n",
    "\\frac{\\mathrm{d}E_g}{\\mathrm{d}p} = -\\frac{a}{B} \\approx \\frac{8.33\\ \\mathrm{eV}}{78.4\\ \\mathrm{GPa}} \\approx 11\\ \\mathrm{meV/kbar},\n",
    "$$\n",
    "\n",
    "and about 11 meV/kbar is what is measured for GaAs. Only the volume enters: pressure cannot tell $x$ from $y$\n",
    "from $z$. The 8-band k·p Hamiltonian of open-nemo contains these deformation potentials (Vurgaftman's\n",
    "values); `kp.gamma_edge_shifts` returns the shifts of the conduction band and the top valence band at Γ for a\n",
    "given strain tensor."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a9bab88a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.641108Z",
     "iopub.status.busy": "2026-10-24T22:06:42.640999Z",
     "iopub.status.idle": "2026-10-24T22:06:42.646708Z",
     "shell.execute_reply": "2026-10-24T22:06:42.646303Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs: a_c = -7.17 eV, a_v = 1.16 eV, a = -8.33 eV, B = 78.4 GPa\n",
      "dEg/dp = −a/B = 106.2 meV/GPa = 10.6 meV/kbar\n",
      "8-band k·p at 1 kbar: δEc = +9.14 meV, δEv = -1.48 meV, δEg = +10.62 meV\n",
      "volume change −1 %: δEc = +71.7 meV, δEv = -11.6 meV, δEg = +83.3 meV\n"
     ]
    }
   ],
   "source": [
    "gaas = kp.material(\"GaAs\")\n",
    "B = (gaas.c11 + 2 * gaas.c12) / 3\n",
    "a_gap = gaas.ac - gaas.av\n",
    "print(f\"GaAs: a_c = {gaas.ac} eV, a_v = {gaas.av} eV, a = {a_gap:.2f} eV, B = {B:.1f} GPa\")\n",
    "print(f\"dEg/dp = −a/B = {-a_gap / B * 1000:.1f} meV/GPa = {-a_gap / B * 100:.1f} meV/kbar\")\n",
    "p = 0.1                                                          # 1 kbar in GPa\n",
    "dc, dv = kp.gamma_edge_shifts(gaas, -p / B / 3 * np.eye(3))      # hydrostatic: Tr ε = −p/B\n",
    "print(f\"8-band k·p at 1 kbar: δEc = {1000 * dc:+.2f} meV, δEv = {1000 * dv:+.2f} meV, \"\n",
    "      f\"δEg = {1000 * (dc - dv):+.2f} meV\")\n",
    "dc1, dv1 = kp.gamma_edge_shifts(gaas, -0.01 / 3 * np.eye(3))      # volume change of −1 %\n",
    "print(f\"volume change −1 %: δEc = {1000 * dc1:+.1f} meV, δEv = {1000 * dv1:+.1f} meV, \"\n",
    "      f\"δEg = {1000 * (dc1 - dv1):+.1f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73f996db",
   "metadata": {},
   "source": [
    "The pressure coefficient is 10.6 meV/kbar, the \"≈ 11 meV/kbar\" of the slide and of experiment, and the\n",
    "k·p Hamiltonian gives the same number. A volume reduction of 1 % raises the conduction band by 71.7 meV and\n",
    "lowers the valence band by 11.6 meV, opening the gap by 83.3 meV: these are the numbers of the last column\n",
    "of the slide's table below (which labels it $\\varepsilon_{xx,yy,zz}$; its values correspond to\n",
    "$\\mathrm{Tr}\\,\\varepsilon = -1\\,\\%$, a third of a per cent along each axis).\n",
    "\n",
    "## 4. A shape change splits heavy and light holes\n",
    "\n",
    "The conduction band bottom of GaAs is s-like, a sphere: only the volume matters. The valence band top is\n",
    "p-like, made of $p_x$, $p_y$ and $p_z$ orbitals. In a cube $x$, $y$ and $z$ are equivalent, the three have the\n",
    "same energy, and a volume change, which keeps the cube a cube, shifts all three together. Spin–orbit\n",
    "coupling splits two states off by $\\Delta_\\mathrm{so}$ and leaves four at the top, the heavy holes (HH),\n",
    "made of $p_x$ and $p_y$ only, and the light holes (LH), which contain $p_z$ with 2/3 weight; in the cube they\n",
    "are still degenerate.\n",
    "\n",
    "A thin layer squeezed in the plane and grown taller along $z$ is a tetragonal box. The orbitals along $x$\n",
    "and $y$ see closer neighbours than the orbital along $z$, so they get a different energy, and HH and LH move\n",
    "apart. The splitting is proportional to the shape change, through the *shear deformation potential* $b$:\n",
    "\n",
    "$$\n",
    "Q_\\varepsilon = b\\,(\\varepsilon_\\perp - \\varepsilon_\\parallel), \\qquad E_\\mathrm{HH} - E_\\mathrm{LH} = -2Q_\\varepsilon ,\n",
    "$$\n",
    "\n",
    "with $b = -2.0$ eV for GaAs and $-1.8$ eV for InAs. In a compressed layer the heavy hole lies above the light\n",
    "hole; in a tensile layer the order is reversed.\n",
    "\n",
    "![Slide 11: the tetragonal box treats z differently from x and y](attachment:slide_011_crop.png)\n",
    "\n",
    "*Slide 11. Squeezed in-plane and taller along $z$: the $x$ neighbours are closer and the $z$ neighbours\n",
    "farther, so $p_x$ and $p_z$ (side view) no longer have the same energy.*\n",
    "\n",
    "Putting the two effects together is the Bir–Pikus model (signs as in Chuang): a common shift from the\n",
    "volume and a splitting from the shape,\n",
    "\n",
    "$$\n",
    "P_\\varepsilon = -a_v\\,\\mathrm{Tr}\\,\\varepsilon, \\qquad\n",
    "\\delta E_\\mathrm{HH} = -P_\\varepsilon - Q_\\varepsilon, \\qquad\n",
    "\\delta E_\\mathrm{LH} = -P_\\varepsilon + Q_\\varepsilon, \\qquad\n",
    "\\delta E_c = a_c\\,\\mathrm{Tr}\\,\\varepsilon .\n",
    "$$\n",
    "\n",
    "![Slide 12: the Bir–Pikus model, a common shift and a splitting](attachment:slide_012_crop.png)\n",
    "\n",
    "*Slide 12. Valence-band top of a compressive layer: from the cube (HH = LH), the volume shifts both by\n",
    "$-P_\\varepsilon$, the shape splits them by $\\mp Q_\\varepsilon$.*\n",
    "\n",
    "For a (001) layer everything follows from $\\varepsilon_\\parallel$ (Lecture 23.5). The cell below works\n",
    "through the slide's seven steps for GaAs and evaluates them at $\\varepsilon_\\parallel = \\pm 1\\,\\%$:"
   ],
   "attachments": {
    "slide_011_crop.png": {
     "image/png": 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"
    },
    "slide_012_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "24887134",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.647865Z",
     "iopub.status.busy": "2026-10-24T22:06:42.647776Z",
     "iopub.status.idle": "2026-10-24T22:06:42.650990Z",
     "shell.execute_reply": "2026-10-24T22:06:42.650538Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "GaAs, coefficients of ε∥:\n",
      "   1. volume Tr ε                 +1.073 ε∥\n",
      "   2. shape ε⊥ − ε∥               -1.927 ε∥\n",
      "   3. conduction band (eV)        -7.693 ε∥\n",
      "   4. common VB shift −Pε (eV)    +1.245 ε∥\n",
      "   5. splitting Qε (eV)           +3.854 ε∥\n",
      "   6. heavy holes (eV)            -2.610 ε∥\n",
      "   7. light holes (eV)            +5.099 ε∥\n",
      "\n",
      "               δEc    δEHH    δELH  EHH−ELH     ΔEg   (meV)\n",
      "ε∥ = -1 %   +76.9   +26.1   -51.0    +77.1   +50.8\n",
      "ε∥ = +1 %   -76.9   -26.1   +51.0    -77.1  -127.9\n"
     ]
    }
   ],
   "source": [
    "def bir_pikus(m, e_par):\n",
    "    r = m.c12 / m.c11\n",
    "    tr, shape = 2 * (1 - r) * e_par, -(1 + 2 * r) * e_par\n",
    "    P, Q = -m.av * tr, m.b * shape\n",
    "    return {\"Tr\": tr, \"shape\": shape, \"dEc\": m.ac * tr, \"-P\": -P, \"Q\": Q, \"HH\": -P - Q, \"LH\": -P + Q}\n",
    "\n",
    "c = bir_pikus(gaas, 1.0)                                         # coefficients per unit ε∥\n",
    "print(\"GaAs, coefficients of ε∥:\")\n",
    "for key, lab in ((\"Tr\", \"1. volume Tr ε\"), (\"shape\", \"2. shape ε⊥ − ε∥\"), (\"dEc\", \"3. conduction band (eV)\"),\n",
    "                 (\"-P\", \"4. common VB shift −Pε (eV)\"), (\"Q\", \"5. splitting Qε (eV)\"),\n",
    "                 (\"HH\", \"6. heavy holes (eV)\"), (\"LH\", \"7. light holes (eV)\")):\n",
    "    print(f\"   {lab:30s} {c[key]:+.3f} ε∥\")\n",
    "print(f\"\\n{'':10s}{'δEc':>8s}{'δEHH':>8s}{'δELH':>8s}{'EHH−ELH':>9s}{'ΔEg':>8s}   (meV)\")\n",
    "for e_par in (-0.01, 0.01):\n",
    "    bp = bir_pikus(gaas, e_par)\n",
    "    gap = bp[\"dEc\"] - max(bp[\"HH\"], bp[\"LH\"])\n",
    "    print(f\"ε∥ = {100 * e_par:+.0f} %{1000 * bp['dEc']:+8.1f}{1000 * bp['HH']:+8.1f}{1000 * bp['LH']:+8.1f}\"\n",
    "          f\"{1000 * (bp['HH'] - bp['LH']):+9.1f}{1000 * gap:+8.1f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1be9e737",
   "metadata": {},
   "source": [
    "The steps give the slide's coefficients: $\\mathrm{Tr}\\,\\varepsilon = 1.07\\,\\varepsilon_\\parallel$, shape\n",
    "$-1.93\\,\\varepsilon_\\parallel$, $\\delta E_c = -7.69$ eV $\\varepsilon_\\parallel$, $-P_\\varepsilon = +1.24$ eV\n",
    "$\\varepsilon_\\parallel$, $Q_\\varepsilon = +3.85$ eV $\\varepsilon_\\parallel$, and so $\\delta E_\\mathrm{HH} = -2.61$ eV\n",
    "$\\varepsilon_\\parallel$ and $\\delta E_\\mathrm{LH} = +5.10$ eV $\\varepsilon_\\parallel$. Coefficients of a few eV times\n",
    "strains of a per cent are shifts of tens of meV: at $\\varepsilon_\\parallel = -1\\,\\%$ the conduction band rises by\n",
    "76.9 meV, the heavy hole by 26.1 meV and the light hole falls by 51.0 meV, so the gap opens by 50.8 meV; at\n",
    "+1 % the signs reverse and the gap, now set by the light hole, shrinks by 127.9 meV. Heterostructures are\n",
    "designed with barriers of 200–400 meV, so these shifts are anything but small.\n",
    "\n",
    "The Bir–Pikus formulas are the strain terms of the k·p Hamiltonian at Γ, with one simplification: they\n",
    "neglect the coupling of the light hole to the split-off band (the slide estimates about 10 meV at 1 %). The\n",
    "8-band Hamiltonian keeps it. Its eigenvalues at Γ, with and without strain, give the shifts of all bands;\n",
    "in (001) biaxial strain the heavy hole does not couple to anything and must agree exactly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "48be937a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.651936Z",
     "iopub.status.busy": "2026-10-24T22:06:42.651853Z",
     "iopub.status.idle": "2026-10-24T22:06:42.655105Z",
     "shell.execute_reply": "2026-10-24T22:06:42.654731Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                δEc  VB pair 1  VB pair 2   8-band k·p (meV)\n",
      "ε∥ = -1 %    +76.9      -41.5      +26.1\n",
      "ε∥ = +1 %    -76.9      -26.1      +58.7\n"
     ]
    }
   ],
   "source": [
    "def kp_shifts(m, eps):\n",
    "    e0 = np.linalg.eigvalsh(kp.bulk_hamiltonian(m, np.zeros(3)))\n",
    "    e1 = np.linalg.eigvalsh(kp.bulk_hamiltonian(m, np.zeros(3), strain=eps))\n",
    "    pairs = e1[::2]                                              # Kramers pairs: SO, VB, VB, CB\n",
    "    return pairs[3] - e0[-1], pairs[1:3] - e0[2]                 # δEc, the two top valence pairs\n",
    "\n",
    "print(f\"{'':10s}{'δEc':>9s}{'VB pair 1':>11s}{'VB pair 2':>11s}   8-band k·p (meV)\")\n",
    "for e_par in (-0.01, 0.01):\n",
    "    eps = np.diag([e_par, e_par, -2 * gaas.c12 / gaas.c11 * e_par])     # (001) biaxial strain\n",
    "    dEc, vb = kp_shifts(gaas, eps)\n",
    "    print(f\"ε∥ = {100 * e_par:+.0f} %{1000 * dEc:+9.1f}{1000 * vb[0]:+11.1f}{1000 * vb[1]:+11.1f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10ffffd6",
   "metadata": {},
   "source": [
    "The conduction band (±76.9 meV) and the heavy hole agree with Bir–Pikus exactly: at −1 % the upper valence\n",
    "pair is the heavy hole at +26.1 meV, at +1 % the lower pair is the heavy hole at −26.1 meV. The light hole\n",
    "comes out at −41.5 meV instead of −51.0 meV under compression, and at +58.7 meV instead of +51.0 meV under\n",
    "tension: its coupling to the split-off band pushes it up by 9.5 and 7.7 meV, the size of correction the slide\n",
    "warns about.\n",
    "\n",
    "The slide's comparison of biaxial and hydrostatic strain becomes a pair of plots: the band edges against\n",
    "$\\varepsilon_\\parallel$ for a (001) layer, and against $\\varepsilon_{xx} = \\varepsilon_{yy} = \\varepsilon_{zz}$ for a\n",
    "uniform compression or expansion."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "068c789f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.656465Z",
     "iopub.status.busy": "2026-10-24T22:06:42.656380Z",
     "iopub.status.idle": "2026-10-24T22:06:42.778670Z",
     "shell.execute_reply": "2026-10-24T22:06:42.778125Z"
    }
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1100x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "eps_scan = np.linspace(-0.01, 0.01, 21)\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(10, 4), sharey=True)\n",
    "for e in eps_scan:\n",
    "    dEc, vb = kp_shifts(gaas, np.diag([e, e, -2 * gaas.c12 / gaas.c11 * e]))\n",
    "    ax1.plot([100 * e] * 3, 1000 * np.r_[dEc, vb], \"o\", ms=3, color=style.CONTEXT)\n",
    "    dEc, vb = kp_shifts(gaas, e * np.eye(3))\n",
    "    ax2.plot([100 * e] * 3, 1000 * np.r_[dEc, vb], \"o\", ms=3, color=style.CONTEXT)\n",
    "bp = bir_pikus(gaas, eps_scan)\n",
    "ax1.plot(100 * eps_scan, 1000 * bp[\"dEc\"], color=style.OPEN_NEMO, label=\"CB\")\n",
    "ax1.plot(100 * eps_scan, 1000 * bp[\"HH\"], color=style.REFERENCE, label=\"HH\")\n",
    "ax1.plot(100 * eps_scan, 1000 * bp[\"LH\"], \"--\", color=style.REFERENCE, label=\"LH\")\n",
    "ax2.plot(100 * eps_scan, 1000 * gaas.ac * 3 * eps_scan, color=style.OPEN_NEMO, label=\"CB\")\n",
    "ax2.plot(100 * eps_scan, 1000 * gaas.av * 3 * eps_scan, color=style.REFERENCE, label=\"HH = LH\")\n",
    "ax1.plot([], [], \"o\", ms=3, color=style.CONTEXT, label=\"8-band k·p\")\n",
    "ax1.set_xlabel(\"in-plane strain ε∥ (%)\")\n",
    "ax1.set_ylabel(\"band-edge shift (meV)\")\n",
    "ax1.set_title(\"Biaxial (001): compressive ← → tensile\")\n",
    "ax2.set_xlabel(\"ε_xx = ε_yy = ε_zz (%)\")\n",
    "ax2.set_title(\"Hydrostatic\")\n",
    "ax1.legend(fontsize=8)\n",
    "ax2.legend(fontsize=8)\n",
    "for ax in (ax1, ax2):\n",
    "    ax.axhline(0, color=\"k\", lw=0.5)\n",
    "    ax.axvline(0, color=\"k\", lw=0.5)\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c303763",
   "metadata": {},
   "source": [
    "Under biaxial strain the heavy and light holes cross at zero strain: compression lifts the heavy hole,\n",
    "tension the light hole. Because the top valence band changes character at zero strain, the gap opens by\n",
    "50.8 meV at 1 % compression but closes by 127.9 meV at 1 % tension. Under hydrostatic strain the two holes stay together (both lines are the same) and the gap simply\n",
    "opens under compression; with the same strain along all three axes the volume changes three times as much as\n",
    "in-plane, so the shifts are larger. Lines: Bir–Pikus; dots: 8-band k·p, which bends the light hole near the\n",
    "split-off band.\n",
    "\n",
    "## 5. Worked example: In$_{0.2}$Ga$_{0.8}$As on GaAs (001)\n",
    "\n",
    "The lecture's example puts everything together. The parameters of the alloy are interpolated linearly\n",
    "between GaAs and InAs (Lecture 23.6) except the band gap, which bows (by 0.477 eV in Vurgaftman's\n",
    "compilation) and is taken from the measured alloy, 1.132 eV at 300 K."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e94a3b6b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.780275Z",
     "iopub.status.busy": "2026-10-24T22:06:42.780166Z",
     "iopub.status.idle": "2026-10-24T22:06:42.788314Z",
     "shell.execute_reply": "2026-10-24T22:06:42.787789Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                 GaAs     InAs  In0.2Ga0.8As\n",
      "a0 (Å)          5.653    6.058         5.734\n",
      "ac (eV)        -7.170   -5.080        -6.752\n",
      "av (eV)         1.160    1.000         1.128\n",
      "b (eV)         -2.000   -1.800        -1.960\n",
      "Eg (eV)         1.422    0.354         1.132\n",
      "C12/C11         0.464    0.543         0.475\n",
      "\n",
      "ε∥ = -1.41 %, ε⊥ = +1.34 %, Tr ε = -1.48 %, ε⊥ − ε∥ = +2.76 %\n",
      "δEc = +100 meV, −Pε = -17 meV, Qε = -54 meV, δEHH = +37 meV, δELH = -71 meV, HH–LH splitting 108 meV\n",
      "gap 1.132 eV → 1.195 eV\n"
     ]
    }
   ],
   "source": [
    "inas = kp.material(\"InAs\")\n",
    "alloy_v = kp.material(\"InGaAs\", x=0.2)                           # Vurgaftman: bowed gap, a and C linear\n",
    "lin = lambda f: 0.8 * getattr(gaas, f) + 0.2 * getattr(inas, f)\n",
    "alloy = dataclasses.replace(alloy_v, ac=lin(\"ac\"), av=lin(\"av\"), b=lin(\"b\"),\n",
    "                            valence_band_offset=lin(\"valence_band_offset\"))\n",
    "print(f\"{'':12s}{'GaAs':>9s}{'InAs':>9s}{'In0.2Ga0.8As':>14s}\")\n",
    "for f, lab, sc in ((\"lattice_constant\", \"a0 (Å)\", 10), (\"ac\", \"ac (eV)\", 1), (\"av\", \"av (eV)\", 1),\n",
    "                   (\"b\", \"b (eV)\", 1), (\"band_gap\", \"Eg (eV)\", 1)):\n",
    "    print(f\"{lab:12s}{sc * getattr(gaas, f):9.3f}{sc * getattr(inas, f):9.3f}{sc * getattr(alloy, f):14.3f}\")\n",
    "print(f\"{'C12/C11':12s}{gaas.c12 / gaas.c11:9.3f}{inas.c12 / inas.c11:9.3f}{alloy.c12 / alloy.c11:14.3f}\")\n",
    "e_par = gaas.lattice_constant / alloy.lattice_constant - 1\n",
    "bp = bir_pikus(alloy, e_par)\n",
    "print(f\"\\nε∥ = {100 * e_par:.2f} %, ε⊥ = {100 * -2 * alloy.c12 / alloy.c11 * e_par:+.2f} %, \"\n",
    "      f\"Tr ε = {100 * bp['Tr']:.2f} %, ε⊥ − ε∥ = {100 * bp['shape']:+.2f} %\")\n",
    "print(f\"δEc = {1000 * bp['dEc']:+.0f} meV, −Pε = {1000 * bp['-P']:+.0f} meV, Qε = {1000 * bp['Q']:+.0f} meV, \"\n",
    "      f\"δEHH = {1000 * bp['HH']:+.0f} meV, δELH = {1000 * bp['LH']:+.0f} meV, \"\n",
    "      f\"HH–LH splitting {1000 * (bp['HH'] - bp['LH']):.0f} meV\")\n",
    "print(f\"gap {alloy.band_gap:.3f} eV → {alloy.band_gap + bp['dEc'] - bp['HH']:.3f} eV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "78d9f394",
   "metadata": {},
   "source": [
    "The layer is squeezed by 1.41 % in the plane and stretched by 1.34 % along $z$: a modest volume reduction of\n",
    "1.48 % and a shape change of +2.76 %. The conduction band rises by 100 meV because the volume shrinks; the\n",
    "common valence shift is −17 meV and the splitting term −54 meV, so the heavy hole rises by 37 meV and the\n",
    "light hole falls by 71 meV, 108 meV below it. The gap opens from 1.132 eV to 1.195 eV, still well below the\n",
    "1.422 eV of GaAs: the layer is a quantum well. As in Section 4, the 8-band Hamiltonian agrees for the\n",
    "conduction band and the heavy hole and moves the light hole:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "35ad55e1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.789605Z",
     "iopub.status.busy": "2026-10-24T22:06:42.789472Z",
     "iopub.status.idle": "2026-10-24T22:06:42.792216Z",
     "shell.execute_reply": "2026-10-24T22:06:42.791898Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "8-band k·p: δEc = +100.1 meV, HH = +37.3 meV, LH = -50.8 meV\n"
     ]
    }
   ],
   "source": [
    "eps_layer = kp.biaxial_strain(alloy, gaas.lattice_constant)\n",
    "dEc, vb = kp_shifts(alloy, eps_layer)\n",
    "print(f\"8-band k·p: δEc = {1000 * dEc:+.1f} meV, HH = {1000 * vb[1]:+.1f} meV, LH = {1000 * vb[0]:+.1f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14eb6382",
   "metadata": {},
   "source": [
    "With the split-off coupling the light hole lies 50.8 meV below its unstrained energy instead of 71 meV:\n",
    "at a shape change of 2.8 % the \"≈ 10 meV per per cent\" correction amounts to about 20 meV. The heavy hole\n",
    "(+37.3 meV) and conduction band (+100.1 meV) are as before.\n",
    "\n",
    "## 6. The GaAs / In$_{0.2}$Ga$_{0.8}$As / GaAs quantum well\n",
    "\n",
    "What matters for a device is the band alignment against the GaAs barriers. The valence band offset is\n",
    "interpolated linearly: InAs lies 0.21 eV above GaAs. Without strain (a relaxed layer, which cannot actually be\n",
    "grown on GaAs) the well would be deep for electrons and shallow for holes. With the strain of the\n",
    "pseudomorphic layer, the conduction band rises and the heavy hole rises, and the light hole sinks below the\n",
    "GaAs valence band.\n",
    "\n",
    "![Slide 21: the GaAs/In0.2Ga0.8As/GaAs heterostructure with and without strain](attachment:slide_021.png)\n",
    "\n",
    "*Slide 21. Without strain: $\\Delta E_c = 248$ meV, $\\Delta E_v = 42$ meV. With strain: $\\Delta E_c = 148$ meV, a\n",
    "heavy-hole well of 79 meV, and no light-hole well (−29 meV): the hole ground state is a heavy hole.*\n",
    "\n",
    "`kp.Heterostructure` builds the 8-band Hamiltonian of a layer stack on a grid. Given a substrate, it strains\n",
    "every layer pseudomorphically to it and adds the strain terms; without one, the layers are relaxed. The\n",
    "band-edge profile below is that of an 8 nm well between 10 nm GaAs barriers; the subbands are the confined\n",
    "states at $k_\\parallel = 0$."
   ],
   "attachments": {
    "slide_021.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "d007d88d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:42.793503Z",
     "iopub.status.busy": "2026-10-24T22:06:42.793413Z",
     "iopub.status.idle": "2026-10-24T22:06:43.055467Z",
     "shell.execute_reply": "2026-10-24T22:06:43.055070Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "without strain (relaxed layer)   ΔEc = 248.1 meV, ΔEv = 42.0 meV, gap in the well 1.1324 eV;  e1 51.8 meV above the well bottom, top hole level 8.2 meV below the well top\n",
      "with strain (on GaAs)            ΔEc = 147.9 meV, ΔEv = 79.3 meV, gap in the well 1.1953 eV;  e1 40.6 meV above the well bottom, top hole level 9.6 meV below the well top\n"
     ]
    },
    {
     "data": {
      "image/png": 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bmpri+1Zmnzuvu3FDRk2Ius3/QS9tMNS+ywjQd8lLFMQYM3Isde3RhX4f/ptU/FJdUFAQ/fbrMJo9YzYtWvoHaUOpMqXEkI9jR45TocKFxG03b9yijx8/Uq3ataTHXb96nezs7ahI0SKpWie1203IxtZGXACMiXpcVxGrx4aAfsQqpEXDjPEDpC/s68EYqZ/F5bO6IC+q99xQz+YDJMc8YYCCh48MG/E7mZklnVrs4OBAI0YNpx5de5K28FCPEaOH04SxE8nUzJTcM7nT4oVLqHGTRlS+QjnpcWNHj6dixYvRvIVzUrVOarcLIAcmphphDD22BPRBkexnAQAAjIX69zuCGPI9YYH9PBh1EMPS0pJiYmPI39+f3Nzckl3p06dPZKvlzISOnTtQliyZaf++A3T71m3q2asHde3eReMxFSqWp1y5cqVpndQ8BkAe1A5cEcOQH40zcghiAAAYfRADWZeyExsXxDDFyQow5iCGlZUV1albm7p16iEyFipVriSmXVUJDAykUydP04wpM0VxT22rW7+uuCRnyvTJaV4ntY8BMHbqmYU4OyM/6j9mkWUKAGCcNL7fMZxEdjCcBIxVoqIXM2ZNp58H/ULdOnUXBYC4mJWlhQWFhYWTn5+fGFPVoVMH6j+on35aDADpAqmF8qZQT79BFAMAwChhOIm8SSepkIkBxh7EcHF1oQ1b1tO9e/fp0vmL9Pbde4oIjyA7O1vKkzcP1axVg3Lljh/CAQCGDydnZAgxDAAAmRX21GtTQA8UqpoYOFkBRibx9CNxSpQoLi4AYJw0dmj4ZSM7GkOI8OMGAMD49/Vqs1KBTMS95djNg7Ex1XcDAEA/EMOQN8QwAACMn4kZZieRs9hYZQEsnpURwJjgEw0gVwjLy5taFANppgAAxgnDSeRNVcQbP/nA2CCIASBXmJ1E1jSHk+izJQAAoJMgBoaTyHdfjygGGBkEMQBkSrMmhj5bAnqhURIDUQwAAGNkov5LH/t6+Rb2xOwkYGQQxACQKRy3yhtqYgAAyG04CaIYcqN6z3GyAowNghgAcoUfNjKH2UkAAIyd+hl4BDHkm4lhikwMkFMQIzwsnPbt2ZdoGQAMH4aTyJv62GicoQEAkEEQI67II8gHhpOALIMYgUFBNGXStETLAGBsU6wixVRuNN5xlMQAAJDBCQvs6+UGhT3BWGE4CYBc4cBV3jA5CQCA0cNwEnmTJifBER8YGXykAWTKRC2KgZMz8qMx1R6qvAIAyKCwp16bAvocToL9PBgZBDEA5Eq9yBN+2ciOQi0VA1OvAQDIoSYGohhyg8KeYKwQxACQKYwmkTkMJwEAMHoaQWqcsJDvFKuYnQSMDIIYAHKl/rsGZ2dkR6OYKyJaAABGCXU95U36fYfhJGBkEMQAkCmMj5Q5jZIYiGIAABh/TQwMJ5FtJgb282BkEMQAkCkU+5I39R+z+HEDACCH4ST6bAnotbAnhpOAkUEQA0Cu1E++4+yM7Gi85UjEAAAwSijsKW8o7AmyDGJkzpyJrt26kmgZAIwsE0OvLQG9QCYGAIDRw3ASecNwEjBWyMQAkCmN4ZGIYsg3hoEsDAAAeWRiYF8vO4rYuAUc8YGRwUcaQK5Q7EvWcHYGAMD4adQ8QhRDdrCvB2OFIAaATGn+sNFnS0AvpFnXkIoBAGCskIkhb1IQA4U9wcggiAEgVxrHrohiyI7qjBxiGAAARguFPeVNEYMpVsE4IYgBIFPIMJU3lMQAADB+KOwpb6pMDFNkYoCRQRADQLYwnETOVNOuaVZ4BQAAY2Ki/ksfNTFkG8TAvh5kFcTgD35YWJh0/cP7D7R29Tq6dvWaLtoGALpKMcVwEtnCOFkAALlkYui1KaDHExbY14OxMU/pTg5YeL7xpPGTxlF4WDi1bdWO/P0DKDw8nP5et4pq16mlu5YCQLpCSQx5k4p96bshAACgNRhOIm9IxABZZmIs//MvGjC4v1g+feo02dnb042712jC5HG0dvVaXbURALRBY9Y1nJ6Rb4qpvlsCAADaYmKm9iUfi36WG2RigOyCGEFBQRQaGkqZMmUS1y9dukLfN21MVlZWVKduHXr14pUu2wkA6UwjtRAxDPnBFKsAAEYPmRjypgpioLAnyCaIYWdnRxHhEeTj4yPO2P13+j+qVKmiuM/Pz48cHB102U4ASGcmOAUvayj2BQBg/BDEkDdp6CiKeINcamKYmppSrTq1qPOPXSlbtqwUHBxMFSsrgxiXLl6majWq6bKdAJDeMJxE3lCwHABAXkW8kXUp3xMWmGIV5FQTY868WVSlahWyd7CnVWtWkKWlJcXGxtL1a9epd99eumslAKQ7jag8ftjIDs7OAAAYP40T8KqptUF+NTGQiQFymp3E2cWZJk4enyhDY+6COXT65Blq3rKZttsHANqCGIa8qX7LorAnAIDRMjGNP1+JTAz5wQkLkGUQI+E/AQ8j2bFtJx0+eJjs7O0QxAAwYBpReZydkR38sAEAMH4majnXmIlMxoU91WepAZBDEOPt23e0a8cu2rl9F3m+8aRSpUvSz0OHUNNmTXTTQgDQCowmkTfMHQ8AYPxQ2FPeMJwEZBXECA8LpyOHj4isiwvnL4qZSGrVrklhYWG0/9A+3bcSANIfohjyhigGAIC8plOP1WdLQB+kIURIxABjDmJw8GLShCn0z/4DFBYWLgIXS5YtpvoN61FAQCA1adhUfy0FgHSlWeMJxb7kBu84AIDxQyaGvEmZGJidBIw5iBEYFERbNm2hXLlz0Yalf1CZsqX11zIA0DJMuyZnSDEFAJDbFKsIX8sN6l+BLKZYdXJypIGDB1BkRCS1bt6G2rVuT5s3bqEA/wD9tRAAtF7sCyXL5UvjcwAAAEYcxNBrU0CfhT2RiQFGRuPnq5WVFQ0fNYwuXD1HazaspsxZstDE8ZOoYtnK9Nuvv+PbD8CoqP2w0Ws7QB/iz8hhoCwAgLHCTGTyhuEkIKvCnqamplS7Ti1x4SyMfXv3iSKfnz/7ULXKNcTMJE2bN6HSZTDcBMAoamKg2Jf8xAUxNGujAACA0dbwRiqG7EjvOXb2YGS+mEjs5OxE3Xp0owOH99ORE4eo8feNaNeO3dSrRx/dtBAAtJ9iilwM2Yn/XYMoBgCAscJwEnmTamJgOAkYmTSNhi5StAiNmziWLl2/QAsWzdNeqwBAtzCeRH4wmgQAwOhpHLwiE0N2FHGZtjhfAbIYTpIwgvfp4yd69+49xcbGSLc7ODhqu20AoEWYdk3eULEcAEBm+/q4Io8gH4pYZRQDWZcgqyDG61evacjAn+nO7buJ7nPP5E7Xbl3RZtsAQIuwQ5M3jJMFADB+GE4ib6rkG1MzDB0FGQUxxo4eT3ny5qEx48fQwL6DaNvurXTx3AWaM3seTZoyUXetBID0p74/w8kZ+UGtLwAA2ZywuPf5Jm2a/xeNXIx5tb9GTEwMmZmZkaGxjLKmRh4tMZ4E5BPEiI2NpSuXr9DVm5cpPDxC3FagQH5xsbKxpl07dokZSgDAMKFiubzFZ2LouyUAAKDtbIxbXlcpINIfHS1DLwKeUm2T6vpuBoBughi+vr5kb2dPjo6OZG4eSkHBQdJ9lStXoj/mL0rflgCA/oaTIBNDdjA7CQCAfIIY0YoosVyqdEmqVqOavptkcAJ8g8jJ1YEMybIly8XfGEU0ZicBOWViKKQPvK2trQho3Lp5m8qULU2PHj0mBwd7XbYTANKberEv9K78qKZdQ8lyAACjxt/zsXHf+VW+q0IjRg3Xd5MMzqsnnpSnkAcZkpXLV1F0dLR477GvB9nNTqLStv0P1LPrTyKIcfnSFerTvzcZ6pg2KY06jqmpqbgAyLcmBsIYcoO3HABAHvikpCJurk1z81T/9AcDx+81BzH4vTdVn2oXwAgke+Tu7u5GR/89LF0fMXo4Dfp5IDk5O9Gwkb/Tz78O0WrDuA7H2FHjqFSxMlQobxHq2rGbmC3lW9dp1ay1uK9wvqLSZeSwUVp9LQAZf4pVvTYF9JmJgR82AABGjXf3sQhiyI4qYMXvPfb1YGySDcdyZoKbm5t0nSvy9u7bS1ftoknjJ9G5s+dpx+5t5ObuRqNHjKXunXvQsVNHydLS8pvW+X3EbzRw8ACdvRaAjEhzFAGiGHKjescxmgQAQAbDSUiZiWFmbngzbMDXUb3X4r1HIgYYmQw5hiLAP4B2bNtJQ3/7lQoXKUzu7u40Zdokev36DZ04diLd1gGQNRT2lDcp/Qa/bAAAZDOcxACnCYWvY26mPFfN7z0yMcDogxifPn6iubPm0aF/Donrfr5+1Pz7FhqXVs3aUHBwsNYadevWbTGGq/J3laTbsmTNQvny56Pr12588zp/Ll5G+XMVpKoVq9G40eNFAARAblASQ94QwwAAkAc+gFUNJzFDTQz5ZWJwEANpl2DsQYx1a9bT/n0HqFp15fRLUdHR9PjxE8qZM6d04UDHvj3701xQk4MMyV34fpXP3p/FXzfX+OEs4rq7G33+rLwvodSuU7VaVdq4dQPdf3KPlv61lC5dvEz9eg9IVOxTXVhoGPn6+EoXfz/Msw2GTyMqj6IYsqP6zsMPGwAl7OvBmCniBhEiE0M+VO81BzFQ2BOMvibGPwcO0riJY0UBTxVHR0datvJP6fr2bTvo4IFD1Llrp1Q/UbPGLejJ4yfJ3s/PcfPe9RS3oYhNeyQx4Tqjxo6UlsuWK0MzZ0+nH1q1o3t371HJUiWT3MaRf47R3h0HEt3u+eIDBfqEUHqKjYkV0zgB+k7bFLEKjSmV8bmT1/9scIDyuysqMkqv7TfU/ssI0Hfx0mPqQ+zrDQM+92kXExt/ojDANwjfuTL53KnOT3EAy98nUG/tN8S+yyjQd8nv6zWCGJwN4fXJi+rUrU0pKVOmNP25KD6okRqHjx9M9WMzZ8kk/n728aGcOXNIt/v4+FKZsmXSbR1WqEgh8ffVy9fJBjEaN2tIterVkK5zJsakUdPJI182cnVzJbnPQ51RoO++PojBcT587uT1ubvnoAwqW1pb6rX9htp/GQH6Ln1hX28Y8LlPO1Oz+JN5mbO54ztXJp87a2srKRPDJbOz3tpviH2XUaDvUjmcJCgwiKysrTTmkM6UyZ1OnDqmsZKtnR1FRkaStpQqXZosLCzo4vmL0m0f3n+gly9eUvkK5TSCLrGxsWlaJ6GHDx6Kv1mzZUn2MTa2NiJYobo4uzh/82sE0DuMJpG3uBgWhskCKGFfD8ZKYaL8rczCwiPE3/DwCPr44aPyfoVC/GZW/bbnYdiq2ncBAYHk6+urXCcsXAwpZ/z7m9eJiooS1728vCkkRJnhx7XmVEOvw8LCxAlSxsPHeR3+K9b55CXuZ/x4VY063g5vj/H2eR3V731+fm4H43Zx+xi3VzV8nF8Hr6MaNsmvk18v8/HxoaCgILHMf/k6i4iIEOuo9wffpuqP0NBQsRwYqNkfqj5M2B/e3mr9ERAoagwm7A8+jtHoDy9v6XnU+4NvU/WHqg9Vw/DV+4OfQ9Uf/NyqU1UxsdEUFq7sZwCjDGI4ODpQeHi49A/NeChGwoP2ly9eUKbMyswHbXBycqQOnX6kBXMX0J3bd+j9u/c0esQYUaSzXoN6GkNUhv1vRKrXuXH9Jo0fM0EELviLi+thjPx9lMjUKF+hvNZeD0BGhFoI8oaaGAAA8qBQO2mxc9sO8ff61WtUu3pdscwH3t9VrEaPHz0W13v16EPbtmwXy0sXLaVRw0eL5bNnz9H3DZpKJz55HZ4FkHXp0JX271UOvZ49cw5NnjBFLB87cozatGwrlr29vMU6/Jfx7Xw/48fzeoy3w9tjvH1eh5+P8fNzOxi3i9vHuL3cbsavg9dRBRT4dfLrZb8O+R+tWvG3WF779zoaMuBnsXzzxi2qWTU+E53Xf3BfeaKzf+8BtH//PrG8bOlyGh537HHxwkVqWK+xFGjgdV48fyGud+vUg3bv3COW+dhkwriJYvnkiVPUokkrKVuc11EFT9q3bk+HDx4Ry9OmTKcZ02ZKQ/07tO0olt96vhXr+Psrg0TNm7Sk06dOi+Wxo8fTwnkLle/z9l3SdsOiw+jg6bTVMgTI8BQJdP6xi2L+3AWKlPTq3lsxfcoMhTZFREQoJo2frChfuqKieKGSip+69VJ4er7VeEyzxs0Vw/43PNXrREdHK7Zu3irWK1G4pKJuzfqKGdNmKgIDA9PUNp/PPopubXuJv+nt5eM36b5NuUDfpd3spssVs5ssVxz+85QW3hF5MNTP3b4Zx8R7v/7XXXpth6H2X0aAvtMu7OszJnzu025+p78UubPnFZd1a9aL28LCwhUf3n8Qy7GxsYr3796L39HM29tbERQUJJb9/QMUPj7K37thoWGKjx8+iuWYmBixTmRkpLj+6ZOXIjg4WLmOn7/Cz9dPLIeGhio+ffwklqOiosQ6/Fes8/GTuJ/x43k9xtvh7THePq/Dz8f4+bkdjNvF7WPcXm4349fB6/DrYvw6+fWyz58/S7/7+S9fZ+Hh4WId9f7g21T9cf/mI7EcEKDZH6o+TNgfXl5q/eEfoPD18U3UH3xcotEfn7wUISEhifqDb1P1h6oPed2E/cHPoeoPfu6GdRuJ97xesSaK/7ZcUugL/mfRd9qQqLDnwMEDqFvnHuIsXc+fepCLq4t0n+cbT5o3Zz5dvnSZJk+bpNXgiqWlJY2fNE5cknPg8P40rWNmZkY/dvxRXABAmY2R0sw8IIfhJGkrlgwAAIY5MwlTFe7neglZs2WV9gPZsmeTHuPu7h7/eCdHadnaxlpcmKmpqcY6mdUytNUnB7CxsREXxsPVNdbJkllaVs/6trOzExfGQ8XV18mSNX74t6trfF06e3t7cVEdD6ivo3qdzM0tfhZDBwcHadnKykpaJ6n+CPYNkyYiUO+PrDZZk+yPTJkyJdmH6v3BxyXJ9aF6f9ja2opLUn2o3h/qx2zcf9bW1tInwM5W2Z8AxiJREKNq9ao0aepEmjhuEi1euIRy5MxBdna25OfnL8ZwOTs701+rllP2HNn102IASN8gBv+4QRxDdqTYFWIYAABGTUHxNTHMzRL99AcjZRb3XnNhT80CAgCGL8lvMp46tWbtmrRn5x66f/8+hQSHUMFChahc+bL0Q9s2GhFWADBgcQewyMaQcU0MRDEAAIxarNqZCjNzM722BXSHMz1UQQxkXYKxSTYc6+GRk34eOkS3rQEAncJOTcZUQQxTpGIAAMhlOAkyMeQXxOBMHOzrwdgguQhAxlTlEFAWQ36kn7SIYQAAGDWFCTIx5MgcmRhgxBDEAJAzqagjimLItrCnvtsBAAC6q4mB4SQyHE6iIFNkXYKRQRADQMakEEb87xuQCUWsND2JvpsCAAA6CmKoij2CjIaToCYGGCEEMQDkTIrMIxNDfuJqYiCIAQBg1NSLdyMTQ4aZGBzEQiYGGHMQw9vbm6pVriGWg4KCaOqkafpqFwDogHQOHjEM2VH9pkUMAwDAuMWaIBNDjsxM1Wcn0XdrALQYxLC0tBLBCxYWFk579+xL56cDgAwlbq+Gwp4yPjOHHzYAALIZTmJhgeEkspxiFZkYYGQ0vsmcnBzJ2tqaJo2fTNmzZ6eI8HDaunlbkiva2FhTy9YtddVOANCC+Mg8UjFkR8rEQBQDAMCYcWFHFdTEkA/Ve801MVDYE4xNonDsnPmzacbUmfTW8y2FhITQ5AlTklzRPZM7ghgABk51AItMDDlnYiCIAQBgzFATQ57MzNWHk2BfD0YexKhVu6a4eHl5U5OGTenarSv6aRkAaJ9U1xOZGHKDGAYAgAxnJzHHcBLZ1cRAYU+Q0+wkzs5O9NfKZbptDQDoFDIxZCwuioGzMwAAxi1WbcioeVydBJBPEANTrIIxSjYca2lpSeUrlqd3797R+jUb6NnTZ2RhaUHFixenHr26k4ODg25bCgDpDtmF8iUl3yDDFADAqCETQ540CnviBx/IJRODnT97nurXaki7du6myKgo8vPzpxXLV1C9Wg3ozes3umslAGiHVBMDw0lkm4mBKAYAgFETwwniIBNDjkEMBZma4YwFyCiIMXniFGr3Y1u6cOUcbdi8jrbt3ELnLp+jwoUL0YK5C3XXSgDQCikyjxiGfGtipLgXAAAAQ8fDCVRQE0M+TE1NpUwcZGKAsUn252twcDC9eP6SRo8bLYaWqE/DOnzUMLp+/Yau2ggA2oLAvIxhPAkAgBzwcAIV87gZK0A+U6wqh5PouzUA6euL5+CS+9Ajogdg+KREDAwnkR3MTgIAIA8KtXRL1YEtGD+zuEwMEcQyRRQDZBLEsLe3p3z589LsGXMoOjpauj0oKIjmzp5P5cqV1VUbAUBrMJxErqTAFU7PAADIJhPDwgJBDLkwxewkYMRS/CYbP3Ec9erRhw4eOERFixWhqKgounPnLllZWdGuvTt010oA0AqTuMg8EjFkCDEMAADZBTFUxR5BPlOs8vtvikwMkNNwkmo1qtG//x2nFq2ai+EjdvZ21LtPL/r3zHHKlTuX7loJAFoRn1yIyp5yg0wMAAA51sRAJobshpPw7DQYTQJG5ovfZDly5KDR40bppjUAoFtSTQx0vFyDGBhNAgBg3NRnJ1HNWAHGT73+CWqfgbHBNxmAjMVPsYoohnyHk+D0DACAMRNn4vlHv4kpvvNlmInBYtQCWQDGAEEMADnDAax8YYZVAABZDSfhIAbIr7Ani42N0WtbANIbvs0AZExKxIhFJoZ8h5MgEwMAwJghiCFP6pkYsbHIxADjgiAGgIzhAFa+EMQAAJBXTQzUw5AXU7WZaBQo4A5GBkEMADlDSQz5wnASAABZQCaGPJmaxAcxYmKj9doWgPSGIAaAjKGwp3yhUjkAgLyCGCaoiSHfwp4YTgLGPMVqcHAwzZs9P1UrOjg40P+GDdVWuwBAlzUx0Nuyo5qQxsQUNTEAAOQQxDBTOzMPxk99+JDqMwBglEGM6KhounnjlnQ9PDycHj18RFbWVpQrVy6KiowkT8+3ojhM7Tq19NFeAEhPiGLIGAp7AgDIATIx5El9OElsDIIYYMRBDGcXZ9r7z27p+thR46hgoQI0dfoUcnJ2ErdxEGPwgCHUoFED3bcWANI9hhESFUynb/9L7xc8R+9+Bf/PAeTsrvx+NCRPXrymHIq8+m4GAABomWp6TUyxKi9mZurDSVATA4w4iKEuKiqKdu3YTdduXyE7Ozvpdg+PnDRh0ngaN3o8derSUVftBABtMDGh8+9O0lP/h3TwMrpYbqplr0NlTUvouxkAAKBFKOwpT+pBKwwnAdkEMUKCQygmNoYsLS0T3WdjY03+fn7abhsA6CATIzAyQCybmZmRlZUV+jyNYmMVZGpgdSVCQ0PFX37vDavlAACQVjGqKVZR2FNW+HedCpcCAJBFEIOHj7i5utHihUvo199+kYrDhIdH0KIFi6lI0SK6bCcAaIUJxSiUKYbNWzajhYsXoJ/T6NUTT8pTyMOg+q1uzfr04vkLZXqpqi4KAAAYJdUBrAnC1rKtiRGN4SQglyAGT704adpEGtx/CO3ds4+KFy8mhpjcunlLVLXfunOzblsKAOmOj18544ollXUFxkn1XscoYhDDAAAwcrEK1MQguQ8nQSYGGJn4T3cSGjZqQP+eOU6NGjekiIgIMjM3o249utHJs/9SwUIFdddKANAKDlaqMjEwlEQ+eMYpFs3vPTIxAACMmuoAFsNJ5MXUVH04iTKQBWD0mRgqHrk8aMz40bppDQDolgmnGCp3bAhiyIfqveYsHMQwAACMG6ZYlSdVKQCGTAwwNilmYgCAcUMmhsyDGMjEAAAweqoDWDP87JcVM7XhJKqhwwCyyMTgL719e/bTjes3KCgoSOM+R0dHmjxtkrbbBwBaD2LE1cSwQk0MubBS1cRAJgYAgGxqYphgdhJZUR8+FBOD2UlARkGMsaPG0c7tu6hM2dJkb2+vcR8qHAMYPgUplDNUYDiJLDMxuCYGB7IAAMB4xaAmhixpBDGQiQFyCWLExMTQzh27aPvubSKIAQDGJ5ZiRSCDoSaGHGtiKANYAABgvFRFHU0wnETGs5NgOAnIpCYGz0bCP3QRwAAwXuqR+ago5QFteHgEffzwUSwrFAr68P4DRUZGiuufP3+m4OBgsRwQEEi+vr7KdcLC6dPHT9IwNF6Hp2RmXl7eFBISolzHP4D8/fzFclhYGHl98hLL0dHRYh3+K9b55CXuZ/x4Xo/xdnh7yvZGiXVUY335+bkdjNvF7WPcXm4349fB6/DrYvw6+fUyHx8fadgc/+Xrqu9CXke9P/g2VX+EhoaK5cBAzf5Q9WHC/vD2VuuPgEDy8/VL1B8cRNboDy9v6XnU+4NvU/WHqg953YT9wc+h6g9+7ti418/zxodHKR8DAADGva83ReadrJioFfZU/TYAMPoghq2tLbm4uNC7d+902yIA0Bn1M/E7t+8Uf69fvUa1q9cVy3zg/V3FavT40WNxvVePPrRty3axvHTRUho1XDlz0dmz5+j7Bk3FclBgkFjn9es34nqXDl1p/94DYnn2zDk0ecIUsXzsyDFq07KtWPb28hbr8F/Gt/P9jB/P6zHeDm+P8fZ5HX4+xs/P7WDcLm4f4/Zyuxm/Dl5HFVDg18mvl/065H+0asXfYnnt3+toyICfxfLNG7eoZtXaUj/x+g/uPxTL/XsPoP3794nlZUuX0/D/jRDLFy9cpIb1GkuBBl7nxfMX4nq3Tj1o9849YnnB3AU0YdxEsXzyxClq0aSVWPbx8RXrqIIn7Vu3p8MHj4jlaVOm04xpM8XyPwcOUoe2HcXyW8+3Yh1/f2WQqHmTlnT61GmxPHb0eFo4b2Hc+7yL/jvzn/L9jY2kY5cOp+ETAwAAhkYV7EcmhryYUvwUqxhOAkZHkYzo6GjF8j//UrRs2lpx/twFxZs3nhqXd2/fKeTK57OPolvbXuJvenv5+E26b1Mu0Hdp9+egtYrc2fOKy6YNm8VtYWHhig/vP4jl2NhYxft37xURERHiure3tyIoKEgs+/sHKHx8lP8DYaFhio8fPorlmJgYsU5kZKS4/umTlyI4OFi5jp+/ws/XTyyHhoYqPn38JJajoqLEOvxXrPPxk7if8eN5Pcbb4e0x3j6vw8/H+Pm5HYzbxe1j3F5uN+PXwevw62L8Ovn1ss+fPysCAwPFMv/l6yw8PFyso94ffJuqP+7ffCSWAwI0+0PVhwn7w8tLrT/8AxS+Pr6J+oO/fzX645OXIiQkJFF/8G2q/lD1Ia+bsD/4OVT9wc89ZuRY8Z4X9iiu+GfRcYU+4f8WfZdRYV+fMeE7I+1qVawrvvMblmymhXdEHgzxc3dm2wXpN962Tdv11g5D7LuMAn2XvGRrYvCZwBlTlWf7OrXvnOh+90zudO3WFe1GWABAq3g4gfr/NLO2tqKs2bKKZS76mC17tvjHuCsfw5ycHKVlaxtrcVHNS66+TubMmeLXcXaSlm1sbMSFmZuba66TJbO07OziLC3b2dmJC7OwsNBYJ0vWLNKyq6urtMxFiVWFiS0tLTXWUb1O5ubmJi07ODhIyzysTrVOUv0R7Bsmzdik3h9ZbbIm2R+ZMmVKsg/V+8PMzCzZPlTvD86Y40tSfajeHy6uLhp9yFl2qor1tjbK/gQAAGPPxEAhZzkxNUEmBhivZIMYLi7OtGPPtmRXtLDAdIwAhi5WLYiBwp4yLOwZN+0eAAAYL1VRR1MU9pQV9RooqIkBsgli8FnOipUq6rY1AKBTUWqFnjhLAeTB0kr5XscoOIilLPIJAADGPcWqidpsFWD81N/vWBT2BLkEMVS4Gj9XuX/37r3G9DyciYGZSwAMW0ysssAlQyaGfKi/19GYdg0AwKghE0OeeDhrwkAWgCyCGK9fvaYhA3+mO7fvJroPNTEAjKsmBoIYMg1ixMR/BgAAwIgzMchEnJzk+k5g/ExiMZwEjFeKeWU8LV+evHlo266toujdiTPHacq0SeTo5EiTpiinBQQAIwliWMcf2IJ8ghgxMfHZOAAAYMSZGDy8ACMIZYODVapirjhhAbLJxOBKxlcuX6GrNy9TeHiEuK1AgfziYmVjTbt27KKmzZvosq0AkM7Ud2pWqIkhG+r1TyIRxAAAMGoxakEMkYmBWUpkQZl1w+95DAp7gnyCGL6+vmRvZy+mDTQ3D6Wg4CDpvsqVK9Ef8xdpvXHHj52g/Xv3U1hoGFX5rjJ169nti8UHL5y7QNu2bqfP3p/p73V/i+ki02O7AMYoBsNJZEljOEk0MjEAAORS2FMRqyCKn3kTjJgiVhm44unUY6IxGxnIZDhJbKyCTEyVKUi2trYioHHr5m1x/dGjx+TgYK/Vhm1cv4kG9R9MJUuVpO+bfk8b1m+iwQN+TnGd3j370qKFS8je3p7On7tAMUmM9f6a7QIYK9TEkCcra8tEZ+gAAMA4qX4P8xSrfHYe5IHfa1PVcJJo1L8Cmc1OotK2/Q/Us+tPYkaSy5euUJ/+vbXWqMjISJo7ax798usQ6tu/j7itQMH81LJpa7p29RpVqFghyfVmzplO7u7udPTIMdq0YXO6bRdAFsNJ1M7Og3FTf68joyL12hYAANBNJoY4K8+ZGCALnHWjmmYVQQyQTSaGu7sbHf33sHR9xOjhNOjngeTk7ETDRv5OP/86RGuNunv7Lvn7+1PDxg2l20qXKU3ZsmWj/86cTXY9DmBoY7sAcsjEsLTCkCq5sLRUn2IVZ2cAAIxZbIwy404c0CKIIasghqmJcuxQTNxnAMDoMzF4bmGekUTFzMyMevftpZNGvX37VvzNmi2rxu1Zsmaht57vdL5drp0RFhYmXff38//qNgBkJNFxRR15J6c+nzgYNyu1gFUUamIACNjXg/EX9lROsQoyGk4SN50uMjFAtsNJgoODycLC4qtTzkcOG0WebzyTvd/Wzo5Wrv5LLEdGKg+srK2tNR5jY2NDUd+Q+vy12z3yzzHau+NAots9X3ygQJ8QSk+xMbH06kny/QTou/QUFh4u/pqbmeNzJ6P/2c8f/KTlAL8AvbbfEPsvo0DfxctTyOOb+xP7esOAz30a+ys2VgpccE2M10/fkaWthVbeG2NmiJ87v88B4j1XLvvrrf2G2HcZBfou+X19ikEMTj1as2oN/b1yDX348EGcqS1QsAAN/e0XURQzLdp3aE+hIckf8JtbxH+h8pAVxkM/MmXKJN3u5+dH+Qvko6/1tdtt3Kwh1apXQyMTY9Ko6eSRLxu5urlSeuJ/8vT4MSZH6Lu0i8syJHNTc3zuZPS5s7CLz7qxsrXUa/sNsf8yCvRd+sK+3jDgc582XA9OhbMuPfJlJxtHzZN5YJyfO89LH6SaGLYONnprvyH2XUaBvkteikGMaZOn0/atO6hTl45UvGRxioqMosuXLtOQgb/QnPkR1PqHVpRa5cqXTfVjixUvJv7eu3uf6tStLZZDQkLo5cuX1K1H11RvJ722a2NrIy4AxjqchDMxQD7Up5SOxHASAAH7ejBG6rUQ+IAWhT3lVhNDGcRATQwwNuYpRW43bdxMa9avpqrVvtOYpaRwkcK0etXqNAUx0iJnzhxU5bsqtHL5Sqpeo5oYxrJqxd9kYW5BjZs0kh43esQYyp0nN/Ub0Dddtwsgt9lJOBMD5EN9WGB0NGYnAQAwVuq1EERNDBT2lGUQAzUxwNgke+QSFRVFZqZmGgEMlXr169LGdRu12rC5C+eIKV2rVa5BTk5O9OnTJ/pjyQJydY0fvnHzxi2KiIj/Ab5uzXo6duQY+fj4iuu9uvchMzNT+n3E71S2XJlUbxdALlQzU5ghiCHfIIbaNLsAAGBcYqLjMzHEAS0Ke8oG10IxiauJof45ADDqIIadnR05OzvRs6fPRB0MdXfu3E10W3rjrAme4vXhg0cUHhZGxUoUEwU41U2fNY3s7e2k69VrVKf8+RPXtsidJ1eatgsgu0wMDCeRFQwnAQCQB/VANR/QYnYS+eB4lZSJgRMWYMxBDB4v9f79B+l6566dqGe3XvTL0J+pZKkSIjvj0sXLtPiPJTR3wRytN44LiRYvoaxjkRRVdoUKF+dMTeHPL20XQHY1MZCJISsmJiZkZmJGMYoYTLEKACCjTAwMJ5HbcBLlFKvIxACjDmLwMIwaVWometDvQ4clum3U8NHUoGF97bYOALRKFZnHcBL54fecA9fRKOwJAGC0ojRqYqCwp1xrYqh/DgCMLojh4uJMO/ZsS9WKFhbx1e0BwDBFIRNDtsxM+Os/ApkYAABGLEYjiGFOoYFh5JzVkaIjoyksMIIc3O3EEJNgnxCydbIhMwszCvEPIwtLM7K0taTw4AiKjYkV90VFRFNEcATZu9mJA+Rg3xCydbYhM3MzCvYNJUsbC3EJD4ogBSnIxsGaosKjKCI0kuxd7cR2QvxCyc7FlkzNTMX6PM23hbUFhQWFkwmZkLWDFUWGRYmLvautyCAI9Q8T65uYmoh2WtlbkYWVOYUGhIntWNtbUWRoJEVFxpCdsw3FRMWI+7idnHkY9DmEbBytyNxSuQ6/Rn5ebhc/ll9bdFQMhQWEkYO7vdQfNk42ZB7XH1Hhyn6MCImgmOj4/uDXKvowQX/w6+TXJfojOELcz1PbptwfoWRpa0GWCfsjPIoiQ5X9kWgdtf4ICwwXfST6g/swPEoMIRIZOJGxevwUAqQ/ZXguDs/WUbFSxVRdypQtrYXmAIAuYXYSeeIfaOYmZmI5CpkYAABGK1ptOImLlQudXnlJLL978JFW9d0qlmOjY2l5903k/UpZGH/PpCN059gjsXxp2w06tvg/sfz65ltaO3inWI4IiRTr+H8IFNd3jP2HHp55Jpb/W3+FTq64IJafXnpFm3/fJ5b54JvX4b+Mb+f7GT+e12O8Hd4e4+3zOvx8jJ+f28G4Xdw+xu3ldjN+HbwOvy7Gr5NfLzs49yRd23NHLN/Yf48OzDohlj88+kQrem2R+orX93r+WSzvm3aMXlx4I5Yv77hFRxaeEcued97TmoHbxTIHJ3gd37cByv4Yd4jun3wils9vvEb/Lj8vll9cfUMbft0jlkMDwsU6gd7B4vqWEfvoyfmXYvn035fozBrle/X47HPaNuqAWA74FCTW4cAIW//rbnp5Tdm243+epQubr4nleyce0/PLr0UAw8XKjZxDs6TpcwOQ0ZkoUOEnzXx9fGlo/+G0YPlscnVL31lNXj3xpDyFPNJ1m3KBvku76mVq01vvN1Q8e2k6eFW5UwXj/9zxGaGyBSqSf4Qv1a/agFbt+EtvbTHE/sso0HfahX19xoTPfdo8efyEGtZtLJZb5GtPI1b8SjmKZkUmRhozMd6/+UgFS+U1qEwMDmrMWjmN3ga/purVqtP6bWtJH/A/i77T6ewkACCnTAzlWXmQB/6BxoU9GSqWAwDIIxPDxMSUrO2UU2zz0AoHd+VhAA+54IN3FR6SocIHxCp8oMwXsY6p5jp8gC2t46C2jrWFuDA+6NZcJ36GQR56oqIalsI4IKCxjlv8OhxIkNaxtSTLuCbwcBH1dTjIkNQ6HMhQMVdbJ6n+sPBSvm4ru9T1BwcZkuzDFPvDNun+4GBIcuuo9QcHSdT7kF+TqIOiiKXIGGUmC4BRDicBAHnOTmJmqtw5gnyoirlGRuOHDQCAsYpRm1oThT3lhbM/OHCV8HMAYAwQxACQMVVhTzNkYsjuh40qE4OnzgYAADlkYpiITDyQB36vTeMO9dQ/BwDGAEEMABlTTa9pHndWHuRBofaeo7AnAIBMMjHIVASxQR44XqWaYhWZGGBsEMQAkDGpJoaYbhNkQ9TEQBADAMDYqZ+BFwe0yMSQ5XASZGKAsUnxyCU2Npb27dlPN67foKCgII37HB0dafK0SdpuHwBokeosPIaTyHA4SdwQIgwnAQAwXjHR8ZkYfECLGIbMhpOYmIhlZGKArIIYY0eNo53bd1GZsqXJ3j6+Ei7jaX8AwHBFR0eLitXqRR5BHjiZWJWJgcKeAADGKzpGMxODp+gE+ZywQE0MMFbJHrnExMTQzh27aPvubSKIAQDGJTIyflYK1MSQGQUPIYqbYhWFPQEAjJb6d7yoiYFUDJkOJ8HsJCCTmhgRERFkZWWFAAaAkYoIj5CWkYkhw5oY0hSrmJ0EAEAOmRgYTiLH4SQIYoDMghi2trbk4uJC7969022LAEAnOFCpohpaAPL5YSMV9oyKz8gBAADjrYkhDmgxO4m8hpOoZifBFKsgp+Eknbt2okH9htDwUcPII5eHxv1mpqaUPUd2XbQRALQcxDCPK/II8sDZxKrCnpEYTgIAIJuaGBhOIs8pVlWz0QEYfRDDx8eXZkydKZY7te+c6H73TO507dYV7bYOAHRSE8Msrj4CyKkmBqZYBQAwdupn4EVhT2RiyIYiNpZM4pLukYkBsgliuLg4044925Jd0cLCUlttAgAdwHASmQ8nkaZYjRTXTeKmYQMAAOOhXtCRD2h5iAHIA09Ah0wMkF0Qw8LCgipWqqjb1gCAXgp7YnYS+dbE4OWoqCiytERgGgDA2PDwcBVTExMMJ5FpYU9kYoCx+WI1Py7suX7NBnr29BlZWFpQ8eLFqUev7uTg4KCbFgKAVkSoDScxxXAS2VFlYqiGFiGIAQBg3JkYKOwpL8osS9TEABkGMc6fPU+9e/YlO3s7KlqsKAWHhNCK5Stow/qNtHPPdsqVO5fuWioDz5+9oBfPXlFIZJC+m2KQ3r/5iL5Lg2dPn0rLqvoIIA+cTqz+nt+5fZecnJz00hb838qv73i4qpwLgz9+9JjevHhnkO9dRmCon3t9efv2rbSMKVZlODtJXE2M6Khoun/vgV7agf9ZefZd5iyZKFOmTFrbfopHLpMnTqF2P7alsRPGSGfpAgICaXD/wbRg7kJasHi+1homR0N/HioOJgD0eVYe5DI7SfzXf1LFmwG0pVOXjjR91jTZdnDnH7vQ588++m4GyBAf0GJ2ErkNJ1HWu4qNjaWmjZrpu0kgI8NG/EaDfh6kte0rw3NJCA4OphfPX9LocaM10oydnBzFlKvXr9/QWqMAQHfsLOzJ3tIRXS4rCspkk5VMCMU8AQDkQHznm5hQbAwKe8opEyOzbTZ9NwNAK76YQ55cwXpUsk9/U6ZPpuePXlHWnNpLvTFmH996o+/S6OahB+R3I1Qq/ATyqVjuZOVM3YoNoCKtc1PuUjn01hb838qv7zJnzUJy9ueKpfT25QeDfO8yAkP93OtTiH8YXVv6UCwjE0NeQYzs9h40psMkKt46v97agf9Zefadh5bLTiQbxLC3t6d8+fPS7BlzaNTYkWRurnxoUFAQzZ09n8qVK6vVhslR6TKlycnWlfIU8tB3UwzSqyee6Ls0inxiSldv3+YT8yAryjfc3tKBypYsR0Wq6+/HDf5v0XdyU6lyJcrsgv3V18J3RtoFeAXRrWXPxDKCGPIaOsrcXTJT1epV9dYO/M+i73SeiTF+4jjq1aMPHTxwiIoWKyKm4btz5y5ZWVnRrr07tNIgANAdDCaQ9w8bhs8AAIBx08iejsVZCzllYjBTU+zpwfikmENerUY1+ve/49SiVXPxBcizlPTu04v+PXMcM5MAGIO4HzbqB7UgtygGftwAABgz9YNYZGLIh+q9RgkAkGVNjBw5ctDocaN00xoA0Cnp+BVRDFnReLsRwwAAMG5qwepYZGLILhPDBJkYYOxBjOjoaHr+7DmZm1tQ7jy5xHKyK5pbUP4C+XTRRgDQElV0HokY8qJ+Jg5naAAAjJv6QazqwBZkFMRAxiUYexDD19ePGtX7ntwzudOhYwfFcnL4MdduXdFFGwFAW5CJIU8YTQIAIBvqx7BIvJThCQtkXIKxBzFcXV3o4NF/yMLCXFpODj8GAIwkEwMnZmRFc0w0ft0AABgzjeEEyMSQX00MDCcBI6QRieBpVIuXKCZdV18GAGPOxNBzO0B/mRgplncGAABDh8Ke8qSIVf7F7CRgjJL9+fr582dqUKdRmu8DAMMRP04SUQw5Uai93xgrCwBg3NS/51HYUz4UscooBvbzIKsgBn/J+fn5JXlfVGQUBQcFa7NdAKALcb9rMJxEXlDYDQBARjDFqixJJTEwnASMUKLCFjExMfTy5Svy8/Wl2JhYepZghpKY6Gg6cewEZcmaRZftBAAtkKLziGLIeDgJamIAABgz9TPxCGLLh/ReY3YSkEMQw8fHl+rXaiBdV19WsbK2onkL5mq/dQCgVZhiVZ5Q1hMAQKZTrOKkhWygsCfIKojBs5LsP7SX/Pz86dfBQ2ndpjUa91taWlJOj5xkb2+vy3YCgDbFFX8CedA4E4czNAAARk2jsCP297Lb16OwJ8giiMEzlJQqXYqio6Np264tVKhwIf20DAB0dnZGvdAjyIFaYU8MJwEAkFFhT0Qx5BbEQGFPkFVhTw5mBAQE0JI/liZKTRo5bBR9+vhJF+0DAC2SftYghiEryCYGAJARtUQMfP/LcTiJvlsCkP5S/FiPHzOR6jWoq3EbR/MqVKxAc2fP00JzAECnMJRAnjCaBABANsSZeJMkhhOCUZPqn+C3HsgpiBESEkJvXr+hosWKJrqvfIVydP3qdW23DQC0TBWdR6EveVF/v5FmCgAgo0LeSMWQDUXcyCHs50F2w0nCw8PJz9cv0X3v3r4jcwsLbbcNALROdWoGXS0r6j9icYYGAMDoScUdkYkhG6qAFQp7gqyCGFZWVlSxUkWaOH4ShYdHSLf7+PjQ7JlzqFr1qrpqIwBoifrxK87OyAdiGAAA8qIq4hyLIIb8CnuigDfIYXYSdWMnjqGObTtS9So1qETJ4hQZEUl3bt8ld3c3GvLrYN21EgB0EMXQLP4FxksjYIX3HADA6GE4ifxgdhKQbWHPEiWK06FjB6llqxYUFRlFFpaW1G9AX9p3aB+5urrqrpUAoBXIxJApjdEkiGIAABg91ZTqqIkhw9lJsJ8HmWViMI9cHjRu4ljdtAYAdAoHsPKkmYmBHzcAALLJxMBwEtmQ3mvs5sEIYeZgADlTH02CHzbynJ1Ery0BAABdkOLVKOQtw8KeONwDGWViBAcH0x/zFyW7or2DPf0y9GdttQsAdJyJgd81MqKeiIE0UwAAo2dqpjyQjY2Nm3cTjB4Ke4IsgxhcA+PSxUsat8XExNLrV68pNDSUqtesrov2AYA2qZ+GxzhZ2UDACgBAXlTnLBSIYciwsKe+WwKgwyCGi6sLHTi8P9HtISEhNLDfYGrRsrkWmgMAumSiFsXAcBIZURs6hLooAAAyoKqJgRMWsqF6q7GfB2OU5kFSdnZ29L/ff6Ud23Zqp0UAoDPqQwlwdl4+FGrvNoaTAAAYP9V3PU5YyIcUsMKwUZDj7CRJsbd3oPfv35O2eXl506l/T1JoaBhVrlKZihUv+sV1OFPk4D+H6LP3Z+rTrzdZWFho3L9z+y7y8vLSuK1IkcJUt37ddG8/gGENJ9FjO0C38F4DAMhzdhJkYshwOAnGk4DMghjh4RGJbvv8+TPNnzOf8ubLq8120fWr16l7l55UrkI5cndzo9kz5tAv//uZ+g/sl+w6ixYspo0bNlHOnDnpxvUb1L1nt0RBjHVr1pGtnR2VLVdGui0sLFyrrwXAMEpi4MhWLtTPxOG3DQCA8TONOxv//tEnurDlur6bY3D8fQLo/XXNk6AZmiLxew8giyAGZ0FUKls5yfsyZ8lMq9f/rc120fDfR1LjJo1o7oI54nrN2jXo96HDqUnT7ylX7lxJrlOyVAn698xxunD+IvXr1T/ZbdeqXZMGDh6gtbYDGAqNoQQIYsiGRrgKUQwAAKNnaq4cQf7hkZe4gPzeewBZBDGcnBzpr7+Xa9zG6Uiuri5UvERxsrGx0VqjHj96TM+fPafZc2dKtzVr0YzGj51IRw8foz79eye5Xp16dVK1/YcPHtKqFX9T1qxZqfJ3lShTpkzp1nYAw6JWEwOJGPKh9mYjzRQAwPiVa16Czm64QoTZSb5KrEJBpgYY9HfK6kD5K+fWdzMAdBfEsLKyokaNG5I+PHv6XPzNlz+fdJu5uTnlypWLnj179k3b5h/snz5+ojev39DRw0dp5LBRNGf+LPq+6ffJrhMWGkZhYWHSdX8//29qA0BGobE/RhBDNjQCVob3mwxAK7CvB2NWvmVJcivqTHkKeei7KQbp1RNP9B2AoRf2/BrbtmwjHx9fSilo0qvPT2I5JDRE/HVwdNB4jKOjA4WEhH5TO2bNnUlFi8UXCJ01YzYN/20EVfmuiphWNilH/jlGe3ccSHS754sPFOijbGt6iY2JFV+UgL7Thc+f4v8nXz97S1Z2lvjoyeB/9qOnt7T84fVHCo36tu9VufVfRoG+i5ceB2bY1xsGfO6/3t27d+n+/XspPqZIkaJkZmYmlmNiYujRo4df3G7x4iWk5aioKHry5HGKjzcxMaVixYpJ1yMiI+jZ06cprmNmbk5FCheRrvPJxRcvlCc9k2NhYUmFChWSroeGhtLLly9SXMfKypoKFCggXQ8KDqI3r19TbKwi2b7j7PR8+fJL1wMDA8nT802Kz2NnZ0958uSRrvv7+9O7d29TXMfewYFy54rPqvD19aUPH1KeaMHJyVnUCtQn/M+i77Sxr9cIYgQHB9O82fNTtREHBwf637ChqX7S4OAQ8U+dHGtra2nZ1sZWuU5QMDm7OEu3BwUFUU6Pb/tHVA9gsO49utGyJcvp9u07VLtOrSTXadysIdWqV0MjE2PSqOnkkS8bubq5UnpCpBd9p0vBb+IPXj3yZSdbJ+0NEzNWhvg/qwiKX86RNxu5507f7zFj77+MAn2XvrCvNwz43H+95H7nqnvw9B7Z2tpKB/31UjF736t38YEBb29vGtRwUIqP54P+h8/uS9c5O3rQ4JTXcXd3o2u3r2oMDf/SOh65POjsxTPS9evXbnxxnSJFC9ORE4el6+f+O/fFdcqWK0t7DuySrh89cuyL61SrXpU2bdsoXd+7+zr9OuR/Ka7ToFEDWrn6L+n6hY3naPSIMSmu07J1C/pjyULSJ/zPou+0QSOIER0VTTdv3JKuh4eH06OHj8jK2koM5YiKjCRPz7cUGxubqi9Cdaosi9RQzXzy6tVrKhMXxOBo8FvPd9SkWRNKT6Zx0ebQkOQzKmxsbcQFwOgY4PhOSOfxJPgMAAjY1wMAABhgEIOzHvb+s1u6PnbUOCpYqABNnT6FnJydxG0cxBg8YIiIBmpLseJFxQwku3bsojJlS4vbjh87QQEBARrPu33bDjH9at1URIlV0WGmXshzx9btYhrWcuXLpfvrAMjo1I9f1afdBBnFMPTZEAAA0JmlS5ZSVo8sKT6Gh3erL+/atzNNz+Hk5PTFdUxNNWfLyJwlyxfXsbDQHAGfO0/uL65jZaU5RLZwkUJfXCfhxAUlS5cS63z0/JRs39nZKTNXVCpXrvTF5+Eh8upq1KrxxXVUx2IqDRrVp8JFCqe4Dk/IACCrmhg8pm3Xjt107fYVsrOzk2738MhJEyaNp3Gjx1OnLh210iguvjlt5hTq3bMv+fn5k3smd9q1fScNGNSfChSIH3O2ZtVaKla8mBTEOPvfWbp75x49e6Is/skzkHCAommzJuLLLjQkVGyzZMkSYljK/Xv36fy5CzRh8njKmi2rVl4LQEamPjMFZieRD4X67CSYPx4AQBa4dkVahu9xbYzyFdJ2ks/S0jLN61hbW6V5HR7yktZ17O3t07wOz9bI67xyTP3QRz4pnNbncXNzE5e04JOymGER5CrZIEZIcAjFxMaIL6OEbGysyd/PT6sNq1GzBh3794gYV8bFe1auWUlVvqus8Zj2HdpR5syZpevh4RGi7kbmrJmp/6B+Yj2+REVHi/s5kLH/0F6R1fHqxStq2LgBTZk+mbLnyK7V1wKQYWmchkcmhiwhFQMAAAAAjCGIwSlLbq5utHjhEvr1t1+k1C8OFCxasJiKFI2vEKwtHHTo279Psvf37NVD43qDhvXF5UtpYi1aNk+3NgIYMhO1I1gF5o6XDfWhQ+qfAQAAAAAAgw1icJr5pGkTaXD/IbR3zz4qXryYGGJy6+YtkXa+dedm3bYUANKdicawVGRiyIXG0CHNockAAAAAABlaij9fGzZqQP+eOU6NGjekiIgIMjM3o249utHJs/9SwUIFdddKANAO1MSQKWRiAAAAAICRZWKoz7E8Zvxo3bQGAHTKJJlij2DcNGaiwWgSAAAAADAgSCQGkDP1mSkQw5AN9bcas5MAAAAAgNFkYsTGxtK+PfvpxvUbFBQUpHGfo6MjTZ42SdvtAwAtQiaGTCERAwAAAACMMYgxdtQ42rl9F5UpW1rMrawOFe0BjKsmBjIxZER96JD6ZwAAAAAAwFCDGDExMbRzxy7avnubCGIAgJHHMFATQzbU32vEMAAAAADAKGpi8GwkVlZWCGAAGDGeSlmCmhgyTcRAJgYAAAAAGEEQw9bWllxcXOjdu3e6bREA6I5GDANRDHlW9tRjOwAAAAAA0nM4SeeunWhQvyE0fNQwMdWqOjNTU8qeI3tanw8AMhD1s/Aa026CUdMcOoQoBgAAAAAYQRDDx8eXZkydKZY7te+c6H73TO507dYV7bYOALQKw0nkSaMmhvo0uwAAAAAAhhrEcHFxph17tiW7ooWFpbbaBAC6gpIYsoeSGAAAAABgFEEMCwsLqlipom5bAwA6pX4OHsNJ5APvNQAAAAAYXRBDhQt7rl+zgZ49fUYWlhZUvHhx6tGrOzk4OOimhQCgPRpDCVATQzbUZyfBcBIAAAAAMIbZSdj5s+epfq2GtGvnboqMiiI/P39asXwF1avVgN68fqO7VgKA9gt7IoYhG+oz0ZigsCcAAAAAGEsQY/LEKdTux7Z04co52rB5HW3buYXOXT5HhQsXogVzF+qulQCgdRhiIB+KWLUrqOsJAAAAAMYQxAgODqYXz1/S6HGjydIyvoink5OjmHL1+vUbumojAGgJhhLIFWYnAQAAAAAjzMRIqXK9xtSMAGCQNP6LMZ5ENtTfanyTAwAAAIBRBDHs7e0pX/68NHvGHIqOjpZuDwoKormz51O5cmV11UYA0BbUxJAlhUYUA2EMAAAAADCS2UnGTxxHvXr0oYMHDlHRYkUoKiqK7ty5S1ZWVrRr7w7dtRIAtMLENJkDWzBuiGEAAAAAgDEOJ6lWoxr9+99xatGquRg+YmdvR7379KJ/zxynXLlz6a6VAKAVGjNTIIYhG8jEAAAAAACjzMRgOXLkoNHjRummNQCgW+oxDGRiyAcyMQAAAADAGDMxrl65Skv+WKpxGx/ojBw2ij59/KTttgGATmtiIBVDLpCJAQAAAABGGcQYP2Yi1WtQV+M2HlZSoWIFmjt7nrbbBgBaplHTETEM+UAmBgAAAAAYWxAjJCSE3rx+Q0WLFU10X/kK5ej61evabhsAaJn6VMmIYciHQu3dxnTZAAAAAGAUQQxzc3MKDw8nP1+/RPe9e/uOzC0stN02ANClWIQx5EKB9xoAAAAAjC2IwdOoVqxUkSaOn0Th4RHS7T4+PjR75hyqVr2qrtoIAFpiYqqeiYEghiyHk6h9BgAAAAAADHp2krETx1DHth2pepUaVKJkcYqMiKQ7t++Su7sbDfl1sO5aCQBaoTGUADEM2VB/qzGcBAAAAACMprBniRLF6dCxg9SyVQuKiowiC0tL6jegL+07tI9cXV1110oA0DoMMZAPvNcAAAAAYJSZGMwjlweNmzhWN60BAD0OJwH5UL7bGEoCAAAAAEaViQEAMqJAGEMu8FYDAAAAgKFCEANAxjSmWEUMQz7iZidBPQwAAAAAMDQIYgDImInaN4ACUQzZUMWr1Ou6AgAAAAAYAgQxAGQNs5PIkipghSgGAAAAABgYBDEAZEzjGBaZGLKBGAYAAAAAGCoEMQDkDDUxZEkaOoRMDAAAAAAw9iBGQEAg/dStF40ZOZaePX2mnVYBgE6oH8OiJoaMIIYBAAAAAHIJYsTGxNDbt+/o5IlT1KBOIxoy8GfttAwAtA6zU8iTAlEMAAAAADBQ5mldwcXVhY6dPCKWP7z/QPfvPdBGuwBAF9QzMeKm3QTjp3qvMTkJAAAAABh0JkZISAgdOXyUoqKiUrVytuzZqH7DetpqGwDoMBMDdT1lOJzEFGEMAAAAADDoIEYo9e89gCqX+44mT5hCDx881F/LAED7NI5hkYkBAAAAAAAGFMTInDkT7dq3kxp934h2bN9J3zdoSs0at6B1a9aTv5+//loJAFphohbFwHASGQ4nwewkAAAAAGDohT3LVyhHM2ZPo6s3r9AfSxeKGhiTxk+mSuWr0KB+g+nUydMUExOjn9YCQLpSH06APAz5FfbEcBIAAAAAMJrZSaytrahlqxa0YfM6unDlHP36v1/o0aPH1LPrT1StUg36Y8Ei3bYUALQ7nARRDPnAew0AAAAAxjzFatZsWWng4AFiVpJff/uFvLy8aMO6jdpvHQDoLoaByp4yHE6i75YAAAAAAGhhitVnz57Trh27aM/OvfTx40cqVLgQde7aKY1PBQAZjcZwAgQx5JeIgSgGAAAAABhLECMgIJAO7DtAO7fvols3b5GjkyM1b9GM2v3YjsqULa3bVgKAlmCKVVmKC1ihsCcAAAAAGHQQg9PJz5z+TwQujh87TlGRUVStelVR4LNR40aiTgYAGA+NE/GokyAbUtINhpMAAAAAgCEHMby9P1OPLj0pd57cNHjIIPqhXRvKniO7/loHADqLYqAmhnyo3mtkYgAAAACAQQcxHBzsaduurVS5SiX9tQgA9JKJgSCGjMRlYqAkBgAAAAAY9OwkNjY2iQIY7969o8kTplCn9p2pfZsfKTY2lpYuWkqRkZE6aeDbt+/o6ZOnFBMTk6rHR0dH04vnL+jz58/pul0Ao6R2FBsRqvyfjo6MpqDPIVJgI+hzMMVEKf9PQvzDKDLuceHBERQaECaWoyKiKdgnbp3YuHWilesE+4ZSZFiUcp2gCAoLCleuEx5Fwb7KdWJjYsU6/Fe5Toi4n/HjeT3G2+HtMd4+r6OaaYOfn9vBuF3cPrFOaKRot1gnKm6duEwEfp38elXrqPqA/6peW3TcOur9Ea3WH1HhyvUjQjT7Q+rDBP0R4qfWH8ERFBaYmv4Ipcik+iM8vj8SraPWH/wcUn+ERUl9y72ges0AAAAAAAY/xeqpk6epTo16dOP6TcrpkZNevHhJpqamYtjJ9q07tNowLy9vatOiLTWu9z116diNvqtYjS5euJTs44OCgmjqpGlUrlQF6t2jD9WtWZ9aNWsjZlb5lu0CGDP1M/G3Dz0Qf989+Eir+m4Vy7HRsbS8+ybyfuUrru+ZdITuHHskli9tu0HHFv8nll/ffEtrB+8UyxEhkWId/w+B4vqOsf/QwzPPxPJ/66/QyRUXxPLTS69o8+/7pAN7Xof/Mr6d72f8eF6P8XZ4e4y3z+vw8zF+fm4H43Zx+xi3l9vN+HXwOvy6GL9Ofr3s4NyTdG3PHbF8Y/89OjDrhFj+8OgTrei1ReonXt/ruTJIum/aMXpx4Y1YvrzjFh1ZeEYse955T2sGbhfLHDDgdXzfBij7Y9whun/yiVg+v/Ea/bv8vFh+cfUNbfh1j1gODQgX6wR6K4MnW0bsoyfnX4rl039fojNrlN9Zj88+p22jDojlgE9BYh1VsGL9r7vp5TVl247/eZYubL4mlu+deCz1rSImVnrNAAAAAAAGQZGC6lVqKtauXieWP33yUpQvXVEsXzh/UdGmRVuFNnXv0kPRuvkPirDQMHF9+pQZitLFyir8/QOSfPzTJ08VK5evVISEhIjrvN5P3Xop6tVq8E3bTYrPZx9Ft7a9xN/09vLxm3Tfplyg79IuNCBMMbvJcnG5tveOuC0qIkoR6B0slmNjYxWB3kGK6MhocT3YL1QRERIhlsOCwhUh/qFiOTI8ShH0OW6dmLh1opTrBPmEKCJCI5XrBIYrQgOV/3uRYZGKIB/lOjHRMWId/qtcJ1jcL9oYGCbWY7wd3h7j7fM6/Hxinc/Boh2M28XtE+uERIh2i3Ui49aJVa7Dr5Nfr2qd8LjXxn9Vry0qbh31/ohS648nt18o1wnW7A+pDxP0R7CvWn8EhYv34Mv9EaKISKo/wuL7I9E6av3BzyH1R2ik4tCCU+I9X95jo/Sa9QX/t+i7jAr7+owJ3xnoO3zuDAv+Z9F32pBsJkaAfwB5e3lT1+5dEt3HWRkf3r/XWmDl44ePdPrkGRowuD9Z21iL2wb9PJBCQ0Pp6GHlGdWEChQsQL379SZbW1txndfr1KUjPXv6jHx8fL56uwBGTS0Tw9LWQvw1tzQnB3c75d0mJuTgbk9mFmbiup2zDVnaWopla3srsnWyEcsWVuZk7xa3jmncOubKdexdbcnSRrltawcrsnFQ/u9ZWFuQvatyHVMzU7EO/1WuYyfuZ/x4Xk+00YbXUf6P8/Z5HX4+sY6bnWgH43Zx+5Svy1K0W6xjEbdOXAoKv05+vap1rOJeG/9VvTbzuHXU+8NcrT8srJXrW9lp9ofUhwn6w85FrT/srcjGMTX9YUuWSfWHdXx/JFpHrT/4OaT+sLGQbufXo3rNAAAAAACGINkghpW1NUVFRYlgRkKfPn4kZxcXrTXq3t374m/p0qWk2xwdHSlf/rzSfanx4P5Dsre3J5e4tqbXdgGMhYlaFEOhHGEBMqCqI4LKngAAAABg0LOTqLO2tqLyFcvT70OH0dwFc6TbubDd6pVrqFadmml6oiePn1B4uLKAXVLMzMypeIliYtnPz0/8dXZx1niMi4urdN+XPHr4iJYtXU6DhgwQdTy+ZbthoWEUFqYs2Mf8/fxT1QaAjM5EI4wZd2ALRk+R5PsPIG/Y1wMAABh4EINNmDSeOrTrSFUrVaeChQqI4pmN639P0dExNGPOjDQ90aKFS+j1K2UxuaTY2dnT1p2bxbKFhbJZPAOKpWV8qjMHQSzMlSnVKXn96jX16PIT1W9YjwYMHiDd/rXbPfLPMdq7Q1k8T53niw8UGDcjQ3rhmQVePfFM123KBfou7VSzVLDPH33x2ZPJ5y7IL0j8jY6K1nvbDbH/Mgr0Xbw8hTy+uT+xrzcM+Nyj7/C5Myz4n0XfpRf1fX2KQQzOjDhy4hCtX7OBHtx/QJWrVKaKFStQ95+6iWEYabFk2aJUPzZ7juzi76ePXmRfQDkWnXl5eVG16lVTXPfN6zfUsV0nqlCpAi1YNF/KwviW7TZu1pBq1auhkYkxadR08siXjVzdXCk98Y/59PgxJkfou7RTTZfKXDO74LMnk8/dY8cX4q+FpYXe226I/ZdRoO/SF/b1hgGfe/QdPneGBf+z6DttSDGIwXLkyEGjxo4kXSpVurSoZXHq35OUv0A+cdvDBw/p3dt3VFUt2PD0yVOytrEhD4+c4rrnG08RwChbvhwtXDyfzMzMvmq7CdnY2ogLgNGJK4opYDSJ7KgKnAIA9vUAAABGE8TQB67H8fPQITR/7kKyd3Agd3d3mj1zDlWvUY2qVvtOetzPg36lYsWL0byFc8jLy5s6tu8sCo727ttLZI6oFCpUSMxGktrtAsiF+iEs17sBeVC91YhhAAAAAIBBBzE4EPDzwF/ot+FDqWKliimuGB0dTUcPH6ON6zfRlh2b0r1hffv3IVdXV9q/7wCFh4VRo8YNxdSo6goVLkgeueKzMFziCnaOHzNe43F/LFlI+fLnS/V2AWRD7SgWQQz5kN5rRDEAAAAAwJCDGG5urlS3fh36qVsvypotmzjAL1O2DGXLno3s7GwpMDCQXr58RdeuXKPDh46QlaUljRo7SmuNa9v+B3FJDgcnVMpXKEcHDu9Pl+0CyIUJhpPIU1wQA8NJAAAAAMCggxhcQ4IzFdq1b0ubN22hPbv20pJFSzVXMDenMmVL0/BRw6hFyxZiiAYAGCaNiggYTSIb0sghlMQAAAAAAGOoieHi6kKDhgwUl8+fP9PrV28oJCSEnJ2dKH+B/GRnZ6f7lgJA+tOo64kohtxgNAkAAAAAGF1hTy5+yRcAMD7qwwkUsQhiyEX8e41UDAAAAAAwLKb6bgAA6I9GTQTEMGRX2FOjJgoAAAAAgAFAEANAzhDDkDWEMAAAAADA0CCIASBjGE4i8+EkiGIAAAAAgIFBEANA7qQDWYwnkRsMJwEAAIDU8vP1o8uXrhhchz188JBev3qtk+cy1D4yNAhiAMicKhtDmnYT5FMTA6kYAAAAkEqPHj2mcaPHp0t/PXr4iF48f6Fx25PHTxLdlh7Wrl5HB/85RIbWR/AVQQyOIo0aPobu33uQwuoAYDQwO4lsKGLjFjCcBAAAAPRg/doNtG/vfo3brly+Snfv3MX7AV8/xaq5hTldu3qNtmzaQmXLlaUu3TpT0+ZNydra6stbBQCDGlLANRKQiCEnisSz0wAAAIDBio2NpefPnlNQUDCVKl2SzM3jD/MiIiJE5oOZmRkVLlKYLCwspGEWtra25OzsLDIIPDxyUvYc2TW2GxISQg/uP6Bs2TVvZ3du3yF3d3dpHV9fX3r29BlVqlxJo11PnzzVaNeH9x/o/fv3FBwcTP8e/5fc3N2pTNnSVKlyxXRrd3In6Z88eUoFCuYnNzc36XbO/nj54iWZmpqSRy4PKlCwgHTft/YR6DiI4eDgQMdPHaVLFy/TxvWbaOSwUTR10jRq92Nb6tSlI+XJm0dLTQIA/ZTEQBhDLqS3GjEMAACAZEWGRpL3a1/y8fQjixjlAbSuZcrtSpa2lik+hoMC/Xr3Jz8/f8qUKZO4bd2mNeJ4jg/Oe3b9iWxsbSkqKorMzc1o7YY1lDVbVjHM4s1rT/r44QNlzpqF7ty6QwsWz6fG3zcS2+CAROcOXcU2Q4KDKVee3BrPu/iPpVSvfl3q0OlHcf3BvQc0bcoMOnz8oNSuAQP7U2hYqEa7OGjw9PFTsrS0pOCgYCpRqoQIYvAxp4urCw397ddvandS/jt9ljZv3EJZs2ahRw8fi8c3aFhf3MfZH/v27KdYRSw9evCYSpctRctXLhMne761j0DHQQyVKt9VFhdvb2/avmU7bd60lVb+tYqq16xOXbt3EW8+zuYBGDDUxJBvTQxkYgAAACSLAxibf9+n1x7qNLcl5SiaNcXH8Inm/Pnz07w/5opsAs6QCAsNE0GMKROnUo1aNWjK9Mli///zoF9o9sy5NP+PuWLdwMBAOnzisMi237RhM/294m/pAH3a5OnUvEUzGjthDMXExFCPrj+lqe3crly5ctFfq5dptKtajWpUq04typQ5kwhYJOVb2p0UT09POnTsIDk5OYphLGNGjqVatWuKQErL1i3FhYWHR1CbFj/Q6ZOnqU69OlrvI9ByYU+OLjVs3JDq1qsjfvjeunmL+vceQN83aELPnj3/yqcHgIwyQ4XqwBZkQDXDKjIxAAAADN5//52lXv16iUABK1W6FGXOklks80wZnEXP+Biuc9fOdOnCRWnd+g3rSeUCeLjH+3fvpft4XVWWBQ/paP9juzS3q3279km260u+pd1J+b5JYxHAYC1aNqfQkFCR7aHy+fNnMQLh/Nlz5JErp0ZdSG32EWgpEyMyMpKOHj5GGzdsossXL4s3btbcmdS8ZXP69PEjTZ08ncaOHEdbd27+yiYAgD5hhlUZUgWsEMUAAABIcSgHZ0J89PSirB6pO/jWRhtSwmf/RdaFvX2S94WHh5OdnZ10m52dLQWHhEjXrazi6x2amppRTEystC7XpOB6ECr29vHbSYp6hTVVu2xtU14nudf0te1Ojq1d/OvgoAhfDwkJFddXLl9FSxYvpcKFC4nn5OBGjhw5tNJHoOUgBr8hixYspm1btlFgUBA1a9aU9hzYTWXLlZEekztPbpowebxIuQEAw45ioLSnfCCGAQAA8GVci4KHckSZRVGOQikP6dAXPvufv0A+unzpsjg2Y9HR0RQdFU3WNtaUO3cuunnjJuXKnUvcd+P6TTH0JDXbzZXLQwwBURWyvHnzlsZjeLgKF/NUefrkWaJ23b59i6rVqZKoXVykMzaZwAOv+7XtTg6/DpW3b9+Rr48v5cmr7K9lS5fTxi3rqWSpkuL6oP5DUpWhnJo+Ah0HMQICAmnv7r3Us3dP6ti5A7m6Jh0FdHdzoxGjhmupeQCgs5oYmGJVNuJ3zBhPAgAAYOj+N+x/NOx/w8nb+zNlzZqVdu3YRXMWzBbZBP0H9aPJE6aK2UG4QOb8uQto3kJlXYkv6dO/D00YN4n8/QMoICBAFMZUPyasVr0qzZk5lzJnzkz+/v60ZtUacnRy0mjXb7/8Tgqz2ETtypsvL+3cvouKlywu7uPCnuq+pd1JuXblOk2eMEWMKli9ag21/qGV9Fo4ALFuzXpRNuHmjVuiHkb7Du3SpY9Ax0EMd3c3+u/iGRFhSglH0n5o10YbbQMAHZCKO6IkhnyoRpOkuioSAAAAZFSNGjckNzdXMcPGq5ev6H/DhkrDIdp3aC+mEz1y+Kg4rlu+4k9RWJMVLVaUMmdWzhrCHB0dpPsY16SwtbWhUydPiwP9JcsW08EDyplHWJu2rSksLIzOnD5DefPmFbN2HPrnsEa7IqfPpCvXLyVq148d24ssjj279ojpUzmIUahwIXJwsP/mdifEj+f7P334RCf/PUVNmjWh3n17SfcvW/knrVi2go4eOSbqdkyYPE4aMvKtfQTaYaJANb804/Sjof2H04Lls8nVLX0jba+eeFKeQh7puk25QN99nUXt11BESCR916EcVe9aMZ3fFeNniJ+7nRMO0ctrnpSrdA76cXozvbbFEPsvo0DfaRf29RkTPvfoO3zuDAv+Z9F3Os3ECA4Opnmz56eYgVGgQAFq3KSRRtEVADBMGE4iv/cadT0BAAAAwGiCGFx05eKFS/To4SOytrYWRVWiIiPJ0/OtqMRaqHBBMZ5o/pz5tP/wPpHuAwAGPMUqxpPI9r0HAAAAADAUyY6IdnZxpgoVy1ObH1rTlZuX6NjJI3Tq3Ek6c+EUlS1Xlrr37E6Xrl6gHB45aeG8P3TbagBIN6iJIT+pKLgNAAAAAGBYQQyuArtrx26aNmsqOTo6SrdzMZZxE8fSpg2bycXVhX4b9j+6halkAAwehpPIcTgJMjEAAAAAwEiCGCHBIRQTG0Pm5olHnFhbW5G/n59YzpIlM4WEhGq3lQCgg+EkIB8IYgAAAACAkQUxnJydyNXFlZYtWU7qE5hERETQkkV/iilw2J07d6l06VK6aS0AaA/GGMiH6isdiRgAAAAAYCyFPTnNeOKU8TRk4C+0e+duMUduVHQ03b51myIjI2nrjs0iuHHuv3M0+JfBum01AKQb1ZACxDDkQxWYxmgSAAAAADCaTAzWuEljOnH6GNVvWJ/Cw8PJ1NSUOnftRKfPnhRBDT74mT1vFuUvkE93LQaAdGUS9y2gnnEFxk31VqMmBgAAAGjLyxcv6cPHDxmmg58/e0Hv3r3TyXMFBASKk/9fcu3qNZKTJ4+fUIB/gPYyMXx9falfr/60Y892GjthzDc/EQBkVHFjChDDkGMUQ98tAQAAgG/04vkLsrC0JA+PnBmqL9f8vZZMFGb0Xc1KlBGsWL6CcufJTQMHD9D6cz24/4AmjJ0oZvhMzj/7D9KJ4yeoQsUKadq21ycvev78hVi2tLSk8hXKfXEdPln57OkzMjE1pXz58orkhIT4/rCwMJGskFRdzC959fKVmBykYKGCie67cf0meeTKSXfv3KPVV9bQzDkz6Fsk2zpra2t6cP/hN20cADK++ONYRDHkQnqnEcMAAAAweKtW/E2ZMmeiob/9qu+mQBosWriY5i2ck+Y+u3f3Hv21fCUF+PuTv18AXbp+IcXH37xxi0b8PpJMTU0oKCiY7OzsaM2Gv8Wso4xLRfTt1Y/u3blHdvb2ZGpiQpu3b6Js2bOlqV337z2gqZOm0fkrZzWCJB/ef6B2rdvTqbP/UsvWLWjWjNnitrRuP1XDSWxtbcUwkQvnL371xgHAgGpixOq7JaArmGIVAADAOHh5eYsz828939HFC5fo4YP4k9AxMTHi7DpnasTGxiYaVhEaGioOiIODg5Pdvp+vX6JhEeHhEXTp4mWx7On5Vjzv5UtX6P27919s79u370Qb+Yx9wvZwFgC3h0cEJIUf8/jR4ySHQCe13eQk97pTei2paSMHA/hAPrn2Jwws8IQZJUuVTLaNjx4/SvK+uvXr0radW2jkmJGUGj6ffejvdavoyInDdO7SfyJTYsHchdL9mzduEZ+f/y6eoTPnT1GxEsVpxrSZX9xuwj6v37AehYaF0oVzmkGVPbv3UvmK5SlX7lwiw6N+g3q0a8du0komRnhYOJUtV5b69OxL7Tu0o/wF8mukldjYWFPL1i2/6ckBIAONJkFNDPnAaBIAAIAv4oPcx4+e0EfPT+QT6K2XHitcpBDZ29unOGyBZ4u0sLCgt2/fUpkypcVwAD4g792jtwg4REdHk3smd1q1ZgVlypRJDKt4//4DPXvyjJxdnOmtpyct/Wsp1axVI9H2eWKH9j90oEtXL5CLq4u47fDBw7RuzXra+89uunThEu3csYsUsbH09Mkzql2nFi1YPD/Rdnx8fGhQvyH05vVrcnRyovCwMFq9/m/Klz+faM/Hj59EDQ0nJ0cRMFi6fDHVqVdHrOvt7U2D+g8R97u5uZKTszOtXrdKZBSktN2kcJBiw9qNSb7ulF7Ll9rIQym6dupOFubmFBYWTqXKJB2cULlw/gKVK1c22fs933jSnDlzqHHzBvSt6jesp3HyskTJ4nTl0hXptuNHj1Obtq1FEgPr1qMr9ez6kwh8JTXsJKU+b9a8Ke3euYeq16wuPX7Prr3Uu+9P0nUePrNj204a/Mug9A9iBAUH0ZbNW8Xypo2bE93P/wAIYgAYPhR3lB8F5lgFAAD4Ig5g/NCyrV57ate+nSnWPOADbT6znXA4ydRJU6l0mdJiEgbOyBjYbxDNnTWPZs1VnmF/+vgpHTx2gNzc3Gj7th008veRdObCaREMUZc5cyaqWLECHTp4WEzwwPbt3Uet2ihPZrf7sa24sJCQEGrd/Af678zZRAGRGVNnUo6cOWjTtg1kZmZGK5evoskTp9DaDWvE/R8/fKBDx/4RARuupbHsz7+kAAEPUXB3c6NNWzeI9l25fIWCAoNEEONL200opdf9pdeSUhunTZlBtWrXpKkzpoiMjG6deqT4vr5+9Vq0W1f8/fzp4cNHIsNky6atNG3mFOm+N288qVPu3NL13LlziUyQz96fKXOWzIm2lVKft23fljr/2IWmhk4RQZG7d+6KgEyTZk2k9XldDgZ9i2SHk3CQ4smLR8lezl8++01PDAAZc4gByEBcRinqegIAABgnTunv3rO7WOYDze49utG5/85J9zdp9r04kGft2rcVs2lwNkFSWrRqTvv3HRDLPFSCsxmaNo8/KA0MDBQHq3du3xVDFe7evpNoGyeO/UsVKpanG9dviCCER24PunLpqnR/o8aNpIwTDtq8exs/i8ipk6dpwOD+UoClUuVKlDVb1lRtN6Evve6UXktKbbx4/qLIYFAV2+zYpQOlhIeS8OPUcZ0I7lu+3L59RwxdUV3nS2qGyiTn1avXtGDeQlGHI2vWLJQrVy7pvqjIKLKystKojckik3m+lPq8bLky4r05fFBZ0JSzMhp935AcHBzUtm8lZj79FqkuO8ppSH5+fiK4AQDGw8Q0riaGvhsCOs/EUL33AAAAkPRQDs6E4OEkWT2y6K0NacXHbSEhoeToGH/g6OjkSIFBQdJ1ewd7jaxcvh4YGH+/usZNGtP4MRPFQfaJ4/+KIILqmHDDuo00e+YccVBsZ29H7zzfUpYEZ+85EyQoKEgMIbCwjM/0KFm6pBjuwqxtlAfOzMzMnGKiY6R1Q4JDyMnJKVG7vrRdPlhOKKXX/aXXklwbub85c0F92I+joyOlhAMp/v7+GrfdvHGT1q3dIJbDQkNFwGjh/D+k+1eu/itRpkxqlSlbmrbvUo6y4G3+POgX2ndwr7ju7OJEvn7xdTxUNT2cnb+uz39o14Z279wtinge2HeA5v0xT2Mbvr5+YniTVoMYe3fvpWVLl9Ozp8/FOKgrNy7RgL4DafqsaVIUCwAMmOo4FjUx5AMRKwAAgC/ig1I+4/7K0ZPyFPLIsD3GB7axMfGFO7mOoUcuD5FNwH/Z7Vt3KG/ePNJjHtx7IC1//PBRFH/MnSf+7Lw6PiCvVaemmBL02NFj1KFTfJbBH/P/oHUb11K58sr6Dr8OGZqozhpnguTNl5eG/DJIGn6hGrKRVKAhqXWvXb0uCkMyrtXAWQmcPZDW7ab0ulPzWpLC/Z3TIyfdv/+AsufILm7jmT5SUpqDClu2a9zGQy5Uwy64gOnAvkNEAc+0+vjhI3l5eVGp0qXEdQ6wqOpdsDJly4hinir8OK6R0f7HduI6F23lephJ1WJJzXvZ5ofWonDoti3byczcnKrXqKaxDS4GykOdtBbEWLpoKS1ftkKkH/Xu21tMh8LFPSpUqCCm8hkxavg3PTkA6J9JXBQDw0nkA7OTAAAAGA8OVBw8cIgqValI7u7uorBn7769RJ0Crs8QFRUp6mFMnjZJWodnoJw3e744g75y+UoxzILXTU6Lli1o5vRZok4CDw9Qcc+Uifbs2iOGYXAmwdHDHOT4MdH6vw0bSqOGj6FBPw+kHDmyi+ESPJMHFxv9kp+HDqEJYyaK5+ChEFu3bKMp06eQh0fONG83pded2teSlJ69etDEcZPEEJAA/wBat2YduaZwwr9O3do0cewkUTw2pcKtSQkKCqJ7d+/To4ePxPvLQ01sbW2kwMDRI8do6+ZtdPj4QXF92NDhVKxEMSpWvBh5ffpEy5Ysp5atWkjb42FHXPuFh89kzpxZfFZGjh2R7PN/qc956tQq31UWtUy69ewqAh/q/jt9Vnw+tRLE4FQRDmCsXb9aTInC0/dwEIPxPwjPNYsgBoDhw5AC+ZHOKWA0CQAAgMHjA20++75i2UpxoMpBjK7du5CTsxMdPXSUTM1Mafb8WdSgYX1pnX4D+4osA84G+K7qd+KANCX1GtSjLZu2iFoY6gfdS5cvoaWL/6SN6zdR6dKlaNTYEVJyb568eSgiVFlX4fum34shBDu376LTJ0+LA+4/liwQ9/GsFhycULGzs5WyIViLls3JxcWZ9uzaR1cvX6VefX4SAYwvbTchfp5JUyeKqVKTet0pvZYvtZGDGFzjYv/eA+LAnodQ8FCK5HB2y/dNG4vHd+rSMdH9nDlRuHDhJNf9+OGjNMykYOGCYpn7QxXEyJI1C5UqHT87ypwFs2n1yjW0Ye0GcnB0oF/+94uoc6JSvEQxWrdpLa1fs14EYUaPG0Vt2/+QbNtT0+fdf+ouZrbhuiPq3rx+Q58+fqQ69WrTtzBRJJMjw3MCV61UnR4+uy+ucxCjScOmdO3WFfHkHdp2pAtXz5Mc+fr40tD+w2nB8tnk6uaartt+9SRjp6tlZOi7r/N3v23k+9afSjYsQo1/qZXO74rxM8TP3bohO8nrhQ8Vq1OQmv5eV69tMcT+yyjQd9qFfX3GhM89+g6fu2/HJ6Nz58lNAwcP0Hp34n82eV6fvGju7HliBhm59N2GdRtF4U/1gFq6ZmJwlIbjG5ymUqRoEY37Hj9+Isb9AIDhU81QkZoxf2AcpPcamRgAAAAAesHTlyYXwDBWXbt3SZftmKZUoKRJ0++pX+8BYhoVrpCqSl/hcUQtWyvnBgYAIxlOgiCGbEgxDMyxCgAAIDs8NIKHPAAYqhQLe46fNI56dP2JevfsI/3Y/a5iNWrVuiV17Jzy3LcAYCjiCnsiEUM+pCCGvhsCAAAAutZvQF90OhhvEMPZxZl2799J586epwf3HyhnJqlYQaOICQAYOAwnkfFwEkQxAAAAAMCIghiMAxc1a9UQFwAwPtKQAmRiyEdcEAPDSQAAAADA0CRbEwMA5AGFPeUHiRgAAAAAYJSZGJ8+fqLZM+fSzes3KDAoSOM+d3c3OnLisLbbBwDahiEFAAAAAABgDEGMXwYPpc+fP1PLNi3J3t5e4z5bW1tttw0AdEBVFUERi/EkciG91whgAQAAGDxfX18yNTEV9QzTwsfHh8zNLcjJyfGrn/tbtvG17VbxfONJHrk8KCN4+/YdZcrkTlZWVumyvZCQEPL39yeijPH6DCaIER4eQdeuXqNL1y+Qu7u7blsFALqfYhVkQxFXAAXvPQAAgOFbOO8PcnF1oaG//ZqmwMDsGXMod57cNHDwgGQDFGamZilu60vbSG270+q/M2dp/Zr1tGrtSnHdz9ePAgICxLK5hQVlyZKZLCwsvjlgor5dO3s7cVysqin27t07cnNzJ2trK/rxhw60bMVSKlW6FKWHkJBQGvLzEDpx5mi6BUZkURPD1NSEbO1sEcAAMHaYnUR+VIkY+m4HAAAApKv1azfQnt1702Vb82bPpzWr11JGNG/OfOrTv490/a/lK6hpo+bUvUtP+rHNj1SqaBla8sfSb+4X9e1+X78JVSpXhU4c+1fcN3LYaHr65AlpQ+bMmahkyZK0fesOrWzfaIMYlpaWVLBgQZGNAQDGyyTuUFYRq++WgO6Hk6DPAQAAjEm3Hl2pdZtWGrdxFkJsbCyFh4XT+3fvk1yPSwjExMRI14ODg8UlwD+AXr18RV6fvL743Am3oS4oKEgMkfgSHg3g78fDKJL36OEj8vroRZUqV9S4vU69OnTm/Ck6f+Uc7dy7gxbMW0hPnzxN1C+cYRIQECiWvby8xXOmRLXda7evUp9+vWnoL/8T/TlzznQqWKhQkut4e3uLPgsNDaWPHz5q3Ofp+ZYiIyOl6wqFQjw+IkKzHXXr1qVtW7an2Da5SjaIwR/ykqVKUK8efWjOzLm0dfM2jcu+Pft021IA0PK3AGpiyA2mWAUAADAuPERDlT3BkzS0bNqKalWtTRVKV6JJE6ZQj64/aTz+wf2HVKd6XWpcv4l4zPWr18Xt5/47R6f+PSWyFzgLYc6suck+Z3LbYFzXoWvHbvRdhWpUqWwV6turvwhoJMQBjl+HDKUKpStSnRr16IeW7UT7k3L2zDkqX7F8ir9jipcoRk5OTvTx48dE/cJDYEaPGEO1q9WhNi1+SFM2Ra3aNSkoMEgEd7p27E5379xJ9JiTJ05SyyatyMvLi06fPE2/DBmqcX/r5m3o5YuXYpn/1qtZnxrXU2Z5LJz/h/S4EsVLiIANB10glTUxgoKDaPOmLWJ55YpVie7PlCkTtWzdMrnVAcDQMjEQw5ANjvgzBDEAAAC+7P79e+QT6J3iY8qULU1mZmZimbMRbt28/cXtlq9QTlrmM/N379xL9v6vMX3qDFGvYvf+XRQWFkadO3RN9Jjbt27Tzj3bKUvWLCJzgQ+iN2xZT42bNBZ1JzJlzvTFmhXJbYMtW/YnWdvY0M171ykmOkYEUTigMG7iWI1tzJ01TwQHrty8JCaQmDF1Jk2eOJWWLl+c6PlevHhBuZIo6BkaEiKyRqKjo0XwwNTMlEqXKZ1km3m0we79OylHjhxf7EfVdoNDQmjpH0upQMECopZHUvbvOyCCJOs3rxOPe/P6TYrbXrdmPdWuW5vGTxonPgOrV62R7rO2thalHZ4/e05ubm5fbKecJBvE4CDFkxePdNsaANA91MSQHSlgheEkAAAAXzRo8KAvPubB03vS7I08LOCHlm2/uM6rdy+kZS4emXAd9fu/xsl/T9GWHZtFcIVnmuzeoxst//Mvjce0aNlcBB9Ynbp1aPfOPWl+npS2ceHiBXFAz0U2+dJ/UD8aP2ZCoiDGgX0HaOqMKeTj40s+n32oYeOG1KNLjySfj7M2smfPnuj2y5euiKwRHurh7eVNfQf0IQcHhyS30bxFMymAwUEnnulEHb+XmbNk1tgu31a0aBH6O66YaEJbNm2jSxcu0pbtm1I9awo/x80bt0TWCfdh/4H9ErTDhkKCvzwMR25SnGJVHUe0/Pz8RHBDF/j5Fi1YTPv37qfQsDCq8l1lGjt+jPRhSsqpk6dp47qN9PDBQ3J0cqR69evRwCEDyM7OTnpMh7ad6P79+xrrtWzVQvzTAMiRNEMFMjHkA5kYAAAARo2PpYKDgsld7Qy+q5trosfxjBsqHGSIioxK83Mltw3RhuBgcs8UP9MlH0v6+vhqrM9BBA5eTJ08XcpmUbbXTZQ4sLax1ni8q6srBQYqa1okrF2xZNkiscw1L9q3aU8uLi7Us1fiYIh6X/Bzc5BCHdfbmDN/dqLtpuTypctUpGgRyp4jcYAlOX379xGlGkYMG0mfvX2oRavm4jYVfp0uronfN7n7YhBj7+69tGzpcnr29LlIm7ly4xIN6DuQps+aptW0lpnTZtG+vftp0dI/yN3djcaPmSg+XP8c2a/x4VbhlK11a9ZRt+5dxYfn7du3NOK3kfTkyVNauTo+4hgSEkw/9e5JP/WOHw9maRk//Q6A3KhOxr+5857W/7xLz60xPBERkWRlZUmGJMQvTLmATAwAAIAvWrpkKWX1UGYaJEd9Gkxe3rVvZ5p6lus3pHWdlJibm1OWLFno2dNnlDVbVnEbL6cFH3NJxcC/sg0ctHj6+Al5eOQUtz1+9Jhyxi2rPw9nLsyeN0ucuFbhIAhvI6HiJYrTPwcOpvjcTk6OVKZsGTHUJTUzgXDhzm81a+4McRJ+2P9G0NwFs8nU1JRsbG3FcBQVHtajXriUh/Z26dZZXLhWSMM6jalc+bJUoWIFkUAQGBhERYoU/ua2ySqIsXTRUlq+bIVIPerdtzfNmqF8MypUqECrVvxNI0YN10qj+A1cv24DTZ46ib6rWkXcNnv+LKpRpaZIi2rQsH6idUqXKUVrN8SPIeII2G/Df6MhA38WESxHR0eNLxb+YAMAkbWjMrodGRpJn55/RpfIiI2D5pkNAAAASKx48RKUp1DqhgeoDsrTWs+CZ4b81hoYCbXv0E5kN0yZPokCAwJp5V+ryNnZKdXrZ8uejS6evyiCH3wslVJGfHKaN28h2sAH81FRUTR31lwaOGRgosfxMAoutjl67ChxHHfn9h06c+oMLVv5Z6LH1qlXm6ZPmSFmFbG2tkpUu4KHkzx79pyOHz1BQ39PuZ5HeuJjzJWrV1DPbr1o5LBRNGvuTCpevBg9ffJMJAZwjYxlS/8S7VMZO2o8FSxUgCpXqUwfP3yg4OAgMfSHXb9+jarXqJYoEwVSCGJwWg8HMNauXy2qv/L0MxzEYJWqVKQRv4/UWhDjzq07FBkRSdWqV5Vu4+hd3rx56NqVa0kGMZIqUBcaGiK+RCwtNM+Srvl7La1euZqyZM1K9RrUpYGDBuDDAbJVs1sliqUYjTMIkHohgaFk56gcA2tIbJ1tqPT3RfXdDAAAAPhGPDSCMzkSLv88dIg4YJ40fooIDPAwBT6YVuGsetVjGWeWeuSKz5L4sWN7un/vAfXvM5DKlisjDa9Q96VtdO7UmbJkzyRmuzQzM6UBg/qLrIOEbe3UpaMIlPCJ7M/en0VBzolTJiT5ernYZc3aNejo4SPSRBM8xOT58xcic9/M1JTcM2eiIb8OTvK5ErY5xb51daWIZKZgzZEzhyi+yTi7hH9Lc8Dh73UraXD/ISJoxH0+b+Fc+nvlajK3MBfJATzNLQet2MjRw2nxH0to2P+Gi9c/Y/YMMaqAHT12jAb+3D9V7ZQbE4WqTH0Cfr5+VLVSdXr4TFk/goMYTRo2pWu3rogqqx3adqQLV89rpVG7duym3379XTy3jY2NdHvbVu3EB2Th4gVf3AaPg2rWuLn4h+MhKSqjho+mho0aiA8H186YMG4SFSpUkP5el3gGFpWw0DCR+qPCKUCTRk2nBctnJzm27Fu8euKZpkgvoO/wudMv/M+i//DZMw7Y1xsGfOei7/C5Sz0OYHAWvXqW/YMHj5Kc8cPQ/mdfv3otZl/5a9VyMkacUTJu1ATasHWdvptiWJkYDo4OYho+nptWFQ1Sefz4SaKxTF/SpkVbevr0abL3Ozo40Pkr5zRuMzGJ/6djZubm0tS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      "text/plain": [
       "<Figure size 1100x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "light-hole offset with strain (Bir–Pikus): -29 meV\n"
     ]
    }
   ],
   "source": [
    "stack = [kp.Layer(gaas, 10.0), kp.Layer(alloy, 8.0), kp.Layer(gaas, 10.0)]\n",
    "fig, axs = plt.subplots(1, 2, figsize=(10, 4), sharey=True)\n",
    "for ax, sub, title in zip(axs, (None, gaas), (\"without strain (relaxed layer)\", \"with strain (on GaAs)\")):\n",
    "    hs = kp.Heterostructure(stack, spacing=0.1, substrate=sub)\n",
    "    ec, ev = hs.band_edges\n",
    "    z = np.arange(len(ec)) * 0.1\n",
    "    mid = len(ec) // 2\n",
    "    e_el = hs.subbands(np.zeros((1, 2)), num=2)[0]\n",
    "    e_h = hs.subbands(np.zeros((1, 2)), num=4, near=ev.max())[0]\n",
    "    dEc, dEv = ec[0] - ec[mid], ev[mid] - ev[0]\n",
    "    ax.plot(z, ec - ec[0], color=style.OPEN_NEMO, label=\"conduction band\")\n",
    "    ax.plot(z, ev - ec[0] + 1.30, color=style.REFERENCE, label=\"top valence band (+1.30 eV)\")\n",
    "    if sub is not None:\n",
    "        lh = ev[0] + dEv - (bp[\"HH\"] - bp[\"LH\"])                    # LH edge in the well (Bir–Pikus)\n",
    "        ax.hlines(lh - ec[0] + 1.30, 10, 18, color=style.REFERENCE, ls=\"--\", label=\"light hole (Bir–Pikus)\")\n",
    "    ax.hlines(e_el[0] - ec[0], 10, 18, color=style.OPEN_NEMO, lw=0.8, ls=\":\")\n",
    "    ax.hlines(np.max(e_h) - ec[0] + 1.30, 10, 18, color=style.REFERENCE, lw=0.8, ls=\":\")\n",
    "    ax.set_title(title)\n",
    "    ax.set_xlabel(\"z (nm)\")\n",
    "    print(f\"{title:32s} ΔEc = {1000 * dEc:.1f} meV, ΔEv = {1000 * dEv:.1f} meV, gap in the well \"\n",
    "          f\"{ec[mid] - ev[mid]:.4f} eV;  e1 {1000 * (e_el[0] - ec[mid]):.1f} meV above the well bottom, \"\n",
    "          f\"top hole level {1000 * (ev[mid] - np.max(e_h)):.1f} meV below the well top\")\n",
    "axs[0].set_ylabel(\"energy (eV, conduction band of GaAs = 0)\")\n",
    "axs[1].legend(fontsize=8, loc=\"lower right\")\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "print(f\"light-hole offset with strain (Bir–Pikus): {1000 * (dEv - (bp['HH'] - bp['LH'])):.0f} meV\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7199e9e6",
   "metadata": {},
   "source": [
    "The computation reproduces the slide. Without strain the electron well is 248.1 meV deep and the hole well\n",
    "42.0 meV. With strain the electron well shrinks to 147.9 meV, the heavy-hole well deepens to 79.3 meV, and the\n",
    "light hole sees a barrier of 29 meV instead of a well, so the hole ground state is a heavy hole. The gap in\n",
    "the well opens from 1.1324 to 1.1953 eV. Strain changes the band offsets of this structure by 100 meV, half\n",
    "of a typical 200–400 meV design barrier.\n",
    "\n",
    "One caveat on parameters. The slide, and the cell above, interpolate the deformation potentials and the\n",
    "valence band offset linearly. Vurgaftman's compilation, which `kp.material(\"InGaAs\", x=0.2)` uses directly,\n",
    "bows both ($a_c = -7.17$ eV, and a valence offset 0.061 eV higher at $x = 0.2$):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "c7b558cd",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:06:43.056669Z",
     "iopub.status.busy": "2026-10-24T22:06:43.056563Z",
     "iopub.status.idle": "2026-10-24T22:06:43.155785Z",
     "shell.execute_reply": "2026-10-24T22:06:43.155045Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "linear (slide)     ac = -6.75 eV, VBO = -0.758 eV:  ΔEc 248.1 → 147.9 meV,  ΔEv 42.0 → 79.3 meV\n",
      "Vurgaftman bowing  ac = -7.17 eV, VBO = -0.697 eV:  ΔEc 187.3 → 80.9 meV,  ΔEv 102.8 → 140.1 meV\n"
     ]
    }
   ],
   "source": [
    "for name, mat in ((\"linear (slide)\", alloy), (\"Vurgaftman bowing\", alloy_v)):\n",
    "    out = []\n",
    "    for sub in (None, gaas):\n",
    "        ec, ev = kp.Heterostructure([kp.Layer(gaas, 10.0), kp.Layer(mat, 8.0), kp.Layer(gaas, 10.0)],\n",
    "                                    spacing=0.1, substrate=sub).band_edges\n",
    "        out.append((1000 * (ec[0] - ec[len(ec) // 2]), 1000 * (ev[len(ev) // 2] - ev[0])))\n",
    "    print(f\"{name:18s} ac = {mat.ac:+.2f} eV, VBO = {mat.valence_band_offset:+.3f} eV:  \"\n",
    "          f\"ΔEc {out[0][0]:.1f} → {out[1][0]:.1f} meV,  ΔEv {out[0][1]:.1f} → {out[1][1]:.1f} meV\")"
   ]
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    "With the bowed parameters the electron well is 187.3 meV without strain and 80.9 meV with it, the hole well\n",
    "102.8 and 140.1 meV: strain still moves the offsets by 106 meV and 37 meV, but the absolute depths\n",
    "depend on parameters that are less certain than the strain theory itself. The lecturer's point stands either\n",
    "way: the volume shifts the band edges, the shape splits the heavy and light holes, and in strained\n",
    "heterostructures both effects are as large as the band offsets being designed.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- In a band the bottom is bonding, the top antibonding; shorter bonds mean larger coupling ($t' = 1.78\\,t$ for\n",
    "  $a' = 0.75\\,a$) and wider bands. In Si sp³s*, the gap opens below a neighbour distance of 3.41 Å and is\n",
    "  1.174 eV at $a_0$.\n",
    "- The volume shifts the edges: $\\delta E = a\\,\\mathrm{Tr}\\,\\varepsilon$; GaAs has $a = -8.33$ eV and a pressure\n",
    "  coefficient of 10.6 meV/kbar (measured ≈ 11 meV/kbar).\n",
    "- The shape splits heavy and light holes: $Q_\\varepsilon = b(\\varepsilon_\\perp - \\varepsilon_\\parallel)$,\n",
    "  $\\delta E_\\mathrm{HH,LH} = -P_\\varepsilon \\mp Q_\\varepsilon$. GaAs at $\\varepsilon_\\parallel = -1\\,\\%$: CB +76.9, HH +26.1,\n",
    "  LH −51.0 meV; the 8-band k·p model agrees for CB and HH and moves the LH by up to 10 meV through the\n",
    "  split-off band.\n",
    "- In$_{0.2}$Ga$_{0.8}$As on GaAs: δEc = +100 meV, HH +37 meV, LH −71 meV, gap 1.132 → 1.195 eV. In a GaAs well the\n",
    "  electron confinement drops from 248 to 148 meV, the heavy-hole well grows from 42 to 79 meV, and the light\n",
    "  hole is not confined.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Repeat the worked example for In$_{0.3}$Ga$_{0.7}$As. Is the light hole confined now? How thick could such a\n",
    "   layer be grown (Lecture 23.6)?\n",
    "2. Compute the band edges of GaAs grown on an In$_{0.2}$Ga$_{0.8}$As substrate (tensile strain). Which hole is on\n",
    "   top, and by how much?\n",
    "3. Vary the well width of Section 6 from 4 to 12 nm and plot the electron and heavy-hole ground-state energies.\n",
    "   Compare the strained and unstrained wells.\n",
    "4. Build GaAs with a tight-binding model (`nemo.models.tb.SlaterKoster(material, spin=True,\n",
    "   strain=\"bond_length\")` on the `klimeck2002_sp3d5s` set), apply $\\varepsilon_\\parallel = -1\\,\\%$, and compare its\n",
    "   band-edge shifts at Γ with the Bir–Pikus values.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Si bands, density of states and strain](../../book/01_bulk_band_structure/01_01_tight_binding_foundations/01_01_03_si_bands_dos_and_strain.ipynb)\n",
    "- [Eight-band k·p heterostructures](../../book/02_kp_models/02_01_eight_band_kp_heterostructures.ipynb) and\n",
    "  [strain-dependent spin–orbit coupling](../../book/02_kp_models/02_06_strain_dependent_spin_orbit.ipynb)\n",
    "- [Strained Si/Ge heterostructures](../../book/03_strain/03_02_strained_si_ge_heterostructure.ipynb)\n",
    "- [Benchmark: the strain Hamiltonian of NEMO5](../../book/15_benchmarks/15_01_nemo5/15_01_03_strain_and_phonons/15_01_03_01_strain_hamiltonian.ipynb)\n",
    "- [Benchmark: band structure lab with strain](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_01_band_structure_lab_strain.ipynb)\n",
    "- [Benchmark: deformation potential fits](../../book/15_benchmarks/15_08_literature/15_08_01_parameter_sets/15_08_01_04_deformation_potential_fits.ipynb)\n",
    "- G. E. Kimball, J. Chem. Phys. 3, 560 (1935); W. Shockley, *Electrons and Holes in Semiconductors*, Van\n",
    "  Nostrand (1950).\n",
    "- G. L. Bir and G. E. Pikus, *Symmetry and Strain-Induced Effects in Semiconductors*, Wiley (1974).\n",
    "- S. L. Chuang, *Physics of Photonic Devices*, 2nd ed., Wiley (2009).\n",
    "- P. Vogl, H. P. Hjalmarson and J. D. Dow, J. Phys. Chem. Solids 44, 365 (1983).\n",
    "- I. Vurgaftman, J. R. Meyer and L. R. Ram-Mohan, J. Appl. Phys. 89, 5815 (2001)."
   ]
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