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    "# ECE 606 Lecture 7.3: Band properties: wave packets, effective mass, electrons and holes\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37113](https://nanohub.org/resources/37113) — [video](https://nanohub.org/resources/37771) · [slides](https://nanohub.org/resources/37770) · [YouTube](https://youtube.com/watch?v=Vv6sM-Dz3Y4)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- a wave packet built from two (or many) Bloch waves moves with the group velocity $v = (1/\\hbar)\\,dE/dk$\n",
    "- a force changes the crystal momentum, $\\hbar\\,dk/dt = F$, which defines the effective mass $1/m^* = (1/\\hbar^2)\\,d^2E/dk^2$\n",
    "- the effective mass depends on the band and on $k$, and is negative near the top of a band\n",
    "- the effective mass is not essential: for a linear dispersion (graphene) it is undefined, while velocity and the integral description still work\n",
    "- empty and full bands carry no current; partially filled bands do, and a nearly full band is described by its empty states, the holes\n",
    "\n",
    "**In this notebook** computes the group velocity of the Kronig–Penney superlattice of Lectures 7.1 and 7.2 from open-nemo's band structure and checks it against wave packets propagated in time with open-nemo's Hamiltonian, maps $v(k)$ and $m^*(k)$ for three bands, follows packets accelerated by a uniform force through a full Bloch oscillation (including the negative mass at the band top), shows how the effective mass vanishes as a two-band chain becomes gapless, and counts the current of full, partially filled and nearly full bands on a ring of cells."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "ffa4db0b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:46.965905Z",
     "iopub.status.busy": "2026-10-24T22:23:46.965572Z",
     "iopub.status.idle": "2026-10-24T22:23:47.444859Z",
     "shell.execute_reply": "2026-10-24T22:23:47.444464Z"
    }
   },
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import opennemo as nemo\n",
    "from opennemo.visualization import style\n",
    "\n",
    "style.use(notebook=True)\n",
    "H2M0 = nemo.core.units.HBAR2_2M0          # ħ²/2m₀ = 0.0381 eV nm²\n",
    "EM = nemo.structures.materials.EffectiveMassMaterial"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc07afab",
   "metadata": {},
   "source": [
    "## 1. Wave packets and the group velocity\n",
    "\n",
    "A single Bloch wave $\\psi_k(x)e^{-iE(k)t/\\hbar}$ is spread over the whole crystal and does not\n",
    "move. A localized electron is a wave packet, a superposition of Bloch waves with nearby $k$.\n",
    "The lecture starts with the simplest case, two waves with wave numbers $k$ and $k + \\Delta k$ and\n",
    "energies $E$ and $E + \\Delta E$:\n",
    "\n",
    "$$\\psi(x,t) = Ae^{i(kx - Et/\\hbar)}\\left[1 + e^{i(\\Delta k\\,x - \\Delta E\\,t/\\hbar)}\\right].$$\n",
    "\n",
    "The first factor is the fast carrier; the bracket is a slow envelope (the \"signal\"). A point of\n",
    "constant envelope phase satisfies $\\Delta k\\,x - \\Delta E\\,t/\\hbar = \\text{const}$, so it moves with\n",
    "\n",
    "$$v = \\frac{dx}{dt} = \\frac{1}{\\hbar}\\frac{\\Delta E}{\\Delta k} \\;\\to\\; \\frac{1}{\\hbar}\\frac{dE}{dk},$$\n",
    "\n",
    "the group velocity of the band at $k$. It is set by the slope of $E(k)$, not by $E$ itself, and it\n",
    "is zero at the bottom and the top of every band, where the slope vanishes.\n",
    "\n",
    "![Slide 3: wave packet and group velocity](attachment:slide_003.png)\n",
    "\n",
    "*Slide 3: two waves (red and blue) of slightly different $k$ and $E$ add up to a packet whose\n",
    "maximum moves from $t_1$ to $t_2$.*\n",
    "\n",
    "The structure is the GaAs superlattice of Lectures 7.1 and 7.2: wells $a = 6$ nm, barriers\n",
    "$b = 2$ nm and $U_0 = 0.4$ eV, period $L = 8$ nm, mass $m = 0.067\\,m_0$. open-nemo provides the\n",
    "Hamiltonian of one cell (`h0`) and the coupling to the next cell (`h1`), wrapped in a `nemo.Lead`;\n",
    "its bands are $E_n(k)$. The group velocity follows either from a numerical derivative of $E_n(k)$\n",
    "or exactly from the Hellmann–Feynman theorem,\n",
    "$v = \\langle u_k|\\partial H(k)/\\partial k|u_k\\rangle/\\hbar$, with\n",
    "$H(k) = h_0 + h_1e^{ikL} + h_1^\\dagger e^{-ikL}$ and $u_k$ the cell eigenvector.\n",
    "\n",
    "To test the statement $v = (1/\\hbar)\\,dE/dk$ the packet is also propagated in time. A chain of 80\n",
    "cells (640 nm, closed at both ends) is built with `nemo.Heterostructure1D`, its Hamiltonian is\n",
    "diagonalized once, $H = \\sum_n E_n|n\\rangle\\langle n|$, and any initial state evolves as\n",
    "$\\psi(t) = \\sum_n c_n e^{-iE_nt/\\hbar}|n\\rangle$. The initial state is a Bloch function of the\n",
    "first band at $k_0$ times a Gaussian envelope of width $\\sigma = 40$ nm. A grid of 0.25 nm keeps the\n",
    "chain at 2560 sites; the bands used for comparison come from the cell on the same grid."
   ],
   "attachments": {
    "slide_003.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "86add0af",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:47.446357Z",
     "iopub.status.busy": "2026-10-24T22:23:47.446247Z",
     "iopub.status.idle": "2026-10-24T22:23:49.014733Z",
     "shell.execute_reply": "2026-10-24T22:23:49.014312Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "chain: 80 cells, 2560 sites, length 640 nm\n",
      "cell bands at k = 0 (0.25 nm grid): [0.0614 0.3806 0.5274] eV\n",
      "\n",
      " k0 L/π   v from dE/dk (nm/fs)   v of the packet (nm/fs)   v (10^5 m/s)\n",
      "  0.25          0.1157                  0.1154               1.16\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  0.50          0.1997                  0.1987               2.00\n",
      "  0.75          0.1869                  0.1848               1.87\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "M, A, B, U0 = 0.067, 6.0, 2.0, 0.4\n",
    "L = A + B\n",
    "HBAR = nemo.core.units.HBAR * 1e15  # ħ in eV fs, so velocities come out in nm/fs\n",
    "\n",
    "\n",
    "def superlattice(n_cells, dx, U=U0, m=M):\n",
    "    \"\"\"n_cells periods of (well A, barrier B), closed at both ends.\"\"\"\n",
    "    w, b = EM(\"well\", m, 12.9), EM(\"barrier\", m, 12.9, conduction_band_edge=U)\n",
    "    layers = [nemo.Layer(mat, d) for _ in range(n_cells) for mat, d in ((w, A), (b, B))]\n",
    "    return nemo.Heterostructure1D(layers, spacing=dx)\n",
    "\n",
    "\n",
    "def cell_lead(dx, U=U0, m=M):\n",
    "    \"\"\"One period as a nemo.Lead: h0 from open-nemo's Hamiltonian, h1 the bond to the next cell.\"\"\"\n",
    "    h = superlattice(1, dx, U, m).hamiltonian.sparse.dense().real\n",
    "    V = np.zeros_like(h)\n",
    "    V[-1, 0] = -H2M0 / (m * dx**2)\n",
    "    return nemo.Lead(h, V)\n",
    "\n",
    "\n",
    "def bloch(lead, kL, band=0):\n",
    "    \"\"\"Energy, cell eigenvector and Hellmann–Feynman group velocity (nm/fs) at k L = kL.\"\"\"\n",
    "    h0, h1 = lead.h0, lead.h1\n",
    "    e, u = np.linalg.eigh(h0 + h1 * np.exp(1j * kL) + h1.conj().T * np.exp(-1j * kL))\n",
    "    dH = 1j * L * (h1 * np.exp(1j * kL) - h1.conj().T * np.exp(-1j * kL))\n",
    "    phi = u[:, band]\n",
    "    return e[band], phi, (phi.conj() @ dH @ phi).real / HBAR\n",
    "\n",
    "\n",
    "DXP, NC = 0.25, 80\n",
    "lead_p = cell_lead(DXP)\n",
    "chain = superlattice(NC, DXP)\n",
    "H = chain.hamiltonian.sparse.dense().real\n",
    "x = chain.x\n",
    "E_n, P = np.linalg.eigh(H)\n",
    "print(f\"chain: {NC} cells, {H.shape[0]} sites, length {x[-1] + DXP / 2:.0f} nm\")\n",
    "print(f\"cell bands at k = 0 (0.25 nm grid): {np.round(lead_p.bands(np.array([0.0]))[0][:3], 4)} eV\")\n",
    "\n",
    "\n",
    "def packet(k0, x0, sigma, band=0, lead=lead_p):\n",
    "    \"\"\"Bloch function of `band` at wave number k0 (1/nm) times a Gaussian envelope (σ in nm).\"\"\"\n",
    "    _, phi, _ = bloch(lead, k0 * L, band)\n",
    "    phi = phi * np.exp(-1j * np.angle(phi[len(phi) // 2]))\n",
    "    psi = np.concatenate([phi * np.exp(1j * k0 * L * n) for n in range(NC)])\n",
    "    psi = psi * np.exp(-((x - x0) ** 2) / (4 * sigma**2))\n",
    "    return psi / np.linalg.norm(psi)\n",
    "\n",
    "\n",
    "def evolve(psi0, times, E=E_n, P=P):\n",
    "    \"\"\"ψ(t) for each time (fs), from the eigenpairs of the (real, symmetric) Hamiltonian.\"\"\"\n",
    "    c = P.T @ psi0\n",
    "    return np.array([P @ (c * np.exp(-1j * E * t / HBAR)) for t in times])\n",
    "\n",
    "\n",
    "times = np.linspace(0, 300, 31)\n",
    "x0 = 0.3 * NC * L\n",
    "print(\"\\n k0 L/π   v from dE/dk (nm/fs)   v of the packet (nm/fs)   v (10^5 m/s)\")\n",
    "tracks = {}\n",
    "for k0L in (0.25, 0.5, 0.75):\n",
    "    k0 = k0L * np.pi / L\n",
    "    psi_t = evolve(packet(k0, x0, 40.0), times)\n",
    "    xc = (np.abs(psi_t) ** 2) @ x\n",
    "    tracks[k0L] = (xc, psi_t)\n",
    "    v_band = bloch(lead_p, k0 * L)[2]\n",
    "    v_pack = np.polyfit(times, xc, 1)[0]\n",
    "    print(f\"  {k0L:4.2f}          {v_band:.4f}                  {v_pack:.4f}               {10 * v_band:.2f}\")\n",
    "\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(12, 4))\n",
    "xc, psi_t = tracks[0.5]\n",
    "for t_i, c in zip((0, 15, 30), style.sweep(3)):\n",
    "    a1.plot(x, np.abs(psi_t[t_i]) ** 2 / DXP, color=c, lw=0.8, label=f\"t = {times[t_i]:.0f} fs\")\n",
    "a1.set(xlabel=\"x (nm)\", ylabel=\"|ψ|² (1/nm)\", xlim=(80, 380), title=\"packet at k0 = π/(2L), band 1\")\n",
    "a1.legend(frameon=False, fontsize=8)\n",
    "for (k0L, (xc, _)), c in zip(tracks.items(), style.sweep(3)):\n",
    "    a2.plot(times, xc - x0, \"o\", ms=3, color=c, label=f\"packet, k0 L/π = {k0L}\")\n",
    "    a2.plot(times, bloch(lead_p, k0L * np.pi)[2] * times, \"-\", lw=1, color=c)\n",
    "a2.set(xlabel=\"t (fs)\", ylabel=\"⟨x⟩ − x0 (nm)\", title=\"centre of the packet; lines: v = (1/ħ) dE/dk\")\n",
    "a2.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46e26008",
   "metadata": {},
   "source": [
    "The centre of the packet moves at constant speed, and the speed agrees with the slope of the band\n",
    "to within about 1 %. The small remaining difference comes from the packet itself: it contains a\n",
    "spread of wave numbers ($\\Delta k \\approx 1/(2\\sigma) = 0.0125$ nm$^{-1}$), and the measured\n",
    "velocity is an average of $v(k)$ over that spread. The fastest packet is the one at\n",
    "$k_0 = \\pi/(2L)$, near the inflection point of the band, where the slope is largest:\n",
    "0.2 nm/fs, i.e. $2\\times10^5$ m/s. In the left panel the carrier (the fast oscillation of the\n",
    "Bloch function inside each cell) is visible under the envelope, as on slide 3.\n",
    "\n",
    "## 2. Velocity and effective mass across a band\n",
    "\n",
    "Newton's second law for the packet follows from two ingredients. A force $F$ does work\n",
    "$F\\,dx = F v\\,dt$ on the electron, which raises its band energy by $dE = (dE/dk)\\,dk$; with\n",
    "$v = (1/\\hbar)\\,dE/dk$ this gives\n",
    "\n",
    "$$\\hbar\\frac{dk}{dt} = F,$$\n",
    "\n",
    "so $\\hbar k$ plays the role of momentum (the crystal momentum). The acceleration is then\n",
    "\n",
    "$$\\frac{dv}{dt} = \\frac{1}{\\hbar}\\frac{d^2E}{dk^2}\\frac{dk}{dt}\n",
    "= \\frac{1}{\\hbar^2}\\frac{d^2E}{dk^2}\\,F \\equiv \\frac{F}{m^*},\n",
    "\\qquad \\frac{1}{m^*} = \\frac{1}{\\hbar^2}\\frac{d^2E}{dk^2}.$$\n",
    "\n",
    "The effective mass $m^*$ is a property of the band at a given $k$, not the free electron mass.\n",
    "It changes through the band and changes sign: positive near the bottom of a band, infinite at the\n",
    "inflection point, negative near the top.\n",
    "\n",
    "![Slide 5: effective mass for a given band](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: $E(k)$, the velocity $v$ and the inverse mass $1/m^*$ for two bands (red and blue).*\n",
    "\n",
    "open-nemo's bands of the cell, now on the finer 0.05 nm grid used in Lectures 7.1 and 7.2, give\n",
    "$v(k)$ and $1/m^*(k)$ by numerical differentiation. At the band edges the mass also follows from\n",
    "the Kronig–Penney function $f(E)$ of Lecture 7.1: expanding $\\cos kL = f(E)$ about an edge, where\n",
    "$f = \\pm 1$, gives\n",
    "\n",
    "$$\\frac{m^*}{m_0} = \\mp\\,\\frac{2}{L^2}\\,\\frac{\\hbar^2}{2m_0}\\,f'(E_\\mathrm{edge}),$$\n",
    "\n",
    "with the upper sign at $kL = 0$, where $f = \\cos kL = +1$, and the lower sign at $kL = \\pi$, where\n",
    "$f = -1$. $f'$ is the derivative of $f$ with respect to energy (1/eV)."
   ],
   "attachments": {
    "slide_005.png": {
     "image/png": 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HjGLzEJproloi3xiO6JhaZQFimRJXup9Rw/ANqN3PygmttKO+VQLFu2T6NwdgWBVZX7Pe9Gl3pIawRWKoUphp5MmYrbnDcNld0m2PlomBSRraw1fDVgPx3p5RN8hEld1+L4tML3CUChnzQVv5/M2tMnwCMPQqkjlDUMaVG6kJmmQLVLL0SzEmYxBH+Us+UkvsYTUn3jFoCAOBYUPDUMPwRxbThz++7u6oi89REbBcjZZXKh1K2MMBPKs1bsUAAnLM1Hz5IlMuvn4hMu4OPNz2Uf/mh+q/3RVeFV6QaKTXA9Gl36ZVHFTZFkkgkn8DjuiduuqoQjOnzHKIcDJbH6sHaDWicuZWfTwyz9jeqJ4Gpmb4Dfk6CqBiDzN1DUMNwx9ZIUDwlevvdH05cm1/ntEdeo1iJjlCNOEWD8WiSGmCCKp+c1QfimlSOPy67xnwC3/vrq9ftj9GO/rl685viyCN8Yw8V70upjIcyM2UqzDFYchUzd2XZNT6q6WG3UBWuNWmeJRaUPGg2/tVPUn4u1/Ux19uUfnns/+SfqNFs4z2ydBIvVIdG2oY/ggMycrcXV/T9fer6+uTX6BlCMOzQRnuYaN3sK2W4RN9SvW7ozIL/wCWsoR3d1/2PN4O7NUzfP1seNnhQRiWmagJhW9GFaoYBUKfueEmOyPZoiG/yRKIwiRxNSLa0icJu6ee8NcvSpJfvQNCFE+U2JwKD6G/2NAw1DB8Q6d0tF3c32gklCCTTbKHBxJKAUDFVIWy1xrJUxiFMpD0iMf93tMJn3d4kNktk0ZJi0tbIdJeCBXqqioGtYbxsbr2KM2oss64/biVPmFplwrT181Kpcry1oW7Wk47LPXSMDz1xT1bdrpeS+E8//6vevzHzOZOVoatC+njOQfWzzwvx0WZUp6B63uu6/Aiz6/3q1+3XhqGP5FJfSs1AMXmbLxJOZwgd53nX9Mw1DB89+Wm661heEn8sYMqXdbbweDh8oSl3vYahu+43top3RM7ikHcFibtZ+s/fOUOj52tg6u3vYbhO8DutW3+X1vDl49rYVpa/dziv0b9/NDz/YXwlIs4GoEahh8HhvYrqZH/GoZ2EX92Ei9vBUONPg3DD+yUnvr9n10PbO50vVVqRB4Bfqm8QkfHhhqGxp+txv906XdELw1DDUO9NAz/PFiUny29/fTSMHxzGGbKT/7oUfV6aRi+AwyfLb399NIw1DDUS8PwI4jVPJWG0TDUS8PwHWD45I+GoV4ahu+Bwyd//vuVsXb/6N2nl4ahXnppGOqll14ahnrppWGol156aRjqpZeGoV566aVhqJdeGoZvuFwjMjzXOLq91gvYINt/+Y2Af0WnvGe+E8T7LuP9yOvw5Y71n9y8wDU8O9W4OP6me3gOL9+OiE8rOO05Baf+gl5/uDU8Yb94r+IkAKiPf3f7QE6w53E998fuVhw/e5q8gaq3/pQ3wg88Tw6bfVi3j36fvD7fpcDTMNIwPGZFTj/YIx/82oL1tGEZoueX6cNeRCdcJ6BY7z7ABfZeOeND68VpEsjFbZrDfuAYp11nz72P7NjvGydcx+GbopeG4X+CWhoYb/93jBM2Hn/Q32NbbPp+Uf9kKxIRvZ6/A0PPsF3DOdW2OjDQkbfX1PunXKffxzOK9H7RMDzOCbPhamHP2kcuV3wt9wWAgn4EkcHjr+N52Oz2PiASPa8rsb2u0MYL7gR1eFWCStsXEeTjr+PjlHmJH3GffbxdRy7nZGdfrz/aGk6m08kJCz883n+hsXzz6OvwYZOXKSMbB0OQnPSUuJKIGHT7O7kn/hckk9MupV7ePvQkp708vq3an9IwPDbzuVht1pvV5vi1WkTRC1fP9Z3Zan38ReQh75fJ3kTPdLk5dS2n+D33ifAhLJI/Xq7Shzv+5c3ifbc+XqxOekLrzXoR+RpFGobHLWz51eb+2EX0rPxoXwJ1sVnfH30hwhD4nxh7Sij92eb4J7R9XrMozY8+uqWuEU/4dFcnXA7PaWHviXG9eClXOvr53G82C50p1TA8csXJid7fYrOKX25T1/EWm+Vp15rthSHe99lmdaJXer+eEcDO7rHATybA52kvb7leuMaewiFguDjVUY41iDQMj83pBX3HPTrDGUXz9Wqf1+YGiw281eMf142m69WrMJQdfASpwEPOyOmPl6/BcLWa+H3POTpfGi1WC3/PvcdDrGYnGTcv6usUjYbhkZslfZXekcswZuvV3lM+gLk4/jrYovbkOzAcO5gAGrj9w8+HuZhk9RoMN5vJaa9vvlrug6ExXt3P8Gad8PoeyD16aRgeskkY2+L1g6NPbdefvwJDOKWL4BTajjvdYuQnrKG6TeNv34Fhv+/3j2e/LNbLvZXR8WozO8XHsIU14GoYaRgeuexTWCvebAWMBC95Xg5g6J/CVrEn34kNxzbm8PYN99B1QEwNgv549R2n1D3l9dlwSvdZMScWv/ckNo6rp0VpGB7rlJ44yMgWa+i/hDKt4fGHv+cGwXTzHac0rf0dc4TAVC2/Yw1Ps0gLOKV7QkCPMAyO9xqiQBtCDcMTzaF3PPvRm2/2O6V9xIbBKe+ZPfmOUzrm2+8d5dzCbr5uDTf3fAj76NfnI9/r70FQoJB+OjNOLw3D46bdn+Y7iTV8ARCQtWEN+0ebgMD1nBQjr8DQNo6MrEAb/a41dE60hgtGwMaegsXMOSHz6Qa+JtFoGP5na781xA5dMFN6SkA63Rcb2jsw9I65SWxnGn8vU3rarFKkaBx7Xx/VN8JQR3sahhqGGoYahnppGGoYahhqGGoYahjqpWGoYahhqGGoYahhqJeGoYahhqGGoYahhqFeGoYahhqGGoYahhqGemkYahhqGGoYahhqGOqlYahhqGGoYahhqGGol4ahhqGGoYahhqGGoV4ahhqGGoYahhqGGoZ6aRhqGGoYahhqGGoY6qVhqGGoYahhqGGoYaiXhqGGoYahhqGGoYahXlwBMBLtUc3tR8vN/ITBYxzqu968nPaLmdunwNAWTWE158XbHd2C+THQ4P4BGHIgjvfyBY6Xm5m++xqGHwSFDgarYZy1/WwFsoF9/3jVbljDe2Lk6QKufO8HYLiaRY4atp1eR37bOxmGHCXj7Vzn4XoySsbWYvgahh9hucbsfr3HGgYOZ1g4pwxWC6arl9YwMk5zSrcwlAETUbA7qwIfuz9iDZeO93L2RESDq0doaxh+mNhwtYr2bex4sV6cYizcCIPpJ3ve9ODHnNKnAy/UpF3vB2C4Wu49NvqwhpG++xqGH8QaAobxS2sReDGHsDjHX8c29k50clwY3M3ydKe0z5HYD9YQaZYfig0xdHsZRC+nawfxt/tZ39bTezUMP8Lq01TtsQqexIanjTbFfMMXTqnDa/9giqbvGdHO3cPM0+BkGGKw2mKv0VMpGr0nNAw/wvLd2Wo5Gb9YyThZrhenzHr3CMPpnguNEwwUPj02lN+Od6+D/38oU5rE8ttP12S5mmOUot4BGoYfYUXz1Wa52rOWm9XihA2PpOP0tSutfsAa3i/3PqdTYYjq5/rbKy9vbmifVMPwg8SGAM9qs1k/X/ziKTmMiIPp913nHtBZLV3XsY9zbgMEbOPF+pVFvzcyjp/4ibLoZoXfenEhvOppoMv3GoYfZCWzV1dywnvms2IxfeVC06lzHAqNQNnDyezVKwX4meOnEBvJ9NVLjfWe0DD8BNO7dzKVR1UOQRF7gc7At70T6h7Iw6D08fp47iBSUD3ldeyznSDreYahKxYahh9iBSSbeY6zj4PGee/G0RlX/9VB8nYQqOvbx4R1uEr0vR9zPPuEOxn5jvvqvQ80iUbD8CO9McFzslf/xGsQrzGsyx4y2w4eDwMIYCa3+8V1Hp+Xbxunsl9sz39+nbjvgkWuaTQahh9ieYHvuXtzmK4Pa3j0PnUCupMvnTzPc21ju9+PsIawT6793bKIceAnnllpGvTgNR/X1l6phuHHeWf6/efWwuv3T3u/Il9c0xfWUG13d2sOj7hJTuA4r1pD/IB98o0EFJ9fxw+CINJ5Ug3DD2IN+yRlv3RBPVt2r3+CV+oHe6yhQ4/wlL6+4MC9Qn4GZvroe+k5Lm3hS3PoGs8aGvXSMNRLLw1DvfTSS8NQL700DPXSSy8NQ7300jDUSy+9NAz10kvDUC+99NIw1EsvDUO99NJLw1AvvTQM9dJLLw1DvfTSMNRLL700DPXSS8NQL7300jDUSy8NQ7300kvDUC+9NAz10ksvDUO99NIw1EsvvTQM9dJLw1AvvfT6A2HoYKR0IDMf8ImrNdz10jA03kMt2zNmU2hQu07fMfS4S700DN9jRUayWiipeN8w9IQvvTQM3+HJOMZis5nKkAgMf9ATvvTSMHz75RtTTJdfjl0n0rZQLw3Dd1rxYr3ebGYykczVN0cvDcP3WDSGm80qYXrG18UUvTQM32GNl5vNGkCcx4Zh6HqFXhqG/+XiEGkPU+G3gzE9TqZGXma+WS83K2BxgvSMrTM0H315MpJ057x0eBuD78T+uK9BwJ/wAsdIB626Ovx4L2vopMNuXb/vIyHTlxHwk9VmMVttpsvVYsxAUd+dD78wEtl5nH6MO4YbF716ftrbH00mscDXcW1dHn5PGNpG4AQPg99dj2fkHFHhdLNJZipLo2/OhwehMZ7Ml9PHL0S2Ec8X8Xc2mxsEgZ/gRiMJx8PXcTQK3wuGDkuCOBj91B1xI56SyXI1t6frVRIvVzMerX19ez72mixWTGw/eqEBS07LV71Sj99xDXvCsMOIHGUhtTl8N2tIrlpaknD8oK8Ch2Qae9PVJsEHCe5NpDOlH3wtNqvV/f1sN/YbL1fT79z22I+DfkCXBzCM0jusY8P3gaGHd94fT2ey5vP5Ypb0jb4Nl8bgHQpSOps+JT/4mi9ni/VqtrObPJSc4ldjQwSOwXI5i8er9TieLRdxAKdUd/m8X6bUM7zx8p7lCXg1m/vNNE7vE3yaBN+PXFuT2T5+bBgbKo5/oATHC3z6neMzTpAHn4/nszFycfdxwIy5dkrfCYY28y/ucrX6tlwsFsvlCqGC4xsevk6n1GevU8B4X68PjkOPme3daHH1bRy8fnzisJ0u15u5HQC+y2mgHFl9n9/LKQ1sSYxOI8OLgpj5a1c8UXe6WSe/8dtt93ff8oAu2ac2+gzzpi5z3r7jur6xEBc1imO6PP04YEEYRjMZR0jPSI2xH0/Ry+ZM51Mct4a8ATadI8YpGoZvDUOE64DhhFsRNyB2bCnt/u4wZLXsSR4Rh08QfXIYTlgCZtLbZbIbt9SZrpbjYLpYLRezsRFP5ysWhMc4eVm7N6JkOo7wH08hKVfYLCBGfzSX/11g6LIW4c7X8EX7toQHYibglDq/NQwBOH+3ChP50ZZK8klXf7a5n9iulCJwks42C9QjUJBYz7e8xBmcUEkAzMeUVoClZNyRrJfTyPbEFjoO8AsH1dcwfIe6oTFfryaqgMiKhSvHovObO6V00cZPrSEq2p/39bizzRpnKU9Tx7PBCZ5KUR8YXM2nkykiwPV6MZ0kqDBu5jx8IwMonEc+ah3TNLnq2k4wX46ZDtAwfNsUDc5MY0YYRp6varokljq/OwwDO61Yb99855NT9uwZIwuJ6yNWmxYRE9xjOKG8i14839wzCe4AmWukwGOB6BKnb7JaC2PRFrcU5nOmndL3ACI8mPUmkS0ZCL0Xe9L9/Z1S1w92aAmRvBWfmS00k7Y03EKkaWIaQ9+XJDjKFjxgpmsYS3zLJi9jAoj2jRnYb5IxnYkp5EXGC3a3eRqGb41Chuuz+9U0wZpMpmMJ8HFP7N/eKY1n8wevdLpcTBEvfdrg0FYwlLvZ572Da8kdBTxKMdEJwNZHNpzHDQzeVE5awxa7F9iggHt9oZlKm+k81jB8+0cNWPldgQ0l1XuJkJCrwa1c/b4whNmL8arn28/BrZwhZ/NpcxNwKAWGkdQcIJ0wo2xCZESEYZ+J0bFU9yl6mYBu4xhMxLCu6LuSLXdoASMJJXH8RhqGb5wpRURvoPKLP1C9WC0nrhJisw1FN/xtYRijp5IHDR3TGMXu+zlLaYYk8r1PCEcHxQimaAIUnZIVXpi0G8ZLEE1FxmS8Wc14bx1I7jF9Yz9tqAjENCI6wWG8WrqC5z+yt+adYOgIDLdOacJ0Ke7B7w5DvPCIcRCMv8dWL8RLUzBnpcHZ9v1PR3EG0uar+4QxRp9N2+JXIkyMl2s6pejqJgxV+JvC0LafuOhM6LDNdIP/GE+iRaNva2v4Vg/qSKaUiOsrSdLIsb3fHoYuXy480YWQTAwP78B4Gxp63me07g4KEYknXif42pMUm/hwpj5UMGRVGKnRqfEMh/w1J4LmAkKR2VKxicUx0DB8mwdNCxbwziLk0fyAPHvYh98chpHkSher1ZgxUmQvNgu8elQx/L77SdOlhGEg6hco3UdpHykKFjNVhkoIQ4k2ks16ajwp16RIxB2fIXCcsp5oGw+d4BqGxn+fYfMYVmxW48d2s8AXI0kY/s63IXINlT1EPJVI8lDsoue4n7LvzlmsRTgI9cDVaqpeCxq41+uZEtYTGPoqHbWnETGSTN1yPKajvqCX0Pf/yP5D572qhoaHZMUYjGBKYPR9Miu9FIbOb5yjwet1V+slucwIphaxJCUCld3/jC9oQSPHqBZoilUvvUPwzYW356iPwFJ0AcPZc8ELvGTPn4DpTRj6CT4QyGoYvmHqntTuGFHDw61B2+9vDkNH6mtMESeAYUL7IV2VyNzEnzFBaDuAIXEWPHTdu0TS5H4FJQycOM7knq6qY9usIM59137O8Zf4MKJTivK/oxwlDcM3hCEancDDl7K9pGcQHaUw/I1vg886RYJCaURvbBG7KmnvJBP/U+bpPcBwQTM+WSPC8OUsQToGFQhpO7TxEUv6iB0Bw2Xfc15SbPnfNoSMIblg67rhTx+PEd9K+6jCL5RMlokgMkgSkYdCrgKNTveTn4k52bHx4WG8XC9YNETFzael4NAAEixdlb/4PAKtKBJOZjOqO+Fmzh6PEfQ2kZBBI4lvsxDlykev7gapZmgy26+zcc7RgI1ZKZrP8R90SaVm6P4sDPvizzifgoiJ0HgeRSS54zlLAZFEMBFQdj7T5oHioceu+yfkJyrPur7Dun3guf0oVcx4dTMIDF0NQ+NXqXFHIvxz8BhlqXAhFCb8Bz0ENLmIjDPbfic/9QyiT7CLsetmTBCqPliXCi7iGdiu534qn4zldvqW0MKY7+SYIiM17VIDZFsb3aTXKewahs4v1nqCHzI9/H7iCO3H8yXWYrnCXzPphgUj6mdh6CG4+PgVODoC9xs2CBlxWjoj9zJSxdNPtXmcfsBwbjpLdmORALRtW+S8+4Frk7LPFgzne+eShuGvhCHqtPOD10zPUNbtgUjpiHFRULN/FoYOL4g7/+Hf9ek3VU+LJKkxXt2DU/ltauwpb3/wTOlDvjN+0S4YKZ1Lf0uW/d6uQCZHw/CXLZd+ZTI/qnAYOSgrcYAFnsNYNb8iyGC/4eTHN6IznnySbtk5+38M1QNEtjc9czclkXwiIHpBXxEQWG7yHhHoqkZCJwjcB8S60fdh6GgY/rIUjX0UDCM3PUVhDP1AGPiOkEt/EoaoBUfBZyC1ka0Q05jAFZis72EcAcSpeAmfyC8N1PwRe09bBPcVeIq8z2j1dbfSTxqG/z0MLcsKCsVk7rexMplyqVwoqC8bj/9s758X0Atlw5mjMis+h3I5kxNgWCgUyxm1ePl6/fJmMscnw8yTB/uYCm2xqtWgcs+MMXI2oDbHHIb0mcJDx/NsdT9Rq+87O13dMITiivblWKTYEMpRvCuFQkHdtHK5nMlms2UusN+mJdMsFtKNkt5V/ERG7jOWIXdZw/AIGLZa9ZqZzG/arbDdy1VrNbO8xQlWO2MdloqaMHVx5CqaZjmb4wLu6o1mq3UzmfHGZjLAZN0qGB+/DVhRm0m4ZJeB0e//xu12VqNRN4qlsmyKcvm6V8lXKlWsMsv3tbMz4BAYbauVyeZ6vRywZxWB0BIxm9EwPA6GlsCw1Qpb7WytVs5YGSNjPQDxiM6LE2FYyggOs+XCOXDYbE9mPFwz7Qbu+HnhM3Q+RahcJORUjoXazNTjbw1D+EhiBTPl6yruXA8gLGeT+9XMrGEBiJbVUDDMZHuVHE/UAmBoljM5DcPjVua6TBj2G61WwyqZxRb+NUqlEv2MAt7K4hEwXB8Pw0KxVCoWi+LWlEsmb9ZkVjNL5/Vms9mwCsXCJwiuAjBO2JIwNSZCPfmNIyS4KJZBU6hghlt2BQ+GK8FcqM6wU8XNM+p0ZMQAlsrZTKZRb8hnYkI1DI9Y5evada2czAMggJiAdWzVi2apAENVL5hntdLhduBTYIjT9ZyPQ4+FoYZp1gSGF0Bh3TgC9h/AK7WZpHEn0iUUpTP/fuvMPaOTy8vLZqNulWrmLgxvh7iDpb+63a7cVLNUZMAPC0pPtkRfVseGx6zS2VmtmhnPA+ChZppXdYFj0ZL32joehsemKOowtkU+FB/hsp01zq+SWemKd84wEWqcmR///Y/SntjVVGVJOTH3dzWIyKghTIGrwv0AHGK/mA3ZG2xQbLfxUbdrcvPU6IRmMvU6bGGjzUiyRPNY0DA8YplPYFhsNBi8wRY2xTnF1w7D0CYMj31OdG1o9MxzeQTeYcCweN6gV0Mcmp/g3fddN1IJ+4BFNjfo/7YTjgowaZm6MoDwVxin0FNC+EAYGnJcWwqF5Sxi/oz4pxnmZhh0mKaG4VHWsHZmVsvjeV+S0fA9mCipIyxUTsbh0yyF4bFOWbaSz+ey28uXCpZRpFNqliyesZfttvXB33ypcTM3qvSSHDU9/rctoBW4K5oKg/SUrHZH8tzZHJ3Scu2mc9PJM3XKr7GWcX5+ztCfqfAMwxwNw+NOO7PE2PAm1+l08vl8p02/nokUWsXi4YyJw761E2CIx6jk2vX0BDUznc5kVq3idtVVyNEwPrrcru+xRCF6SUFaA4+C3xWGksMGDJsq98n71alg5Yd3q9XX2zu1bofD4c3NDQ5RRIbwp2rVao9JUmwjDcMjY7VuqTaeD/PpqlQHtdp1tS9+SONwHc+W8v302Me7HpwNBr0MTJ9RMmuDQf729st8WOkNzALNYdhqfpa7II34v/3KlLPtS6KwiDxBzaz124RhPn979+Wff/7G+kf98+XubhSqg9RHbDGAecxm6tZ50dAwPAWGd1++yLnW6eTgY/Sy7XCE9/XqoFNxIgwRi56dlTIsHXaGwP7dF9zD23yeeW8JNOoahh8rSapgWBggbh/UyllskCE2y1cFwH+2S5B4ezsKR+12dYAfrcKKMkzUMDxmWc0mEl3j+S3e1r/VsTbMDyuV+CYEChvmWekgDO1TYFhkNjaMBtX8+PZWMIhbeDvM95gllVqwhuEHhCEzpGdnVRydcF/u/t5i8O+/v375Qkj+raAoSLzpVKq4l+WM1C00DI+s4yEIVDD85wGIt8POEChsFmq/GoZ1ei71HMLQ2y/Kp6E1HHYEhkRiScPwo8GwCZ+USWygcIQYIoUcb90dHJpOfjiUA1W+/IWBYmc4AMmNBBzNKT3eGhavAcO7OznX1HuJkBtBYq12dtg62Wrwz7GP1wrD0W2HocXDAfplPhpmilL7LRQ+T0T/Z8AQrLU2GIcWEmrVzo1YQoW227vV/aw1ug27rRAGcLi9o//8/fVu2EFRvwiXNKNZNMfCsNEwiogNb4Zc6dv8D95KwrBmHpGiOQmGl7ejkbpjf2/DiWTebv9VPMfhKVVfDcOPlilFQZ58qlwnNYV/I4cAhwl1Q2QWrq4u6t3rKrI26mz9WzB6UyyCMGxlcj0NQ+OogkURtSDAMJvDYXczGubFVxSEZJnQrB8Hw2PL172h8l/+VqfmTT+TSeYwhJJlu2T9V8PwQ8Hwulq2yKwwy7mRoBC+EtzOSo9DL+pRA6YwiwMbBYqbW3XA4gdGrah+jvxMttIraxgeA8NrkjvH86g0wAftFoM2WkR1qI1GN3X0sYAPQTIFUl+lF07qMxiibiQNakIGKKv+GHRslKWdMNMb3j46o/l8JGmZZBbVSh5h2H43GCJzm+VTJ5cZz7ZQFPo5nrSRlb4da9tuB6oIP8LnlMvFN0BGL/ArdKf5UxYJYEVVcmU/pdC61OeyYFkK5JgUwFwovAP1WfV5StCH13k4CEBzk0l2lTHMy737yl3BhrgEI6CswOohtV4dDGo+8tw4SyXVBxwa5+dWodx72WEhb4Ji9heMgobh9m1B12odMOQdwbZp33RgFeVQU1AJTD+qDmKcd5XOqFV7STazIfi8me40TjXJkblW7/R1r5PL9vBJzwq7jZvh3TaQR0KtTV43DGEyLxW73LGy2d/6zTw/R1uXlYNTRcqWkWk1w2zVjE1zcN3rWa0m+utyw5Q7ArIIKtfkh2ATJ6v7ab1BPmWR3ysXu+gUy3WiNuvceJ/AsGSOkd0/1zVpCMJZZvpw4wKW3kDnOzfLnU7mreuA7C8D3SyHV4Lj4apwqKA1IsMQCOvkicIvyNxJp0WJs2fUycPjCYeO0Njat195f4cDvIGDQfUFHYPEEFK+ez3isFgoaBgaW3EgGzDcqSMiGB+qgPvvL/lOmMnhsKvVepVOu3kQhuTCWOXS9XU57dKW3Yv4ooVNzuSoSmuPbtkJwztSFAUO9x0beQxyIYE2eODNbKUbGqXYjFCBrg18q1GvKOC1M+3hkO2u4OLllDV8gGEZWzo3MEv1ZpuwKkRRlfzKG6QV1Rp22F5Z9gNwFMJWqZQDW6lMTkr2XWBYYEc9XnMWKDzEcsGbwuoDesLzPEK/3LW331EwfHH9zi1DmrtO7qZSGQxaz+kYCoalYnnrHWgY7oMh+qZRYa9WhncqjwKDCCPYiga9XBulDatpvXw2k/WONWyCerN1RqmqYZpVxAcAJ2zsNsmGbUlmFNtFLfudYdhoZGAJK1mr3mrUy0g0xEXTD6NxPE6S+CoYdv9XjirDm7BehysF7wsgtOTcJwytepcoBMEry6xyo12uQlop0+6hxH2rks9cSEQNh512u448MRoSalVQv5pF0hg6b+6EKxeax8/FxcXV1SG2IvyBDKoPrRbgxeTM6BAMc8P0B1k+HMDNeekU47EbXLDJn7k7/7+EYTESBwqHfpqc/ht7qEVvrd1Em377pn0Ahjxp0zZR9PHWDfbzZxj43Yqji1oI6kzDAfmkhbr0N70zDOtgm1cyVrPb/V+BgCzFyXQ2my2+fVtMzJI4011888oPBlUJpNUmqhOGGcspCgo7Gfqh54XrajYLK3h3ty2kbTkmyGvcjtgXZBWgcVDFB3XC8O23ISNTpUACGJ4ftEbWqMmj5kZcUuyFzvb+2/thWK4yhpRtw2Jw7az4onWR/YhNNnmjoPGJUnJvCsMS8GG3M73qgED8og62kGTPVv3q3HrpRNlPYUhKfhlg5BsttPzSFfyaUbd5d7dFIZhrTM2wvgsJjPeGYd3K5bAxkHTHE69WSj5mU2zXJKxVc2ErhF0MpSGk5EWWtQNDqnmQEV/JWdYF/dPqcFvLfkTh3ylBiUgEbS8/bCMkxrlk1q6ZBXrrF2zBYu2szEFraBUtt5K/kxxpPp95hOH97KUuZLmKnQMc/k0cZuBYlV7QAXD0ZGVJp4aG4V5raKKrMxwNI8TXYhAFh80WHNMrs95+CUN0vSY7MGR/WllQ2GqqI0+aRNtyQv7NoDBf2UXhe8OQ9oiwupDsXVA1wwj4m8+m08kkGZu1Xr7eAjCn0/GgZg58nOV0SYlDwjAnlhDZ+zJSU+dmrbwtY6dFH+HpfhHKnvLwBYY3wdkZMsPM8799AwK9FcGCBMT5fPbAj1+2umY3pwLD29tKtfwIw/XspfxHJhedRUP1051GcVB7CcN2drsyKrOsYfgyNvQVTR783AFyo7fK0e8QTI1SBrXF504pRt6y8257LBaQI82ILZS2RUval+pt8PH/xo3JD3Od3DC6LhYD5iVJdnrn2DBbyfGJnBdLg4G0QHb96SSJpZTCTyv5XDimg7qYwiQWkKBR+pH1egrDChL2vZqJ11kYVDt3KcsEXEsJCCVBk5dAWxH3vjDYhjW8aiH5ihSk9Q7W0CqcX/AgsZAqyueMA23ao1JtkBP7Brf6GQy9lzAcZc7Obu7uZNdcWtHzU9uiU69Cw0b9c1O//0sYKtyATgrP6QxlCjnY/v5yA6f0AskI9s5/F4Zl5EgzDYJQ+tNKRvuy2bpUF7ntoMh7yy+0VDs3kjnvnSnN5nOCwqswjgeCwiLkVswz+a9WqlbQahIm07k4qdNxLp9jCpihlXJKkUVttwvIksK65YQnq4iV9L0rNzeoWaAYWlEO/rZYg2IFixudCsNJ6+2tIbRii1fdpsJh9hAMb8/NAY0hnKJRq/cMhi/uW3vUPDsrdO5Ai/zSGdVHL9q4LbXQHXx+hVXU1nCrM4qZWosHGDaaTGEVpIDNyvSN2MMvQwRHUe16+AKGGDOWbO6nT9tEEROydgaDwvbPjkLhsB0W2qPWzgJHyiQM/ffrXs9UolYz6plhspjF5qDkWwxZylLcyrJljl6AeRYnM+IwCevlXhUNKMMsDp9/Z+0cChWWHCj9XH5Iz1uxmwlCXATiHsq3oN3Jp/yhL3mTdbg2GsrQbvLGXqnVaoQDaSvtXqCDphEegAFSbahgcQ98GVabjeoDK8ZhiuYld4o32CypUHLYblw+h6F1HhVr5UpMsdMa68aFB7FiDcNHGOKNUhJt4FnTt6yb9EsR1d14fNMyN5lDMMyyW7tRYGNhbVAFR24oyZm727YfNlTeppGKe5Ej9d4wRAtyWB6YCY2dmY/PLdYvciQTsBpoNcOWhS/gxSB/Ok/gKNSEP1nJEIaXWSi7mmQA+Yykv6qi6JA5m94138OLuui41KE1MlC9srASdznrVoh72eKbi0Sgw6V7NYgGQEGx2zjc34mU9+iyIsawA9hcP6RUXoMh9TLMqjKfcAaew1B8pNTdiOJkMuna2hq+hKHqdCiK5qS04UZmReVphsWzq9KgWn7Z9rsLw4zAsMl9Bxj2WMNW6dZhW9zQcyVxA+k3Fhg/AAzhSkbUSgUKfTMud2m6crKZYMEqPFFybEqmaY/GrVbcHSBtw5iKMGwhxYDz5qJRKNPY/cPEhKSVG6I4z0DMTF9wH/ni0ehO5fJHLOj0em30D71xY1cDHnYSoUG+hlxR5jAMwXdpj2jlvww7+C3nIaUiMHx51zKXzAHj3ZBf6b3QMmImlTCMkgmOtcViFjoahvtgWGM9T8i8RcaJ4dlZXkimd4gPrbPB9T4YPsaGFE3Y9qedgXgzUuXCu9t+sBVIkOxHiUUC4wPAsBzlq0EyR5EwNINyzmc3pIIh4EgxJKT3pdeEGZsrFN+7Zk3MoYIhfpIvp5xTWfovtxJZ189NklJl3oMw2ei5hmykHn0VHFYihtmtfayk/xqGs2+L2TQZRDWzVw4PwrBgRp1bMW2gcZi1vx7mjNivwLBdxztUUC7QbeVFo1w2RmTsKxefaxa6tobhPmsoojDUDKZBrFvxWS0vhF2E6JfVuPSy7ZcwdHb60wBD9KfBFiLRukUhtpxV7gfUgVI4LJBILU7Zu8IQoV7FHNMWDszxVf0mq5zRdh0hsvjO3gWi5fOy6PT0St04Cb2BWdnCkAV5vqAbxoXwN4c51b5MTg3jYjUlgIqTUnrt1uqpPYShFfftra3hRSQImM+R+PWv4oOpykJJleO/5Cudm4L51+OPCwxfxHTCmzLr4PGR0pa/fm4Ns2DTRtFksfjGqlCSRKaG4R4YFlJftElzSAXDtgWfTeVL0UaWqRVedlgk4JS6OymatE20t61kszMGfY0mPFokQVJpROODwHBwfTaYAoWUMULSQrT/pKysyB6NQqFLPVWicFgCYOdJ6JvXFTql97NL+JaXlHpVFgO54LNURIAsoWt0GNDotemhdrtk0da2RxrocyyUvLlK+bmJgIxIhE1MQis3zB6SC86pOC9Xa7ez5YunMHT3wRBlmGZ4O4Q0xpd8s/UM5tlh7gqp5/mMVSEeyaZ2SvdlSrfjsVSysJDpccgMCn9pA0vD2g9D76FgQXXZJkTWr3PKFjJcap6j+ATSSC43JMTZld1ufwinFNmZaIItiXJFtdptNlEELF6dn4OtnUO2mFFgpdeldzDMZQpXUfLt24w47A0FhvBbUbqvVjtC/PsyHKJFBSFfr5eRZilymOtN5eGDvodKLH5e8jTAIT3Vxpu3lFC98Ix0PdRCk/DiYN3QQGiM5/tlVD7LggBb7z6FoeO8cEoBw2u8XyPc+q/5Vth8Xt7PtcNGa9yNQA6Ep18t6xTNPhiqKYcyFETo2dlbeFPmWTW1h6OmcDDYX0dWsLCxyKLxH60hqbv1cm3QGd0pFLYbVyXyVMvXw06npVSBsd7HGpJDgr1fsArCcC5UTbppYzy96nW30eigYwnlrHIP8MJfkoxRdARk+rvdcLr4Ng3NAYJBsYbwsapZaLzylX5FKOQzoqQJhDWVvsMiu4oIQ6CQbVIdaLcIx2TI4n29/dacSoSq7Jc5GwCJ424Yw9FmXQrvCouhOGN5ZpTKIASz8IuO8Dap2kiTlmsgrAOG1gEYZnsQwGxc1dv8tdtw1EJPVUZaDItFBNbNOvZOzy0LdbBajdKU3x9fsODV7GAR75KdCo89KCjnhxL+pHma25EV5SrDnBJGx0YtG77Sr3447ZCfCG5yg+pNagtv2t1CIZA+T1pBDiRJl2QThTvwdsZQ+MQwVedFxIDlRugVu+PpJLzibpRhmWV56WV0KhfKQBnc04yqOaPmdXHlA7MJAFRCbLieNXCtnmflpD/zrmqm8itbkhavZKkPiiU1I5BlCuXADqtnNT/75tRm5eeAQIB1YWXJvjav0EQPYoLVDf8ChxROdg/ymDh7cU7c5IcMZm/zPFsQ9DWs7xcs8AJZswKER7j5d6giNsCcR2NjD7YvnE7DZqpPk7b+ljWLZi8MXyxGipDHq0juC6ga3UCyuRcxb1jPoJXwOQyzSDtY7WGsKCVfbnF573uP/7YwhKXOske3GHbLlXwPEVsQXKC612V22DIO+ohdFBhnePGBwLCJkx6trh3BVecsaNUPTSzOZIemIXmru9y7wNB4PjyhFschmiwrEGzv1gsq5dS7GYUKhm0VGYrUOpTWz+uHYEgVg0wZZZw2Ezujq1YLMERUPKjWmJmZdg1Di2CcDEPcJkt4IJ1tefp2xJl2St0XBJOC4e3C0Lpsn5010T0gfto/d7c9w+5735uh/sbW0LJ4XsPz7HaR/iwXuhY6//1ILLRxjNwx8jnI75Ur49Vq1shV2lZB2DN/33YGpfBg5jGTiczCiKyUuw5SGdnOO8OweBbPZuPIRxScsyFEcMMiSjWH4c8NisZaqsEJrKBcu4yJI9Aq2C1Y7IchXAmrBBjiEB79rwVeOFynah5lCuSFkisNwx+AIdOARSbbbyqwb6kiEEdzF9lRCH7i+TMY1h30ao/M+q0qZrctn/MdXO+jwJAaLIWCaFYUccb/hYQoYj7fso61HmMc6WFpmCMMIZERwW8TgwFh11IpbBwkhw1r17eqHj6oN16ykt4ahiai3RnOlaiCI8nrZVnyzQGG5B3UL90ORS2QAe7QJW20Cg8FiNfqhrksZrGhD6XWlsohG8kq0ES5Rj0IdZLE1DD8ERiyF59SJGFrOIi39cM+EvIUramaFDl4AkOWOYrbJt8vd6FZEha+/VGcUmo/ZaxCpdL1ulf5/CAIQ8aqRnCkpGZ5UGNG52KYJQzhcPn1oaQSh8NRq2hGhyZSAXe1wUiEr2974Aa8d7/duc+i6TxhgSVshDc5TBKVcUzwd4qtUPjAaK3otC8tHK+twmOB5VUYlqjCUzdDSe3gUpUctDbQxzlbzKdmrahh+AMwLBRZjyawsmeDYSpw0CpEhRZEDqR7FZzSHRhCz9KIiEKJIztKfN/xPkxsyJZXhHP5POkw+bzZbYbNehhkeqoF9aBRzOVrCVyrbtZi2ytgWA/zqqsnbraC8sHBcBZ6YU3I7qID4a4TjjLl94ZhtxtN6SwCh2GzibKMlRHKAQ7f89Zlbyh2Oz9qt4qEYbn2DIb2Sxgiy45EXPGSe+BOKj7I0CDH/A1eRK1a1jD8ARharAOdnSE+vLwZVPK3yh624kbrJle9Ljaa3ecwPKuPWDQSFLYtD06M67vGB7KGCoaFq65fqcUka0cQSBqK8NNhGJZ70Xg2GTejOht9WtnKRUuM4W3/rFQPsodhOKqbpZxEXF/AMc2U3322fcQqzHyRxNDSaYRtSebmyuRem1Z7lCZoRkyg1tiqXH5SsNgLQ3QAtNsX1vALC/iEYa/ooeI6n409DcMfhWFG3FKrddvORLmc6seHVGW7zZphqZTC0H6EYaM1Ut3X+XbUavgPXY0fA4ZoXwIMK5UC3OdrGIJZ3EQtbCgCbEfA0IjQo4B2zK6CYQYaGaoXr4s3qTw8DMNGPYDGVF680lEu4733Zoqs4iAEgWGRDGpdnLZWBpVPdGD5CEfQxvxFbmS+TW0BE0XR3nEw7LRbFvzZv79Kx1elHCEwXIwhExJpGL56Pcd/vWCBpCKL+UVLamLliqof3t4OzNZts8Ah2Y6MX1ZD4BkbBqFQSsAT6aJQf9jpwsRv7y3H1yKXB/Z2+RpJ9Hi+mEfNEH7Y8EgYoq6WHUpxQ2BYzzZClSaliA/boq2DBZNGBopb9Cruhrl3H25MvVJQKySJCSedvD1MRjtjuAHzJ01uMIadUYNlYmtXznm83Jsp7SgYdupe7lblWMsBiEgJlX2q+dpvNHb0LWFYKJVFyVcVootIPA9V8bmHssSIxCVQuwlDx3F4U86tUVsVs/O8le3OB4MhCumQgIIyXw4E1xo3R7PhWUEup2BoWIfnQbIBqpLpEobNek7YIoyCsZmvD8MQOLzMsAr7RURB2vV3n9h0kwcOY3Q9jwWGkAeC2ONZicXiqpJjAwypylevF6snwLB0LezuzvVVIRd0w2QSIyX25m3Ov4s1RNNcvUHmSyr0Wk1ZzJ2oSfnSwRaGKiHqoJVU6eNVkN5Gb2v248EQJI8MqDTDa9LY5nGjW7eirFIpO/xkrTCEbCmAKDBstNOOnuEN+eoQPrw8BEP0WqCyWpagCzBsvLM5RF9zroIOwFqSgMGfvyHRMIP+EKh0FAf5IeubNIboHzXZD7KjpPYKDCtZNZobtX7SSiHrFxauI1RpIzB0K2H3XMPwR2DIsnZdtF2L0hBcijuKBHJzOWq1Id2ZwlAu5LlpYHiHfnVpoD2CrfS2MARnDWoyrGaZbLmfhvXQsgLJS2SPKFqIbw4Pttodf/t3Vs92pAQIwl7JtIq1WuaQNSwU622BoXL3wuZ7w7AV9iqUuvfxH5h5mcvLtgP/GmdoZphXZ8Wgc2PVxE2l5uxBGF4BhnkItwKGeGvCpn/eLVz5RYoWlN/99X5SGFqKFyIcE4rTFM0ge6t0KDGJtGUMSoAhKmhKstQ22io9k6fQM/Jq1Q8Iw/MC3VKc2sgQIm0APpvxP6O/5YIewuEwiK58kL9LMWGYU8bwlgNj6jAAxuH+PYswLKiqGpzAd7eGyPbmCudhtdcLzs+jXqNOtjCaZBpZlu7hb1cGw3YdrCkFQ+MYGIKfVMWUrjuhs4VXQeGKSsxQtdMw/AmnlL0QMpPIqp/XSl2IcaqeudGo4V8xZ7bCDXFEputGEbuGZ+zcvx5Uex8MhiA2X9RzlUymUuiO56SHMlFsWBdKUfqgE41MIHhw0NY3CcNGTupqo7qPkjc5l8XDg+wAw9pZQfgNXz4ADEPkXdroz4Kf7fNIIouGR2jNTP1tcKaG7Qz6d5tPuyNfhSGmuAsMz1ssqN522cERITPGpqpmQ8PwR2CIBCABxaoF+uPQPOdjKFE7lS8dRiFHhSgYen2S1lLBZmlo8s8gF5H9YDDslRpooQMMz2kMJ2dmNtPvqw4KRbE5BMNebxBP5zOfMGwKyeSudXVmQq5UGpoKh6wxYHhdO/8oMCQ4vCZUBG7AYEMtNQxReWmCNHV2JuKkX24xVaeUcdkbwxao4gEYojgBRnEpn7+uIUtAGPfKUbbgN1DjgUG0NAx/CIbIWgsMRe2Q08xJVRvdqBmI4IF0Xabuwa6EXASmOdzeCZMUZUXIaOBYrQw/Ggwr5Yt6JZ+xsl32GZ7VqtkMrHhopTP/DqeUBqDwzb7NIsKwpTItyO0Dhhk6DMWDHM4SKq6l4vY3G+8Pw6HXbI7aaOhuXKDnC0rJNYrmndVCVRBFx3IpEJ/dompm4YA1zGWgKQBrWMRVhkiVDqvxNAFXiTEKYKid0v0LDZe27b1esHgUbyoVRGuWSjWXuY7CIcXL6uN/wa5s3Vq9YaqxPhpmXU6JKXCM3aEn4EXz2DbsN1PprhQKPJUbrWg6hwBNYTcaPCJFgxEwtRAdO+MYmdJbyUJgPnmv3ZLGoMYh64ZjrQCd3pKVVv3fe1vi/eDwAJSEnXoIfXK46bVqa9QbnNWVBE1OQU+VVHcHocXL9fzlVmTbTaFahahWoyu1nLszJMISpYdZqfy6zLBtBH3sHWoh9V3DsH9vGO7J9JFHWssKO/lvDiKTZAUnp8XpCDzM8imj1guZxAy6rD8WDMuAYZkw7IbNVoxsy4m/XycMW9xZhOFNyvWq5i7ZIEQ7Uj8EwzMwANvwKYRyOXpva4hYF4QCjh3tn/s4maBQVyvdtqED1lJJpFe9mf0wrDM/Xq1mcVjXGDj/fSdU+NaQ3tH1Yc7t0ctPt4z8bbv+nwVDWMU61W9rHTWiCZWJAeUgWmkJTQaxdaBlDREWMDKOaK9+YxiWkSnNV9D8O4ywVa6Kp0+AOjPbSO5MY7zqjirC5wfZlljDWvOg7mcN1hAwNFtiSEfvXc3OyCQdTKnPVYILFNnn3+bxoJWDTsZIEiyvO+nfhyH+HWQFhqwKDTCR54pqdZn2r7OGhh/0gyhASuI9QPi+MCxxChHETGtKvlJsQXJ///UmqmxROBxiGHoNs28xofLDwRDm/AIwPD+HOx1x5ufJ1qMcNrLhDFzU5f1cytsQOxy0UxjWDzmlyNQW6pfta8BQ9OXLhfdm0QgMDQ55LFyFLTbIR60edKGHMmL79dfzXRiWMd35rDy8Q44HosBjaBOXhJr862CIdILr7mziP80ayqAjChzlb1O5tjukaDiiQaYt33aGFbpnCoaZjwZD6Mk0ziuVq+IYsqP4MDh9AhTobCYrjsv7mer3HVYljUVp1vrBWA+Jjvpl9tqsS+Xw9r07DjIyNhXWkAKQBV/yVnE4uiqr0v3odev+WmzYFBhiVkatNOSWQJfh4CzOF02xhr9Sic5xgwDVJt5Cp/9nwRAtCsCgCcXNAeb8KBx+IQzvtjkb2EK2RsEpbbYz2Q8HQ4wUKwKGJZDUI9TJCidnFgHDSg1GIwEMxSe9qSihEMwLqB0s36MuVyxgo1Jsie9XJfMxYMjJHcMKZLwTSs9Rx0koMK1TrSFyX+1sjzBExZ/tqXOR0EJZRGgBv67NOegDeXHCfdsP7D/NKYXWDAePoU1gUEvlOdWYIvb5Uo26U72mMWQEBBiWPx4ML66KPcgydLslCNJcn9p2m833CEMGPIChJDtvqqqoI3MHMgdh2ETJgjBsc6PfdbLvHRtmhbqfkYEAlaGYw3ErVYIKL3MnxoZIq2OMKDzvRrdmkssBcW4cyrh6h/Ms279QbSBwx7PlkkD0vD8Nhu0WGhDNghTnMdZ1JPJrf6ezpTlQrCz6+IMS+eAZTjv8aLHh+VWxjH468GBKfvHk2evlCmbCVM5iCLgs7vmqb9t9VA2pKFwADMuHCx5N08x1eqXmpdibTvu9M6U5DjBGx2UO41ApqQ1xgWnrRnorRq1O5UQYsoOkzQpq3a+ZbaShSJFA2zgu3lJzZX9ZphR/Zhs0PSaOfPrZy/cIdP35+HgYtssFGelHvIF3KAps/6iRYp2cEqsuFohCCOXVDsPQiOZj583mjMJNLkZwqcfQjvd9uKcnbotC1aI1jJNkvFz9I0Q2Oumwhk0MazwMwzonP2LkcaE1UlyxH4VhH4UzObskUbFHcsvjROzgCBhmFWNYTaWHuD6ywGpIOhI0N5XXrHUQo3y/57YVrMtLBC6lsHgGCbo7wDCGcxS2CcPmLxzvGxhuYIxnq9VmNYvxWd/17bdF43vC0GIjjIwEZtUCWtd5mTQiszWHnV61JD0IHP+AgKNs1o6Y0fC2MASPmTkmyhyGJUhDnegUFqBDEFarJQwHJgzhkzJtbFqcdoHg56APbrFzDzA0Wi2VBLn58dcSGf0oeq1y3VcSQJGdrlffD9XtnNL5LAwfGcdxK2XQoHJRft0abubxHs5soXnJ8bEX5wMzGIEcPgshL3XRgrZbI2M0fmGdlEfMOFncr1bLqSROI9d2/hAYUi6f08utghoIg6afzh0qaENWCymWQZ15LnYoMij/YDBERhCqmYMBOw27aEg92RqWzlvtSqVXaIQrwhBENjX5ql5HQ2bxsFPaOAfFD/xTTK1Rozh/dBPYtp/Wz2zPfzn9OlLpw8n89IUSw5weDv753lpvlocvRT/pwHV+bC3S/+fLzWa1BpvC4x56y/FQ7wnDIh0vS01lkAGImWE8Rr9hB8IqnM/DYQ8y0NeSPmHzCNGDN4chB+yx07BbcnqnxoZFs4j+9BtY0VvxSUOqQ4jsPiqShcLh0AddiZjLlqt3G4rrNfrx8nVgxE6anbD7L2OniD8yW6drtX+9+O4Gn33DCfP3P6vV/f3631d+D74g/mw265fXU/9u7vHhPa/zj3yuHmr16xYemv8BhPfA4WYS/xd06w8MQ5MjZqRsURA972B4v5qBzI3UjUfNGqZIZR5NqXhUOeCNYVgphtJpmIQ01ZmTxebZBdTAVJi7pWhFGmg6sKAqWJQhOoclpc4h49nJtzH1OKQ3/8PW0CUMA1XGdl7xWdH1Ml2euhbL1ZIv7Z8lP/jO2qxWh6/GtME/2wutlr9wbR99TSwuZ2Naf9f4Q2AojibkYJENgy8Gazi6NCPA8HbUr9X8tiFToLZDoQrWMSH528aGw1zhyqR0bRSZ13iCp8MQ4x1kxJXkSTPlohqChZdbtg4r8BfOiyX0preLZ2dd6VX80RSN5zP8k9q1FwXOHmvZZxIjDg4v6M8OhwGEk7nG4DXE0oV1B42BKAxf+SU3WW4W4xfXH5ydhaNROBhEw2EcBTEL+HcjfIhvnA0G4avXO3XFOIQiJ0CSBjgkCFHIR8Ld/0NSNOwxN8scjFZmhpDReIzyfbfEsRYyzwdaL9ky9fVNUps+GgxvMpDKp0/KUWpXUMA47fevz9B/MOKgbWnpGlZ5JAGHLM2UrcOZwML5OUbP5NugdpUgP/jlrv3jbC4/ctEkkuzfDh6DRp81NbXc/Quiyd1rDHyDmCheRq+H6h6mcQ2FHTSIz8JW+5VflBQNds6zL9ekTap1Xe3gmtVyUxzvsIWi5GXLr+KvrvtrFh4aKarpYrO+XyRGBGYpR6UEwR8CwybZEIXLFgW8wC+lkxpj/HSNUzRRs6+XqzIvC7PrkDVtHOw4eHMY5rIBdaoXY5SUB+bFyTAcVFstJR6IGs1t5/oJDA9bfwxjsbKdHtuoTXS8D4ftH8+TGoGz2Gzmk2jfnnAlZRE4h7V1zjkfTwbIse35tjXM5oTVfQNI3bwqcBlEgGEU7fEWGizeQNonnzMHKYG9NSQMW7mK9csKFkRcNKM/OqEatfJH3xKFv7h8L+H8PDmedYFJLBanBOK0q6Jf4cKL0Ogkc3FLV3IDspDkxXd7WaN+TILano//Q2qur2pq7gMnNJ9vxmyr89GfxJlFp10O50uu08GLrbFMk2/HlhqQrEb1HY4NrYvzXA6jqCF53gBX5fC03VcPT7pf9mSJTIncPKjEQszjZBoEKy2WeDASSGBs0AgDib8sFne39dqgggbpV48BUNv3dZBcsyMVwnc5ziiPpbt5mDO6/Fqld4JAor+9acy9+PZLaw+Pe75ZTRMpXXx6TumJMMwwTwrZ0ixOUAzERZ2+FcEa5gjDwlWzYXAsZyYjgoPGUbHhfwtD0QuHVlXqy/C4aCSzxaTVQH+SiQG0p/lC15h7LzA0x9CkxvDjE38fNFaMsWm5aGhotSgL0ftRp8xzHGw/8Lk26+U0Vvjz+8aPwJAzmLhKIkPTG97OqN+K2APPMnsiDOEVnANylWw2Zybz+UQI7EOrwTmH+d4xBazttnBh4eJ4LDVQb/+NTaYJ8sFeYBjGnwVDI518W5ZJBxzXnPHZeWfJgMDC9gdkVsQxo1n+cxhilC+W/JWu6SRJvsoHu189dU2TL1+/TH7mCj+3Hl7WjJWDJaaeB9GBoT2vKu8VRIxWNBZK9UxNKGizWlCpXw1eV094BYblqpSxcpm4aCbfviX0Su8wdx1scdRpjp/oFMAa2vF8uUhsZx/MArZWyL4RZ8f+w2AouqUcRVaWaUQZmEHCkOS1BsQ/K4ZlpYNzs9njCIT/LQxna5aWNvyb6/7fFf5bLf9Zoii2vr9H0emkdc9q2r//rv/9F2Mfvq3+/Xdz4voXhbnNv2v+9e891uZH12qjymaoG/AT5CkM70dCbJkxDrEvYVwUS0j5QncPfRHjRr7V9csnwxCp4yamIFtBSdrByMfB1DmEoGgFAAxLxzrdSHtG0LvZTBRZYY/Pyr0b9QNW7YM/zRoWkOtrNEQ/mOFhPr+FYYMSvPmKcNnSAdbZw0pn/z0MVwqG9+n6d/UvasnIcq7u14TUqQu/86+sb98W3779e/IV/hX0439c4h5/3//oEhje43z5KRgWIMReJApJusAtLNUGLTTLfF2QWNpqnb9OznsVhpI5yEAhWPUuSq70NsP+E44qPV7uwIbYzHy1SXzPdd29KHBV+Gj3/T/NKQW05H2uKxzmtjAUYAKXuRSG9dQxzb03DMfPnLmEvhzbB77+pFeIAHPxfj7p45rR1P+wU1pQY4JS/mG9jmHZMhEcEq4UU2u4J8Iww+2BE9jomgGqs7Ozbqqahe57TIQqH93mrOzbfLNJaWovHz9wUvgxS/qnpWg4gSzPWYBo8ARxrdm96Eac5sDjVM7TbfhIHH4AGD7LHdZbkQlJBkmjl6C4eiqZrc70Joh81+3bCYbkng2KJ8diBifgls8vztHfUTj/KTEWpBGRohEOyQ+maAhDtsMQg5wXVGRkiEoMaUZnXagJnZgplfZ6zjUvmT7Hk59dpSMSy9QmuDyew2sz8euig0LSwEa0/4c8YNB+RO0fA8NyTvzQvJg9mkAAMaJTylvJVhYro4JCwWH2/WH4rGABjRQTw8NlQG+92y2fSu22GhzoVK5iJNNX9KmfnZVOT4nQmceE+CJU4srFwvsWLAqcl/Y4oqSQyYkxHBFCsQkYWj8AQybvIG9K/bpaQw1nu80Rhu3jO1ps+tgBGgoTf2850N/BgRvYv8GYUWzTo2FY8Ess9lZycC5cQrJXuKJTyg+HWSusZ25oLys35NvQa80cPvUW47d776gYNhgose12c1CrnKoFI6otcAi4W9lLZ54KYyQkAcPcdTHq9arD7+i40uWiRTDE3XzxvskukPJ9bP/MuMcyXdJ6oWayWTszVKNx2pyRnZiNevf1yE1YNK/AMFssRT4zNODUdIQMMATx/7wR57MnnTSAYYAQkcbQD9IaovGbTvs9CYYXV12zOowCH8UKMYyVXoQW6CGHjQ37oeWhcouP4bQyFX5Ye+SNYQhrVqnWGvS8vozCs9OHQJ+X4JN31HwHEd8/HYac1tmDkDL6raqvHgOBu1UBdPY6XRIEurP5NNlSoX5soV+GvaGlM8Ck3Is5KRuE9aFIsZrtk2HIsBDWPkt2FbTN41rYGsoEyCEUirqNzinWEG7MbLMc+8bYhrT7xBjHr/imfx4Mz1thCBUJtE+w1mtyWlZ+iNgwKIK1G+GL50rWJJ+RusVhJa43hmGG2VyohKqh17WTYQheuFlFClHkDZHHOBWGBgWYQFjBrL9SDQdanP1eqjAQMAbuXpi5Ma0E8en7P17BRvcoW5YpXzjA8INbJYvYbkVJcuZHF6+yXl6DoUrNwRqyjX+GmdCtG2UOZchXrpM5fpM7rjG7X0rYG8w335L3CQE/JAzrLa9b7A0xo9MchL4ZxWMrA/3qeXc8DvE52nfC2K/kh/ms4jl/OBiSzQYohUI5Nn8EhtLqJPm/r98W46tTzbGanVzmYRCH5uvd7Y77ECPtkzwKlBwL8en9DCFXUm11yhdWK7dDNSK2BeoZjOOgV78KfwSGmTKCw/AqSZIudAkuRYPuyzBjsjv1BBjC7wYMedREs81mERmRb2gYqne5e1GktasOgnA8QZ/2JGyNIQ7EQGA2TWIfae4mgx8QSj+iNeSAr2Gze9YSrxSxrHVqigUYBgylVzCZzcaN05XQ6vWLiyJgOJ5Ok1ePAV8ygH14/33qOxh72VzxQ9T4E3uiXiddvya2UFB4WwcMz6AtWrFOhyHtawHE4m543miFF71sBmRxCcU7hVb4v+rx25JaZXBKI7y0+VoEZxzjfaQQPx4MjS70WzC8LhpPwLRYsIm9BVWWuT+Tz4jEVit0czj1WDv8cLFh0bzuQJyo1rxjWr43atVPje0g6YSUsGrgGctgudO0cCpZZiZLwyq4XovJ98rZfhQoRU5jX0xko9HHV6lR1/f9Hx5CLlVgwLCXH8oYZwwDqFRpDeHTROgHOdUaAobnBSj+WMgUYFZprtdslEUBfJhBZ4pZOEEyELHvBtYQjRTrWcQIUTulxoOIRCXoxsl0sYVdWI+X/87NZDoTXM5nSSvsZhQMUbH4cDCstUejm14u/5XzikYnwwiELNO6VKP7Ws3WqHmyCEeOej2lfBUOxHz8OgwlFWoHsWppemkKg218+HPeQYkiXlbJrOaGnIYAFN7m43w7DM3W7bCS8YyTYZgtn59jIobFPN1NrhIXo5Zc+S7XapxC7aY7ThiO2Ufh8ZwZR3+MU8quM3ElU6q2JYUHlgL5OTj3GADRjZHOFst3VrvKGAE6LCioD3DCJn6bwhwiOCgjAEJKUK6YUVcuk76YyTyZb/3GMCRZa3Tb6VXyyBt8HY7CpnSMMHHPJ1QoHIRhB1zaNkc5fc0H9dsWKexCVVDJiUNOOKqO8Eob3StM0JhiEMbr25IGLkFb79jYTxKBJmC0ZV86xwvmKi3E9N1Hud6kilcdaLwZ3cmg5lEe/fcj3ENOtQwbBviI1oOswOP78x0Y4ucx1tyIoXwVZ6GMXMI7LuZwWDQH7DjEm13m4+PhC1uuh7UvV9oHDJMFiXq2ykbZwe87ZhRIeIAhslysCmJyLQKYc7xLreYIRVykF9G1HnaRnMkZYQMTR9BiAqtnQn3ejmANCxgHjyaemOFSNywPK0NVzSgXAlbJItYQKz1KRAnFTR5DsI5thAd/s1kgoFS1R7RoFVVVbrWz7SYnMZZ7fELFQ+V0y2KXb7vCse4ddO+w52kIChHkaNDkVTmoe5rDNKmLQvHKhF+PTGLwOgypMpqgdyLxnG1V3g+cny/YMFHLW4BwAaJdSDiR/9QumZw//Dc75ZHEypGJAYM4SHyTRs3rI8rnfMPiw+gbx4MIhruPLiBndoHa7ldhI6JuXbMl8u53+YFMGbDQO00ciqDKAwyfzU/kpV2Q2VaitWHYtm0Yv/e032cwzEkrNtuyCUNgrhXFIIv2PeAsvDo3LB+MmXGI+9m1JKEVUb/ZVaUsJGxaV5juVCpdUTkQmZwgEw+pDA1nBex9jvWUh5AHeRcY3tzkoNDRG6okDSa/s+OupGBYOqgkZzXavTZErfHLnRbE5VGyqVw0w2YWfQWF3EGWCHrSm01M/jYH5liUOL4HQ0zUXa/oKjiBG0TBL7nvkjfLCQypnYf3A7aqXY5AJRWktEtFWEocLN2iOcGZauJEvbHqGEwoMCwegmFG3CmrOMC9jmKRTClZlyNJ/iDq7NcbRrFU7Yk9hiku0tsSCrL4JE9h6ACG0HxaTgwvTnU9/D8Dhtu+XuW2FOpWjz7XeaEY4131k+m4i2QpBqQjy4C/OQU2haGjeA5WMzTIrYEI+wQlDBP9+QUITWR6iBWhhnQN4q8aMi8bQUzHm8IQh3SHxtDMDqWa1ZYZDhYqobmjrCEEb9udzI2ItXRaTcvqRoNq4MMNy6jpxpnDMGzhjYA15DiaWu27BZNgsVrF28AQHeiO8/OxMbWrYLDabbJIz1EvhPvZHuQlPXN317Gk4aLRyESA4bdvUy8qBEh3+lJ9Kh+EIXlTdZxrxRpkh80CfwvyrVZnKG7pbZ7KUDSJcHnbFA9rWztrF4YSGQOGmJy1Wk1V/+GfYw2lriXdE8pxyeSiqFiC0JY5qElPQRj8D3uv2+h2cYJ5Mu94aw0NtKT4Efvb81dhjMhnOvYHpegqPPex+zhH74rt+vV0zvw2QHxTGKKxFS/LNM/bQyUTigqXqP1njoRht97ulOV3b3Nhy4KUWWCWokJEDfpzRpiHUjSYCEVl4VKXXC8z3zO+pxuwQML+kcrm/PxelHk3QiKtS5a0WBuM6FoPVamihZtdJMUATWvVAd3muItJHxW0z9OKlndgsh+GZQ7xBrW4VJsgWdeLQgAN73lW0Y7QacEph9IG0GpSg0pp3ewJD20aQxuv34gXmxX0dmzvD4MhPBIy7hWJu1fjNMOqWVPJ0elV1lWdvUDT/wIatEcYKsmlTNv4XyOMpYIxjQPzyiwMKbpCGBaL5w99UIa4p28MQ5ENKJfOG82hOJa3HQYoFCwVuYDDsWFYz/Yw6hjljiFgiGae+TSCze/zpSDqO5jiyWWU+ssVuvFmoZmvfKeBwhUYUgK/j+X+knmaBep0YT69jBsscVR9Parm7zgRCE3yzbDEvic0DA4xPJVyrpMwgrxxBOQiui8/doS8AsOswLB1rsYT5DONdptTO8wegc7h0NlSOv/ErF+CYJPLFB5N4BMkUibM5esnDpezvkoOB38MDK162tYrOESMPaiZZ2MFwiQqZTJ+EHb9bghOg0q4CQwN5TFBBzQMW5grH46ZNkV5fxx2qbmCu9O4OFfqZQ8Nibk3hyHQ1kPuTpIrSrxeRlBhP7apZXUQRpjb55ZrHXJo8pgGWCVjyzerEUSV2HRyXjjcYcHXniufj/mb1VcloRyZJT1fLx+r955r/LSCHTJMvLUlvmgOoGqPmJKROc1f7jrdkF0WBcIQt74UInydhUENheK/AENw1B7riK9bQw7cvjJ5ykT5IMq2L5uwwLWqmEPovXEwchMcnbNCS2BY5FJYfGIRXUpALsGiib0x7OFMST+5fwgMQTMh7ZIePle9VM3H1ZiQwgwk3LroJrMdPQIU9iL3AYaiVNTOktTd8BHgm5FU+GfTGCpIFapkkAsug0vUXjTewRoC+VUFw1xeKMejDO0ChI/b7Zy0rB7UafWvoePJbAbYNNc1Hvrw2HsguleOUGYTnZYsbGIjhhQOGq2yr3dogc42Xy9QPww8A5E29Vd+egAdYFgiBs44hOoSR0/rVuY0i2PQroclqo8zWkZKtxSKunkNQ0J7gKEhTd2HYNir9goCQwyGGuSLXaTAWgxIq+KWQoS4M8I5XRdjjCcDB6REAQBC8SkMAUIjYIoKoziww9BJEkiS5o+BoUyczNalk7dRxMwmMxFL6EOd0yz2+hkmY0IyrRC7b2EY9G2V4Rnmsu1Mj9cYmPGEFnFcqgwzaEy8YI9QPpcC0Ur1at4ehnDGUEDvqXjotsdtCXFNwJDy9we3sRVcD5hVvO2YYWtwRuXh4MwcFAuMf4+BIX4OG9pjluLce9169gWGm4WUBEGqpDK199MwhPtCFrcajNrOVTojjqhkXDjsBPUucnFlOud1C2ql8Hgkmws+TbXYPBKGVcCw2bwyRZG54hequfalRU83l7qld8Obmza5SDUOQUHkWEyBmJYQH4+hvsBwKiSGBUo3E+M37rBwecHZ5OF9LAZduV2xi5vR6hai4hXK9fMkRj8AhrAUsg88UVXph3b7cr14tBZtSYJKXFkF0Xs6mwYoI5YvwhDFf1VMBBD9h7cc6bDENd4QhtS5r9eLNx2VpLnJpjCE4njpoJwtKvclU2a63+aQ6kf3DqfjBubg6gKvuWIchmHYyedu0IECFHqZbtN6HYaYD0MYwhfzZ/cbkCq9/k+/T+UBiwQS/rdvOrgdaj4lUJhDhYrVwQJrSRidZ3WLIWf/zse1ON/rPoehDaniRd9+2UZcq4BP2g0n82+JOSiE5R7L+VBrA8M7LyP4wNKpZtL4EE/DsQlDOsOKKrLb2BtNl2hwojOKc2g5+Z1TNM9gGBTOLxrNrh/gyM5YUd0KeG5GcdjC/SlfdY3MIytGffgMhhy6DHwScRVkdvw4Nq97ZT+8uIpq11XY1mFeasfbs+/tYciz2bh2oWEvSRoMzT5D3qCdLV+bh2GY7ZnXZOB8GZYVDCeL2SSsVS+QXMwfbmpFTiSXY+Q1DBoscnwXhogNwVRBfma6uecdcuxfkCk2r+EUtkbtDpcisDFHetNGNb2QbdcZOVTYgxgWvKsraBxOY1hDr3EkDEu1SsU/v6I7ixrXuZ/pgb1uFbCJbirpKEy4wcM2lc8ptI/RX+1r/9pkxXYXho7qexZaLZzxwEkSQ7g0fwYMfavRDemLDjFIBLyYTCUD90nkgbo9ie2ewhBch10YGqKUiPf2/BxD5ktVIBGTX8/Pu1eRz7TAgIX7YUXVDAWHbw1Dyk+AZjfIYE6hWLXbTo2tcO0svNV64yAMM6WRVP47JmGIYHnBrH7voklw5Q72TcEN6DaEb+ne5Pzm6zD0yCqdrzHKM55u4JIqfoT90xzSa9QJbkTx+DYFIRoMbwHN8lmt3EYpVMEQLBriLprNJgOkBwoif5nbIbO9BkOTTsEV5aBqA9OrNzOojVpFsmeyQ8kF/UPaar53bcoKR3g+YhCfwjDaXtqOIne3FfrPgKGFUlgXACpXI9OfoFwvVOQWyDRhs56TFMsODLkvnsIwI8KzkJS/aEpOZpinwH7X607m07AWm13HhkUBKSA1iG8NQ6gVwRaCWJdpNc/y1F25RWN4sdlSo3Ga9UOc0mxxJM5sDi7VqFcdSJLmKoeMlkXyXubgKJt6t9mFnF0r6mUwOdh6/S7jPi/Wcwf+2GpKK8ABaj/PZkPdoUN9BAyGZcVeiqfdFsZU5SAGcAkY5gSGYbPL/u2r8ZjN3awbUnevfBCG3S6dAgSV36a16KoLmWB0MmYKoHW0mrHKBpEmgH3RybYxW1gJGF0HMoZv1yl1kZhCEkLpkPaNfgCb6Lh/CgzroaRXKubAZ5Fi1s0PPdw5VX5vvORMOk9hCGcUWX/ewJwk5iF6VLwGCaMlF5tELHSABTfMKhLN28OQhLU6nh8SeBdnFUnSDCsDmIF2VdKHh2F4LhOpbzODK2g64LDijotyrMBVjoBhLuef14Mcson1lFP7nTvjAIZsMGCa1Pkltx1duNXqADeYlUKBxJfbIfIlcHd6yCGTAIMUXa5wAVUh4KkHf+gqGIqkCctL2fIhGGKCsoIhmrjMK6vNlqkqfz9UCBe/FMUReqa3uDCmsLUu6+TVPYOh6OdvaQv9VLwscv4MGMIlVSiMomT+7dt82i17Xp/ld6ROu142t2evPINhpZeWPGAVs5mwEURwZrphItULtiPCtFopm+3NUzQyGK6OlG3n5sI8uxG7NsxXs3CNqpI/rB90as9DqRrW/Is60q5mLZrNJ2GO3JEypnochGE5KBT8c8gWtJB6cDPfuclI2C/ulwuhNrsP09KMn5XEaqNO+IV5mX+kWIjkTCnCNA+LY6kyzYboeCGKICcRxLuGH/p2xlKqtLneg4r3KzA0zgvZSifbiJMJQkM/wxiwVq1kwQsw/Xp7yJwQbbAg8RZucUhi2+VLGMqloQKCyFiE2aL0S38KDOl5lj3VUTiDEOfVVVHGNV2BSvo/wHDnvGJs11UwtB/71xj9kcnfaF6iVNySU7QQxGacMgBaYdSkWCd7LDJvDsNGHaO/qHLcZkQo8zQBw16nzYQpXKSDMOzVKaDxJX921bzM5a7Bdwei6sOcRY3rg2Q2bLdBJV/uJvPZGBHqMMq8fltYL9tgqO7MVZIz8Mlc56dfP2R0SJlJbdLtqJ3tRblMJNObQS7DrQFn7Vy1tAG0RoWWrH7ZpgY7fPlDMLS6cHrb4Doy7vNypO5BTrInGRkfE0hvhndSIdlCcaR4bYGwxnetoR3shIIO2+69wP5tYZi5xjtnzSYqbZkxQqsyLHfHU9iu+RT9hOhWKfWG+WG12CALZvjEj9oDw2KJw/LY2QoSNBkbPlqnhhnprqBj+g0EN2ReDTZUIdQooNw/T7rGubDEjxo985PWEB5YHZK/nTYnYip5httctYzdiHwLxjemtHaqwKftkbJDyCwR9t2wPRL92zP0/CJtitw8wmY22HGWYzYLtlgBHYll/Iu/2UTyKNLCyPSqiEirxETiuDzO9TKZ7w3V5gzBKSrXwcNN/2lSaSD6Hf/8nTqGeTCI4L3cuKynW81eG1xTGWuRpbweAroc3CAS3nCYZtlBus2Pb2Eo0yzl8FFEYTeoW52OdTUAdca3ch0qYFV7vVZjIPno1i3L0tJT9Y96Gl/xPMJLDo82d6dDK9aaLdVTESAQm2j/ph0WmV75r/PuxWwC371e7yOLmctXr8YkzUwRnA84tAlvvkjmS+PFnpTekxSN/HTmsYts29zWh1/a7Saz+bf5uOs5fZAwAcNuBO4iYNiVQsgR03J/Hoegb5O3jownGgDaQ5pDSLSdGUgfoqRYqjfVud8rSyqvAF1vGS8+kmo307x50c/I1+BMGbCoXQfh75VZxIjVRmacM4oFtTPZtAHfHIZFZrUIUZNl+3OkoE1OWETmAwRT6zvy8REm6s7s6XotU2Axz8/4eXqz24aMttjBISsWOQMdoIQVmj5KhuoqfOh4oy9aGdaRrYmuysN8L+xe+HI32QTeXtwvYMPQVCKytRhtck4GFmLukKkq0EgrZcXSwJGWETliyINnSkiX93Kj27sHJDJLRi6TUAqblvFZ1q+EYZbDQbuN2aTbtehP5JCgiTkOd5agSwnSo4eVtJ7C8EVKJKtg6Er7TDPCMDDUQXDro5tKFWnqXmU4T87rF9IiY/33MHy2lHBweHbWgMOUxeYB/0AODuiIAl5FEik53hiR3+UNk1dS/BLZTQXDkiRmTHZZGPUYY0fxS4LCoshyV8SmFlIyPC4WRqymoslpwpDp9bohCTM+VX5kGg4HxXC0ruP//NTx0QjbfsRIkJOKrYOx7EU3nozjCGyMq2ZopY03WxiWFQx76mWCN9+2QgNePk4wZHoyjef3syBVCnQghkAiQ9S/BYY3N6wimn8sDJnWOicM0b4a58pRcA7pPoxpncSgUESVzP8OX8ILvgNDodpklZx+HdFlI4gjswvS1BCuankwAHsiBAyJQlH7PnWmxE/DkDXAr6PBGQbag/tYouUrldVea6NQA/IjdytCIxzXZJ6y9sVOgcEZkGmVi8yP5ulxl6JyXK9HdRoFbspzZR6wGXPGw5grtBCdR9cDVtXigdlvvj6UvC9tv9AFhBWEX7oEozL6Jcp0LszVKBxd4gWZ5YMwNIp/FfBsp+gFAde7OGTirSGvpQEYRuXtUlOD2BYQ5+KeYK1MYvJzGFqXl2jegd/eBn9gOBQogs2aGwi3zTpmOvRvaQ3pUPyvOJtUUNQB9LqNAGCQt5GV9v8d8a6434Vh2o6dyaA3FjhEJbEK/uD/zi8iyAtDqtO/6s4Sry82M/f2MMyJPMMXJHYRtxTMsoggl+iFty8xrb1Vh9sJAhtSojitGdsoY3ibr56RFNYGGysnU2zN2PSvzkMywrAns2ULFr4u2skVUk1lsof0rhSrIis/9Wtm33odhjCHkROvVgv0ncdT2MMpaDXez/cbRteEIQSB4R2apUzm0A0+D6ockJaYEWXZ83mKCze2MBzywLHwx6A7KqR+qOygDTr0UXsu77GGpGS1OM8UzXNqGgrXMCvtZgXLsv5MGFpdZkbzYg1BAR3HrW5EBcRBXKVH1Q2tg7xwgaH9fToxow/isF6I5M0fXrUm4ID5SGp3/fmEVHLRNbUyb3wb2jdKmxMyKdgfXUYo7D6k3gzObehaoCGH5Eso7ptFCA60hE96d4vPz86sy3YbbCyUPwZRMkuollykGp3izVpqArK1nT9H6gPMZbGIUtAC6hJmBXTL161RBPmjMaYXJmz7BQ7Xszj4+XmaAN81k5OXEoyZhxK76K8s9rrsdxoTh3GFyVPpglMwZB1RZCwMNUHIOvfA2R6jLgUYQq20+dy6oamCDflUEAMQB8gax5y/UPYLIstgZIw/E4bgrVUIw2sIxvoQdIohv9ZTUIn6Bat7+MkchGEKRAO80osALDmSvrvx7BvrITVkZwhDiO1zwl7jrU9DqwlODMLDPDOfrHGZivoMEFKgAaLyqCW2O+hFr5Y9uKitOyXmUGGjgoVvIBkM+tcgWiD1FJoRTvTclr8ug5HZQJ3dfgVpQ8wdwK5eJD6abSvfkZASDTIKQECe03OjCUoX4+Dn2+1oA4PL0WhUPg6GhbCk2n+VW9orpNYQTNDFGjAU2baty03CLnpTgznUzBFtoCjVfM5KKsjcBfr+mOAxqIJKwL/L1kiGDdOd/yNhaLhWA+TP2QRKM5IfTf7CgQbHFGp2xYvQLxx+Mg5h6HyHPaUOdz+jWBaoQ+ZyxW4oVcTZOO42FAzrj/MR3xKGDUwcYvY+P8gpGBYlldRUo8YYsIhyGTLKmT6cqVuZ/pfvjFrW2RlaheFzNlGGrAy4UyMc8IW0XTqXwpBkXHFIG9K/aeXj0gS0G6ieyXn0HQkpG+FhkiAxAyHECFqJ01+hD1gCVahQHzUtyZWUDvZXFooDDEqQNvwIpG3zSgEOPWouYZhRBYy6mpDI4wYoJF/KBwwz9PTrL44BvqegHosQxghp417vJlSqGFDmKv2pMDSajW5pNvEjVV2PC+CU+n41V7zywq5zUHXbPQxDdaszvuv6rtX1r4rdArkAqqF/Mm7N6JQyasCdfGunFOT/wVDUkPJUiZGdyfYCQWENtbRiXe0Yr1Cu5jp3yoOljmfzrHZJGOa7LQOVjpBCPQPotjYbaTZROaUNvqq6GsnKYU5sap9OPaAQVe3Kzat1w0A1WaATk0PFjMh1hOJg/7Q1PDMDKHn0qU5YKhx0PpDs7VWrNVKgxl5cLSFIsVTarQcYBkadCTgV9OJ141Biy8m3GaL+HsL9lx0kpZpKxRCCAj54/y1RiMJxVTc+rzV0XNsLfnjmsBV2rXLlepYkUipMalX0CrQa5+XMORt1ewfHcDpPyWwHQ0SVQ7y4uhr4pjzmbDJLCrkeeTfkHD5ny0Ws28qelNlFv1oXqOAXqx0lGo+SPrp71Cz4Rpe9AtwyN5dF84p7ZHBGEtg/8oPVEfvliuChDij0aJ3jWKEvgbGjbE/pNnyP6OXQVcg81LnJmqEvXc/5aowfrqHhq4RpSW+eoC8K+Or0OgovOJz7M+llKBHFCbA1Nivdrp9FtX+Yi3I9KMSEFxyP0G77eKGAXXbYYy3mG8Lk6JokjpcFKBEIVpJQLSoebT+UM7huZT55bOj9OLkLdPtIhO/BvK6NIcrdZItnzsABfn7EdFbf9cCnCI6CIQ5OFJcEiAFIK5DJmOGmzZOoy3qGTPDMvTQLUEHwvSgdvPmLF4axZ9o9Jc8wzrcbV5IpFXEUaQtHSp9faYXnxbQlASiMI3pQFsoY0BnNoB8Bqp5hSImCCeb5NdEthT6VLuPcbNq8h4JbWQLEcrcrSUHwA6+adFnrb7t3wHIi+hoqe1Q/GATA3y6a1eo1dNq/TcJKF8ztIRPaOcJwQRi2ZWQQp8zG5SJKjOBnJMiB4+XmSFjIvJxotR3QbrHDsaXsoCUch/rhAsoHhSHKvLCFXmT/2Lqod0lxxJsM1oyPdsB85a9uo84dg+TzX4DhgQtAD6OPG2K89n22JLKEdm7Tfcll//qLd9H+q9+roGpYg8oNcowXVoRmY4ktnj+egR8wJDfhBu6vV+YqV4eXzbO2qLGAWQKvtFpD1qBGmUBsF+Rp2v2A4i2DoZp39OUu38Hwiq5ZwrcypnlRR/YQDufAjGAx0CP7l9FHG1cPZLb+jZpPjo0qFM0hsiMxho0Nrs2rK7zr5/Tl3n7bPYhyKSXMg+X7K7ME+R4ofCWlnnfug5xQhQC0giGYQy1Ky2TklZZ8H7YQ6SfzKoJ0cg4dOXskr1K2IBXD4fQXqE+VJqh5Xn1SGPppwOD82PqfZ1Ry7JUmawbDZyNwuK8aojWKJpcrRAYHLiA6pRg+98q3XWDPdf7HhY97vSw2IKD+v66BPQp7iBoJYsOu4Tv/gxGGRFD72QXG5DbHaDaQ5s9f3udS7kWX9bPSSLTJ0HqIUcUkstEzraskQvuyUQQM26Nt6/jwBvrvZzW0z4LmVoKwLhm0DVQcgcP5t7GwEKplsBSKKuNcgZTddRnydqZPtbr52C+BiVqQXvY3T9CnCtkPQDycErMursq4UV4cY7Bl1/JLgwD8IMaGcEoZ9uIMquOUGaPaHI3RlJNAZeEqRNo0uweGVGgtlUtloQpKuob/iDoOuDX1z8ui8aDm7P+4jmy5gNRodzaN/BAsQBSGoDGWyakql1Ho9Q6P4QyMxWrhvi5IqMS5U13SLMcgSERvyUwLqNGCwhMMs5wAhX6MxnMnDUN9MMdA2l6D/6D7GhzuEuqBMhtGxhkNh1CGGCKGNepNlUIYjZRmy99iMfMVoHCEbYOETcYU1VUyMTE5pTyIxmDDE3hg6SEjfAVt7l4QgO9FbleIphWZeTU2r3yMHDPyecvKvyqQ+N/B0FIBWioWeziT3LIqFc4nQRsXei3A8IAYu18qXC/WS9C4Q/q3BTNSJYgIokU+BBUjeVfqmOyUeSFXrBYcXepAlbafi1js25MZfxkMXUGg+6OrF0QXF6B2F9GLBOoV6mPdrpuDRkIn53YZFRz4/T56M2ENX30CvQrGvLsubmMXn2Bd4yOhUliYoVksxsX+LCkPh/gh+Xr32e8byA5swOmaqPFiv1yLpF8wB83LYa6j+sKlCw7tOAxicThfXmL8AoLnVDgJ3b6dMt0wwLCC2U6lekM1NyMnaFXLsAaxiWYUcmpAEpLxx91ukUogNZFtZdfKpIuvgj9owWmr51+VC/4PYVjYCjCBz32oQMCzqF3JXaBxiSPh6mB5+7iBqGShJXk5zCIG9obwHrpxGI9jiJwkYWCCFllXcH8hvyzjY9CBCAG3LEdl1KVuUhKh0kKxeFg1/YPCEAZinCT476cWhM7HMS9y8oXG+IPU9Y886HisHnE+/f4DTDBm8n5z/CTU0zLFFubc9m76tfa2DY5NcCNQ/hUHuTXqqE51tgJ8vZP2uCt4UWAddTKFiwZG63AEUruBJI7J7h78ZXoRREiTMZEYh1eUmBSNSSbBIAMiQ5Is1kEa72INBQnc+UXz4LxBpPCyN32v2/0LPV9Z1BZQbUmoUXR+RRiSF0TRjKsoTKgPfIZBVaXyEF1S+IZR6V1dnb8gs0G0R2bZQEjzktmZNFt62TBoGkufE4bQFgcDf/XDa71O/1v9u/qGT0++wIYYWX/n+uv100/VP/f4+9/7tawVOFvrZz/4eHmse/yDEBGj/rxfXr4PazX0EJYRH6YCSdKKJ1C8ublhR87XtDUODVEKhewG6NEEWhcXBSGlo72nWe9Wq1G1VoK1oBSLjFydTqHmUyRJl/K5YzpjvbCoeG3YfSj8vzkMrcJJMAwznLKH3gkQGzPQNeQrw2RLGPv5vwuI7NE2mlt/GxpuUTmCcM0QOrd1g73iL2HYaqoelqzAsPlQsmhanxiGcNUgYvkTa83/108/v5e1/ezn1t4r3G8fYb19aIHhnp9c8Xsr/vff2EN4ZjJgtFS4bKsuuLQdlWhM9VoebGTD+qsuuimcipRRWjpKrlVIyWWR0O+jTJioGeRY36A28D9UJ8MoCj2ImZMMnerwMH7KvXmORsajsSIjYz4POoFpj2mqAmY1k9k3OWGmU+ARNNOsH06ms28LperOTkMS5PiOoG9gZ+bFkxTRdoyQleaL1LAGyd98UqcU8iST6W+8aFDmxCMIPkYQ/2dvqqd6+VCVSJGYrr8f1SIs77D1kKHaOOBD+NLT2Ww+RxENknaUIMDMNY7BMj71amwzTd9QnSEMy1GiMAhbj6acw0qtv81yniUqUbqL7N/1xbrRePZtJaNEvOi/fVMps0AGwe3dgxncahehUz1LAUWzVjxUZ4MgUj+AnBnTf2dQfgqp8BqoqTnorf7kt8MKwVSA3hNOmG/fljHamFtQEphPOH8dnu551/hjYegwUeP/pstNMMcA/mhfmELefyZUyUGNfc8NqCuel35UtZgnpVgEiJW162uQbg7t0yiy2AotGR4wAZD9bXqh6gMyzq3PDkNUA4OQL4z0Ngw9g9JqlMQ+6vAQTo669c9u7X+CzAaO129rDI0YlhDTC3yX02bs/06nMh1p7fZv2jn2hYtSC1bvuiQVZpmRm0Ot8FDjlDQCnaMiFrCFp+SHIQMgnCc/L6v2AVZuyLLogCO1F/8u4WSTQos2TVPqpRD1+EOtYV994bfFYTBbTuNY1Qz/S6cUKLHTOhlZ/4Ai9WiqQvA4U+1P7ZubzqGh2sIflR6Vv8CeLQdRqowVncuM0Iz7yW+HoqejUzKuomDhQ3E2g14ZOAoVxfho/aHW0PtFwnkfdkWctszaffr/f7Zs1/Pdepo9H6bpPAtkGJB72IkTooDROZjZ9Dzvf4aiTUNRhPqQfhR0BYrnDgZCZoxPHhuCgT+skJAIGEZhHTULA/0y8BYgDTXsZDN/qFNqRzJ80v5NV5BmZvpKOf0/s/q2SjtDjaB+0VWTTeqkbIcPnTgwkpnezUFVbnQf9G7UYHK2GMokVcOn8J3nYXrHJ9+mdVGxKhNyi9VySP3zIShuOKy616n0158aG+pl/MJ+vK0bSlHElgz+Uq3l7FfnXOADMFT6cmqxpYSfZLZD5CRP87lhmGokFAru/H4ZtZWsJer7MjO70WxYGoZ6/QoYbnFYMhqXkE4ql5WKd0kB1Dw4KubpSkUftzD87NZCWnZFI7FLGOKNacvbk/bgt5oahnr9gm3GLsKC6sGpmdforSMLuUfxYPXFQ2SrVGFsK1suTup2hpyR+fQ+G7LFlJ6hqkcKQ+aPGSpShaDe0NZQr1+w2rJS3iXbcbjQ/dXLgoVWlCF8h2D4CEJWKtTkqt8mYsqmonMIfAlDS1jaMtlZaepnDA1DvX7+tG/fQKFUdFGsVHA8q+K8TLuppG6PcUqzom0kCmZK+yMdkfzpbUVOST1mMykMjW0YzBdInTqdotHrV7BE2IDDqXDwvNAJ0Jb+VckBHgdD1TtAPfmH9jnx27KKCf75WTQqA4W3Q2BoGerNEcvPhJSGoV7GLxDFqCIMLFhpx0Q2wwQ9fFTiyqo3D8LQUo3A56mglFwqNZHSVPHpzWHhHBKJPFd6hGHh/OKivvXA63zHtFOq16+QiILggKm6wTmayWBXoFWUCTPHiDQojVPOk1GDnRQM0zFIv4E1tM4FdnhFKQyVkn4KQ6tQ0DDU61dMPFLzRVW2pVBWUp4FtY4Zg5pmSNVvb9VvM9vY8PMvdZLw5cw3y9i4sD7/0aJhqNfnXQJD+899/RqGemkYahjqpZeGoYahXhqGGoZ66aVhqGGol4ahhqFeemkYahjq9f6rD8n14E9+AzQM9Xp/FEK6sv/rB91pGOqll3GaaIihraFeer0vEL0gcDQM9dLrPUFIgS5Xw1Avvd5xua6hnVK99HpvHAa+hqFeer3n8p78o2Gol156aRjqpZeGoV566aVhqJdeGoZ66aWXhqFeemkY6qWXXhqGeumlYajX2y7bVu0FEZp8bNvb03qAr+9MJY45Odzo21v6V2T4feNDkmLUvrKdn++fcNIteuiVBmyUsg1njGnVgWfzU8fHYzu+owbnqidkf8iGDg3Dd1xssLMD18Cm9bBj/X0/4T1tw4uDvsGtxA3n+0EK1Q/4ukDVlrHmrmv/8Lb3PPsRit7rJBvPdfs23j0HD5xMpmP11UgdCMEuotO3TsNQr939EwTcXK5neP29hz3aDvzHbRN5hvtA+pK2BM8JPqA59PnK1If9n2OoOf0g6AeGC7N2EM34MSOeLVeb5cQIbE49l+fi9wPXdWzbcV3ftQ0NQ732rn5keFF6eO/hWgbPuJa0McCt4TpGpBzWD7itsPXVUfFreKK2e2ifAmD07KfTKJps5nEkh1fQ7/u7XNWPags1DN+769znHhnTmwo856VV6TPCedxrRkQMPr1tgf3xKNG+S3vYj2gSo+DnnFu47Sl47NedCt/n++IZ0zFOrflqrJQ15DxweGLRGjrux+2p0jB8zzffg7PVT6azWMBl7zGH0zja/XoymeC/xxUHTvBBVS389AP3p1qY6LTT9hvfTa04kr5CakbCwhlhaG/Fbei10yN11K+7nq1hqNcTTwobZDxdbLBt9vfbRePlNH50qtzxdLbabFarJRc/SnzjY0opISb04mQcuT/XwMTcTJxEnnidr68YiZlpENkxQRfMZ/wFTxx4ezffClf1CP9Ww/CPg2E8mTOnEPM+RPuM4WYh6YaHuxUAh8sEYVCErfdtGbv7Ysr3V1qjLUymqylcau/HYcjsUzSZ38PTFD/3VR94gswMzjLmsyIjWSY8mdzAiKdzrMWC//PvmKh0PiIONQzfcwXjJB4vCUNX1dgegyLaET9Yru4nRh+WwJGYJjai+f1m7qmfMKYLw/6oqmYA4WYzM36ycBhN52s6C0wKv9yrKKAyIxuI3vBceQWOP5sajKGZvoqTxWaznE5gK2fzzSqVndKZUr2M52nPaA8MvfS/yT23svdQ68cBv9ysp6xc4I8znbOi4fofLzT0k+kEdvtnYQiLP1msN6/BUDxNZLYCL17S8ioHYmrEnmxsBoWL1WoaeX2caPFsEfi6YKHXK0h8CUNb3ZfAXcBjhS1IGSBIMzjjFQNCt++wNpdM6Nh+PEkz7vbYSNY/DUM/Cvqz1avWEG9RrKzheAOvgeX7aDIZSxCIsj0spbvE26UAaUzn2zSNhqFeT9585PPi5folDD1yauxkNVmsNlNk9yQyYiVsulkvJPmAfS40lf4HNfLGL4ChnC+z151S8TGBtyia8ihjrnQyRQExScbirfpGIoE3fyawJ5OUPqhhqNeLLAT8qecwdFgtxE6eL5CjWS+jbV7BZQy0mQVR5KB0EctO7duO+/E2VdSP/J+HYUD8fAeGjJ5pEQ13sZ55klRVSeRplL5dUz4HWwJpVGcFhrp8r9ee0z56aQ1JTLZ5lE+N8Wq9nsiNEp4IMLuST6NFwp3JPfXxYkOVvE1+OjYkI82YrV9P0SCJ7DpxkvSXmynPrf5kNpvPZrMkzXMFOLUmOBSM8dT50DMyNAzfF4buvhSNLxSQaLZEwm+22czpfNnil05gHOFw9cdT2Mjo4+6qoO9GPw9DOtzubLN+1RrCPUdNArhbIgLsM0ZkE4o6lsjpHi9X38Y+fXkmcPoahnq90hEEGK5ewhBdFzCEU6ZhUK0fo95FGMI0IEMzQw1siR3OioZq7/mIrSMw5j9fsADd9nvW0DHGs+UUMTROMrxFfWZOHanl2MRiFCSIpIHHeIJSohF94JE1GobGO5O+9hcsYABhDOF0wa9az1iVxg/3g8Xqnoc/0vCTlMVmf0wzjxDs562hJLH2wtAWZnu/v7hHiOzFq/Useva+4g3sO3AllgvyjZZ9hpDaGup1Agzly/FyJt7VFNw1FMJ8NvtKuYLGZroaf+ShZP81DB1WaWwmrGYgdffxSJNtqP3YTw3XGDxB1u5nKyZwvFjDUK9TrCG/Md0opIFlw00WwM1ypvfrpY3kDVIRTJJ+4KD3v4UhaoJ0EFCmIInbmajSYn+3EZhu8ZgnGH96OXEjQ4tg6HUiDOFSLWe2IUf+bHO/MGQ3ufP1egb2stNHkZo1fueDskL+exgSiXiAqc12zBmYt8gX+zsuq8+we7JZzeUL87GqbWgY6nUCDG1uIRCaIxYvktVqk0jS0Fsq7yuWhgzf9qTtwP7zYIguTSZvYAyZlPEWoDh4O3vZZYcvngHKFdM+PooTlg4dXbDQ69TYcDlXWVCoK7FkT2T6yD0iTARnGSQvuGXjvnQK286fl6IJhF67mguyJutN4u4+DrkO+AKLrGNX9jjeo4+codEw/IgwxNaZrCYsW0jWYbJisTBguLgRJptqaE/mgf9nwtAVEbaEJHfCcb5ZBv6TRxGnlW7EwhdNGnQ/jtmYr2Go1/EwRO1rvmADqzifUbBcb2TDsV1AJWvIzVrMUST/I2EYMPCzQVQDyR3NhiiloocietYohiYplHqUOBXUfqaLSFtDvYy9pC+e6iCzBUGwm25H6R4MtsdtM92slhBRQeIPoWFfCvZuQuKI8WGVH2OS2VYzRUX48TcIXveMjU6yT6Md9RCga8oMcuSy5XeCxopol8hAApuzkB+Qsn0wXU90ikavV5bvO4mqBRrBjqJmMFsm43i8XROpWcTTzf16OqaIG+Rrlpu58aEFWOlCz9xUDObH92c8X62QoPKC6CnJjcS+1SKJpzO8O5PJLN4J/jyRzMAxsJrCh8f7OF2sHgqtGoZ6vXBKE0jRoJ9+OnniMrE/Z7NePawN3KvJbL3GlylCI19aTT/wuHjIFE5V4/vP7H43itk8jLcnYZez++T8giYpCLbLeRJtVnQ+Y3fXFkbU+EHj/hLEP/Qcwm+NbA1DvfYaDR+tcanUWmQ7D0j0IhFge6LBNkmefIpPfPvjOtvOVkMuGT/RzT5xxWNeBp38CS/5+HpRFoQQajSdzVC/geLMhK1fj0KRkSS5nr5jsYhLahjqtXfHUgZD7ZsnXbP9F/VmFimQu+nb1AyMAsP/uExlR+S2gQz3p7kFUcAwD/TR3dECFCGWQwuDBKItuf2p7LkdsayzdZDdj1wz1DB8b2tIFkxfBTte/ERXF/IqUoKW9RA3+tvTnvsw+LD3Djyf6LEnMP5hCET9bZ8FuWlPCjpC7XbjFKp9x3giFPmAWrfPXDPjyuAjN1hoGL7rcmOe9IHdj55FVsYLvUQbo1mg5MDWJui0IW/qeB/7hAnIXPn5mjleKAsUvhc9bfj1BI0eZje5qsPReZYiiiLbV/GgnyLU0TDUa3+XerTNxfd3yVYBp1o8TmEJpLThqiRgpAas9YW+/EGXMkVyZgQ/IQ7gqsZf9n0Fux0UjpMqSAYMGB0cSH6we249fMIyvuMYyoPXBYs/AFDJJA3rIFWdOlD9IB269+BcuooB6iiylbe/XfYEePF63odQ1KGNtg8tQ4RCbVYTRF90+/XA2Olgtp3+6xfoqzFYRKBvHH7Al78efUyVcw3DX5MZnC5Xs0CxPhYzTLr0ojSAMXYLXq6jjvfXkodoYnJOunlOsPXK3h2G0JI7CAN1Nkm54fn54yhpViEGvfb77vb3Ve0iOhWGUfAYX2sY/oaLTYFQh3EhHxpPVzPk6PwHPfyA4y1liXwnpNTkKPdeU1Q7vo8w+CD3T2TQomOqiTJvLVDjJSLMLlSLkuRMt9C1tF3v9SuJ5eekisANfswLCFxPw/C3XRTTXiluGtX6pBgPniN0t6c7tSt2giON7zgPOtwvvTY3so92tuRst6Pg/aelSi4kdg6srZqasNGC6XK7FvJXEimn3DBe+307DQm30ojOiStwfdswPqKUloah8SuYzC4oIwvGPH0vAulspkZaIp+CRl2QOR7W/TLlPvYj56VTFRivwPM1GDqB8zHS8EK2PgxXmfrJJ83K32Qxf7LGW+/B+T5JLoo8NcQ0+hEmvR1pa/i7LhujLdn8gDPa5Xy9OZI09nYg4dMVpDQQZ3+QCWPY75/E3ey/f+Ui7o/tII4OroD/xSrn+yI8hrtu9FliiL1Xf38cwJOVfotoHDtedOIKOP8wcHWK5vdcuK+L+1UixQRkZOZq/ItPKsmTsjKzDy68KqYJMfzvxQpk3EI0PnbF4zhOPkI7ayJu5Wp5YKWS2g799d3+rH5KGOJYQmOy/Pb6FTDUY7mg2Zwulqcv/O5Ej5L5fVcfPUhzZcyk6XvqBqovEBmb/mMMk/pb3GwxUqvL1YuFXRLN9nx9/4IY7mo5/QDKUOPpUWsif8v0QdEw3M2gKsUPcIfig9fgm5xMf2zFD8GlhuHvFxtCxXBCYwg7B41a6ZV3RblWOCA7CXdSqmR65t59NIGYQ3DaDiPr+RN6D0iPjp8R1+3vOIt2Py0pIsHVPyUvmlIfnMDQ5fvffvnz1TJQY57ROM8KIgkg6tR+GhpOvbT0bPSdfSnHk4ii4KSiYdENPt/7BZPUn+70cWEtk+9wVNUkyNeDauPVWRrx0/yOhuFvvJJv8ElR+QpE8x5dvK6tKtLj+f36MVF6z2n1kSMK3PLfnvI2hzcdmyl1P3O/c5TsmEIYw+n3rHrsp1NF7eCkAvzYUEr65M77Goa/+YKM73R7/i5F3NcWeteeTKma4e55rvtyX8BA2n7/hPPe9lH8dp1POdrxSWNXbHyP9KlksGKHxAb3BLOGAy9WNvSD+6Qahr/kTYRYDAZ7UbTIn204TsEzpIzQ5/sbPFKSbaWqth066z5b2znS7pErvYr32d4vNZ0qiB9fh8vkqfO6Egam+CaJDNg2TpnniMlzsLNxSmbyNQx/60V1oplsrz5L917wmBWXnqUHpzOSfCDz8o7n9V+cz75np2OMjnzcwP+U75f3rG6oOpi97xQSJlC0WFP1wztlnCNiBI5LXk0DsbWehuHvvcaYWcLpu7jpU3XsSgNF5D+QmVPRC7X9mO/bx5YhkH37BBYNiQOfEYo2n7Szc9xEqBy+np3qj2fTcbLYyHS0U7xLO5kj7FwtE+9D20INQ+PXFCywR1akRrIoFjwGI4H3bMgst54o3nvGnkanVHbUOZ7L6X3a8ariie6Sgb7HTZtMUXKYrKaSLQ3s463hNIlcbwr8ejK5VcPwN18xq33JWAJA5/jt6Eg2z6HD5Pf9PQ1EHj0re0cZ0GahQ3UEu5/A6qmyjAKdPPujMp2RFDXUMA+CdEz5nZiayS6+0t9fipT+FVJG3YfWqZjJa8w7hcKi42oRjN9eUyalhag0zAm3O0pr1kH0yt1hwLQ7f5QlNF/RWD8BCsVtdl05StRkHIWsg8cTyUgJxUdZrcdvB4BXsqJRM4KXxw8JgsYYKm4MAqOx1D5c9WjwRkFYGlPNQMeGf8xSOcCjQUhaTTCeSOHa39dnaKdW4cFIoFtxnCQBxzn5nyIVo4z42CAWVMbKPsqdTCBQuoB1o26dI3mr+UzSz7631xZCJhGCpiCbgmS/iNW7FakhyfOp59uGVmb7/Zff91w/8Pv9U0/chAO052pWu7M3ippM02yO+L6Q64aCfmR/9ELYUzjiZWD4mUdc9o+Q7aXoYYQB43NfHE2E2Kw8zMY4qPbb0gBSIBE4FDCDDtJlMwkMHHZ2chjpnE3YJySgNQw/51JzBh8Fi47+PdAdxyh2TB8joqcgxO5yFotgZ4hhgmQs7YpnfEyO8p795ceTxI6my8QNphM1XuKoLI7wILwtHXQ8G/v8rL83JnZjCKCv13ArMOkDvxeoMj/N4WQWRO42DtcwNH7nTCljGJViOUlNhr8y4QgLbJRX3FlMYkjctN7PJCymHS4Uk8T7FAOrGOSB996fLNGIec8mpcNPnKIFM051xEoQbYMME8vwDqHPvvTGxeV0MYKbmE3W39D9KFKlTFMDvsLudgwtnv+7u6TbdxExiHNCGAKCVoQYaMmpMf39KIwwqGEW+OlwbY+qN+wv9vvOJzmeiIT5PaqqM0e1Rh+hHhwYMxnVgfkTi6m6zIztUcKHCfZRaRkyg1IP9zXABO7A88VlR4o5Bs0e5jj2NbX7T0jNqFwprZZ9Qnw4Zc/geo2+weV0TyLeYSMjCpJp3wVhiDYqzFzrO4bxCcyhrfpIXAcTYbCmSSz5FeeYc82dCzEpYNTsRXOMhFks5mMP8movzZrU5iEHxNHbwUKGGqouM/Aq2Cu8mHMEhqdhqNfeU3885cQiKkUhfNqzTzwfthIzRtVMQykvzjaQnrJFj/DD3Lu+kWIjiJiThCAAA7pxEqRgwDOFrZpKlBccdT24AQzxfGM8GUPtbjITtZqJGnToPx2+3ZeRMzifVok0uCCDpWRQ8fXJTARvJq6oL2oY6rU/NvSnzLiIAd2jZhHEy+kMYlOgehF5yG4wfxhIOif+WHYPSZjZfDkXQt9ygpwJWjBV75KDFufFPMEcQlDSGA4fI6UYTDYLFN1xSGEUMmJClSdWMqPOYwFHuG0BHnmGesUCYwgwVRGdn4DtYj4L0nBaoK9hqNd32CLzzRzJ9gDDwfaUpeG1RpRATUQOHmaBh/3UQERpjOMg+kjt9J4zpWHvTxczCoLEi9lio1K6LlI083g8iyeYwh0oessR0eFqgezobMp8qQwqDQSKT4ndop+fzAF7m3rNvDb0uDD7ijzSWGnbELl+FOi6oV6vhUCBHyCi8UFJXW3WLwdy9qMl4pwZy9IU02UlZLJBVj6ewdQsZh9J1QLdVjFyvtFklsSIzmLM4YU/HcOOMUBDPX269A1ANDoGhjyPkImKcTRB2GeiWr/YlvK8dB/R1C5WCZji0vJpO/FiNUNgOJ9JozAcCPLofFHa122/er3y5uPYvk+wPZPJSsT3n6dw1kjTI+hZjdNyfTCTqiFsxfQDOaWKNW3Dv0aNXaK6GYQg5zIW3HPFd4xnawRoyHTa9hHOoU0LirYKWNLNKiYT1X6ogDiPMTGLEMl8M3FkxDflmgN4CzimQLgxRAHPf6i4Or4uWOj1qu+1WTpTKOXGq/Xk5W5ErIWwEIrgUymZAbYLKsD1p8vJx8rAs6YXwRDNkgBR3XI6BT6YufQFOhTLAouGT9g9LkSLpmtEkmDUzugJ+Mp16AuiPGc3lePPBOyA+WpBhxcPjuh00lea6SnDqe/0P7hXqmH4niiMqWmaAIXcuy8VRyeo3GOvTe/p3skwtfHyfgo5QlbB3Q9EznKojgxDRAF8niwz0EAntPORmtWEFO9kZqj520fJZqNciioD0jnwTYXQbRN9PoRDvKd1frw3SeTHjLFZrsCDzydLeAoxs7eB7+9WjwINQ72MVzgy03kiSt+Ll7uE9S52+CzvkafgyFuEX5uxP53HHo3Ch9lWbF8I/AmJBmKw6TeDpLdM5wQomp6C33EyckGE/s0xuqaRnxJZU79vqzZhJ61nbJ36xWZOE4lyxYaO+5jqr0oAYTunTZr7HdVspWGo1779O12tF9QWHi93Q0NXaWsmsgUReIFJM6fEVIzDfjGeLwI1d9v/SI2FbjAncsDpXFKNJ7BJajF+jIFuE1UzTm6c4vW+XuCIyAScivLrbL1gb2ECDE6ZoSU73P2kCll6GW9M9kIxfs6wJWFm4el98d35guMakIfAd1cJrR8P+wXqY8x6fCSftE+tK4St+MdFsonq9hFCQ+ru+D80CBWZqIR1wtl6/t0C6Wy9GWMeAQNRKVcgSxTjHEBo6kaBoWGo1zFvfrAUvXwpOsfRsx6NZDVlCtLHWT9fyy5jHnAxu0fJIuJ34g90nqDoIp0igTfjMcGWd6BxLPh0Tp/ZLSQFxMWoGgbfsafxHO+bLbBdTVl+lews4kPMjTEiDUO9jgsN10h8ElHz1Tx6uhFJb45VGsKh77XkxkJxLIGZkXEZXv8jbaJAThKJ1kSyFRJ1C/RJjMnk7v/AuMjVhFKvCJ2DaPo6DD2qpUNmhr2+sTMd95mdjRLy4IzZJ2rI1DB814Vew4QpvfGSfOToyb4eM+ohiQ199vGKhG4pb8jJL707H4ebxeIJJjzOicYJ3WvMhsPBghQwcsFe/CPvy6qv/l3Gs++I6jszKuJxkM39EmMK+sxgqbcpmk0NbQ31OmrN10tqPqm9O4l3cg++O13Gj4IR2JcLaSJA9gPq/DN28X0gr4tSMHALXTtiDT9mOhSpznmyZV+fuCIy2Vh/58uejL/zgzB8GzRQMMYmgxW/hyKjnSzXq1kURBqGeh3je62oZBtLqc1JZv5OhQtaDjM0AqvW86APcwmgIvxK5LBfxQG0MT6MV8p+hmiqiNzJVNEQpjPgJ4h/SMIRQ60SHk9jY0Yov05/8ZwxWd149PkiESHFCTU2vGQ+CwydotHruNCQBNGxUEwWk9l4p1+BqXg1YSVRC8ZlBnHwJfqhHCRq5mTefKSlUiKBJJcgHIMUEvCgFHO80/GgKjKOlB363zlu2MtkC8NGVOxUYTFSHYjuZ9rbziu+/lZqGnNKMFtOBrm7HJdpG9txRB60+8h3p3iDFyn6u/q2u6PuHigxLrRr+hxN5wnHz5EWWV+m36qHE7k/1lhtld5WgtQkTlC9wN55rn56ygmpBHfdDkQ0z5NvOGl7rK1qRo4q2bpqTEkk7F71HenNxRPwHPsd2RUzVrjwTgdkbydPbgooyvdoCFYLH2L62BI9e/NYdQsDj58rFajX6TB0pCiFVJwL+tBWbsHxCRfHfkoOIvFdmBGO6+1KFz38AOQmk6Bv74w8cZSStQAdUx9cwbqCj/M45M9LG8uEBeHga95WjgVDknafePqD9mTCjzxnq4Rpi+Cg6/uqUTSwt7LN/ch/mCZItsfk3d78MfhrHo8IvKTkmTRZ8mxBhpODuqmJ5PUn7/ik9XpbpzQdoGfTCvrBI4MIbSO2auBKSevEn8xgjZ6PIQAdYoEYmr/lOWyXk52fSiynl1PWjzizbcfr2zs0eyLce9SZcFR2ECVdT64dKdC7ovaZSAWO/d/CdhIMyqQE2thYkCiT6bfDlPq0kS6EhFaLd7MqriJF20rZbYfn9UweSnFRIvG/ItdQ3p4b6937e8PQBWQUxGR+Xuqc4pMddrv0m7B2JQB9lChy/J3RKQYZTvOp8WDwxCR6aggyRr6mDuiOpKCgEsOO+ngO6V5UEFXPtS/UrkUg05Txw76zFQAbI30h2PPoH/sPcHa4x92HNhl6sO4DzcmRnLjxjlNvZcyanD87jTh0F5z46ayGvsQFrmCUMqWfKwWh149YQ2VLPE8d2JBulePZ244jkBEmMo4crqh8xxOQEmXOk1McdVgSDF3xWaPUWvqKWZEO+oMtcNSjRCj1YqSRQqyDX4qifmoVbV8NZXE9G9nsORDlU9GZRlbyA2QT3j8m1QIxpDSKKX7dyAkCFZNujY2nEtrCQDber2k97dyx90xxeJzcpBRcfGXf5awxXL13f3cYBsq582QWyIOVUyMyJUb0FGFvrLJRkezvvlieZ/MYAtHEs92nu4xCzFF/5wk4Oyc/7KofiXyB6p+mywlTYNuqzZMdZgt+W9H3je2l6ZS6SnckstNDwxe80eREyhKyAUDsqPotybOzRPV+XXp9GmsZVOE9mdoLh/uxk8lRb0UU2Y5oJbqu08f/vt6+v7c1lNM3iiPuXvwzjh80tYI4jgVBnui9B+NxLL4lTKEb+/H4iQoltj8jtkCCyAg/KpKvfuog4oft1MSKcE8MtU5WrL00rMT3Y08ytCKYNB7zcftCGeSsHlyLT891VHqasrq4RpSO+wuYNYd9fXhCmOvcR/c3J0L0lUnH9yJF1DDec8oDQkKBofNkNA0Fux/MocTeDwLBsOvexxa/1evXwHAKRZHZNyj5AENT6raCHEjUjadzfHWZCs758XQh34xE2CCZLr+BI8kf3a4Z53ogNnTsfoLhC6slmUmAAASQ8LsymdOXTCgvvZDve6p6LT+uHtehOmf6Xe5awnDCB54T1amzymLaGNK76ECY0qUO5Pmoh2QYFc9m40iewjQW47x9PLA+3i3IClQ6Kc1CPWnFc/pP+urYq4CmuYcMU98IPk71Xq//CIZgyC436J8EYw8cdtSsVjNXiln3LGFt1uTSR+S34yfw+UIy7MsNfm69WT1KFfnoV12jJAYgTfEhr7OccBTR7H4G+h8nf6iN2HeYUcW1N0oqgZWx9YqPvxCyF67N394swbdHY/YcJKfler1hMwyrf9ykJFMt79d8Aiiu9X2Z/LnG74Ft2BeuVfpS1nOqy47RtICCHKQWNu+XKdVLr+/FhpxdOwVlFrjZTMcwXErrDlVmUJSSyVJNMwEYZpN4Mqdmn4PZCqtZwtHIj6IqTjL5hi8mhp8QQgnsE9pfEFqC+wdLBHkDI506iR4xqB1gTsp6AxMZA3b48fFkRhUWeL5L9dssYXsgDcPmJlDcW5NhqXxQTLXDNze4BJ7rikPSoYqwmqqHXJBfwGNlOh4DixDyMmz+8kQ+2yx0ylGvjwjDiNMGUJ8KgLA5sxzT+w1YVIEwi0U9k02q/cVaFItA+EB/qghoIgOayIyFB9dJxvJEfaBOtDYT0bAUJm4ihXcFw2C6lhgyjkHrwnOa0dAhJBqLErp8iiSOA3mTKZ8cHhe/xWYzTwg0TBKR5DtlFIXBWvjlGAUMvgTShNHKFwXEOXMzibwIcKmFDRYD6EtdgNPrQzqlbFpxYkpKr8bK4byfBIE/m02YTvFjWBRosLLj2RYi7oRNAmgRI/KmOwwPh4MFPOkBJUb7lGGGjp07U7V2VelAQoLCCbyy4GPiQwB6FkhhDEoKbhzxu5IFXQLEbG5BdwG+j7COsaGabwSAL1wZ8zBhdjaI5ogkXdHqWjEEpevs2zJob0ZTSXuOhCs400u9C/T6iDDsLxTAfLidwtlUjZTMFDAOs/FlMuCR45iwzZkFOTumLlfwfM6HqL36bFiJ1QRWYTPDQn0LkLq0yb9hpUM0ICJDIW2qLByXaBv0E4gHKgYlOF19mrcoUo2mC7B5+4rkmoictYSs0hdLSTzOD4wlFWoLlOX1UqnPIJ59YR0vNkvtlOr1MZ3S9VTEJbHjA9dW8zm42/uwfNM5czFMe0yYQ0GEB6CORRYE8d4ENEl3t3yPX+wDCos0iqPvKspGRsoFoI4JmtRklh0XPkIBxMOUFc5EWN3PRHtS1E1ILTXSggXMIRu8I8KQHHNPnqKAlRMApTY5TngJPMexh2EQEjHi56GmKayCtOSZ6u/qpdeHo3ZzbrFKWDJwohbyauI4XjyTjCU16OCUQv1nobKZU5YFDeZf8N988phJt+mUuhLcAW0sJEAWdyq0UBGSdFICDqylpELXkpRFSIkr80tLIeHQ+DLKY7nMpSmdq74NwBARo+v2SVelXLOQLm0oWy/AGEXJY43sLGsUNJKUR5BvM9yEKzqVCoGYVL0L9PqYBYuVaDJEJFxGyobBGvZRoFjMppPxeL1KxJt0E7GN+GkXsMUAgyVxOn2sTsey3znmNWK7FLXFAAd3ltK9g+1wV6RXJzJfbMJeA1hHpHKQ54w45K6PYA/jI4VKoqzhQhgxAQ6JSBUd/dSvtWkcfeoCRcjUrBezCTK5cEr9IKKzC/Fmw1cw5OQI0IEc9vDpSrheHzRFMyMfk3OMxQIhRoP5g+s4laAMwVpCVqiwaWJaroTpDplVwIIjrBIpoeC9idlxaM+CPrOafQVoNd7Afuy2RuxoRyr4VNWFxZijw/pI0ThIkCKe9Gk3x0kSiFNqqxB18SBB60gWSNo3aMtd0eqiG+wAhmDk2StqfMlru5/ZwVKJaEJNaPaOnFK99PpuimY1k0ZA2puYA0+WlHEXM4RmPW+8Zm0wmc1iSP4YDMumGB4NrWQjdumbkt3iyFjMiLFh5KlMKckrqEyMlUZ1tENOVuBEId5NKHuQyKhIykPIeQDUT22JLQFf35PYkGwu0EEDP52ELtO7mDNNSycBqynkfMsAwcCN1EQFMFEWfCrIlNJDdhglaqdUr4/Z6CS7H1GWeGzYulsbtpQmdqCI4wkkN8lZCvJdCeAMVSAYi31Br7snKRpOy4R0pCHi5pt54ATKKXUf64tzlh7VDIJl4inNFRn0jifCQQ+QGTKEqAPBFsKQXf2kg/psYvJs6AChTrhM2IMn6tGq5pJOQ2DBQjnDZG6KrZysUUV0ZGQJDLXeBnp9SKcU5TpyiaE7x2gLNJbVxCPSKJOVMCcKETyldTtGFIZQ0U9YsEC5DlBZUIbEp71iSEbBSfzq/WwcBMlMNGXJotkdkAWWDYkxUUTezkzM6xyUbMylXIvzyGJ7PPYTMmAQ+q3m6pmzbuikTExmkUC14bPDKAWDNnM5gTkGq+d+iU4QvgK2hhhqtBBoAqAJBR4mkWx03VCvj0pmm0liU8YBECWwdx75KSBqz5drkGsw/9IjLXQxXwArU9ELQ2JzvkiZno5I1CAxSmuIf/krC6Y/Z3Q+aQ3d3cYesUoLVhdIbunjsyXmJoNEDkxBQ4Osuu1vI9+jpHVtma+sIkzME0KOFicBn82C0y0nSB1x4uxqfr9BKjdWphtGlJbe88hSXS44dkTXDfX6oAWL2WIqHTWTOdlrACD152xhS2P3TiOOJIcsCsJA1hmWE07xQP8C2NYUlkwvKp2Cc0od4Rqx/CwAEWNqrT19NqoWDisaHjYgllHnmQw04YnPQS5dE8dgtQKmeGTkgaLpYhrY6CC2JwuOXwFVHK3rnPKM3sF7lChmKuXCB6SBtHHheeTPFxOb7m80m0/x4xiPTor6cgIhQl031OtDOqXIXThjR0blkMsWyVCrSPSdpuxOCsBYY55xzM8Tad9DWnPMggOn0akefBGJQv3AZZswv4uFEI+pGXI/Y/dJI3AUs14hrUvENC88pq85FW5Mv4/vkqTjbvuKbdHbYIewvAREh/gMzyAZSxci41D+ChM9eFIRFagwM5b807FiFvC58+uaUarXB4VhlFJMlMaZJ2JKwBPcVF9teUUbY/07kqZV1fVnyBzJ6FF6xu9LOKbEDwPRT7RFooJ/dgX+7EjQF4vMg4yS7KsShfpipB7Ml1F66bCufpSOukNfvvQt9gV8okSDP5H8G7CsqFp9pVndj5QMU5TKQGqRQb20XLBeeumlYaiXXhqGeumll4ahXnppGOqll14ahnrppWGol156aRjqpdd7Lkv9U/jeRCeHU5Sch1Fqaqja7mg1e+dvY88gBsd+ej2yAPwdwen0WvbumeB4zs731ZCLnc+fHB32C9F/X3URBtuZVI6bXs1WE9/sncFvtrN3ipXzqJ/9/PmqR3fsPYeZ9Dy6asqVKyQCtvaTHBDZ25f5cF33xRXYE23LwA0H33x4xx+f/8Nzxhf4FNVoC2E56c38WVcmXYWiuddEOk/GFD587nEP7HzHlp1iP9nG6W7c+YrjPJOqDnZ/f5fhbZ/eB28/vb7n+enOdLztlDfnEYsplp+/vu8+fnB4Wi0f08bsK7svqtoOBbbZEYlW6PgYTyQQhno6APURo/bjPMhnSExfDwdQan/mE9tCy1I4LF/v345qpzoP+9Z1HOOYjWs/N1JPfjWZJi/3ovviek9w7T4zHY79fTjI0AsMQR/vzGpTMHTUlWzXf/31PF0vn6+9/9f6atqpHACKshcE/b4aYaieir3nVexeCz/lKq0cZ3u8PAw59p7iEq8j/RZ1RyaOo4c7fdJVKIhFzGZzuVc9UsdJfR/uWPsV++E8t5ovAb3zJUhaxMFWaNt4zQ67/d1t5/qP5tIxno5ue/Gc+iSicyAGWuzBb01fQHqYuO7jb732evhjnvfq81Ujq15CEeMJ2cwfG+kQchlBETkR5CTZ6PjUuacg3bPDxadwXGx73qOdFpzuPH91wDz4qHw5GDSO9uVEo/CzorBYLBaMDECY6xzw+Z7slzRUsXe2k4Q0OzPR0Hb0+raYb2bPdq9nGw+jVB4h8sRrs133SUy144RyO7s7sZzhjiHMoeTXpnJZPuNdxNqOfdjLtV99vio6dvcYQ4cNx1MYLt/eWuUpJ9+IROQ2Lt19XZ735FH5U09D14d3/Knv8IBDLIz+oKaIninzSWFYKn0Xhp5r7zcU9r6v2q8C93l6AdsajROP04DTnWm/nrp4ngOyX2ZmdrZuQHlwKnpjV0O9xnkEtvM0U/OKg/kco8+fr/1KACkTAPrT+4W0ackwb8Om7EYfCufLzXTfi1IDULdDfyNIZ0XO9h20D8Srjy8YknaJRuFvCkPflQRlX/l/SHbISG1bDmYveHKMY9jerrmU33hqvTCZL1CzsQlD7zmK+sGOFoYM3N4xNm7wdPK0//Rz130OHIiCj/n4au/31VZXs+XxeuSnoe6xfT17TeGOtd3zfBH07fOpOQWb0jh88bavXghF6QI+FeoPBE/eNrxrzs77ZCj9xu3wYvUEbD/YPv+H90p97qRJVJeC5lT40OszO6Vczmvmx4G6faSGV0Mgvy9JTbYORnG8kyLnp4/GDZNCmSoMdmGI7CH00dSQe2zryPbjeAd2QTyOdoducqrpkwsGu7HYs8/xcFF/FyUcVUNZfwMQQGfiWM2PV3jD65HTwI/i7evZ88o5GjzageGT5+tsn8HeNM10vUDvpQxExsBFiDBShMoVbTp51x4fzsOnjrEbI4twHB86eAg+YSK3z//x9crn6chwNjyL9dc4/NwpmkyhtLdgEU3nicuZnPPEi9WYUSpTiBiFTO6cGGoEL5QrMGRtyrM9sOMZRLy/LaZPvTWZF0qhCexNbGuIXXzjdE/8guf0oS+8Wi6pjIHtF8/msXq0mS+/607nnBpqYyipz2b9h0mlgbQVQ6mYP7uTzBzPOe0Js1Gpd+xN5afHzJng9UAUY8nfxEWWamAp0AWRD+lWhtoUZInlonhFyynnoIoi3MPzVdhI5ttZqVQ+xvM1RDWZoo6TOXVv1ORTzsagbD8nrHKKRyQvkwoerE1Q2JUTXB3pnEYsiYgSU5GnY/7UArGtjDtP+G7ijYf2VuRjSGoQQwQI7wbBS8XyOce9jhOq0OnKofGZ64ZGsWaePUx23lnYxVTCh9bZNwidLWV2KHaMnai5opSjkWz5XKT01xuMUgocjhldc7LnrL+9DnbdRA0IxRy1iD8/g8bTipL2HK8NocWNUs0XTZkxZBe59TgYI+aAYHxbxPTnGxmJhkutlzJrlJCI5Jcp1p88PF6y5lRTTGQ0kKKZUzifElMBleamsxVnt4l8zkqkxcewPjOZAgUlDGpfuRwBvH1IEZ96fL4LmXaM2Yn4FFJvU0nHclIiUqcB5aZc/uaausaY5+FJrnbDQaixi2/i7FpTWiegYeObiCGpm80sepzsGyzXM6pZreWhoEg5TQerUu6OE+WWyVKGFnA0K/Sv8OLv8eOrmVh/W6/PuFCpwMrYJbMW759hsabOE282pMvUmNE4HTOKSaKc3Bn13UDGjI6prYSpg1DWh57TmFM+d+3T44BQ0SbExhmPRSYxkFE0c04tlV9BzhPCathlEeGGYYcuhirOOHkUu5Ee5oSahmqMaBJ7PmTh5vgun9KjFZ9AdZ/iOOkj8dsc1Bgt7nGVGZCH8sES0jQYlCpjMbYjbYzJPeSDA2IJw3D4hOSqD893zUkcHI2IZ0CE8FCJx2tOeaRjvcTz5bhVXFp51EA0HoNPnwrkMqqVE005whEarSs+xkyONgda5i4TOXzIuXwZ+lUis8wXO5ndb6ZQ70ggereUAa/UGIdQMgYD4G2d8RQca2G5z2oMmZzJZoySeXamsv5PF/Yf8woux4xi4IMtc0URiUDrly6TM8Wpz+QDhbEh5gTh64C2YcbAhgnCh+tA/F5Ayf09iRy5HC0ZJbUjgmBMndFEEir9eEU1ReiAxxxQ2KdUsKuGq0n6Qo0kFOVRPKw3v1+QfOLO14tg+3jQjttsYkG/TCBWesP0htewijgHvAXsu6tGdC9sijriIijAOVNu74jiiRxIhd+S9MrD852nD7lMUhFjKqUmFE0OYkzYWd1PIi8dShOQPgAg9SVby2E696vEibavkmrK062M8cN5FXmYST4jpMdzmRRASVhPhdNzXAS+51p+eAohZdYi14sY1hwSkXBK7X23UK9PsHq5Hpbbjc7O/g8xI/f2yjOg0QAAAABJRU5ErkJggg=="
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "c661e53f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:49.015930Z",
     "iopub.status.busy": "2026-10-24T22:23:49.015846Z",
     "iopub.status.idle": "2026-10-24T22:23:50.932646Z",
     "shell.execute_reply": "2026-10-24T22:23:50.932198Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " band  edge    E (eV)    m*/m0 open-nemo   m*/m0 Kronig–Penney\n",
      "  1   kL=0   0.0617         0.0948            0.0948\n",
      "  1   kL=π   0.0961        -0.0466           -0.0466\n",
      "  2   kL=0   0.3822        -0.0086           -0.0086\n",
      "  2   kL=π   0.2399         0.0208            0.0208\n",
      "  3   kL=0   0.5286         0.0067            0.0067\n",
      "  3   kL=π   0.8521        -0.0021           -0.0021\n",
      "band 1: largest velocity 0.212 nm/fs at kL/π = 0.612, where m0/m* = -0.022\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1430x440 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.optimize import brentq\n",
    "\n",
    "\n",
    "def kp_f(E, m=M, a=A, b=B, U=U0):\n",
    "    al, be = np.sqrt(m * E / H2M0 + 0j), np.sqrt(m * (E - U) / H2M0 + 0j)\n",
    "    return (\n",
    "        np.cos(al * a) * np.cos(be * b) - (al**2 + be**2) / (2 * al * be) * np.sin(al * a) * np.sin(be * b)\n",
    "    ).real\n",
    "\n",
    "\n",
    "def kp_edge_mass(E_guess, sign, m=M, U=U0, de=1e-7):\n",
    "    \"\"\"Band edge near E_guess where f = sign (±1), and m*/m0 there from f'(E).\"\"\"\n",
    "    e = brentq(lambda s: kp_f(s, m=m, U=U) - sign, E_guess - 0.01, E_guess + 0.01)\n",
    "    fp = (kp_f(e + de, m=m, U=U) - kp_f(e - de, m=m, U=U)) / (2 * de)\n",
    "    return e, -sign * 2 * H2M0 * fp / L**2\n",
    "\n",
    "\n",
    "lead = cell_lead(0.05)\n",
    "kq = np.linspace(-np.pi, np.pi, 2001)[:-1]  # k L, periodic grid (k L = −π is also +π)\n",
    "Ek = lead.bands(kq)[:, :3]\n",
    "h_k = (kq[1] - kq[0]) / L  # k step (1/nm)\n",
    "up, dn = np.roll(Ek, -1, axis=0), np.roll(Ek, 1, axis=0)\n",
    "v = (up - dn) / (2 * h_k) / HBAR  # nm/fs, central differences\n",
    "inv_m = (up - 2 * Ek + dn) / h_k**2 / (2 * H2M0)  # m0/m* = (d²E/dk²) / (ħ²/m0)\n",
    "\n",
    "print(\" band  edge    E (eV)    m*/m0 open-nemo   m*/m0 Kronig–Penney\")\n",
    "i0, ipi = len(kq) // 2, 0\n",
    "for j in range(3):\n",
    "    for idx, name, sign in ((i0, \"kL=0\", 1), (ipi, \"kL=π\", -1)):  # f = cos kL = +1 or −1 there\n",
    "        e_n = Ek[idx, j]\n",
    "        e_kp, m_kp = kp_edge_mass(e_n, sign)\n",
    "        print(f\"  {j + 1}   {name}   {e_n:.4f}       {1 / inv_m[idx, j]:8.4f}          {m_kp:8.4f}\")\n",
    "jmax = np.argmax(v[i0:, 0]) + i0\n",
    "print(\n",
    "    f\"band 1: largest velocity {v[jmax, 0]:.3f} nm/fs at kL/π = {kq[jmax] / np.pi:.3f}, \"\n",
    "    f\"where m0/m* = {inv_m[jmax, 0]:.3f}\"\n",
    ")\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(13, 4))\n",
    "for j, c in zip(range(3), style.sweep(3)):\n",
    "    axes[0].plot(kq / np.pi, Ek[:, j], color=c, label=f\"band {j + 1}\")\n",
    "    axes[1].plot(kq / np.pi, v[:, j], color=c)\n",
    "    axes[2].plot(kq / np.pi, inv_m[:, j], color=c)\n",
    "axes[0].set(xlabel=\"k L / π\", ylabel=\"E (eV)\", title=\"bands (open-nemo)\")\n",
    "axes[1].set(xlabel=\"k L / π\", ylabel=\"v (nm/fs)\", title=\"group velocity (1/ħ) dE/dk\")\n",
    "axes[2].set(xlabel=\"k L / π\", ylabel=\"m0 / m*\", ylim=(-40, 40), title=\"inverse effective mass\")\n",
    "for ax in axes[1:]:\n",
    "    ax.axhline(0, color=style.CONTEXT, lw=0.6)\n",
    "axes[0].legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "607473ac",
   "metadata": {},
   "source": [
    "At the band edges open-nemo's curvature and the Kronig–Penney formula agree to the four digits\n",
    "printed. The first band has $m^* = 0.095\\,m_0$ at its bottom, heavier than the GaAs mass\n",
    "$0.067\\,m_0$ because the electron has to tunnel through the barriers to move, and\n",
    "$m^* = -0.047\\,m_0$ at its top. The second band is lighter ($0.021\\,m_0$ at its bottom,\n",
    "$-0.0086\\,m_0$ at its top) and the third lighter still. Between the edges $1/m^*$ passes through\n",
    "zero, at the point where the velocity is largest (band 1: 0.212 nm/fs at $kL/\\pi = 0.612$). There\n",
    "$m^*$ is infinite: a force changes $k$ but not the velocity. As the lecture puts it, there is a\n",
    "\"mass for each band\", and the \"mass changes throughout the band\"; a constant $m^*$ describes only\n",
    "the neighbourhood of a band edge.\n",
    "\n",
    "## 3. A constant force: acceleration, negative mass and Bloch oscillations\n",
    "\n",
    "The lecture's next point (slide 6) is that the motion of a packet can be followed without the\n",
    "effective mass at all, by integrating the two equations of motion,\n",
    "\n",
    "$$k(t) = k_0 + \\int_0^t\\frac{F}{\\hbar}\\,dt', \\qquad x(t) = x_0 + \\int_0^t v\\big(k(t')\\big)\\,dt' .$$\n",
    "\n",
    "For a uniform force the second integral has a closed form. With the potential energy\n",
    "$U(x) = F\\,(x - x_m)$ (force $-F$, pointing to $-x$), $\\hbar k$ decreases at the rate $F$ and the\n",
    "total energy $E(k) + U(x)$ is conserved, so\n",
    "\n",
    "$$x(t) - x_0 = -\\frac{E\\big(k(t)\\big) - E(k_0)}{F}, \\qquad k(t) = k_0 - \\frac{Ft}{\\hbar}.$$\n",
    "\n",
    "Because $E(k)$ is periodic, the packet does not run away: $k$ crosses the zone in the Bloch period\n",
    "$T_B = 2\\pi\\hbar/(FL)$, and $x$ swings back and forth over the band width divided by the force,\n",
    "$W/F$. The force is $F = 2$ meV/nm, which for an electron is an electric field of 2 mV/nm\n",
    "(20 kV/cm). Two packets start at the centre of the 80-cell chain, one at the bottom of the first\n",
    "band ($k_0 = 0$) and one at its top ($k_0 = \\pi/L$), and are propagated with open-nemo's\n",
    "Hamiltonian plus $U(x)$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5ef2c5ad",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:50.933882Z",
     "iopub.status.busy": "2026-10-24T22:23:50.933776Z",
     "iopub.status.idle": "2026-10-24T22:23:52.856113Z",
     "shell.execute_reply": "2026-10-24T22:23:52.855568Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Bloch period 2πħ/(FL) = 258.5 fs, band width W1 = 34.5 meV, W1/F = 17.23 nm, m*/m0 at the band bottom = 0.0947\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "start at k = 0 (bottom): excursion -17.23 … +0.00 nm, largest |packet − energy conservation| = 0.07 nm\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "start at k = π/L (top): excursion -0.07 … +16.69 nm, largest |packet − energy conservation| = 0.54 nm\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 935x462 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "F = 0.002  # force in eV/nm (2 meV per nm)\n",
    "xm = 0.5 * NC * L\n",
    "E_f, P_f = np.linalg.eigh(H + np.diag(F * (x - xm)))  # potential energy F (x − xm)\n",
    "T_B = 2 * np.pi * HBAR / (F * L)\n",
    "tB = np.linspace(0, T_B, 121)\n",
    "band_p = lead_p.bands(np.linspace(-np.pi, np.pi, 2001))[:, 0]\n",
    "W1 = band_p.max() - band_p.min()\n",
    "e3 = lead_p.bands(np.array([-0.01, 0.0, 0.01]))[:, 0]\n",
    "m_bot = 2 * H2M0 * (0.01 / L) ** 2 / (e3[0] - 2 * e3[1] + e3[2])  # m*/m0 at k = 0\n",
    "print(\n",
    "    f\"Bloch period 2πħ/(FL) = {T_B:.1f} fs, band width W1 = {1e3 * W1:.1f} meV, \"\n",
    "    f\"W1/F = {W1 / F:.2f} nm, m*/m0 at the band bottom = {m_bot:.4f}\"\n",
    ")\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(8.5, 4.2))\n",
    "for k0L, c, lab in (\n",
    "    (0.0, style.OPEN_NEMO, \"start at k = 0 (bottom)\"),\n",
    "    (1.0, style.sweep(4)[3], \"start at k = π/L (top)\"),\n",
    "):\n",
    "    psi_t = evolve(packet(k0L * np.pi / L, xm, 40.0), tB, E_f, P_f)\n",
    "    xc = (np.abs(psi_t) ** 2) @ x - xm\n",
    "    kt = k0L * np.pi / L - F * tB / HBAR  # ħ dk/dt = −F\n",
    "    pred = -(lead_p.bands(kt * L)[:, 0] - lead_p.bands(np.array([k0L * np.pi]))[0, 0]) / F\n",
    "    ax.plot(tB, xc, \"o\", ms=3, color=c, label=f\"packet, {lab}\")\n",
    "    ax.plot(tB, pred, \"-\", lw=1, color=c)\n",
    "    print(\n",
    "        f\"{lab}: excursion {xc.min():+.2f} … {xc.max():+.2f} nm, \"\n",
    "        f\"largest |packet − energy conservation| = {np.abs(xc - pred).max():.2f} nm\"\n",
    "    )\n",
    "t_s = np.linspace(0, 0.3 * T_B, 50)\n",
    "ax.plot(\n",
    "    t_s,\n",
    "    -0.5 * F * (2 * H2M0 / m_bot) / HBAR**2 * t_s**2,\n",
    "    \"--\",\n",
    "    color=style.CONTEXT,\n",
    "    lw=1,\n",
    "    label=\"−F t²/(2m*) with the band-bottom mass\",\n",
    ")\n",
    "ax.set(\n",
    "    xlabel=\"t (fs)\",\n",
    "    ylabel=\"⟨x⟩ − x0 (nm)\",\n",
    "    ylim=(-20, 20),\n",
    "    title=f\"uniform force F = {1e3 * F:.0f} meV/nm (pushes towards −x)\",\n",
    ")\n",
    "ax.legend(frameon=False, fontsize=8, loc=\"lower left\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec4daa82",
   "metadata": {},
   "source": [
    "Started at the bottom of the band, the packet first accelerates in the direction of the force and\n",
    "follows $-Ft^2/(2m^*)$ with the band-bottom mass ($0.0947\\,m_0$ on the 0.25 nm grid). As $k$\n",
    "approaches $-\\pi/L$ the mass turns negative and the packet slows down although the force keeps\n",
    "pushing; it stops at $-17.23$ nm $= -W_1/F$, returns, and is back at its start after one Bloch\n",
    "period, 258.5 fs. Started at the top of the band, where $m^* < 0$, the packet moves against the\n",
    "force, up to $+16.69$ nm: this is the negative mass of the lecture (\"if you push it with a vector\n",
    "in one direction, it actually moves the other direction\"). Both packets follow the\n",
    "energy-conservation prediction to within 0.07 and 0.54 nm, small compared with their width of\n",
    "40 nm. Bloch oscillations are hard to see in bulk crystals, where $L$ is a fraction of a nanometre\n",
    "and $T_B$ is long compared with the time between scattering events; superlattices with periods of\n",
    "several nanometres, like this one, made them observable.\n",
    "\n",
    "## 4. The effective mass is not essential: linear dispersion\n",
    "\n",
    "If $E(k)$ is linear, $E = \\pm\\hbar v_F|k|$, the velocity is defined everywhere (except exactly at\n",
    "the crossing) but $d^2E/dk^2$ is zero on both sides and undefined at the kink. \"Mass appears to be\n",
    "ill-defined\", yet the integral description of Section 3 works unchanged. Graphene is the example\n",
    "the lecture gives: near its Dirac points the bands are linear.\n",
    "\n",
    "![Slide 6: effective mass is not essential](attachment:slide_006.png)\n",
    "\n",
    "*Slide 6: a linear dispersion (left) has a well-defined velocity (centre) but no well-defined\n",
    "$1/m^*$ (right).*\n",
    "\n",
    "The smallest model with the same feature is a chain with two atoms per cell and alternating\n",
    "hopping energies $t_1$ (inside the cell) and $t_2$ (between cells), built as a `nemo.Lead` with\n",
    "$2\\times2$ blocks. Its bands are $E = \\pm|t_1 + t_2e^{ika}|$, with period $a$. For $t_1 \\ne t_2$\n",
    "a gap $2|t_1 - t_2|$ opens at $ka = \\pi$, and expanding $E$ there gives the band-edge mass\n",
    "\n",
    "$$m^* = \\frac{\\hbar^2|t_1 - t_2|}{t_1t_2a^2}.$$\n",
    "\n",
    "For $t_1 = t_2$ the gap closes and the two bands cross linearly, the one-dimensional analogue of\n",
    "graphene's Dirac point (in graphene the two atoms per cell are the two sublattices). The\n",
    "parameters are graphene-like: $t_1 = 2.7$ eV and $a = 0.25$ nm."
   ],
   "attachments": {
    "slide_006.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8b4de255",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:52.857336Z",
     "iopub.status.busy": "2026-10-24T22:23:52.857245Z",
     "iopub.status.idle": "2026-10-24T22:23:53.084187Z",
     "shell.execute_reply": "2026-10-24T22:23:53.083695Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " t2/t1   gap (eV)   m*/m0 open-nemo   m*/m0 analytic   largest v (nm/fs)\n",
      "  1.0      0.00        undefined (kink)   0                 1.026\n",
      "  0.9      0.54        0.0502           0.0502            0.923\n",
      "  0.7      1.62        0.1935           0.1935            0.718\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1320x440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "a_c = 0.25  # chain period (nm)\n",
    "t1 = 2.7  # intracell hopping (eV)\n",
    "ka = np.linspace(0.6 * np.pi, np.pi, 4001)  # around the zone boundary k a = π\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(12, 4))\n",
    "print(\" t2/t1   gap (eV)   m*/m0 open-nemo   m*/m0 analytic   largest v (nm/fs)\")\n",
    "for r, c in zip((1.0, 0.9, 0.7), style.sweep(3)):\n",
    "    t2 = r * t1\n",
    "    chain2 = nemo.Lead(np.array([[0.0, -t1], [-t1, 0.0]]), np.array([[0.0, 0.0], [-t2, 0.0]]))\n",
    "    E2 = chain2.bands(ka)[:, 1]  # upper band\n",
    "    kk = ka / a_c\n",
    "    v2 = np.gradient(E2, kk) / HBAR\n",
    "    gap = 2 * abs(t1 - t2)\n",
    "    if r < 1:\n",
    "        curv = np.polyfit(kk[-10:] - np.pi / a_c, E2[-10:], 2)[0] * 2  # d²E/dk² at k a = π\n",
    "        m_n, m_a = 2 * H2M0 / curv, 2 * H2M0 * abs(t1 - t2) / (t1 * t2 * a_c**2)\n",
    "        print(\n",
    "            f\"  {r:.1f}     {gap:5.2f}        {m_n:.4f}           {m_a:.4f}            \"\n",
    "            f\"{np.abs(v2).max():.3f}\"\n",
    "        )\n",
    "    else:\n",
    "        print(f\"  {r:.1f}     {gap:5.2f}        undefined (kink)   0                 {np.abs(v2).max():.3f}\")\n",
    "    for s in (1, -1):\n",
    "        a1.plot(s * (ka / np.pi - 1) + 1, E2, color=c, label=f\"t2/t1 = {r}\" if s == 1 else None)\n",
    "        a1.plot(s * (ka / np.pi - 1) + 1, -E2, color=c)\n",
    "    a2.plot(ka / np.pi, np.abs(v2), color=c, label=f\"t2/t1 = {r}\")\n",
    "a1.set(\n",
    "    xlabel=\"k a / π\",\n",
    "    ylabel=\"E (eV)\",\n",
    "    xlim=(0.6, 1.4),\n",
    "    ylim=(-3, 3),\n",
    "    title=\"two-band chain near the zone boundary\",\n",
    ")\n",
    "a2.set(xlabel=\"k a / π\", ylabel=\"|v| (nm/fs)\", title=\"velocity of the upper band\")\n",
    "a1.legend(frameon=False, fontsize=8)\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2d31002b",
   "metadata": {},
   "source": [
    "open-nemo's bands reproduce the analytic mass, and the mass shrinks in proportion to the gap:\n",
    "$0.0502\\,m_0$ for a 0.54 eV gap, $0.194\\,m_0$ for 1.62 eV. At $t_1 = t_2$ it would be zero, which\n",
    "only says that $d^2E/dk^2$ is infinite at the crossing. The velocity behaves smoothly throughout:\n",
    "its maximum grows only from 0.718 to 1.026 nm/fs, i.e. $1.03\\times10^6$ m/s, close to the Fermi\n",
    "velocity of graphene. The same link between a small gap and a light mass is why narrow-gap\n",
    "semiconductors such as InAs and InSb have very light conduction-band masses. Velocity and band\n",
    "energies are the primary quantities; the effective mass is a convenient summary of them near a\n",
    "band edge.\n",
    "\n",
    "## 5. Full bands carry no current; electrons and holes\n",
    "\n",
    "The current carried by the electrons in a ring of $N$ cells (length $NL$) is\n",
    "\n",
    "$$I = -\\frac{q}{NL}\\sum_{i\\,\\in\\,\\text{filled}} v_i ,$$\n",
    "\n",
    "with $q$ the elementary charge and $v_i$ the group velocity of state $i$. An empty band has no\n",
    "carriers and no current. In a full band every state with velocity $v(k)$ has a partner with\n",
    "$v(-k) = -v(k)$ (inversion symmetry, $E(k) = E(-k)$), and the Pauli principle puts exactly one\n",
    "electron (per spin) in each, so the sum is zero. A force shifts every $k$ by the same amount; a full\n",
    "band stays full and still carries nothing. Current needs a partially filled band, obtained by\n",
    "optical or thermal excitation or by doping.\n",
    "\n",
    "![Slide 9: electron and hole fluxes in partially filled bands](attachment:slide_009.png)\n",
    "\n",
    "*Slide 9: band 3 with a few electrons and band 2 with a few empty states, both shifted by a field\n",
    "$\\mathcal{E}$; the current of the nearly full band 2 equals that of its empty states with positive\n",
    "charge (Shockley's parking-lot picture).*\n",
    "\n",
    "On a ring of 40 cells the velocities of all states of bands 1 and 2 follow from the\n",
    "Hellmann–Feynman expression of Section 1. Band 2 receives 7 electrons at its bottom\n",
    "($kL = \\pm\\pi$), and band 1 loses the same 7 states at its top. Then every $k$ is moved by $-2\\Delta k$,\n",
    "as a force acting for a short time would do."
   ],
   "attachments": {
    "slide_009.png": {
     "image/png": 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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b3764587",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:53.085475Z",
     "iopub.status.busy": "2026-10-24T22:23:53.085365Z",
     "iopub.status.idle": "2026-10-24T22:23:53.123274Z",
     "shell.execute_reply": "2026-10-24T22:23:53.122874Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ring of 40 cells, Δk = 0.0196 1/nm; one electron at the fastest state carries 106.0 nA\n",
      "band 1 full:                         I = +2.78e-14 nA\n",
      "band 1 full, all k moved by −0.37 Δk: I = -5.21e-12 nA\n",
      "\n",
      "all k moved by +0 Δk:\n",
      "  band 2, 7 electrons:      I =    -0.00 nA\n",
      "  band 1, 33 electrons:     I =    -0.00 nA   (sum over filled states)\n",
      "  band 1, 7 holes (+q):     I =    -0.00 nA   (sum over empty states)\n",
      "\n",
      "all k moved by -2 Δk:\n",
      "  band 2, 7 electrons:      I =  +705.02 nA\n",
      "  band 1, 33 electrons:     I =  +288.47 nA   (sum over filled states)\n",
      "  band 1, 7 holes (+q):     I =  +288.47 nA   (sum over empty states)\n"
     ]
    }
   ],
   "source": [
    "Q = 1.602176634e-19  # elementary charge (C)\n",
    "NR = 40  # cells in the ring\n",
    "dk = 2 * np.pi / (NR * L)\n",
    "n_all = np.arange(-NR // 2, NR // 2)\n",
    "\n",
    "\n",
    "def velocities(band, shift=0.0):\n",
    "    \"\"\"Hellmann–Feynman velocities (nm/fs) of all ring states of `band`, every k moved by `shift`.\"\"\"\n",
    "    return np.array([bloch(lead_p, (n * dk + shift) * L, band)[2] for n in n_all])\n",
    "\n",
    "\n",
    "def current_nA(v_sum):\n",
    "    \"\"\"I = −q Σ v / (N L), in nA (v in nm/fs = 10^6 m/s, N L in nm).\"\"\"\n",
    "    return -Q * v_sum * 1e6 / (NR * L * 1e-9) * 1e9\n",
    "\n",
    "\n",
    "v1, v2 = velocities(0), velocities(1)\n",
    "v1s = velocities(0, shift=-0.37 * dk)\n",
    "print(\n",
    "    f\"ring of {NR} cells, Δk = {dk:.4f} 1/nm; one electron at the fastest state carries \"\n",
    "    f\"{abs(current_nA(v1.max())):.1f} nA\"\n",
    ")\n",
    "print(f\"band 1 full:                         I = {current_nA(v1.sum()):+.2e} nA\")\n",
    "print(f\"band 1 full, all k moved by −0.37 Δk: I = {current_nA(v1s.sum()):+.2e} nA\")\n",
    "\n",
    "# band 2 nearly empty: 7 electrons at the bottom (k L = π), then all of them moved by −2 Δk\n",
    "order2 = np.argsort(np.abs(np.abs(n_all * dk * L) - np.pi))  # the 7 states closest to k L = ±π\n",
    "occ2 = np.zeros(NR, bool)\n",
    "occ2[order2[:7]] = True\n",
    "# band 1 nearly full: 7 empty states at the top (k L = π)\n",
    "emp1 = np.zeros(NR, bool)\n",
    "emp1[order2[:7]] = True\n",
    "for shift_n in (0, -2):\n",
    "    vs1, vs2 = velocities(0, shift_n * dk), velocities(1, shift_n * dk)\n",
    "    I_e2 = current_nA(vs2[occ2].sum())\n",
    "    I_filled1 = current_nA(vs1[~emp1].sum())\n",
    "    I_holes1 = -current_nA(vs1[emp1].sum())  # +q for each empty state\n",
    "    print(f\"\\nall k moved by {shift_n:+d} Δk:\")\n",
    "    print(f\"  band 2, 7 electrons:      I = {I_e2:+8.2f} nA\")\n",
    "    print(f\"  band 1, 33 electrons:     I = {I_filled1:+8.2f} nA   (sum over filled states)\")\n",
    "    print(f\"  band 1, 7 holes (+q):     I = {I_holes1:+8.2f} nA   (sum over empty states)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "41748ce9",
   "metadata": {},
   "source": [
    "A full first band carries $3\\cdot10^{-14}$ nA, and $-5\\cdot10^{-12}$ nA after all its states\n",
    "are moved by an arbitrary fraction of $\\Delta k$: zero to rounding, compared with the 106 nA of a\n",
    "single electron in the fastest state. Before the shift the partially filled bands carry nothing\n",
    "either, because their electrons are arranged symmetrically in $k$. After the shift by $-2\\Delta k$\n",
    "the 7 electrons of band 2 carry 705 nA, and the 33 electrons of band 1 carry 288.47 nA. The same\n",
    "288.47 nA follows from the 7 empty states alone, counted with charge $+q$:\n",
    "\n",
    "$$-\\frac{q}{NL}\\sum_{\\text{filled}} v_i = -\\frac{q}{NL}\\Big(\\sum_{\\text{all}} v_i - \\sum_{\\text{empty}} v_i\\Big)\n",
    "= +\\frac{q}{NL}\\sum_{\\text{empty}} v_i ,$$\n",
    "\n",
    "because the sum over all states vanishes. This is the hole: instead of 33 electrons with negative\n",
    "charge near the top of the band, where their mass is negative, one follows 7 empty states with\n",
    "positive charge and positive mass. Shockley's analogy is a two-storey parking garage: on the full\n",
    "lower floor no car can move, but if a few cars are lifted to the empty upper floor, both they and\n",
    "the gaps they leave behind can move. Both currents have the same sign: electrons in band 2 and\n",
    "holes in band 1 add up.\n",
    "\n",
    "## 6. Exploration: electron and hole masses versus barrier height\n",
    "\n",
    "Electrons \"fall\" to the bottom of a band and holes \"float\" to its top, so the masses that matter\n",
    "for transport are those at the bottom of the conduction band and the top of the valence band.\n",
    "In the superlattice, band 1 plays the role of a valence band (holes at its top) and band 2 of a\n",
    "conduction band. The table follows the three band-edge masses as the barrier height $U_0$ is\n",
    "varied, from open-nemo's bands (a three-point curvature at the edge) and from the Kronig–Penney\n",
    "formula of Section 2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "7ea4fd43",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-24T22:23:53.124341Z",
     "iopub.status.busy": "2026-10-24T22:23:53.124271Z",
     "iopub.status.idle": "2026-10-24T22:23:53.206283Z",
     "shell.execute_reply": "2026-10-24T22:23:53.205878Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  U0 (eV)   band-1 bottom m*/m0     band-1 top m*/m0      band-2 bottom m*/m0\n",
      "            open-nemo  K–P          open-nemo  K–P         open-nemo  K–P\n",
      "   0.1      0.0691  0.0691      -0.0093  -0.0093     0.0073  0.0073\n",
      "   0.2      0.0748  0.0748      -0.0201  -0.0200     0.0127  0.0127\n",
      "   0.4      0.0948  0.0948      -0.0466  -0.0466     0.0208  0.0208\n",
      "   0.6      0.1251  0.1252      -0.0808  -0.0808     0.0283  0.0283\n",
      "   0.8      0.1659  0.1660      -0.1242  -0.1242     0.0368  0.0368\n"
     ]
    }
   ],
   "source": [
    "print(\"  U0 (eV)   band-1 bottom m*/m0     band-1 top m*/m0      band-2 bottom m*/m0\")\n",
    "print(\"            open-nemo  K–P          open-nemo  K–P         open-nemo  K–P\")\n",
    "dq = 0.02\n",
    "for U in (0.1, 0.2, 0.4, 0.6, 0.8):\n",
    "    ld = cell_lead(0.05, U=U)\n",
    "    row = []\n",
    "    for kL0, j, sign in ((0.0, 0, 1), (np.pi, 0, -1), (np.pi, 1, -1)):\n",
    "        e3 = ld.bands(np.array([kL0 - dq, kL0, kL0 + dq]))[:, j]\n",
    "        m_n = 2 * H2M0 * (dq / L) ** 2 / (e3[0] - 2 * e3[1] + e3[2])\n",
    "        m_kp = kp_edge_mass(e3[1], sign, U=U)[1]\n",
    "        row += [m_n, m_kp]\n",
    "    print(\n",
    "        f\"   {U:.1f}      {row[0]:.4f}  {row[1]:.4f}      {row[2]:+.4f}  {row[3]:+.4f}     \"\n",
    "        f\"{row[4]:.4f}  {row[5]:.4f}\"\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c20a7890",
   "metadata": {},
   "source": [
    "open-nemo and the Kronig–Penney formula agree to $10^{-4}\\,m_0$ for every barrier height. Higher\n",
    "barriers make all three masses heavier, because the bands become narrower. For weak barriers the\n",
    "mass at the bottom of band 1 approaches the GaAs mass ($0.069\\,m_0$ at 0.1 eV), while the masses on\n",
    "either side of the first gap, the top of band 1 ($-0.0093\\,m_0$) and the bottom of band 2\n",
    "($0.0073\\,m_0$), become very light: as in Section 4, a small gap means a light mass.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- A wave packet moves with the group velocity $v = (1/\\hbar)\\,dE/dk$; packets propagated in time\n",
    "  with open-nemo's Hamiltonian move at the band's slope to within about 1 %.\n",
    "- A force changes the crystal momentum, $\\hbar\\,dk/dt = F$; the acceleration defines\n",
    "  $1/m^* = (1/\\hbar^2)\\,d^2E/dk^2$, which depends on the band and on $k$, is infinite at the band's\n",
    "  inflection point and negative near its top.\n",
    "- Under a constant force a packet performs a Bloch oscillation of amplitude $W/F$ and period\n",
    "  $2\\pi\\hbar/(FL)$; started at the band top it moves against the force.\n",
    "- The effective mass is not fundamental: for a linear dispersion it is undefined, and it shrinks\n",
    "  with the gap, while velocities stay finite.\n",
    "- Empty and full bands carry no current. A nearly full band is described by its empty states,\n",
    "  holes with positive charge and positive mass.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Propagate a packet in band 2 (`packet(..., band=1)`) with $k_0 = \\pi/(2L)$. In which direction\n",
    "   does it move, and why?\n",
    "2. Repeat Section 3 with $F = 1$ and $4$ meV/nm. Check that $T_B \\propto 1/F$ and that the\n",
    "   amplitude is $W_1/F$.\n",
    "3. In Section 4, compute $m^*$ for $t_2/t_1 = 0.95$ and $0.99$ and plot $m^*$ against the gap.\n",
    "4. In Section 5, shift the 7 electrons of band 2 by $+2\\Delta k$ instead of $-2\\Delta k$. What\n",
    "   happens to the currents of band 1 and band 2?\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 7.1: problem formulation](07_1_bandstructure_problem_formulation.ipynb) and\n",
    "  [Lecture 7.2: band structure solutions](07_2_bandstructure_solutions.ipynb).\n",
    "- [Lecture 6.4: N barriers and the formation of bands](06_4_n_barriers_and_bands.ipynb), where\n",
    "  the superlattice mass is first estimated from the band curvature.\n",
    "- [Superlattice minibands](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_05_superlattice_minibands.ipynb)\n",
    "  and [Benchmark: the Periodic Potential Lab](../../book/15_benchmarks/15_05_nanohub_tools/15_05_01_band_structures_and_barriers/15_05_01_05_periodic_potential_lab.ipynb).\n",
    "- D. Mejia and G. Klimeck, \"Periodic Potential Lab – Kronig Penney Model\" (2019),\n",
    "  [nanoHUB](https://nanohub.org/resources/kronigpenneylab), DOI [10.21981/TT2Y-A185](https://doi.org/10.21981/TT2Y-A185).\n",
    "- R. F. Pierret, *Advanced Semiconductor Fundamentals*, Modular Series on Solid State Devices,\n",
    "  Vol. 6, Ch. 3 (the reference on the slides).\n",
    "- W. Shockley, *Electrons and Holes in Semiconductors* (Van Nostrand, 1950), the source of the\n",
    "  parking-lot picture."
   ]
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