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   "source": [
    "# ECE 606 Lecture 6.4: Electron tunneling — N barriers and the formation of bands\n",
    "\n",
    "*From* [Nanoelectronic Modeling — From Atoms to Devices](https://nanohub.org/resources/45001), *Gerhard Klimeck, Purdue University. Lecture page:* [nanoHUB resource 37109](https://nanohub.org/resources/37109) — [video](https://nanohub.org/resources/37787) · [slides](https://nanohub.org/resources/37786) · [YouTube](https://youtube.com/watch?v=RQujA5vZIYM)\n",
    "\n",
    "**In this lecture**\n",
    "\n",
    "- a numerical experiment with PCPBT: 110 meV barriers 2 nm wide around 6 nm wells, from one well to 49 wells\n",
    "- N wells give N transmission peaks: the single well state splits into N states (bonding and antibonding for two wells)\n",
    "- many wells form a band-pass filter, and the N states line up on a cosine-like band\n",
    "- S states per well give S bands: taller barriers (400 meV) give two bands, wider wells (10 nm) three\n",
    "- lower bands are narrower and have a smaller slope, which means a heavier effective mass\n",
    "\n",
    "**In this notebook** repeats the lecture's experiment with open-nemo for 1 to 49 wells, counts the transmission peaks, compares the peak energies with the Bloch band of the infinite superlattice, builds the two- and three-band structures, extracts the effective mass of each band, and measures how many wells it takes to make a band."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4dfc960b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:04.124597Z",
     "iopub.status.busy": "2026-10-25T17:26:04.124463Z",
     "iopub.status.idle": "2026-10-25T17:26:04.614367Z",
     "shell.execute_reply": "2026-10-25T17:26:04.613884Z"
    }
   },
   "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": "a4009b7d",
   "metadata": {},
   "source": [
    "## 1. N wells, N transmission peaks\n",
    "\n",
    "The double barrier of Lecture 6.3 is one well between two barriers, and it has one transmission\n",
    "peak below the barrier top. The lecture adds barriers one at a time with nanoHUB's PCPBT tool,\n",
    "keeping each barrier $B = 2$ nm wide and $V_b = 110$ meV tall and each well $W = 6$ nm wide (GaAs\n",
    "effective mass $0.067\\,m_0$ throughout). With $N + 1$ barriers there are $N$ wells, and the\n",
    "structure is $N$ periods of length $L = W + B = 8$ nm plus one closing barrier. Contacts of 10 nm\n",
    "GaAs at 0 eV sit on both sides.\n",
    "\n",
    "![Slide 5: two wells give two transmission peaks](attachment:slide_005.png)\n",
    "\n",
    "*Slide 5: three barriers form two wells; the single resonance of one well splits into two peaks, the\n",
    "analogue of a bonding and an antibonding state of a molecule.*"
   ],
   "attachments": {
    "slide_005.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "dab9564e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:04.615665Z",
     "iopub.status.busy": "2026-10-25T17:26:04.615567Z",
     "iopub.status.idle": "2026-10-25T17:26:05.904945Z",
     "shell.execute_reply": "2026-10-25T17:26:05.904437Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " wells N   transmission peaks below 110 meV   lowest (eV)   highest (eV)\n",
      "    1                 1                        0.0447        0.0447\n",
      "    2                 2                        0.0332        0.0604\n",
      "    3                 3                        0.0291        0.0694\n",
      "    4                 4                        0.0272        0.0750\n",
      "    5                 5                        0.0262        0.0787\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    6                 6                        0.0255        0.0812\n",
      "    7                 7                        0.0251        0.0830\n",
      "    8                 8                        0.0249        0.0843\n",
      "    9                 9                        0.0247        0.0853\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1430x440 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.signal import find_peaks\n",
    "\n",
    "M, DX, LEAD = 0.067, 0.05, 10.0\n",
    "\n",
    "\n",
    "def superlattice(N, W=6.0, B=2.0, Vb=0.11, lead=LEAD, dx=DX):\n",
    "    \"\"\"N wells of width W between N + 1 barriers (B wide, Vb tall), GaAs contacts on both sides.\"\"\"\n",
    "    gaas, bar = EM(\"GaAs\", M, 12.9), EM(\"barrier\", M, 12.9, conduction_band_edge=Vb)\n",
    "    layers = [nemo.Layer(gaas, lead)]\n",
    "    for _ in range(N):\n",
    "        layers += [nemo.Layer(bar, B), nemo.Layer(gaas, W)]\n",
    "    layers += [nemo.Layer(bar, B), nemo.Layer(gaas, lead)]\n",
    "    return nemo.Heterostructure1D(layers, spacing=dx)\n",
    "\n",
    "\n",
    "def peaks(N, E, **kw):\n",
    "    \"\"\"Transmission and the energies of its maxima below the barrier top.\"\"\"\n",
    "    T = nemo.Transport(superlattice(N, **kw).hamiltonian).transmission(E)\n",
    "    p = find_peaks(T)[0]\n",
    "    return T, E[p][E[p] < kw.get(\"Vb\", 0.11)]\n",
    "\n",
    "\n",
    "E = np.linspace(0.0005, 0.2, 20000)\n",
    "print(\" wells N   transmission peaks below 110 meV   lowest (eV)   highest (eV)\")\n",
    "results = {}\n",
    "for N in range(1, 10):\n",
    "    T, ep = peaks(N, E)\n",
    "    results[N] = (T, ep)\n",
    "    print(f\"   {N:2d}                {len(ep):2d}                        {ep[0]:.4f}        {ep[-1]:.4f}\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 5, figsize=(13, 4), sharey=True)\n",
    "for ax, N in zip(axes, (1, 2, 3, 5, 9)):\n",
    "    T, ep = results[N]\n",
    "    ax.semilogx(T, E, color=style.OPEN_NEMO, lw=0.9)\n",
    "    for e in ep:\n",
    "        ax.axhline(e, color=style.CONTEXT, lw=0.4, ls=\"--\")\n",
    "    ax.set(xlabel=\"transmission T\", xlim=(1e-4, 2), title=f\"{N} well{'s' if N > 1 else ''}\")\n",
    "axes[0].set(ylabel=\"energy (eV)\", ylim=(0, 0.2))\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5537a930",
   "metadata": {},
   "source": [
    "Every added well adds one peak: one well has one resonance (at 0.045 eV), two wells have two\n",
    "(0.033 and 0.060 eV), and $N$ wells have $N$, all with $T = 1$ for this symmetric structure. In the\n",
    "language of Lecture 6.3 each well alone would have a quasi-bound state at nearly the same energy;\n",
    "with $N$ such wells the $N$-fold degenerate level splits, because the states couple through the\n",
    "thin barriers. The lowest peak moves down and the highest moves up as $N$ grows, but both stay\n",
    "inside a fixed window (0.025 to 0.085 eV for nine wells).\n",
    "\n",
    "## 2. A band-pass filter\n",
    "\n",
    "With 9, 19, 29 and 49 wells the peaks merge into a window of nearly perfect transmission with sharp\n",
    "edges, which Klimeck compares with an electrical band-pass filter. The window is the band of the\n",
    "infinite superlattice, the periodic repetition of one 6 nm well and one 2 nm barrier. Bloch's\n",
    "theorem (Lecture 7.1) gives its states: $\\psi(x + L) = e^{iqL}\\psi(x)$ with $-\\pi/L \\le q \\le \\pi/L$.\n",
    "open-nemo computes the band with the same discretized Hamiltonian, as a lead made of one period,\n",
    "with `nemo.lead_bands`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "08249be4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:05.906067Z",
     "iopub.status.busy": "2026-10-25T17:26:05.905994Z",
     "iopub.status.idle": "2026-10-25T17:26:06.828386Z",
     "shell.execute_reply": "2026-10-25T17:26:06.827903Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Bloch band of the 6 nm / 2 nm / 110 meV superlattice: 0.0238 to 0.0903 eV (width 66.5 meV)\n",
      " wells N   peaks   lowest (eV)   highest (eV)   mean T inside the band\n",
      "    9        9     0.0247        0.0853           0.696\n",
      "   19       19     0.0240        0.0889           0.698\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   29       29     0.0239        0.0897           0.698\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   49       49     0.0239        0.0901           0.698\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 1430x440 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def bloch_bands(W=6.0, B=2.0, Vb=0.11, dx=DX, npts=401):\n",
    "    \"\"\"Bands of the infinite superlattice, from one period (well + barrier) used as a lead.\"\"\"\n",
    "    cell = nemo.Heterostructure1D(\n",
    "        [nemo.Layer(EM(\"GaAs\", M, 12.9), W), nemo.Layer(EM(\"barrier\", M, 12.9, conduction_band_edge=Vb), B)],\n",
    "        spacing=dx,\n",
    "    )\n",
    "    h = cell.hamiltonian.sparse.dense().real\n",
    "    V = np.zeros_like(h)\n",
    "    V[-1, 0] = -H2M0 / (M * dx**2)  # the bond from the last site of one period to the next\n",
    "    lead = nemo.Lead(h, V)\n",
    "    bs = nemo.lead_bands(lead, npts=npts, period=W + B)\n",
    "    q = bs[\"k\"][:, 0]\n",
    "    keep = q >= 0\n",
    "    order = np.argsort(q[keep])\n",
    "    return q[keep][order], bs[\"energies\"][keep][order], lead\n",
    "\n",
    "\n",
    "q, Eq, lead110 = bloch_bands()\n",
    "bottom, top = Eq[0, 0], Eq[-1, 0]\n",
    "print(\n",
    "    f\"Bloch band of the 6 nm / 2 nm / 110 meV superlattice: {bottom:.4f} to {top:.4f} eV \"\n",
    "    f\"(width {1e3 * (top - bottom):.1f} meV)\"\n",
    ")\n",
    "\n",
    "fig, axes = plt.subplots(1, 4, figsize=(13, 4), sharey=True)\n",
    "print(\" wells N   peaks   lowest (eV)   highest (eV)   mean T inside the band\")\n",
    "for ax, N in zip(axes, (9, 19, 29, 49)):\n",
    "    T, ep = peaks(N, E)\n",
    "    inside = (E > bottom) & (E < top)\n",
    "    print(f\"   {N:2d}      {len(ep):3d}     {ep[0]:.4f}        {ep[-1]:.4f}           {T[inside].mean():.3f}\")\n",
    "    ax.plot(T, E, color=style.OPEN_NEMO, lw=0.6)\n",
    "    ax.axhspan(bottom, top, color=style.CONTEXT, alpha=0.15, lw=0)\n",
    "    ax.set(xlabel=\"transmission T\", xlim=(0, 1.05), title=f\"{N} wells\")\n",
    "axes[0].set(ylabel=\"energy (eV)\", ylim=(0, 0.12))\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bfeaab2e",
   "metadata": {},
   "source": [
    "The grey band is the Bloch band of the infinite superlattice. The number of peaks still equals the\n",
    "number of wells (49 peaks for 49 wells), and the edges of the transmission window converge onto the\n",
    "Bloch band edges, 0.0238 and 0.0903 eV. Outside the band the transmission is exponentially small:\n",
    "these are the forbidden energies, the band gaps. As the lecture points out, the filter is not\n",
    "symmetric: near the lower edge the peaks are narrow and crowded, near the upper edge they are\n",
    "broader. The dips between the peaks do not fill in as wells are added; the transmission averaged\n",
    "over the band stays at 0.70 from 9 to 49 wells (Section 6 returns to this).\n",
    "\n",
    "## 3. From peaks to states to a band\n",
    "\n",
    "The third panel of the PCPBT output plots the peak energies against their index $j = 1 \\dots N$.\n",
    "This relation can be made exact. The structure is $N + 1$ identical periods (barrier plus well,\n",
    "the last well being the right contact), so its transfer matrix is the $(N+1)$-th power of the\n",
    "matrix $M$ of one period. Because $\\det M = 1$, the Cayley–Hamilton theorem gives\n",
    "\n",
    "$$M^{n} = U_{n-1}(\\xi)\\,M - U_{n-2}(\\xi)\\,\\mathbb{1}, \\qquad \\xi = \\tfrac12\\operatorname{Tr}M = \\cos qL,\n",
    "\\qquad U_n(\\cos\\theta) = \\frac{\\sin((n+1)\\theta)}{\\sin\\theta},$$\n",
    "\n",
    "where $\\xi = \\cos qL$ inside a band is the Bloch condition of Lecture 7.1 and $U_n$ are Chebyshev\n",
    "polynomials of the second kind. The reflection amplitude is proportional to the off-diagonal element\n",
    "$(M^{N+1})_{21} = U_N(\\xi)M_{21}$, which vanishes when $\\sin((N+1)qL) = 0$. The transmission is\n",
    "therefore exactly one at\n",
    "\n",
    "$$q_jL = \\frac{j\\pi}{N+1}, \\qquad j = 1, \\dots, N,$$\n",
    "\n",
    "and the peaks plotted against $q_jL/\\pi = j/(N+1)$ must lie on the Bloch band $E(q)$.\n",
    "\n",
    "![Slide 30: 49 wells, 49 peaks, 49 states](attachment:slide_030_crop.png)\n",
    "\n",
    "*Slide 30: potential with resonance energies, transmission, and the resonance energies against their\n",
    "index (\"occurrence\") for 49 wells: a cosine-like band.*"
   ],
   "attachments": {
    "slide_030_crop.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e47bb2f6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:06.829526Z",
     "iopub.status.busy": "2026-10-25T17:26:06.829420Z",
     "iopub.status.idle": "2026-10-25T17:26:07.488466Z",
     "shell.execute_reply": "2026-10-25T17:26:07.487865Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " wells N   largest |E_j − E_Bloch(q_j)| (meV)   lowest peak − band bottom (meV)   band top − highest (meV)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    5                0.01                            2.34                          11.63\n",
      "    9                0.00                            0.84                           4.98\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   19                0.00                            0.22                           1.38\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   49                0.00                            0.04                           0.23\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 825x495 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(7.5, 4.5))\n",
    "ax.plot(\n",
    "    q * 8.0 / np.pi,\n",
    "    Eq[:, 0],\n",
    "    **style.series(\"reference\"),\n",
    "    lw=2.4,\n",
    "    alpha=0.35,\n",
    "    label=\"Bloch band of the infinite superlattice\",\n",
    ")\n",
    "print(\n",
    "    \" wells N   largest |E_j − E_Bloch(q_j)| (meV)   lowest peak − band bottom (meV)   band top − \"\n",
    "    \"highest (meV)\"\n",
    ")\n",
    "for N, c in zip((5, 9, 19, 49), style.sweep(4)):\n",
    "    _, ep = peaks(N, E)\n",
    "    j = np.arange(1, len(ep) + 1)\n",
    "    qj = j * np.pi / ((N + 1) * 8.0)\n",
    "    dev_max = np.abs(ep - np.interp(qj, q, Eq[:, 0])).max()\n",
    "    print(\n",
    "        f\"   {N:2d}              {1e3 * dev_max:6.2f}                          {1e3 * (ep[0] - bottom):6.2f}\"\n",
    "        f\"                         {1e3 * (top - ep[-1]):6.2f}\"\n",
    "    )\n",
    "    ax.plot(j / (N + 1), ep, \"o\", ms=3.5, color=c, label=f\"{N} wells: peak j at q = jπ/((N+1)L)\")\n",
    "ax.set(xlabel=\"q L / π\", ylabel=\"energy (eV)\", xlim=(0, 1), title=\"transmission peaks against the Bloch band\")\n",
    "ax.legend(frameon=False, fontsize=8);"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "438fdb2a",
   "metadata": {},
   "source": [
    "The peaks of every finite structure fall on the band of the infinite one, to 0.01 meV or better\n",
    "(the resolution of the energy grid), already for five wells. A finite stack does not have \"almost\"\n",
    "the band structure: its resonances sample the exact Bloch band at $N$ discrete wave numbers. What\n",
    "grows with $N$ is the sampling density. The outermost peaks sit at $q_1 = \\pi/((N+1)L)$ and\n",
    "$q_N = N\\pi/((N+1)L)$ and approach the band edges as $1/(N+1)^2$, since the band is quadratic near\n",
    "its edges: 2.3 meV above the band bottom for five wells, 0.04 meV for 49. The band is\n",
    "cosine-like, flat at the bottom and at the top, and not symmetric: it is steeper above the middle\n",
    "than below.\n",
    "\n",
    "The lecture adds a remark about this numerical experiment: students ask how many atoms it takes to\n",
    "form a band, and the answer is ambiguous, because \"band structure as such is not extremely exact; it\n",
    "depends on the assumptions that you put in\". Section 6 returns to this question.\n",
    "\n",
    "## 4. S states per well give S bands\n",
    "\n",
    "With 110 meV barriers a 6 nm well holds one state, and the superlattice has one band. Raising the\n",
    "barriers to 400 meV gives each well a second state, and widening the wells to 10 nm (at 400 meV)\n",
    "gives a third. Each state of a single well becomes a band. The lecture shows 49 wells; 19 suffice\n",
    "here to see the bands, and the Bloch bands mark where they converge. The bound states of one well\n",
    "of the same width and depth (a finite square well) are listed for comparison.\n",
    "\n",
    "![Slide 35: one, two and three states per well give one, two and three bands](attachment:slide_035.png)\n",
    "\n",
    "*Slide 35: 110 meV with 6 nm wells (top), 400 meV with 6 nm wells (middle), 400 meV with 10 nm\n",
    "wells (bottom): potential, transmission, and resonance energies against their index.*"
   ],
   "attachments": {
    "slide_035.png": {
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"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "d429d93f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:07.489698Z",
     "iopub.status.busy": "2026-10-25T17:26:07.489583Z",
     "iopub.status.idle": "2026-10-25T17:26:08.749970Z",
     "shell.execute_reply": "2026-10-25T17:26:08.749430Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "W = 6 nm, Vb = 110 meV: 19 peaks with 19 wells, 1 band(s) below the barrier top\n",
      "   band   bottom (eV)   top (eV)   width (meV)   single-well state (eV)\n",
      "    1      0.0238      0.0903       66.5          0.0468\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "W = 6 nm, Vb = 400 meV: 38 peaks with 19 wells, 2 band(s) below the barrier top\n",
      "   band   bottom (eV)   top (eV)   width (meV)   single-well state (eV)\n",
      "    1      0.0617      0.0961       34.5          0.0782\n",
      "    2      0.2399      0.3822      142.4          0.2870\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "W = 10 nm, Vb = 400 meV: 57 peaks with 19 wells, 3 band(s) below the barrier top\n",
      "   band   bottom (eV)   top (eV)   width (meV)   single-well state (eV)\n",
      "    1      0.0307      0.0414       10.7          0.0364\n",
      "    2      0.1215      0.1655       44.0          0.1424\n",
      "    3      0.2695      0.3713      101.9          0.3037\n"
     ]
    },
    {
     "data": {
      "image/png": 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HzqIWVXR0NG7r2gWPPv6IQ40UvU5vOV7zl3xniNd2cH/26GOiKaN988LuPbrbRhIUta1yNm0qLR07dcCSlYvx9Rdf48D+g3J0xZo1a8jOpkfcPfym++d1bmW6Tx7XIY80ITQ01JauUJj7rhIBSmuafV9Qhb0ewsh778HxYydsy/eNHpWr+Zj967ln1N2y6dr2bTtkEEeMTvfcC8/K/tfK6vv0Vra9f8xo2afTTz/8hNgTseKky9cmgkatWmc3/8xPcVzPW3lv3+q1JCIiIiIiKqs8TAV1bEOUh4X/LMTkSc/JL/KiVkxRR/ijouH1ICIiIiIiovKOfVDRLRM1xkQH55/NmcXgVBnA60FERERERETlHWtQERERERERERGRS7EGFRERERERERERVZxO0tevXY/FC5dApVahU+dOeGDs/fD2NncYfDNff/mNHIlr/ITH0aVr9sh3b7w6Q3boba9bt654bPyjxX78REREVP4sW7IcK1eshNFgRPee3eWgAs4OZjLzw09w8OAhvPDiFDnirNVzzzyPxMREh20H3XE77h09qtiPn4iIiKgiKLUA1R+//YnXX3kDk6c8g8jICHz+2Vzs2rELX377xU333bRxM+b98RfOnjmL4SOGOazbu2cvGjVuhDvuvMOWVqlSTIm8BiIiIipf5n7+Bb74/Es54qgY1OPjD2fi0MFDePeDd2667+JFS7B08VKcO3ceDz/6kMO6nTt2YsDA/jLgZVW9evUSeQ1EREREFUGpBKj0ej0+fO8jPD15Ep6cOEGm1W/QAMPvHIG9e/ahbbs2+e6bkJCAF6e8JANZwwYPz3Ob2nVqo2evHiV2/ERERFT+pKWlYfann+O1N17F/WNG237EeuTBx/Do44/I0WjzE3chDu+8+S7mfDkb9wzPu1ZUg4YNWP4gIiIiKk8BqkMHDiE5ORn9B/azpbVu0wqVKlXCxg0b8w1QmUwmPPf0FIx9aAyaNW+ab/6rVq7Gvr37ZaGzT78+6NW7Z4m8DiIiIio/du7YBa1G61D+EDWeRE0qUTs7vwCV+GFt0pNP47nnJ6NmrVr55r9g/gKsXbNOjmx7+x23o1PnjiXyOoiIiIgqglLpJP3SpUtyWrlKZYf0SpUr4dLFy/nu9+Xcr6DT6/HEhMfz3SY0NBQ9enTHiLuGISwsDE8+/pSsrVUQtUqNG0k3bI+E+ARcuXQFRqPxll8bERERlU2XLl6SfV1GRUXZ0hQKBaKio+S6/IhyhCijjLov//6kRJ7de3TH8BFD4ePjg7H3j8O3X31X4PGw/EFERETk4hpUOp1eTn19fR3SxS+Yer0uz31Ejaj/ffM9Fq9YKDsyzcrKynO7r777EgEBAXJ+0OBBsrnf88++gPvuvxfVa+TdF8TKpauxcP6SXOnPTX0WISHBt/z6KqIsYxY8vTgIJM8V7yu+B8s+fl4VTNRW3vTVLrQa2hhBMYEl9tleq0Hp988kakL5+vrkSvfz85Xr8rJh/UYsWbQUK/5bVmDev837xaH8ER0TLQNbogP2kNCQPPdh+cN98XOm/OM1dA+8ju6B17H8K2y5r1QCVMGWoE9KSorDr5ii2V/denlXr//919+hVCoxbep0WwHaOprfvr378Na7b8pla+HQqnefXjKYdfTosXwDVAMH90ePPt1syynJKZgx7V1Ur1MZ4RHhRX69FcH52Isu+bJRHvFc8VzxvuJ7sCw7vfM8ajStipY9m7rd51VwcDAyMjJhMBhkzSmr5OQUhITkHUT65cdfoPRR4plJz8plveVHtpkfzpQdo784bWq+5Y+3Z7yDkydPokPHDnnmzfKH+3K3905FxGvoHngd3QOvY8VVKgGqJk2byOnRI8dsnYmqVCqcP3ceY8Y9kOc+ovPSwUMG25ZNWVnYvHEzevTsjv4DsvuSyEkEwQSlt3e+2/j5+8kHERFRRXdu70U079cI7qhJ08byB65jR4+hRcsWMi0+PkE27W/cJO/X/Ozzk5GYmGRbTk1NxfZt2zFg4AB075n941ZOKSmpcurtrcx3G5Y/iIiIiFwcoKpevRo6dOqA777+Dl273SZ/xfz+2x/g5eWFgYMG2LZ79eXXUKNGDTw2/lE0atxIPqzEr5+CSGvbvq2cP3vmLOLiLtqCXhqNVlavDw8Pl89HREREBfML8kVmssotT1PzFs3lSHtff/EN5nz1OTw8PPDV3K8QHh6GHnaj/z476Tl07NwR944ehWbNmznkIQJaQrMWzWxBriOHj8gf2qw1pTIyMvDJR5+gWvVqBQ7qQkREREQuDlAJM2d9hHEPPIRunXrIvhkuX7qEWZ9/goiICNs2e3bvhUqldjrP0LBQfPDeh5j+4nRUrVYVZ06fRVR0JL7/+X8IDAwsoVdCRETkPpoPaISlH6xFzdbV4G5EQGr23E/xyIOPoXuXnrIz86TEJMz9eg78/f1t223ftgORUZFO5yt+CPvgvY9w/twLcgTh2NhTqFW7Fv7347eyU3YiIiIiKsMBKtEf1H/rV+HokaNQqzXyF8ac/Te8/e6bCAh0TLMSta1+/PUHNGnS2KGA+PV3XyH+ejzOnz+PmJgY+TyiU3UiIiK6uZDoIDTr2wBbftmNWl2rut0pEzWvN2xZh8OHjsBoNKB58+bw9XMctEX8YBYdHZ3n/qGhIbL80aJlc1talapV8MvvP+HK5StypOLKVaqgWrWqMiBGRERERGU8QGUNMlmrx+fF2nQvL6LQZ23Kl5MYOUc8iIiI6Na1GNgY/765EqGXg4AG7ncGRa2mNm1b57u+c5dO+a4TA7bkV/4QgSrxICIiIqKiY1UjIiKiCk78CNSkV31cj0109aEQERERUQXFABUREVEFZ9QbcXTtKUTVDXf1oRARERFRBVWqTfyIiIiobBEj+C39aB2a9KqHoBp59wNJRERERFTSWIOKiIiogrp09Cr+eXMlbnugHZr3a+TqwyEiIiKiCowBKiIiogro7O44bP11D0a8NhDVmlRy9eGQG5g7ey7envFOqTxX3IU4dGrbpVSei4iIiEoHA1REREQV0LY/9mL4qwMQEObv6kMhN6HT66HT6UrlubKyspCpysx3/ZZNW9CkfjPbg4iIiMo+BqiIiIgqIKWfN5Kvprn6MIhKROfbOmP3gZ34Y/5vUKlUPMtERETlAANUREREFdDAZ3pg3ddbsfPvA8gyZrn6cMhNpKel4+mnnpHN70bdfR/OnD5rW/f3XwtkbaamDZqjb8/++OF/Pzo0D3zphWl47ukpct+hdwzDkSNHbeuNRiM+eO9D3NahKwYPHIKNGzYVeBxeXl4ICAiAr69vCb1SIiIiKm4cxY+IiKgCCo4Owqj37sTeRYfx57Ql6PPEba4+JMqHQZuBjMQTLj0/gZGNoPAJvOl2C/9dhA8+fg/TX30ZP3z/Ix598FGs2fifDBgNGzEUt98xECaTCSdPxOLpJ59Gw0YN0eW2zrJ54D9//4tPP/8E0159Cd9+9R1ee/l1/LP4b5nvzz/+gtUr/8N3P34r8xJBMCIiInIvDFARERFVUJ5enmg/oiXqdaqFlZ9uQIN+dVCrQXVXHxblIIJTu36706XnpcP9SxBatd1Nt+vUuRNG3jtSzr/w4vOy1tT+ffvRrn07KBQK+RDatmuD+8fej3Vr1skAldCvf18MGjxIzo97eKwMSln98/c/eHryRDRu0lguP/fCc5gy+fkSea1ERETkGgxQERERVXC+QT4IigpEZhL76qGiqVmrhm1e1HSqXr06rl65JpcvnL+At998F4cPHkZ6ejr0Bj0GDOxv2z4iMsI27+fnB41GY1u+du06atSsaVuuVSt7noiIiNwDA1REREQVkDpdg7O743B6x3lkpqjRZnBT+MQoXX1YlE/zOlGDydXH4IyrV83BKEE05bt29RqioqPk8vSXXkGTpk3wxluvISQkBD989yOOHT3mVL6RkZG4dvUqgFZy+coVMU9ERETuhAEqIiKiCkCn0ePy0WuIO3gZl09ch7ePArXbVEePhzohtHKw3OZ87EVXHyblQfT95EzzurJgy6Yt2LB+I7p2uw0//fCzDFK1bmMOKqWmpqJK1SqoWrUqTp8+g7/nL0ATS5O9m7l90EB89cXXaN+xPbw8vTDnszkl/EqIiIiotDFARURE5KbUaRqc2HQGp3eeh1FvRNUmlVC7bXXc9kA7KJQsAlDx6zegL77+4hs88eh4VKlcGXO/ngMfHx+57oWXXsDU517Eu2+/hzp16qBjpw5y1D9nPD7hcZw/dx5dO3ZHSGgI7h09CidPxua7/fVr19GrWx9kZZlHqBSjBwYHB2PH3m3F9EqJiIiouLF0SkRE5IaObzyNvYsPo3m/Rrjj+d7wD/Fz9SGRm3tq0pNyqlQqZWDI09PTYX33Ht1kgMhoNMr+qQwGAwwGo8O+VuHh4Tgae9i27Ovrg09mz8THn34k8xU1s56Y8Hi+xxIdE43dB3Y6pHl4eBTL6yQiIqKSwQAVERGRG0o4l4TwqqGIqBEG30BzDRaikiQCU1Y5g1P2RHBKsB/Vz35fq4CAgFxp1nxFsMnf3z/f5xDr89qfiIiIyq5SDVDt2L4TSxYtgVqlRqcuHXH3yLsLLMDY+/nHn7F96w489OiD6NCxQ7HlS0RE5I66jeuAi4eu4OSmM9jwv+1QeHvJYFV07QhE1Y5AZM1wKP28URGsX7cBq1askjV2uvfsjiFD73R63y/mfClHnZv4zEQ0bdak2PIlIiIiIkelFsX5d8FCjLlvLMLCwtC8ZXN88tGnmPLM807tu3PHLvzv2x+wYvlKXL50pdjyJSIicleiBkmNllXRZ/xteGDmcNw1YxBa9G8ET4Wn7Jdq4dur8NuUhfj3zZXY/NMuOaJfltHcX487+f67HzDhsSdlx9yNGjXE69PfwJuvv+XUvqtWrsbvv/4hyx8JCQnFli8RERERuagGlfhl8Z0338GEiePx3PPPyjTxK+TIEffKGlEtWrbId9/kG8l47pkpmDV7pty+uPIlIiKqKER/PTCZEBQVCN8gX1RuEA1VqgaZN1SIP5eEM7vjsOOv/ej8UBvUaVwT7iIjIwMffzATL01/EQ8+PE6mVatRHU8+/hTGPTQWNWvl/1qvXL4ig06ffPYxRo96oNjyJSIiIiIXBqgOHzqCxMQkDLrjdluaaKYnOrAU1eMLCiS98NxU3D3yLrRp26ZY8yUiIipLRO0lg9YAncYAvVYPvZhqrNM80mzLjmlGfd61oBRKL3j7esPbVwFvH4XsND0g3B+VGkShXseaiKwZhquX4+FOdu3YBZVK5VBO6N2nlxxVbtOGTRjz4Jg89xOdeD8zcbL8Aaxeg/rFli8RERERuThAFRcXJ6dVqlZxSK9cpTLiLlzMdz9RfT4p6QaenjzJ/OtvMeUr+qpSq9W25ZTklFt4NUREVFEZ9ca8g0UaPXTa3MGinEEmEYAS6VlZpjyb5InAkQwgiUCS/bwMKpmnvpGBlvTsNPO25nkvby+OVmYRF3dRdsItfriyEp1xR0VHyXX5+XTmZwgIDJC1oeLjE4otX5Y/iIiIiFwcoNJpdXLq5+c4xHWAvz+0Wm2e+xw5chSffzoHC5f+YxuKuDjyFVYuXY2F85fkSr949irSkjKdfFUVm/il/3xs/oVw4rnifcX3oKuYskww6Iww6oww6AzQqfVIPJcMo04EiESa5aE1WLYxz9v2EdvojUCWCdYwkhicXsx7enlAoVTAS+klaySJh5z3sc4rstMDveAT7geFT1Cu7T29it4FpFH8ZzJCI35vyf7Npcx+ttdqUB2lTafTwc/PN1e6fwHlhG1bt+PPP+Zh+eqlxZqvwPKH+2K5qPzjNXQPvI7ugdex/Ctsua9UAlRBwUFympqaisjISFt6cnIKatWulec+P33/k/z18v13PpDL1q8JP37/I44fO46XX51WqHyFgYP7o0efbg41qGZMexfV61RGeER4kV9vRSC+wLjiy0Z5xHPFc8X7yrmaSVqVTgaTdCrxMM9np+kc16t15qlGb44c2fHwQHatI19vaDQahFcKk8tKXyUCQrPXWadK23x27aXiCCKVN+72eRUUFISMjEzZZE/82GX/dz84ODjPfb7/9nsEBQbitZdftwWjhLmz5+LggYN45tmnC5WvwPKH+3K3905FxGvoHngd3QOvY8VVKgGqxo0byemJYyfQtXtXOa9Ra3Dh/AWMvt+x43OrMeMeQK/ePW3LojnEyuWr0LptG3Tv0a3Q+Qp+/n7yQURERSeaYMtgUoYWmkydeZphmWaKeS20Ij1TB026VgaaRC0ne14KTyj9lVD6eUPp7w0f27x5GlIpGD7+3lD6KR3Wi2CSh6eo35Q/FnIqrkaNG8n788Txk3IQFSEpKUmOyCfW5WX8U08g/np2X1xpaelYu2YdOnbqiM5dOhU6X4HlDyIiIiIXB6jEaDat27SWfUp16doFnp6e+PXnX2XhbsCggbbt3n3rPVSrXhVjHxwrOzi37+Tc2sSvZcsWtmCUs/kSEdHNic9OvVoPdboW6jQN1KlqqMTU4SGCTVrZHM6eCBb5BvrAJ0BpngYq4RPgg6DIQETWDLelyam/skLWTqLS17JVC9SpUxv/++Z/+GT2TJn2v2++l7WcevbuYdtu2tTpaNe+Le66ZwTatW/nkIe1D6p2HdrJgVhuJV8iIiIiKmMBKuHjWR9h7P3j0LdHP4SFh8tmeu9//B6io6Ns22zetAVNmjYp9nyJiCoq0ZeSKlmFzGQ1MuXUMp+isgWdxKhv1oEoRKDJL9gX/iG+8Av2k/MiyBRdOwJ+Ii3IFz6BPrIJHFFZJ364+mzup3ho7CMY0GcgfH19cfbMWcz+YjYCAwNt261fux6BgQHFni8REREROa/UvmHUrVcH6zevxd49+6BRq9GydUuEhzv29zT91WkIDsm77wbRx8MXX8+R+91qvkRE7kY0kUtPzEBaQgbSE8Q0Exk3MqGyBKJkJ9/iQ97bCwFh/vAP85NT8ajcKBr+IX7y4RfsIzv9JnJXzVs0x5btm7Bn9x4YjEa0ads6Vz9R7334jhwBOC8hIcGy/GFtyncr+RIRERGR80r1W4kYgtnaf0NerE338iKG3x40eFCh8iUiKo+jl6QnZSLlSiqSr6Yh9Woa0hMzZZpYJ0YxjagShqCoQARHBSK0UhCqNa2EgHB/BIT6MehEZMfXz7fAMkavPr3yXefj45Nv+eNm+RIRERGR8/izORGRC4lR6JIuJCPh/A0kXriBlKupst8n0YQoKDIAYVVCEFolBHU71ERQdCACw/3hpfBix99ERERERORWGKAiIioleq0B108n4PLx67h6Mh4ZSZnw9lUgskY4ImuFo2G3OgivGgrfIB9Za5SIiIiIiKiiYICKiKgEJV9Oxakd53Bu70VkGbJQqUE0qjSKQZOe9RAYEcBAFBEREREREQNUREQl4+LhK9g+bz98/L3RsGsdDJ3WX9aMIiIiIiIiotxYg4qIqJgd33AaxzeexsBnesgOzImIiIiIiKhgnjdZT0REt+ji0atoeXtjBqeIiIiIiIicxAAVEVExu+3+dti/9ChWzd6I62cSYTKZeI6JiIiIiIgKwCZ+RETFLCDUD3fNuF2O1rd30WHcuJiCSg2iUKt1NVRuFCPXExERERERUTYGqIiISoCHhweqNakkH1nGLFw7lYDz+y/h0KrjUKVoEBQVgEr1oxFVKxzh1UIRHB0ITy9WaiUiIiIiooqJASoiohImAk9VGsXIhyCa/KUnZuJabDyunU7AsQ2nkBafAVOWSQauIqqHIbRysAxahUQHITAigMErIiIiIiJyawxQERG5oHaVGN1PPBrclp0uAlTpiRlIupiClGtpOLv7ItLi05GRlImsLBMU3l4IigpESEwQdFk6ZKWZEBDmj8Bwf/iH+MHD04PXkoiIiIiIyiUGqIiIyggRYAqODpKPvBh0BqQlZMjaVucOx+H66URk3MhE5g0V1GkaWPti9w1UysBVQLgIXgUgIMwPfsG+todvoA9rZBERERERUZnCABURUTmhUCoQXjVUPhBgQq0G1XNtI5oPajK0MmiVcUOFzGQVkq+k4srx6zKIJR5ivTWY5eEB+Ab7wt8ugJUzmOUToIRPoI+swUVERERERFQSGKAiInKz5oN+Qb7yEVkz/Kbbiw7cRcBKnWoOXqksQayE8zfkVJuhhSZTB22mFkZ9lt0TAUo/b/gGWANYSkswywe+loCWSBfrlf7ecluFj0IeHxERERERUU4MUBERVfAO3EX/VeJxK0R/WTqN3iGApc3QyWCXqLmVeDHZtqxT6aBT62HQGXPl4+XtZQtgmR9K89Q/x7JMU2an+3rDU+HJgBcRERERkZtggIqIiArVX5aPv1I+ggt5/kRzRBG0EsErnVoHnUoPvZy3LKv1SE/IcFiWD5V5Kmp/5T4w+b+srSWaRHr7KKDRaHA66oKcl+k+CngrLVO57OWQlp0u0szrRCCPiIiIiIjcJEB15MhRLFuyDGqVGp06d8TAQQNv+uVlzX9rsWfXHvnloFXrVujXvy88PbO/KHz+6RxcunTJYb+27dti5Kh7Sux1EBFR0YnmfiIQJB4BobdWg+tmtbv0OgMMWvPjQuwlRFeOkvN6S5rocF7Mixpe+iTzsv16OdUZbdtmGU05Dt488fT0kIEwc0DMy/x6fM3BMfsgmQiC2QJktjTL1BIEM88rOBpjCdi7ey9WrVwNg8GA7j27o2evHgVuL7ZbtWI1Duw/AKVSifYd2+fa5/13P0DyjWSHtO49uuOOOweVxEsgIiIicnulFqBauWIVJo6fhNEP3IeIyAhMf+lVbNm8FW+/91a++9wzfCRiYmLQuk0rZGRm4rXpr2Pe7/Pwv5++szXrWL1qNapWq4qevXra9qtZs2apvCYiIiqbtbtEE0DxEIJSAhFTN7JEnkvU4rIPaNkCYLY0a9DLCFWKxhY4s9/Otp9lW+SIhVl5KTyzA1wiCGYJatkevuZ+vmxBMrt0a5oyQCnnK1JfYPP+mIdXX34d4x4ai8DAQFkWefjRh/DcC8/muX1WVhYGD7wTjRo3QvMWzWUQ6rmnp8gA1SezZ9q2W7JoKTp17oT2HdrZ0kR5hIiIiIjKcIBKFPbeeGUGHnnsYUx75SWZ1qZta4y5bxxGPzAaTZo2znO/WZ/PQvXq1WzLHTt1xH33jMbZM+dQt14dW3qLli1w7+hRpfBKiIiIsonavea+sZQlelpEjeIsQ1Z2IEuTPbWv9aXX6KHO0CA9Kcc6jWgWaZBNJUW6PRHICorwl6M2RjeLcKvLq1ar8fab78pg1Pgnn5BpdevXxZRnnseo0SNRtWrugJII3n3343eoZhdsEuWUJ5+YiFfemI7w8OzBB0RwiuUPIiIionIUoDpy+AiuXbuGO4fdaUvr2q0rIiMjsG7NunwDVPbBKSEpMUlWtQ8OCXJI3751O65euYpKlWLQs3cvNG3WpIReCRERUekTQRPRobx4AD6FbvqYmaJCWnwG0hIykBafjuQraUg4n4QzuxKhzdShV81OcCc7d+xCelo6hgzNLn8MGDgALypewoZ1G3H/mNF5nmv74JS1/BEUFAg/P8emqGtWr8Gxo8dQuUpl9BvQD/Xq1S3BV0NERETk3kolQHX+/AU5rV6tmkMBUFSFP3/+fIH7igCW6DciIT4BFy7E4atvv0BUVJRtvY+PDypVroRatWvh+LHj+HTwcLz86jQ89MiD+eYp+sASv6papSSnFPEVEhERlQ1iRMWrsQlIupiMpIspSL6cKmtbib+7/qF+CI4ORHBUIEIrh6BWm+oIrRxsaw55PvYi3MmF8xegUChkAMnK19cHUdFRcl1BRBO+zZs249q164i/Ho9vf/jWIUAVEBCA6Jho1KxVU/ZVNevjT/H+R+9hxN3D882T5Q8iIiIiFweoxAhKQkBggEO6KNxpNNoC942pVEl2ji5qSB09ekz2ZdWrTy9b/xlffD1XFhCtRH8R77z5Lm4fNFAGrvKyculqLJy/JFf6xbNXkZaUWajXWNGIflfc7YtMSeG54rnifcX3YGlIuZyGg4uOy/mIWqEIrhSE6CbhqNOjuuyIPS8qvQqqOFWpfF7ValAdpU2UP/z8/XL1uWUuf5jLJvkRP6KJ8kdcXByOHTmKtf+tlQO8WP36x88O5Y9ZMz/Fqy+/hv4D+8m+rvLC8of74t/68o/X0D3wOroHXsfyr7DlvlIJUAVZCmqpqamIiMju3yIlJVX+8lgQ0VzP2mRv6PCh6NOjLwYM7I8+/frINPvCoTB4yB14/ZU3cPjwkXwDVAMH90ePPt2yjyM5BTOmvYvqdSojPCK7bwnKn/gC44ovG+URzxXPFe8rvgdLw5ELJ+EJT7S/qyWqN6uMgDB/VPTPKxEoykjPgNFohJdXdpAuNSU13yCSlegrUzyEvv364O5hI3H7Hbfb0nKWP+4cMhiffTIbJ4+flKMJ54XlD/flbu+diojX0D3wOroHXseKq1QCVA0aNpTTU7GnEdHZHKDSarWIuxCHe0bd7XQ+omN0Ub3e2mQwL9ZfREWHsvkRv6aKBxERkbto1q8hqjarhNjNZ3F8/SlkpqrhF+iL6LoRiK4biZg6kQipFFShRvBr2KiBLA+cOX0GDRo2sP0olZCQINc5q2mzpnIqmgVaA1T5lj/yG4aR5Q8iIiIi1weoRGBJFO5+/uFnW/X4+fP+hk6vw8DbB9i2+2zWbNlPxMhR98jglegnqmEjc3BLWLl8pUwTVe6Fixcvyc5PrZ2si0LoF59/Kavud+jQvjReGhERUZkRVjkEHUdmB1BUqWrEn01C/NlEnNp6DinX0+Dt442o2uGoVC8KMfUiEV41FB6e7hm0at2mNapVr4Yfv/8J737wjkz75adf4efnKwdVsXrv7ffliMB33DkIp2JPyQFZ7Gt4/7tgITw9PeU2wulTp+VynbrmEYUNBgO+nPu1rCXerHnzUn+dRERERO6gVAJUwoczP8C4+8dhyKChsgC3fdsOvPHm6w4dl65cvgpNmjaRASrRqem0qdPlL73Va1TDlctXcPTIMUyd9gLatmsjt/dWKPDKtFflfLXqVXH82AmkpaVhzpezERoWWlovjYiIqEzyD/FDrdbV5MNKp9Yj4VwSrp9OxM75B3DjUgoCwv3RqFtd+MYo4U5Es75PPvsYjz70OGJPxspa2Ht278XHsz5CSEiwbbtF/y5GVlaWDFB5eHpi4oRJ8PP3R5UqlXH+3AWcOXMGb74zQ/7gJojg1NNPTYa/vx9iKsXg8MHDMGZl4ctv58pO2ImIiIioDAeoRD9SG7aux9Yt26BRq/HWe2/lGsb5meeeRlhYmJyvUrUKFiyaj8OHDuPc2XMICw9HixbNHQJPoo8p2zbnzmP0A6PRslWLXMNAExERkZnSzxtVm1SSD6u0+HSsmLUB0U0iULtRDbc6VR06dsCmrRuwbes2GIxGGZwSQSV70159CTVrmmtM1atXF4uWLcSB/QcRd+ECokZGoUWrFggKCrJtL2pOLV6+EPv3HcClS5cw9sExsnaVGFmYiIiIiMp4gEoQHZKKDs7zY9/cTxC1p0SBz1qlPi/ObENERES5iSaAsdvO4cTGMwitFISqzfMeXKS8Ez9uDRo8KN/1Q4cNcVgWNaTsO0nPi9hG1Oi21uomIiIionIUoCIiIiLXD90sglJH18TCoDeiYdc6GDKtr2wOKEbNISIiIiJyBQaoiIiIKoiE8zew6rONqN2uOvpP6oagyEBXHxIRERERkcQAFRERUQWxb/FhdBrVGvU61XL1oRAREREROfB0XCQiIiJ31eHuVti14CA2/bhTdoxORERERFRWsAYVERFRBRFWJQT3vn8nzu6Jw6rPN8kR/Vrf0RTVW1SRg44QEREREbkKA1REREQViKeXJ+p1rCUfiXHJOLDsKDb/vFs2/fMKZcVqIiIiInINBqiIiIgqqMgaYeg7oSvUaRqsmr0R0U0iUKtBdVcfFhERERFVQPyplIiIqIJTp2ugStVA4ePl6kMhIiIiogqKNaiIiIgqKJPJhIMrjuPYhlPoP6k7MjQZrj4kIiIiIqqgGKAiIiKqgLQqHVZ8sh5hVUMx6p3B8PL2QkYsA1RERERE5BoMUBEREVVAG77bjsY96qFht7quPhQiIiIiIvZBRUREVBEZDVnwCfRx9WEQEREREUnsJJ2IiKgC6vlIJ+xacBDb/9yHLGOWqw+HiIiIiCo4BqiIiIgqIP8QP9zz5iAolF74a/pSJF9OdfUhEREREVEFxgAVERFRBeXh6YH2I1qiz/iuWPbxOmQkZrr6kIiIiIiogmKAioiIqIKLqhWOloMa48rReFcfChERERFVUKU6it+5s+ewcsUqqFVqdOrcEV26drnpPjt37MKeXbvh6eWFVq1boXOXTsWSLxEREZnduJSCA8uPoe19zdzylJw4fgJrVq+FwWhAt+7d0LZdmwK3N5lM2LJ5Cw7sOwiljxLtO7RHm7ati5wvEREREZWBGlQbN2zCgL634+SJk8jMzMQTj03A++9+UOA+Y+4bizmfzYFWq0NCfAKefPwpTHry6SLnS0RERGaXjl7FspnrMPiFPvAP9XO707Jk0VIMGTQMFy9eREpyCu4f9QC++erbfLfPysrCsMHD8cN3P8rA0+VLlzHu/nF4/ZU3ipQvEREREZWBGlTil8hXpr2K+0bfixlvmwt4HTt3xBOPjMfd99yFevXr5bnfK69PR8NGDW3LPXv3xNjR4/Dc88+idp3ahc6XiIiIgBuXU7Dx+524643bZafpqbFpbnVatFotXpv+Op6cNAGTn3tGpjVu0givvvw6hg0fiuiY6Fz7eHh44ONZH6F+g/q2NFEzavKk5/DslMkIDQstVL5EREREVAZqUB07ehwX4y5ixN3DbWl9+vZGaGgo/lu9Jt/97INTgigQKhQK+Pv7FylfIiIiAk5tP4+2w5rL4JQ72r1zN5KTk3HX3SNsaUOGDQE8gPXr1ue5jwhQ2QenrOUPX19feCu9C50vERERERWhBlXchThs37Yd586dR0Z6BsLCwlC/YX10ua0zIiMj4ayzZ87Kac2aNW1pXl5eqFa9quw/qiBbN2/FhvUbkZCQgKNHjmHmZx8jplJMkfIVfVWp1WrbsqiaT0REVNHUal0N67/djjptq0Ppr0RZcfr0GezYtkM2n1NlqmT5Q9RQ6tyls6zB5KyzZ89aygXVbGl+fn6IiorC2ZuUP8QPXTu378S1a9dx+tQpzP3qcwQEBBQpX5Y/iIiIiG4xQLVy+Up8983/sGf3Xtk5aFRkJPwDApCWlobEhES5Te++vTF+wuNo274tbkatMQeDAoMCHdKDgoKgUmUHivLi5++PyKhI6PV6+Wvl4YOHMVT8SlmEfFcuXY2F85fkSr949irSkjjEtjOyjFk4H3vRqW0rOp4rniveV3wPlmU1OlbG7y8tQpeH2kDhqyixz/ZaDaoXuF70/bTo38X4/rvvcfjQEfj4+sgfw0St6dTUVNkXpahFPXDQADzx5BNo1qzpTZ9TrdbAP8Bf1orKWU4QwaKCiGCUKH+oVCokxCfKH8lE2aco+bL84b74t7784zV0D7yO7oHXsfy7WbnPqQCVqFU07v4HZY2pEXcNx/TXpqNpsyZQKrN/Vc3IyMD+fftl56DjHngIt98xEB998mGBTxLgb/7FUQS4wsPDbelpaemoUbNGgfuKUXOsI+eMvHckBvW/A917dkf3Ht0Kne/Awf3Ro083hxpUM6a9i+p1KiM8Ijsfyp/4AlPYm66i4bniueJ9xfdgWSY+y6vWroStv+1Fh3EtUadx6X+237hxQ5Y/biTdwIi7R+DdD95B4yaNZUDKKjU1DXt378HiRUswcvgoPDD2frz86rQC8xXBrcyMTBn88vTM7tUgPS0NAYHmMkR+RG1x8RDuGDwI9987Bj1790DzFs0LnS/LH+6Lf+vLP15D98Dr6B54HSsuhwCVTqtD/4H98cDYB+Dr65PnDoGBgXIoZfF4+ZVp+OP3P2/6JPUb1LM1ybMGkkSNqLi4OAwbbq4N5YwmTRvLQuGp2FMyQFXYfP38/eSDiIiIgJqtqiEpLgUX9lxGvWa1Sv2UiFrP946+F6PuG+kQlLIXEhIsazCJR/z1eBmouhnRl5QIIp07ex5169WRaenp6YiPT0C9es4PpNK2nbm2+OlTZ2SAqrD5svxBRERE5GQn6eJXvzHj8g9O5ST6gZjw1PibbtegYQNZmPv91+xglqiBJfqVGHD7AFuaaFYo0oXLly/LDtDtbdq4WVa1b2qp1u9svkRERJQ/MSrutdMJ8A/xdclpio6OKjA4lWv7mGg8+vgjN92uXfu2st/K33/93ZY274+/5PP06tPTlvb5p3Ow9r+1cl70YSkCYPZWrVxl+6HsVvIlIiIiIuc5lARv3EhGv179ZR9P94y6W/5KWFze/+g9PDjmIdw/6gHZp8Pqlf/hxWlTUb1GdlOCBfP/QZOmTXDn0MGy3ekTj05ATEy03ObK5SvYsnkrxj/1BDp17nhL+RIREVH+di04CL9gX1RuGu2S0ySCQuLv+LARw2T5I+covoUlAkYfzvwA4x+dIJ9DdGS+Zs1avPXumw5dA/z2y++y7NGnXx85Yt+Ex59EterVUaVKZZw/f0GO2vfiy1Ntx+VsvkRERERUyABVcFAQhgy9E4sXLsHPP/6CRo0b4u6Rd2P4XcMQERGBomjbrg3Wb16L9Ws3QKNW48mJE3IVQMWvoRGR5ucRAaYlKxZh+9btsvDXoWMHWfCrXKXyLedLREREeTu7Jw5Xjl/H0Jf7Ie7MZZecpkqVKsmme3/+Pk/Wpm7RsjnuGXUPhgwbIpv2FUWPnt1lOUGMCGwwGPD8i1NQu05th20mTZ6IuvXqyvlGjRth8fJF2LZ1O+IuXEDnLp0w89OP5Ah9t5ovERERETnPwyTq9ecgfj1cs3ot/v7rb9msTnQA2qtPL/mrZq/ePZ2ugl9eiE5Znx0/FbO++pCdpDuJHdc5j+eK56ok8L7iuSouf760GMOmD4BvkI/L7ysxWMvK5atk+WP7th3wVnqj/4B+MljVtdttDh2SuwOWP9yHq987VHS8hu6B19E98DpWXHlGmnx8fHDHnYPkQ3T4+e+Cf2Xzu8ceelw2oxtuqYIv+oAiIiKi8svL2wuaTK0MULmaaConam2Lh+iL8p/5ovyxQPYvWblyZdx1zwjcPfIu1Kpd+h25ExEREVHJ8nSm49InJjyO1etWYvHyhRgwsD/+9+33GD3qgRI+NCIiIippPR7uhGUfrYM2U1umTnbVqlVl07sNW9dj/r/zZFO7ObPn4vFHbj44CxERERGVP07XlY89GYuli5dh9ar/5NDK1r4aiIiIqPyKrh2BLve1wZIP1soBSsqaw4cOy/LH+nUb5HLdunVcfUhEREREVAIK7EwqJTkFixYuln1BHD50BGFhYRg6XIzwdw+aNmtSEsdDREREpax2uxq4cjIelw5eQ53GNV1+/hMSErBwwSL8Pf9vnDwRi6joKIy89x7ZvUC9+vVcfXhEREREVBoBKjESzcb1G/H3Xwuwds06GI1GdO/RDV98PQd9+/eFUqksieMgIiIiF/IN9EFqSprLnl+n02HN6jWyz8uNGzbJDtF79+2FqS+9gJ69e8LLy8tlx0ZEREREpRygSk1JRZ+e/ZCYkCib8D37/GTcdfcIRMdEl8KhEBERkSskxSXjxKYz6PhQK5c8/8WLl3DnwCFISUlB4yaNMe2Vl2RH6eHh4S45HiIiIiJycYBK9C3Vr39f3D3ybrRt18YFh0NERESlSafRY8VnGzDouV5Iy0x3ycnPMhotXQjcjWbNm7nkGIiIiIioDAWowsLD8N6H7+bZQenx4yeQmZGJcQ+NxYXzF1C7Tu3SPE4iIiIqAUfXxKJprwYIrxqKtFjXBKhq1qqJGW+/kSt97559OH3qFLKyTLh75F24euUqatSs4ZJjJCIiIiIXjuIXH5+AB+4dgztvH4q3Xn8Lcz//QvYJ8eIL07B3994SPjQiIiIqaXqtHj4BZat/yYtxFzFiyN24a+jdeHvGO/jhfz/KPqgef2Q8Tp867erDIyIiIqLSDlBNnTIVHh4e2LBlHdZuWmtLf+jhcfjft9+XxPEQERFRKWrWtyH2LjqMzGRVmTnvEydMQnRMFLbt2oK/F86XaeIHsjHjHpDBKiIiIiKqQAEqjVqDrZu3Yc5Xc1Crdi2HdQ0bNcShQ4dL4/iIiIioBPmH+KHXY52x7ON1yDJmufxcX7t6DadPncHsuZ+hStUqDusaNWooux0gIiIiogoUoNLpdfDw9EBAgH+udQaDAQoO90xEROQWqjWtjKpNK+HyoWuuPhRotVr4+ftBqczd7FBvMMDLy6H7TCIiIiJy9wBVcHAwoiIjMe+Pv3Kt27B+I5q3bF7Sx0ZERESlWJNKpza4/HxXrVYVWo0GK5atyLVuw/oNaMHyBxEREZFbKvBnyPFPjcf0l17B5k2b0aJlC+h0OtlR+heff4k/5v9WekdJREREJSY9MQNH1pxEp4daufwsKxQKPPbEY3hq/CTcOXQwatasicyMDMz88BP89vNvWLx8kasPkYiIiIhKO0AlOiOFyYQ5n3+BlctXybQF8//B3K/nyIAVERERlW+i36nlM9ej74Su0EKLsmDS5InwVnrju6//h0VJi2Xaf6vX4Puf/4fadWq7+vCIiIiIqATctCOHMQ+OkY/ExEQ5gk54eHhJHAcRERG5wIX9lxBTPwqVG0TjfOzFMnENxAjCE54aj/FPPoGEhET4KJUICQ1x9WERERERUQlyuqfRyMjIYhmZZ+2adVCrVOjYuSOatyi4HyuTyYSdO3bh+LHjsk+srt1uQ0ylGIdt/vrzL1y/Fu+Q1rhJY/Tt36fIx0tEROTusrJMMiBUFonjio6OKnI+F+MuYv269TAYjLIs0aBhgwK3NxqN2LZ1G2JPnkJERDi69+ye6we6n374GWmpaQ5pbdq2xm3dbivy8RIRERGhoneSnpqahnl/zJMFM2dkZmbi5x9/dmrbXTt3oU+Pflj731qcPBmLUXfdJ/uzys/ly5dxe79B+HTmZ7hwIQ4rlq9Ez669sXTxMoftfvnpV2zbul2O+mN9GAx6p46JiIiooqvdtjqunozH9TOJLjuGq1euYvGiJfKHKWekJKfgt19+d2pbUe7o26s/tm/dgSOHjuDOQUML3PdU7Cn07z0Q33z5LS5fuox/FixEjy49sWnjZoftvvnqW+zft9+h/CFGGSQiIiKiYqhB5e2twC8//YYv5nyFkffegwG3D0DdunUcflnV6/U4dPAwli5eioX/LEKXrl0w9sGxN32il154GYOH3IEPPn5fLnfr0Q3PTnoOg++8AzVr1cy1vbfCG7PnfubwK+dH73+MaVOnYdDg22VzQ6tuPbriyYkTCnkKiIiIKi5PL0/c/mxPLH7/P5d1ki76m/rsk9n4/NM5GHXvPeg3oF+usoFGo8XBAwexeOFiGcwaOmzITfMVZZaXpr6Mhx55EC+9/KJMa9m6Jd56420MHDQAERERufbx9fXF9z995/D806ZOx8svTseWHZsctu0/sD/uHT2qCK+ciIiIiPKsQeXv74/FyxfiqaefxKJ/F6Nvj35o0aSV/CVx2OAR6N29L5o1aoG7ht6NkydO4rO5n2LuV5/jZk4cP4GzZ85i5L0jbWmD7rgdgUGBWLVydZ77RMdE56qC37ZdG6SnZyA5Odkh/eiRY/j6y2+w6N9FiL/u2NyPiIiIChYSE4RmfRvi4r6rLjlVohuBlWuWY8y4+/Hrz7+hx2290KppGwzse7u5/NGtD1o0bon77hkta1uJANLb771103x379qDhPgEjLIrf9x1zwhkZWVh3Zr1ee5TvUb1XMExUf4Qz2vIUUNq7569sibVkkVLcePGjUK/fiIiIiLKow8qUTNp5Kh75OPI4SPYsX0nLpy/gMyMTNlBacNGDWX/CtWrV3P6/J05fVZO69iNvCOGka5evTrOnD7jdD5LlyyXBUf7XzxF7a4bSTdk/1br127Ayy++Imtpidpa+VGr1FCr1Q5NBYiIiCqyzBsqKHyd7pqy2Hl7e8sa2WPGjcGB/Qexc8dO2XeU+JsdFh6GRo0boVv3rqhUuZLTeYoyhijX2AecAgMDERUViTNnnC9/LFuyDM1aNJNlFysvLy9cvx4v81uxbCVeeflVWfO7R8/u+ebD8gcRERFR/gosiTZr3kw+iipTlSmnQcFBDunBwUHIzFQ5lceC+f9g4T8L8b+fvnNI/3jWRw41rT7+YCZeemEaunTtnO+IgyuXrsbC+UtypV88exVpSeZjpZsPS15WRnsq63iueK54X/E9WNYlnU/G2X1xuO3RtiX22V6rQXWnthM/PLVu00o+ikqlUiEgMMChWwAhKDgYKifLH999/R22bN6KP//+wzH9h28cyh/TX3oFU56Zgi07NsPXzzfPvFj+cF/8W1/+8Rq6B15H98DrWP45W+7LqVR+KvX385fTjPQMhIaF2tLT09NRzYmaWCuXr5RBp3c/eAe9evd0WJezGeCYcQ9gzuy5sp+snr165JnfwMH90aNPN4caVDOmvYvqdSojPCLvoBY5El9gCnvTVTQ8VzxXvK/4HizLdGo9Nn+xGyNeG4jExBtu9dnu7+cnA1Gi83X7/jRF+cPP3++m+4uBYz547yPMnvupbOZXUPnjgbH3y87XY2Nj0aJlizzzY/nDffFvffnHa+geeB3dA69jxVUqAao6devI6fnzF9DKEqASIwVejLuEO+7MvymeIPqoevqpyZjx9htOdUTqYfmVVJWZf00oUSh1pmBKRETk7i4cuIR6nWohMDxABqjciSh/mMsbF1GjZg1brSrRL5UYBKYgf82bj1dffh2ffj4Lt99x+02fy1pLq6Ca4Sx/EBEREeXPsc57CWncpJHs/2H+vPm2tNUrVyMtLQ39B/Szpf35+zysWb02e5tV/2HSk0/jjbdex+gH7suVb3x8Qq5O0f/87U8olUq0bde2xF4PERGRuwivGorLx67JWkbupn3H9rLfyvnz/ral/btgIeAB9Ozdy5b2w/9+xNbNW23Lf/+1AK+89Cpmzf4Ed9w5KFe+ly5dRvINxwFb/vh9nuyPqnmLoneNQERERFQRlUoNKlGt/r0P3sHD4x6VHZpHRkXKAuLEZ56y1a4SfvrhZzRp2gR9+/eRI/9NHD8J9erXQ1Jikhx62ure+0chKioKGrUajz70OBo1bohq1arh6NFj2LVjF958ZwZiKsWUxksjIiIq1yJqhKFS/Sjs/ucgoptnD0LiDsQPVu+8/xaenjgZFy9ehJ+fH/5Z8C+mTX8J0dFRtu2+/uIb3Dl0sBwEZtfOXZg65UW0btNajkBsX/546NEHZRAqNSUVDz7wEFq0aI6YyjHYv/cAjh45IgdpEeuJiIiI6NaV2nA9Xbp2wX8bVsuaUyKw9OOv36Nd+3YO29x3/yhER0fLeR8fHzw+/jE5r9VqHbaz/sgrqusvXr4I69asxblz53HnkMH48OP3GZwiIiK6lb/Ro9vinxkr4R2mcKs+qISBgwZixerlWLtmLQwGAxYsnJ9rABgReBKjFAuBgUF4cuKEfMof5gJI02ZNsGjZv1jz31pcungJo+4biR695uQ7OAsRERERFSFAJfpoOHL4CDp07IDiUr16NTzy2MP5rhfDS1vVrlMbz7845aZ5+vr6YNDg3NXviYiIyDmeXp5o2rsBLsZeAXq79qyJpnOitlN+HY0XRt16deQjP09MeNw236RpY/m4mYCAAAwdNqTYjpGIiIioosu3D6rMzEyMHHEv+vceiJ9//FmOeENERETuR681YP+yo6jcJLvZm6skJCRgyKBhGDJoKP768y+o1WpXHxIRERERuTJAJfp4WrpyMdq0bY333v4AHdt0xrSp03H0yLHSOC4iIiIqBaLZ2qrZG9H6jqYIinZ9/0kNGjbA3wv/kn1UvvLya+jYtjNmvPYmTp8+4+pDIyIiIiJXjeIn+mh4/6P3sHPfdkyd9gL27N6DOwYMxoghd+Ofv/+FRuPYNwMRERGVL+f3X4KPvxKNe9ZDWSH6qPz081nYsWcbnpr0JNatXY++Pfrhvnvux7Ily6HX6119iERERERUmgEqq+DgYDz48Dj8t34VXpr+Ig7sP4DnnpmCLu1vw5dzv5KdjhIREVH5o0pRI7RyMMoi0em46B9q/ea1suPy7du246nxE9G1U3c58q+103IiIiIiqiCj+IkO0xcvXIJff/5Ndpx+W9cuuH/MaJw+dQbffPktLl+6jLffe6vkj5aIiIiKVf0utTF/+jLUblv2Ru9LS0vDvwsWyvLHmdNn0Kdvb4y8byQO7j+Ij97/GEmJSXjuhWddfZhEREREVNIBqlOxp/DbL79jwd//iE4qMOLuEfhszqcOI+F079ld/ppJRERE5Y/S1xuDnu+FpR+uRcexLVEWiB/DRPlj0b+L4ePjg5H33oPvf/oO1WuYg2gDBvZH+w7t8MnHsxigIiIiInL3AFViYiL69RogOyud+tILGHH3cDmkck61atVE4yY3H46ZiIiIyqawyiFoObAx4vZdQYPWdV16LOLHscEDh6B5i2Z44+3XMWToEPj6+uTarl79eqhfv75LjpGIiIiISjFA5e/vjz/m/47OXToVmEFoWCi+++GbEjg0IiIiKg1Zxiyc3R2HKm1iXH7CIyIj8M/iBXIU4YKI2lSfzJ5ZasdFRERERC4MUN0sOEVERETlm+hofN0321C1SSVE1QsvEx2jiwcRERERVSz5BqjEyHzHjh7Ld0dfX1/UqFEDvn6+JXVsREREVMKOrT8lp+1HtMT52IsuP98ajRaxJ0/muc7DwwN+fn6y9pTom4qIiIiIKkCA6saNZAwZNKzAnZU+Sox+YDRee+MVeHp6lsTxERERUQm6cuI6mvQqO305XTh//qblDxGkevTxRzBl6nOldlxERERE5KIAVUREOF54cQr++H0enp48EU2bNYNer8fOHTsxZ/ZczHjrDWg0GjnMc716dfHA2PtL+FCJiIiouLW8vQn+m7MZI94YWCZObu06tfH4+Mewds06THrmKTRo2BBqtRpbNm/Bd19/h48++RBXrlzFJx/NQuMmjTBo8CBXHzIRERERlWSAStSI+vGHn/HHX7/JkXKsWrVuiZiYaPyzYCF+/u1HWcV+/ry/GaAiIiIqh6JrR6Db2PZY+NYqtB/Tokz0ifXnH/OwZv1qRMdE29LbtmuDoKAgrFyxCp9+PgtZRiOWLl7GABURERGRm8i3XV5qSioyMzIdglNWLVu1xJlTp20FxitXrpTsURIREVGJqdGyKhp2q4sLey67/CxfvnRZBqLsg1P25Y/Tp87I+Tbt2uIyyx9ERERE7h+g8g/wh8FowN49+3Kt27xpM0LDwuT89evxqFGjeskeJREREZUYnUaPM7suILhSkMvPcmhYKK5dvYYzp8/mWf4ICwuV8/HXr7P8QURERORG8m3ip1QqMerekXj0wccw9qExaNK0CQx6A3bt3IU/fvsTb74zQ273+6+/Y+R9I0vzmImIiKiYaDO1WPjOarQe3AzKyHyLBaUmPDwcAwcNxH0jR2PcQ2PRoGED2QfVti3bZJcCc7+eI7cTfWQ++vjDrj5cIiIiIiomBZZEX5vxKipVroQfvvsBiYlJMq1WrZp4/6P3MOLu4bKfiCkvPIcaNWs49WTJN5KxccNGqFRqdOjUQXaufjOHDx3G8WPHERwcjI6dOiIsPKxY8iUiIiJg+Scb0GFES9RuVwPnYy+WiVMyc9ZHckCWb776VnY54OHhgfoN6uOLb+ZiwMD+MBgMeOf9t1GtWlWn8ou/Ho9NGzfDaDSgc5fONy23iPLNvr37cSr2FMIjwtG5SyfZ7LCo+RIRERFRIZr4qVQq/PzjL3hq0pPYc3A3Dh7dj2OnjmDD1vUyOCWIAqOzhbED+w+iZ7fe8hfPrZu3YvCAO/H9dz/ku72o3j9s8AhMf+kV7Nm9Vx5L9y49sGb12iLlS0RERNnSEzNQtUmlMnNKkpKS8M+Cf/H8i1Nk2WP/4b04fuooVq9bKYNTgkKhcDo4tWXTFvTs2huLFy3BurXr0a/3ACyY/0++2589cxaD+g/GO2++iwP7D+CbL79B9849sXPHriLlS0RERESFrEGl0+owd/YXeOQxc/X5kNAQFMWLz7+IXr17ypF3BFFN/+UXp6PfgH6oXr1anr9evvHW63LUQCtRWHz+2Rew/8heGRwrTL5ERESU7bb722HBGyswZFq/MnFaRI2p/337PUY/cJ9czqvmtLNETasXnnsRo+4bidfffE2miVpZr778Gvr07S37u8pJlC9mzZ6JRo0b2dKmTH4BL055Uf5IV9h8iYiIiKiQNahEQEoEieLjE1BUoor8yROxuH/MaFva0OFD4Ovni1UrVuW5T+UqlR2CU0KX2zojJSVF/rpa2HyJiIgoW90ONdHj4U74981V0KRrXX5qqlSpgvj4eGRmZhY5LzHQy9WrV3H/2PttafeOHgW9Xi9rPeWldp3aDsEpa/kjLu6iDEwVNl8iIiIiKmSASvyC+NSkCZg4YRIOHTwkC4oajdb20GqdL8SKQJJQ165vKNEJe40aNXD61Gmn81m96j9UqVIZkZGRRcpXrVLjRtIN2yMlOcXpYyAiInI3VRrFoFm/hri4/6qrDwU+vj4YO24MJo6fhGNHj8suB+zLHzqdzum8RDnB09MTderUtqWJPi2joiJx6pS5DOGM1atWo3GTxrJpYVHyZfmDiIiIqBBN/ETNqbfffFfODxk0LNf6yKhI7Dng2B9DfjIsv4KKwpu9kJBgZGQ49wvpsiXLMe+Pv2QHqUXNd+XS1Vg4f0mu9ItnryItqei/2FYEWcasMtOZblnHc8VzxfuK78Gy7tKhazi57iw6jW1VYp/ttRpUd2q72JOxmPv5F3J+/boNudaLUf1Ef1TOED+uBQQGyGCSveCQEGQ6Wf749effZP+Xv/75S5HzZfnDffFvffnHa+geeB3dA69j+edsuc/pAJUI8nxhGco5Lz4+Pk4/iZ+vn5yKQpt9X1YZGRmo6kQnp6KA+uwzz+HVN17BwNsHFDnfgYP7o0efbrZlUYNqxrR3Ub1OZTlaD92c+AJT2JuuouG54rnifcX3YFkuAG74fgdUKWqMmTkCVy5ec/lne5WqVQosfwQF5x5NLz9+fr5QZapklwXWviut5QQ/P3MZoiCLFi7GjNfexMezPpIj+RU1X5Y/3Bf/1pd/vIbugdfRPfA6VlyKggJQgwYPKpYnqV3XXAX+woULaBHaQs5nZWXh0sXLGGAXcMrLhvUbMf6xCZj60gt46JEHiyVfP38/+SAiIqrIjq6NhcLbC3c839sh0OJKQUFBxVf+qFMbRqMRly5dtg2colFrZB9XtWrXKnDfJYuW4oVnp+K9D9/F8LuGFUu+LH8QERERFaIPKqvU1DR8OfcrPDNxMiY89qQMAP3+6x+yYOaspk2byBpN/y5YaEtbv3Y9kpOT0X9A9qhBC/9ZiE0bN9uWxfwTj47HCy8+j0cff6TQ+RIREVFuITFBuHLiOtLiM8rc6UlMTMTsWZ9j0pNP44Xnpsq+L+f9Me+W8mjfoYOsYb3QrpywZPFSmLJMcgRgK5Hvrp27HLoVmDL5ebz7wTu4e+Rdhc6XiIiIiIqhBpWwd/dePDTuEYSGhqJ+/Xo4ePCQ7G9h3959sgp7zl8U8yN+lX373TfxxKMTkJaWjsioCPzx258y6FS/QX3bdl9/+S2aNG2C7j26yU7OH3/4CdSrV0/uL4actho2YigiIiKczpeIiIhyq9GyKnwCfbDkgzXocFdLKKO8y8RpEk37n3piIipVriR/iLp+LVbW7F698j/EVKqEnr16OJWPr68PZrz1OqZOeUmOuifKLuJHtmefnyzztpr18We4c+hgdOjYQY7QJ36Ua92mFVJTUx3KH2KkvoCAAKfzJSIiIqJiClC9NPVlPPjQOEye8gwSE5MwqP8dMn3Y8KH4fPZcpwNUQq8+vbD8v2VYsXQF1Go1Pv9iNnr07O6wjQg8VaoUY17w8MB9998rZy9dvOSwnV6nv6V8iYiIKG8xdSMx8p3BWPbxOlRqHunyPqhEDe0Xn38JU6Y+h4cffUh2mj7pyWfkuqEjhmLe7/OcDlAJw0YMQ/0GDeRIfEaDET/99oMMRNkbNXokmjVvJueVSm+MGfdAnuUP+9rjzuRLRERERMUQoEpLS0NcXByefnZSrlFqataqiYsX4nCr6tWri0mTJ+a7/okJjzts+/qbrxVLvkRERJS/9MQM6FQ6eHq5vh8qERQS3Qk88tjDudbVrFkDcXG3Pspg02ZN5CM/z06ZbJtv3qK5fBRHvkRERERUDAEqb29vGPQGaDQaBAYGOqxLSrqB4JDgW3gaIiIiKms06Vps+2MPEi8ko+ejnaE2ql19SLL8oVapZW0lLy8vh3U3RPkjmOUPIiIiogrVSbroT6FZ86Z4bfobcmQae3/89gc6d+lcGsdHREREJSAtIQPzX12Gqk0r456375BN/cqCKlWrIDwiHG/NeAd6fXaTfpPJhD//mIcut7H8QURERFTh+qB6+dWXMWb0WGzauEkGqzIzMjF65P04e+YcFq9YVHpHSURERMXerM/DywMR1ULloCNlyWszXsX4Rydg1fJVqFe/LuKvx+OuofcgJTkZH33yoasPj4iIiIhKswaV0LFTByxa+i+6d++Ga1evoVbtWqhXvx4WLfsX0dFRJXE8REREVAqqNq6EgU/3wIbvd+C/LzZDler65n1W/fr3xd8L56Nt+7a4fj0e1apXQ5u2rbFg0d9s4kdERERUEWtQCY2bNMYns2eWztEQERFRqYmsGY673rgdZ3fHYcEbK9BscAOXj+Jn1bpNK8z5crarD4OIiIiIykINKiIiInJzJsDTyxNe3l6y03QiIiIiojJZg2rLpi3Yt3c/0tPTHdIDgwLxzLNPl+SxERERUQkRTfoOrzqB2O3nUK1pZQx8pgfSMh3/1rvS2v/W4vDhI7L/S3vR0dF4bPyjLjsuIiIiInJBgOqj9z/G3M+/QO3atWRAyl5YeHgJHRIRERGVpKPrYnFg2TG0uqMJ7vtgCBRKc3EgLbZsBKimTZ2OeX/Mk31fBgT4O6yrWauWy46LiIiIiFwQoBLDOf/v2+/xwy/fo1fvniV4CERERFSarp9OQFTtcETXibQFp8qKjIwMzJ83X3aSLjpGJyIiIqKKId9SqUqlgkKhYHCKiIjIzfR6tAvO77uInfP3Iy0+A/W71EaTnvVQFiQnp6BylcoMThERERFVMPkGqAICAhAUFISkpCRERESU7lERERFRifHw9EDtdjXkQ6fSIXbrOfw2ZSFaDGvk8lH8qlatIvudUqvV8PPzc+mxEBEREVEZGcXv8QmP4dmnp+D0qdPQaLQOD62WI/0QERGVV3qNHmd3x2HTT7twYPkxVG4YjYBw1weEPDw88MDY+zHlmedx/tz5XOUPnU7n6kMkIiIiotKsQRUfn4AZr70p5/v27J9rfWRUJPYc2FUSx0REREQlNHLfyS1ncXZXHHRqHao3r4LGPeuh9+Nd4OnlifOxF11+3mNPxmL2p5/L+eXLVuRa36BhA6xet9IFR0ZERERELglQhYQE44uv5+S7o4+PT0kdExERERUznVqP7x77E7c90A4DJ/dAQJjj6HhlRZWqVQosfwQFB5Xq8RARERGRiwNUIgA1aPCgUjoMIiIiKknevgp0HdMexzeexpmdF1CtWWVUaRSDSvWi4BtUdn50Ev1fsvxBREREVPHcdGzp1NQ0/P7r7zhx/AR0Wh3mfj0Hf/4+D6PuGwkvL6/SOUoiIiIqct9Obe5sJh+adC0uHbuKi4evYPc/B6HN1KFS/ShUbRdTZs5yYmIifv/lD5w6dQq+vr54+723sPCfhRh13yhXHxoRERERlXaAau/uvXho3CMIDQ1F/fr1cPDgIXh6emLf3n1yZJ3hdw27pSdTqVTYsW0HVCo12rZrI4eRvhmj0YhNGzcjMSFRPp9C4XjIa/9bixs3kh3SatWuifYd2t/SsREREVUUnt6eCIoIgK56mFxOjEvGoVUnEFwjAGXB+nUb8NQTE1GpciVUrVYV16/Fyprdq1f+h5hKldCzV49byi8tLQ07tu+E0WBA+47tERkZedN99Ho9NqzfiPS0dIy4e3iu9cuXLkdmpsohrWGjBmjRssUtHRsRERERORGgemnqy3jwoXGYPOUZJCYmYVD/O2T6sOFD8fnsubcUoBI1sMaMHoeoqChERITjheemYsbbr2PkvSPz3efnH3/G119+K4NhYiTBQYNvzxWg+vSTz2AyiUJhQ4egFgNURERU0Rn1Rlw/k4jEC8lIjLuBpLhkaFU6ePt4I7xaCCKqh6FGiypoNagpAiP8ceHUJVcfsvwb/uLzL2HK1Ofw8KMPyU7TJz35jFw3dMRQzPt93i0FqMSPbY88+Bhq1a4lyxNTJr+ATz77GAMHDcx3n7mff4Fff/oNfn6+uHT5cp4Bqnfeeg+VKlWS+VqJml4MUBEREREVc4BK/NoYFxeHp5+dJGtN2atZqyYuXoi7pScSAak2bVvjq2+/lM0MfvnxF7zy8mvo3qO7/IU0L4GBQZj/zzwcPnwETzwyPt+8ReDqyYkTbul4iIiI3FnstnNY9M5qNOxWBzVbVUPDrnVkQMo3sOz0N5WXSxcvISsrC4889nCudTVr1kBcnPMjDYp8nn1mCgYOGoD3P3pPpn02azZemPIiunTtguDg4Dz3i4yMwKLlC7FuzTq89srr+eZ/z6i7ce9oNjkkIiIiKg6OkSc73t7eMOgN0Gg0udYlJd1AcEjehbq8nD1zFocPHcGDDz8og1PCPfeOhLfCGytXrMp3P/GLpRjN52biLsRh0cLF2Lljl2xGSEREVNFVbhCNDne1hNGQhSNrTmLD/3Zg5acbsOF/23FgxTGc338JKdfSkGXMQlkiyh9qlVrWpMrphih/5BNUysv+vftlGeGhRx60pY0dNwaqTJVsRpgf0c9VdHTUTfMXtbsXL1qCPbv3QKPROn1cRERERHQLNahENfhmzZvitelv4N3333ZY98dvf6Bzl85wlqieLzRoWN+W5uvrI2tinTxhXlcUu3bsQmpKKk6ejEVmZiZmfTZT/jKaH1HwVavVtuWU5JQiHwMREVFZEhQZgB4Pd7Itm0wmZCarZVAq5WoaLh29KgNXYj7zhvnHnY7jWgENXHjQgPxhKjwiHG/NeAfTX53mcPx//jEPXW5zvvwhygXih7F69evZ0sLCwxAdHY3YYih/iD4yL1+6jCNHjsrlz7+YjVatW+a7PcsfRERERIXsg+rlV1/GmNFjsWnjJhmsyszIxOiR9+PsmXNYvGIRnJWWni6nOX/1DA0NQbplXWFNe2WarbAqqvJPf+kV2VfF+i1r8/2VdeXS1Vg4f0mu9ItnryItKbNIx1NRiF/cz8c638yiIuO54rnifcX3YGkRQRyjzghNuk6OzKfLME+1Ymo3r1PrAZN5H0+FJ4KrBMJL6SXnS+qzvVaD6k5v+9qMVzH+0QlYtXwV6tWvi/jr8bhr6D1ISU7GR5986HQ+oowRGBiQa9ThkGIof3w08wPbj2GiQ/VnnpqMSU8+jbUb/4NSqcxzH5Y/3Bf/1pd/vIbugdfRPfA6ln+3Uu5zOkDVsVMHLFr6L7796jscO3ZMdgQqfoWcNfsTp6q+23caKojR+0JCvG3poraTM034CmL/S6roK+upp5/CH7/9iUMHDqFr96557jNwcH/06NPNoQbVjGnvonqdyvJXW7o58QWmsDddRcNzxXPF+4rvweKWnpiJk5vPyNpQqdfSocnMbl6m9POGf4gf/EJ84R/si7DIUPjX9YVfiJ9cFum+AT7w8PQos59X/fr3xd8L5+N/334va2FXq15N9mP51KQnb6mJnyh/qNUaGbizdjFgLX9YyyaFZV9TWzRLnDBxPO68fShOxZ5G02ZN8tyH5Q/3VVbeO1R4vIbugdfRPfA6VlwFBqiExk0a45PZM4v0JKJTU2vHpyEh5kKbKCxevnwFffv1RXESI+4IyQU02/Pz95MPIiKi8ujaqXis/247FD4KhMQEITDcX3Z+7hPoA98AZfZ8oNKS5mNJU8oAVl7BqbKmdZtWmPPl7CLlUaNmDRgMBly7eg2Vq1SWaVqtFgnxCXJdcRJdIwiille+27D8QURERFT4AFVxaNa8GaJjorF0yVLbr4rbtmxDYkIievftbdvuv9VrZLO/9h3aO5WvqPmk9FHC39/flrZ8yXJZk6qgPiCIiIjKs/qda+OFZU/YfvAxaA3QyCZ8WmgytLIpn5iqUjRIupiCjBsqqJJVyEhWyX6o9Go9DDoDDDpzR+Re3uYmcL2e7uRWtUBETfDAwEAsXbwMj41/VKatXvmfbJLXs3dP23bLlixH9RrV0KJlC6fyTUxMRFBQEHx8skdEXLZ0uSyTNG3WtAReCREREZH7K5UAlej74Y03X8PTT02GRq1BZFQkfvjuB9x3/70O1eA/+WgWmjRtYgtQ7d93QI6Qc9TS+ejCfxbJfh26drtN/hIqCogTHn8Kvfv0QrVqVXH06DH88/e/mPzcM6hew30K2ERE5Cb9Q+mNsv8n60MGivRG2W9U9tQcOLKmiUCSbb1ctky1Bst6I0xZplzPZSVqSymUCii8vRASHYTwaqFyXqTJfqe8PKDXGOSyb1B2wMUdiB+wpr3yEma89iaSbiTJWk7fffM/PDHhcVlusHrrjbdx59DBtgDVju07cTHuIvbu2Sv7wZg/72+Z3rtvL0RERCDuwkVMmzoNffr2QaXKMdi/94AMUL3y+ssIDQt12eslIiIiKs9KJUAlDBo8CFWrVZW/Yl69chWvv/k6Bg+5I1efE/Z9Up0/d14WEoW77rkL+/bul/Pi10kRoBL9Yf359+8ycBUbewrVqlXDwqX/oknTxqX1soiIiAo0e+QPskZTXkTNJdHkTj78veHta5m3PcxN8kTzPG+x7OsNb/8c6/29zcEmL0/ZybkIOHmKeS/PW74y7jj4xf1jRsvywsrlK6HKVGHWZ5+gb/8+Dtvccecgh9pTp2JP4cD+g3J+6PChtrJIh47tZYBK9If1068/YtHCxbLPqfoN62Pl5OWoU7dOKb86IiIiIvdRagEqoWWrlvKRn+deeNZhefhdw+SjIKKg+MhjDxfbMRIRUekTNX5ELSA5NcE8b122n9rmxTZZ2dvK/cSC47LYLvlSKvw8fR23zbLbPo/nhnU+5/OLg7U/BuvziBUOz5udV/sRLXHjcoqspSRqPsmHISt73rKsSdfK5nfWNFE7yjrSXmnp/GBrt2riZ9/UTzzy8+obrzgsjxn3gHwUpFLlSrImFhERERGVwwAVEVFZJwIKWSLwIaeWQIPRnJZltAZJsmzrRPMfh20taeblLMu+Ig+7fWzbmvO0bWtZZ83Ttq/DtuZ1KYmpOB96OXtbu3xlcMW6bJkXgQ7zvnZBFWOOgEoegZfSJEZZ8xSdd3t4yGZpYtA10aegh6d5HTzN6z1s68W2kDWF5ABtIl0+4LA+IzUTN06l2u1nt60lb+s6sb39sjUP+33zTs/Oz1P8o8jeVjSbC6saIjaXr8F+W9u8WGn/2ixN86yv2yPXcVleQ57rxD7i8PI6Zsdl63GIRHEvXbscX6rXnIiIiIjIigEqIsqTCFYYDUZkGbIDI+Z5u2UxtaWZAzDWZWtARqbb52HdX6RZ87BscyM+BZd2XsvOz7qtwzQ7XT6H0QSj9fksz2k/nHyu15VjuPlcZFDE8sXe09JcyjIv0sS8DIhYtrFua00T29u2lfvm2FY0vbItO+4jlr28c+Rnv63dsfhe9kGVmjGOx2J9bvsAhPW12Acw7IIW1oCPNThie+12AZjyjkMVO688jO5HRERERO6JASqiEmKtlSJH10rXymCPaMZjDeBYgz/WNBFkMS9bg0I51umd2cZot43dttYg0U2CN/ZkzEL2Z+MJL4UIjlgCKHLe0seNJZBi3c4WvPHygJfCKzsgI7a3bWPOw9tHYU6z5iH280d20MWuHx3zI79l83PI/ncswZqKIMvXiKoNKrn6MIiIiIiIiIoFA1RU7skgjeyzxRyMyTVv6etF9OcigjRyKtbLdeZtzetybJPPfnIkLYNzfcOI4IlOq0dAyAnZGbKXXcDHFvzx9nJIs3Z0LAM8lm1kMMffmp73Nl7elsCNNd2Sp/1zFabT5NLkGeuBGg2yR9YiIiIiIiKiioEBKipyLSFr8MY8LHr2sOcOw6XbDaOea10eQ6nbbyMCSA7sK8iYzEEga/DHPPUyB2sUXnIodRGcEVP7bTy9LWlKBXwCsrcV+5n3z97Puq15m+yAkrPBHjYvIiIiIiIiIioYA1RuSDQr04tAkdb80FunIuBjn6bLXmfQGm1pDvvINKO5k2W7/ns0ai18/fbJNBn0UZoDPHKoc8u8nMp5S5otXQSFlDIQJNOU5oCQ2FfO2/IybyublLlBPzhERERERERElDcGqFxABHlEjSIx5LhOo5dTvVpM9dnLlqlOpGv10KstaVpLmsYgm7ZJInZj19xMxHIUPgr58BZBHzGv9JLNxBS+Yl5hnlcq4BfoC0WEl8O2cp1tf/O6nLWFWCuIiIiIiIiIiIoLA1ROBpRELSKdSieDQ2KqVVmnOuis82rLvCXYZA005TVSu2hKpvT1hrd8KORU6ectg0PeYuqrQGC4v3m9n8JuW8v2PgpZ64iIiIiIiIiIqLxjgMrOf19sgcLgDZ1aZ66QZBdYEjWQlP5KGUTyEVN/b7ks5n0ClQiKCrCkK83BJEtQKa/aR0RERERERERElI0BKjud722DmKrRMrBUUYaqJyIiIiIiIiJyNQao7IgmdaIWFBERERERERERlR62PSMiIiIiIiIiIpdigIqIiIiIiIiIiFyKASoiIiIiIiIiInIpBqiIiIiIiIiIiMilGKAiIiIiciG1Si2nBoMB6ekZct5kMiE9LR1Go1EuqzJV0Gl1cl6j0UJl2UevNyAjn30yMzKh01n2UWugVmss++iRkZEp57OysuQ+YiqIdLFeHpdaI/cTRD4iP0HkL/YRzyf3Sc+QxyGPU6WWxyf30erkcee1j3id4vVaX5tWa95HTK37yPORlu7w2uz3sZ4PbY7zke7M+dBobee9oPMh9tHrcp8PkWY9H2JblUqVfQ7tzofa/nwUcA4dzodKLV9TQedD7pPjfNjOod35KOiekudDm9f5yL6nrOfDfh/r+XC4p3RO3lPifDhxT6XnuKe0ztxT+Z2Pm9xT1tem0Whc+h6zv6cKeo853FNaJ+8pcT4KcU/l9R676T2V33ssxz2V33tMnc97zOEcyvOhz/M9Jq7jTc9HPvfULb3H7Pcpwnssr33yfI+Vhc/tIr7HbuVz2/7+cHiPOfG5neHE57b1td30c1tbBj+3dc59buf1HtM4+x7L+bnt5N8x+3uqXASoxIvcs3sPNm3cjNSUVKf327tnH1atXG27MMWVLxEREbk/UbDasX0ntm7eiowMcwHuZkSBa+eOXVizem2x5puXdas3yunli1fw/Zc/yXlRSPxmzvdIjE+Uy//OX4zDB4/K+Z1bd+G/5ebjunAuDj9/97utgCv2SUk2l4Xm//4vThyNlfNbNmzDhv/Mz3M69gz++OkvOS8KmmIfa4FTpIv1gthe7CeIfER+gshf7GMtjIvnF8chiOMSxyeI4xXHLYjXIfaxFn7F6xSvV1i+eBX27twv5/fvPohlC1fI+auXr+G7L360nSexf8J18/lYtGApDu4/LOd3bd+DVcv+k/MXL1zET9/+ait8i32Sk5Ll8oI/F+LY4RNyftum7Vi3eoOcP3v6PH774U9bQVzsY/1C8ecv8xF78rSc37h2Mzat3yLnTx6PxbxfF8j51JQ0rFi+0vYl6Ncf/sT5M+fl/JpV67F98w45f/TQcfzzl/l8JCXekM9j/aLy49e/4FLcZTm/cslq7N6xV84f3HcYS/5ZLuevX4uX+1h9O/cHXLt6Xc4v+Xc5Duw9JOf37NyHlUtWyXmR5w9f/yznDQaj3F88t/WeOnLomJzfsWUn1qxcJ+fPnz2PX77/w3aPi33SUtPk8l+/LcCJ4+Z7atP6rdi4dpOcPxV7BvN+mS/nxZcksY/1C9rvP/6JM6fOme/1/zZi66btcv74kRPymgjJN1LkPtYvXj9/+6u8lsLq5Wuwc9tuOX/owBEs/HupnI+/niD3sX45+t+XP8l7Rli2aCX27T4g5/fu2i/vMeHKpav4/ivze0zsZ76nEuTy9m07ZP6CeD7reyzufBx++u43Oa/V6hzeY3//Id5jJ+X8lo3bsd5yT52JPYvff5wn5zMzVXIf65fHP3/+C6dPWt5jazZh84at5vNx7CTm//6P7Z4S+1i/FP7yv99x/uwFOf/finXyeglHDh7FwvlL5HxiQpLcx/p9SbxO63tsxZLV2LNrn5w/sOcglv5rfo9du3Jd3kdWYv/4a+bzsXjBMhzYZ76ndu3Yg1VLre+xS/jpm1/M95TeIPe5kWS+p/6Zt0je58K2TTuwdpX5fJzL4z2Wlmp+j8379W/EnjhlvqfWbZEPQaSJdYLYVuxj/TIu8hJ5CuI5xHMJ4rm3bjGfT3FM8j1m+cIsjlkcuyBei3hN8nzsOyRfq7ynrpnvKYf32BXze0ycM3HuBHEuxTm1fW5b7ilx7uXndkKSXBbXRlwjQVwzce0EcS3FNbV/j4lrLoh7QNwLgrg3xD0iiHtG3Dv27zFxbwniXhP3nCDuQXEvCuLeFPeow+e2JUAk7mlxb9s+tx3eY+Z7KiHHe0y8TvEesn1u7zJ/bov3mnjPCeI9KN6L9u8x8V6V5+PvpQ7vMfHeNt9TF+V7XhCfAfbvF/EZIT4rBPHZIT5DBPGZIj5bBPFZY7+P+CwSn0mC+IwSn1XyfByPlZ9h5nsqx3vs+z/kZ58gPgtt77FDx2x/x7I/t83vMfHZmv25vUp+9sp7au8h+ZksiM/onO8x8VkuiM928RkviM988dkviDzF3wRB/I2w/9wWf0Os7zHxt0X8jRHE3xzxt0cQf4vs7ynxt0r8zRLE3zDxt0wQf9vE3zhB/M3L+R4TfxsF8bdS/M0UxN9Q2+d2UrLcxxr8+snuc9v6N7lQTKXk7Jmzpm6de8jHkEFDTU3qNzMtXbyswH3+/muBqW/P/qYu7W8z1axS25SRkVEs+eaUlJhkGnv3I3JKzjl3Mo6niueq2PG+4rkqCbyvKva5Onz4iKlDm06m3t37mgb1H2xq3rilaeOGTQXu89MPP5l6dOlp6tyui6l+7YbFlm9+5Y9LcZfksl6vN6Wlpcv5rKwsU1pqmslgMMjlzIxMk1ajlfNqtcaUmamS8zqd3pSezz4Z6Rkmrdayj0ptUqnUln10pvR0c5nKaDTKfcRUEOlivSC2F/sJIh+RnyDyF/uI55P7pKXL45DHmamSxyf30Wjlcee1j3id4vVaX5tGY95HTK37yPORmubw2uz3sZ4PTY7zkebM+VBrTCrbPvmfD7GPTpv7fIg06/kQ2x7dfyL7HNqdD5X9+SjgHDqcj0yVfE0FnQ+5T47zYTuHduejoHtKng9NXucj+56yng/7faznw+Ge0jp5T4nz4cQ9lZbjntI4c0/ldz5uck9ZX9vxg7EufY/Z31MFvccc7imNk/eUOB+FuKfyeo/d9J7K7z2W457K7z2myuc95nAO5fnQ5fkeE9fxpucjn3vqlt5j9vsU4T2W1z55vsfKwud2Ed9jt/K5feb4+dz3lDgfTnxupzvxuW19bTf93NaUwc9trXOf23m9x9TOvsdyfm47+XfM/p4qLA/xD0rBXUPvQWBQIL7/6Tt4eXnh6y+/wWefzMbGbesRFRWV5z6//PQrOnbqgHPnzuOJR8bjaOxhBAQEFDnfnESE/dnxUzHrqw8RHhFeLK/X3Z2PvYhaDaq7+jDKBZ4rniveV3wPlhfu9nklijh9e/ZHs+ZN8dmcT2Xae++8j/l//o3NOzbmKlNYfffN/9C3Xx9ZO+q1V15H7NkTxZJvTix/uA93e+9URLyG7oHX0T3wOlZcpdLEL+5CHPbu2YtHH39YBpGEsQ+OkQW8lcvNVW7zMmbcA2jQsEGx50tERETu7+CBQzhz+gweG/+YLe2xJx5FSkoKNqwzNxPIy6OPP4JatWsVe75ERERElD8FSsGxY+Z2ko2bNLal+fn5ycLfieMnSj1f0bZSrc7uuCslOUVOF7+/FqEhwVD6K+Hto4C3rwLeft7w9vGW80o5L9LNy2KqtM5b1nl6sd95IiKisuD4sePw8PBA48aNbGmRkZGIjo6W5YQ77hxUqvnmV/4gIiIiolIKUFk7mgwJCXFIDwsLRVpaWqnnu3LpaluHgvZaDm8IPx9/GDQGGHRGGLTmqV6ngzpVDUO8edko1xlh0OVeNpn7/gQ8RBsAMWOCp8ITCqUXvJQKKHy84OUtHp7ZU4X9co51YqrMnebqQFiWMUtWvSSeK95XfA+Wdfy8KhvnyhXNn9LT0xEYGGCrZW0VWtTyRyHzza/8cfHsVaQlmTspp/KJnzPlH6+he+B1dA+8juVfYct9pRKgUiq95VT8aujtbZ4XMlUqVFZWKfV8Bw7ujx59ujn8gjlj2ruo2bBaifRBZdQbodcYoNfqoVPr7YJfdoEwfXZATEz1KgPUdkEyua3dfJYxj67DLEExEcRSiGCYJSBmnveCwhYAMz/My/aBMbFtAesV2esvnbvCvhacxDbUzuO54rkqCbyvKu65EmUD6wg99lQqFZRKZannm1/5o3qdyuwDs5xzt/dORcRr6B54Hd0Dr2PFVSoBquo1asjp1StXERwcbEu/dvUaevXuWer5+vn7yUdpsQZ4fIN8Svy5RP9bRkNWdgDMrqaXCIIZczwM+iw51an0udcbLOt1Bhj1WQ7rM9NU2O5rHlo0Px4e2a89Z8BLBLo8Rc0xhaesYeaVY17UEDPXLvO0zIvtPeHl5QlPGSzLTjenOW5rnXd1TTMiInKdGjWqQ6/XIz4+AdHR5oFTxHJCfAKq16hW6vmWdvmDiIiIqDwplQBVi5bNERERgRXLV6Jho4Yybc/uPbh+7Tp69soOJG3buh3BwUFo1rxZseZbkYg+MUQgSDwAH5dGtUXVTHNAyxLcMtgFxnRGZBmyZDBNpFvns8Q2cpoFvdYAbUaO9dY87eblVKzXW9Lk85jnTVn5DFJpa4KZPS8DWjJA5pln4Mwa8PL08jAve1qW5ToPu/V223l5Iik+GboEvd22Yl9LHl755Wu33tPxOTw8PeR1JiKignXo1EH2Tbly+QqMfXCsTFu/bgM0Gg269+hu227jhk2oXLlSgQOzFCZfIiIiIipjASqFQoGXpr+Il1+cLmv4iI5Ev5zzJe4cOhitWre0bffWG2+jSdMmmPnpR7ZOSOPiLuLA/gNyee2adfDx8UGbtq0RFRXldL7kGtbAi7dv2b8C4v4RwSzH4JclOGaZtwa8RJrJaILRaEkT82KfLDFvDpaJNLFOBNk06VqkxWfI7eV6yz7WwJopS+RjzkOsz8oyyYCcXG/Zx7ZebJtf0M3hBVmmdnEsMSsDXNZgmAh0eZoDXuZlS/BLLlvS81q2bmu3j9hf5JXn9jfNz7KflwcSL92AMkuZHYizbFPwsvn1eNjnxSAeEQEICgrCc88/i/fe/gAZGZkyqPT5p3PkiL/2o/S9OOUlWXaY/trLcvnQwUO4evUajh09Jj/3V61cLdM7deqIkNAQp/MlIiIiKk9MWeL7sBamLB2yjHqYsvTmqdFxOcuogylLdD2kFzvBJDvjNtmmMQ3uKLsBKuGeUXejSpXKWLxoCc6dPYennn4K944e5bBN5y6dUL1Gdq2cA/sPYt3a9XK+34B+WLJoqZwXv3KKAJWz+RLdjKiRJAMuIqDmpm2oxZcsEfSyBtpE0EsG1bJM2ess8wUvWwJsYt5uG1u+OZZlk1NRY85hvTnoZl625peFlMQ0pF9SFZifdR/r/tagnXk5e5/sF26Z5lXpzNl19jHBHMuiMps1IGYNmtnmbVOxjQiqIc/tRFANdtuaA3/mzD3zys/TA6k30nB1X4JduuU57I5HHKtc5zCP7GXxj/X4cmwjjydnmtjD+hpseYjIp4fjfmIiX5M1X7s0y9RaC9AxzfoceeVhPl77NPtjsu1nuZbmPMzr9Bo9dCqd+Tht+eZ/TOReHhv/KGrXqS1rWxuNBrzy+nQMv2uYwzY9enV3qD21c/su7Nq1W8737N0Tf/+1QM7Xr19PBqiczZeIiIioxLv40atg0KbCoE2HXmOe2pYtU6MuQ25ne+js5g1qy7waWQZNsRxX/6lXC7Wfh0m8ogruRtINPDt+Kl6eMRWhYY4jAlLersRdR5UaMTw9TuC5cu9zJYNkogae+CQ1WYJjskZe7nX2y9Zgmwh22faxXydmRB557WcyIel6MsIjQx3Xyx8s7LYTmcuszVPrvPzQl+uz02xTyx+6PNPlKKV2r8c6zSsf61NagoXZx2DZT+QjXp/tGM3rrNs6Pof9MVi3yesY8j42jUoLH19l9nM4vFb7YzKn5xWoErUaZV99YpAKW5Njc23HfJsSl0MtRzVEy36NSyTvmMrl671dmuWPWV99yE7Sy7my8mMUFR6voXvgdXQPFfU6Zhl10KuToVPfgF51AzpNMvSqJOg1ydCpbkAv0q3zmmQYNGkwaNNgMhlR1hQ2QFVqNaiIiNyRtaaOleOg8yUo0FTugnnlNfCpStHg7+dX3tI+5n7krANDWPq0sw7gYO3nzjpwhK3fu+xl22AQdn3i2fqisw4Y4dA/nqUfvLz6q7PVqrOr0Wap7SbZBeuSU1IKfZ6IiIiIKJv44VPUZNJmxkOXmQhdZoJ5XpUgl83zibaglFGXUeynz8NTAYVPMBTKQHh5++fz8LM8zMueCl94Knzg6ekNDy9veHp5w8NTdMOigIenWFbKfOVUpHmIb0CifCmbWuTTPMU5DFAREREVwD/UF2O/y266JWq8GTRilFTR7t5Sk0o0MbX2IWdJs/Yfl9281q7pqq0vOsc0+2XRNNakFm38LX3aWZ5TL0Zn1RpgFKOzypFas0drFXkWRYuRDVC1ViXeD0RERET5EM3hNOnXoM24Zg46yYCT+aEVU5V1mij7bioqDy8llH7h8PYLt0zDzA/fEHPwyfLwts77ioBUMLx9g+Gp8CtX3VgwQEVERHQLRL9gSn9v+SgOu34/hJPrz8JLqZDVmLyUXvIhRmP1UpprXokaUebaWF7wCfCGf4iPQy0r23q72lZiFFJPhUeOqX0NLseaWKLskpyaynuBiIiIKm6NJ00KNOlXocm4Cq2YikCU/XLGNblNUSh8QqAMiISPf5ScevtFmANP/uFQ+oaZp5aAlHiIWk3lKchUFAxQERERuVDV5jGyCZ4YRdQ6NejE6KFGWUtKTEUtKnNNKbs+BiyVpayBK3NQy9Mc4JLNB81NBhXWZVvQy8ucpvSCScxbmqr6BCnhkV4xCj9ERERU8UanE7WatBki6JQdbNKmX7EsX5NBqMJ2Ei5qLin9o+ATIIJO5oec97fOR8tglNI/El6KcjDMvYswQEVEROTiAJV4FIZoCqjN1EGTpoU6TQtNuvmhTdfJaXqCDlqZZl7WZhRczbzV6EaoWpNN/IiIiKj8MBo0tgCTrdZTxhW72k/XoMu4XqjOxEV/TL6BleETVBm+QZXgE1QFvoFiWhk+YmoJRjHoVDwYoCIiIioH1KkaLH1zPdSpWrns4eUBpZ83/EJ8ERDmB79QX3j7KeDtIzrDVCAsxBcKXy/bsrevAgpfsd7Ltmxu2ufh0KE8ERERUdnpZDxN9vWkSb9iDkKJ2k7WWlCWdNHJeGEofEPhawk0maciCCWCUWLZHIgS21SU5nVlAQNURERE5YDo86r5HQ2RZciSnaTr1AboNXroVOZp2vUMWZCzEoUphY+XDGLJwJWfN5QiQGVd9jX3o6UM8Jbb+Ab7uPT1ERERUcVhMmXJkexk4CnDMfCUcv08Lm1MlsuiQ/Jb5wGfwJjswJOs/WQNRFWxTCvJvp2obGGAioiIqBwQ/Ug16l3H+V8cdUaobqiRkaRCZpIamUkqpF7LsC2rktW59ms5qiGq1Chcc0MiIiIiIcughSbjul1/T9dyBaK0osldlqFQI9rZB5scakBZAlHKgGh4ejLUUR7xqhEREZVjp7dewKElJ2HQGmWzPVEjSozqJzpCl7Wj/JWyppQY/S+mQQSq+1e2jUJorkElhi5WyH3YxI+IiIgKYtCm5xjh7ors4ym74/Gr0KuSCt3RuAg2mbzCEBpT29L3k32tp8pyVDs2uXNfDFARERGVY14KL4TXCJH9Sommf9pMPbKMWTCI0QCTjbIpoI9GCYPOIGtVGQ1ZyMrKMjcH9BCdf3rKfqng5epXQkRERC5tcqe6YQs4WYNNOQNRRl1GIXL3kCPYZXc2nqPWkyVdoQyQW5+PvYhaDaoX+2ukso8BKiIionKsdsdq8pF/56JiWGUdMm+okXYtHWnXM3HteALSrmUg9XoGkN1tFZv4ERERuaEsox7azOu5gk3WIJS1GZ4pS3/LeXt4eptrOTn07+QYiBL9QXl6KUvktZF7YYCKiIjITVw+ch0X9orRbAzQqXQyOCVqSYkglOgw3SdQKR/hNUJRuUm0bdnXMk1JT3P1SyAiIiInmfucTJeBJlv/TjLoJIJP18w1oDKuyc7IHX6RcpKXd0DenYzLWk+V4BNUBUp/0eTOk9eMigUDVERERG4i8Wwy4vZekX1RiYCT6Fjd09MDvkE+cpQ+GYwK9oGfZVmmB/nIvqpEfw6pGemufglEREQkaj1lGaDLTMgj8JQdgCr8KHeAt39EdpO7fEa7U/gE8VpQqWKAioiIyE20HNJIPuxlGbKgydBBk66FOlUjm/ZdORaPlMvpSLmSJmtbWbW6rxFH8SMiIiphBl1mdqBJ9vOUPbqdbIIn0jPjAVNW4ZrcBcbYNa+zBJ9sQagq8BVN7hQ+JfLaiIqCASoiIiI3YtQbcXprHDISMmVASp2qlZ2ji6Z+opaUqC0lak1VahiJWu2rynmfIDFksw9UhfwVloiIiEQ8yQidKtFS68kcaNLkCECJedEsrzAUPiG2/p6yOxevZJv6BIqRetnkjsovBqiIiIjciBjF7+DiE9CkaeEX4gvfYKV5atesz6GJn2jyF+wjR/PTxGlcffhERERltLldInSZ16HJuA5dhmVqt6wVD1VC4Wo9eXhBaVfrydcSbLIGoqxpXt7+JfL6iCpkgEp04nb82AmoVSo0adYEfn5+Rd7nwP6DyEh3jEDHVIpB/Qb1i/34iYiIyjr/UF+M/OR2h7+jeo1BBqzESH4pl9MQfyZJNvFLvpQGgza7iV/LUQ3dsomf0WjEsaPHYDAY0aRpY/j4+BR5nz2790CjdgzoVa1WFbXr1C724yciopLu58kSYBIj3Vnn7ZZFrajCBJ4EhTLIVrvJHHiy1n7Kbn6n9I+Eh6dXsb8+ovKm1AJUly5dxsNjH0FycjJCQkIQHx+PWZ/NRJ9+fYq0z6svv4r0tHRZKLTq3rM7A1RERFRhJV9KxaGlJ2XTPoPGgCyjeeQeL29PW82pai1iUO+2Gg41qVIz3a+T9FOxp/DIg4/BoNfLIFN6ejrmfj0XHTt1KNI+z0x8Vv5oFhMTbUu74847GKAiIioDsox66FQi8BRv7s8prwBU5vVCj24neCp8LX08xcAnIMY8tXuYA1CVofAJLPbXR+SuSi1A9fzkFxAREYFlq5bA29sbn82aLQt3m7dvRFh4WJH2GXnfSDw5cUJpvRQiIqIyTdSYunExFZ5envD2UcDDy0Omeym84KXwlM35PDzFw0M+xHYKpRc83LALqklPPi1rQH35zReyD643Xp2Bp8ZPlGWJ/GpyO7vPo48/gntHjyrFV0NEVMH7d1InQ5cZLzsQNwegEuSynM9MQMaNyzi3KgV69Y1CP4+ntx98AyyBJ8tDGSACTjHmZniWqagZJf5GEFE5C1CJmlA7tu/AD798LwNN1kLdF3O+xIrlKzH6gfuKtE/yjWTs2rkLlSpVQrXq1eDp6VkaL4uIiKhMiq4XgeHv9JPzWcYsaMUofmlapMVnIvWqGL0vHVfFSH5X0mGy1K4SWoxsiKo1K8FdHD50GCeOn8QHH79v+xIhftD66YefsXH9RgwcNLBI+yTEJ2D3rt2oXKUKqlatwi8qRES3SDRDN2hSzAGnzETLNB5aVWJ2IMqaXoRmdoLovynfGk92y17KQH6eE7lzgEr04SA0a97UlhYQEIDatWvb1hVlnz//mIfdu/bg/LnziKkUjZmfzUSzZtn7ERERVSRx+69gw9xdtuWgqACEVA5ESOUg+If7oXqrSqjfrSZ8A5XwEaP4BSplzaorcdfhTqzlhaZ2ZYLomGj5OHb0eJ4BqlvZ5/vvfsDaNetw5swZ1KlbB598OhN169Up4VdFRFQOgk7aNBlQkv07ZSZYajjFQ5eRIDsSNwefxDQBpix9EZ5NjE4bCZ+AaNmPk94YgPDKtaAMiJJp9gEpNrUjKvtKJUCVmpIqp6GhoQ7pYWFhSE1NLdI+j49/HANu7w+lUgm1Wo3Jk57F+Ecn4L/1q/Ktuq9WqeW2VinJKUV4dURERGVLdP1IdH2kLbSZOll7Skw16TokXUhB/BlLsweT6LjVy9zcz0MMXa1A1c7RQA24jdTUNAQFBUKhcCzuhIWF5l/+cHKfqS89j8FDBsPLywtpaWmy7PHU+KewbNVSmZYXlj+IqLwy6FTQq5MsQadE81QsW+flQ6w3b1O0oBPg7RcGpb85yGQONkVBKQJOcmpNj4bSL9yhc/HzsRdRq0H1YnjFROS2ASql0txET6PR2JrrCSJI5O2tLNI+dw4dbJsXAamXXn4Rvbr1wcEDh9Cpc8c88165dDUWzl+SK/36lQSo0jnEtjNEh7vu9kt7SeG54rnifcX3YGnLuJ6JzFQNdJl66NUG+TDoDDAYDTBojebuYE2AJlOLrKwsQLSY8ACiW4aX2Gd7TOXSHx1QlB80Gm2udLXasWxRmH2GDh9qmw8ODsaUqVNw19C7ceb0GTRo2OCWyh8Xz15FWlKm06+Lyh7RlFZ8Mabyq6JdQxFAMmiTYZSPG+apLtkxTZcCg2WdyVj070ieikB4+YZD4RMBL98IKHzC4eUTAYVvBLx8wi1TkR4GD8+8P6N14qEHMkT9ghRxTFcq9HV0V7yO5V9hA8WlEqCqVq2anF67eg1BQUG29OvXrqN7z27Fto8QHh4up2LEv/wMHNwfPfp0c6hBNWPau4ipEoXQsJBbem0VlfgC445DkZcEniueK95XfA+WJr3WgDVvbndIC4zyl838IqqFISDCHz4B3lD6Ky1TbygDlLK5X/z1JLf6bBf9Uur1eiQmJiIyMlKmGQwGJCYkynXFtY8Qbhm8Jf56fL4BqvzKH9XrVEZ4hLn8QuUTa22Uf+X5GppMWZYmdTdk5+A6tZgmZ8+rxDTJvGyp4SS2LyoPDy94+0fIpnXmh5jPsWyt9eQfCS/vvFu3FKfyfB0pG69jxVUqAarmLZsjJDQEq1euRv0G9WXawQMHcfXqVXTvkV1Q27/vAAIDA+Q2zuyjUqnk8M/2VenXr1svp40bN8r3ePz8/eSDiIjI3YhR+x74egh0KnPtKVWKGhlJKmQmqpCeqMLlw9eRkZiJzKTspu5Wre5t5FYBqg4dO0Dpo8Tqlf/ZBlfZvGkLMjMz0bV7V9t2oqNzEYyqXae2U/tkZGTIfjHtR29av26DLI/kF5wSWP4gIqf6b9KlW4JK9gEny7xDEMoaiEqGyWQslpMrm9b5WYJMAdZAU6RdICoCPpY0hW8IPDw4OBURlbsmfkq88OLzePONt+CtVMpC4GezZqPfgH5o176dbbuXX5yOJk2bYOanHzm1z/lzF/Di8y9ixN0j5K+aR48cxbdffYcHxt5vC2oRERFVFGJUvsWvrXVIU/h4ISDcHwHhfgiI8EPlxlEICK8hl/1CfWVNKqWfAl7eXm7XdDskJBiTnp6Id996T9aK8vPzxccffoJR941EvXp1bdtNmvCM7DJg+msvO7XPoYOHMfPDTzBs+BDEVK6E/fv243/ffi9H+xOdqRMRCUaDBnp1CvSaFDlSnd76kGnmwFLuIFQyTFmGYjqBHvD2C4W3X7jsq0lOHWo4WYJQloCUt384PD1L5eshEVGeSu0TSASNRKFt8cIl0KjVeGDM/Rj38FiHbVq3aYWatWo6vU+Tpo3x6eef4s/f/8TWLdsQExONuV/PQc9ePUrrZREREZUZoVWCcNeHA6BKVkOVojFPk9XITDbPXz2WgMxkNUxG2QtVLq3vb+xWNaiESZMnokatGli5bCUMRiMmPTPRVjPKqn3HdrL2lLP7dLmtM0LemYH5f/2NjRs3o0qVyvjl95/RsVOHUn1tRFQ6NZqMukxzQClngMkyb9Ck5rk+y1C8fdsqfEOzA01i6h8Ob1/Rmbhdmm0aBm/fUIcOxImIyjoPk/jUreBuJN3As+On4uUZU9kHlZPYr5LzeK54rkoC7yueK3uadC3+enZFnifFL8QHfiG+tod/qHXeR/Y/5e0rHgoofBVITklB1VqV3KaT9PJS/pj11Yfsg6qcY38pZZspy2huNqdJg0GbCoMmDXox1abLZZF+49pl+PmJQSWsNZ2SLYGnlGKs0WTlAYVPcHYgSdZsyhFcsgtCiakITrF2083xvegeeB0rLtbhJCIiKud8ApW4fVp3ZN5QQ52mgSZNK4NW5qlOTtPjk6DXFPwlq/XoxiUWoCIiKqwsoxhxTgSX0qDXiMCSCDCZl0WwSQaZ5Lw56GQOPpmXRbpRl+HU84iB4W6Fh6dC1lKSD78wGUTKXhZTUYspxLbeuk4Ep1iziYgoNwaoiIiIyiFRAfqXxxYVuI2oIeUToJQBrKCYADlSn5gXacpAMXKfj2XZG75BPkhOSy214yci95dl1MGgy4BBmwGjTtRWSodBlylrMxnlfIZlfboMIhnst7EGpLSpyNLnHtShOHl5B8BDIT4jI+2CS44PhV2AyRp88vL2dxgsgYiIioYBKiIionIi4cwNqNO0yDJkISsrCx0faAl1igZalQ66TD10an2uaXpCpnw4o9V9jVC1JmtQEVXo/pb0ahj1Khj1mbLvJeu8NdCUV3BJTB3S5DYZyDJqS+W4RY0k8RC1lRTKIDm6nHlZpIfA27JeYb8sajb5BMPLJ0g2nWOTIiIi12OAioiIqJx8cdzwxS6oUwvX6a6Hlwe8FJ7w9PIU3Z/k4unpCZ9gZdEPlIhK5fNAdMBtDhypcgeURA0kuZy9TtRKyh14UmWnW6ZAaXZP6wEvZYA5qOQTKKdeykDbvC3oZBdQckgTD2Ugm8sREbkJBqiIiIjKmA1zdyJu/9Ui5SFanXh5e8nAlGiC4uEpptnrrUOkiDQxn2XMkgEsIiq8rCyDbI5mlMEjNbIMojaSWBbz1jS7qWV9znXm7a37arLzFOmWeZiyXHapPBW+MjAkg0kyoBRkCS4F2OZFkMm8Pjv4JNbZAlJye9FEjp87RERkxgAVERFRKVv8+jqkXE4r0ecQQSeDznhL+2Qmlmw/L0QlwWTKgsmol8Ehk1FnDhIZRVNYrewDyTy1X9bYpWcvGw1amMR2tnkxzbGtUYMsg86Sn2VZ9LOkVeFUlg6mLH2Zu8iinyT5UAbIvpbEvELpb5t3TLdPsy5b5m3BpUB4erG2JRERFT8GqIiIiApoRiNau4iprHFkP5UbAEZDFv6avNwtzqE2XefqQ6iQRDBE1JQRN5S5Zpu86czLdvPm+85uXc5trdvJ+SxbNTlbum27LJhEMEdOjYDJiCzLVCzLdDlvgCnLPG9bJ9dbHpZ11ryQZZ8u9rUui4dejsRmnhosASV99lQGlUSAJ+e67KCTYx7mfcQ28vjKKQ8PL3h6+8FL4WuZ2s/7wsvbD54yzc88b91W4WcJHvnZAky24JIIKNnm/VhDiYiIyg0GqIiKwFzod+yuwaHnBtFHRJboJyIr3/W588y94LhP7gXHfZxfbyrgOBySb7Y+nxOQ1/o8s7Ikis6e0/3y6MzZIc88MnB4+tzH4rhLHuvzOBZn1uf18vM8lltZ76SUa+nw1nvnfT7yOq5bXV1QvjdR4K52K9WpWmz+dk+hn4eKnzaj7NX+qAi2ftsF/srC9S1GxcPDUyFrBXkqfODp5WOZKu3mxdSybL/eMk1P0yM8Jjo7kGQLLvla0vxtafbBKE8vb15CIiIiCwao7Oyffxx+3v6WJesvk3a/lJuT7X6RtCZk/7hp2dPui3GOL+Z57Gv7UdP+ee0DE+KfMjaCrValxXH/c6gwrNcnj+vgkGTp4MW+nxeNWotTfnG50rN3zE50XJ87L8enslthmfWwPxr7WSefK5/dHTa+eV55HN9NjtsqM12F5OCMW8gr98LNj9uJ9Xnmlc9ryCvtJuf+ZnnlJedmacmZ8Ei19NtRQB43zb2gfW+2cwHrHe7FfPZTp5fO6E7kvBYDGyOmcgxPGRVLwEfUDoKnJzw9FPDwUsDTUymnHp7eMjAjp2I7EeiR0+x0a8BITsWyXKfIex/Leod9cgWRfOBlW/Z1CC6JdR6eXkV6vRwBjoiIqOgYoLJz2/3tEBYeavv2JL+c5REkkF8o7QMCti/ROb7Y2n3pz/6OatdJrZi3pTt+UXV4Die/wJYmFsR4rnhf8T1YHPo/1a3ETyQ/r27tXFHpq9v1RYSE+GYHdmX5QBYMrAWE7GUPT7syRgHb2ZZltMhSlrDs4+klm33JoIyHdV4Ef8R89jpzkEmM+ijm7baTy56WAJRIV9iWrdsRERER3SoGqOwEhPkhMDzglk8iERERUWFVbT4S4RHhPIFERERUofEnLiIiIiIiIiIicikGqIiIiIiIiIiIyKUYoCIiIiIiIiIiIpdigIqIiIiIiIiIiFyKASoiIiIiIiIiIqpYAapLly7jVOwpGI3GYt2nMPkSERFRxXDh/AWcOX0WWVlZxbpPYfIlIiIiotwUKCXx8QkY/+gExJ6MRUBgAEwmEz6b8yk6d+lUpH0Kky8RERFVDHEX4vDEoxNw+fJlKL294efvjy++noPmLZoXaZ/C5EtEREREZaAG1dQpU+V0z4Fd2Ll3O4aPGIYJjz2J1NS0Iu1TmHyJiIioYpj05NOIjonGvkN7sPvALnTq3BFPPDIeWq22SPsUJl8iIiIicnGA6trVa9iwbiMmTBwPXz9fmfbU009CpVJh1YqVhd6nMPkSERFRxXDs6HEcPHAITz8zEQqFAh4eHpg85RlcuXIVmzZuLvQ+hcmXiIiIiMpAgOrI4aNy2rJlC1tacHAw6tStbVtXmH0Kky8RERFVDEeOHJHTFq2yywlVq1aVNZ+OHD5S6H0Kky8RERERlYE+qJKTk+U0NCzUIT0sLNy2rjD7FCZfQa1SQ61W25ZvJN6Q05TklFt6XRWZaEJ5I8l83ojnivcV34NlGT+vys65CgkNgZeXF0qL+LseGBgIb29vh/Tw8LB8/+Y7s09h8hVY/nBf/Jwp/3gN3QOvo3vgdXQPhSn3lUqAytvb/DQ6nQ5KpdKWrtFo4K3wLvQ+hclXWLl0NRbOX5Irfca0dwvx6oiIiMgZs776EOER4aV2skTzO51elytdo9bIdYXdpzD5Cix/EBERUUXx3qw3UaValbIXoKpS1XxQ16/FI7BeoC09Pj4et3XtUuh9CpOvMHBwf/To0822nHg9Ee+8/iFeefslREQWf8H5ledn4O2PXy+RfQraLr91eaXnTCtoWfw6LIJ5r7/3cq7aa0XFc8VzVVbuK2f3K6n3YM60svweLGvnyn65JM9VQcdd1H3c9VyJX9JKkygn6LQ6JN9IRlh4mEzLyspCYmKSrQxRmH0Kk68ryh9UOkr6vUMlj9fQPfA6ugdeR/e5ht7K/CsNuTRA1aJlS1kVfv3adahbr45MO37sOC5fuowudoGkU7Gn4Ovnh+rVqzm1j7P55uTn7ycfOYnCYUn8suvp6XnL+Tq7T0Hb5bcur/ScaTdbFkQhrLjPF88Vz1VZua+c3a+k3oM508rye7Csnau8lkviXBV03EXdx13PVWk27xM6duwgm+GtW7sed90zQqbt2LYDGRkZDj9kibJDaGgoKlep7NQ+zubr6vIHla6Seu9Q6eE1dA+8ju6B17H8K0y5r1QCVL6+Pnj62Un45ONPERgUhMjISHz4/kfo2u02dLmts227p5+ajCZNm2Dmpx85tY+z+braoCEDSmyfgrbLb11e6TnTbrZcUniueK7Kyn3l7H4l9R7MmVaW34Nl7Vw5ezxl+TOL56p4iNpNjzz+MN6e8Y4MkPn5+eLtN9/FnUMHo1HjRrbtHhrziEyb/trLTu3jbL5ERERE5DwPk8lkQin5+68FWLxoCTRqNTp26ogJE8fD39/ftv6ZiZNRu05tTH7uGaf3cXabgogOYZ8dP7XU+8Yor3i+eK54X/E9WF7w84rnSjS9++2X37Fy+UoYjEZ079ENjz7+CHx8fGwn56ExD6Nbj254+NGHnN7HmW14f1YM/Jwp/3gN3QOvo3vgdazY17BUA1RllRhVR3RcKvqGyKvqPfF88d7i+7As4WcWzxXvK/fA97J74HUs/3gN3QOvo3vgdazY15ABKiIiIiIiIiIicilP1z49ERERERERERFVdAxQERERERERERGRSzFARURERERERERELqVw7dOXT6mpaVgwfwHOnT0ne6V/dspkVx9SmXT69Bm8+fpbtuVOnTviyYkTXHpMZZ1Op8MLz01Fu3ZtMebBMa4+nDIrISEBf/42T56vIcPuRP0G9V19SGXW9WvX8def86HVajFo8CA0adrY1YdUZn3w3oc4euSYnP/5tx9dfThlihhP5d8FC3Hy5El07tIZPXv1cPUhlRspySk4ceIkQkKC0bhJ4xLbh0q+TJMQn4B69esiKirqpttrNFrEnjwJT09P1K1XF35+HITH1cQ1OXL4MLy8FGjWvCm8vb2d3vfY0eOIj49H+w7tEBAQUKLHSQW7cvkKzp+/gGrVqqJGzRpOnS4x6urxYydkubFpsyZQKpU8zS4krsfRI0ehUqnl9QgMDLzpPmq1GqdiT8nybK3atZz6HKaSpVFrsGf3HoRHRDj9/cKZ8g0DVLcoLS0NdwwYLP+wdbmtM8LCbm3YxIokLTUNGekZePrZSXI5Ojra1YdU5n30/sfw9PDEqVOnXX0oZVZmZiYeHvsIevftDaPRiJEj7sXSVYtRtWpVVx9amRN/PR5j7x+H/gP6w2A0YOSIUVi47F/Uq1fX1YdWJt0+aCA6duqIxx563NWHUubM/PATbNm8FQNu74/XX3kDU196AXfcOcjVh1Xm/fn7PMx47U0ZoLh65Sqq1aiGH3/+HmHhYcW6D5VsAfyJxyZg3959qFOntixYT5z0FCZNnpjvPh++9xH+mjcfVapUll+m4q8nYMY7b2DI0Dt5qVxk545dePLxpxAaFiqDFFlGI7794VunvlSdPHFS/v3MyMjAqrUr0LBRw1I5ZsrtjdfexJ+//YmGjRvi1MlT6DegL2Z++jEUivy/0u7dvRfPPjNF/tBSpWoV3Ei6gVmzZ6JZ82Y8xS5w6dJlPPjAQ0hPT0dYWBguX7qEjz75EAMHDcx3nyWLluKVl19FpUoxCAoKwuHDR3D3PXfh7ffegoeHR6keP0F+Fs76+FMsWbwUGo0G3Xt0x5wvZ9/01DhdvjHRLZkze67pgXvHuNVZU6s1JqPRWOA2N1ufl7179plu69jN9NjDT5jefes9U0JCgqm802g0JoPBUOznSlizeo3p6y+/Mf3y06+mV19+rZBH6P7ENUhJTrEtP3DfWNOmjZtcekxlVVpamiklJdW2/MSj403Lly43lWd6vd6k1WpL5D1oVb92wyLt745aNmltunrlqpzfvHGz6Z4Ro1x9SGXeqVOnTXWq1zP98/e/cjkjI8PUv/cA0+SJzxbrPlSy3n37PVOX9rfZyjDi/q9ZpbZp29btBZYV09PTbcvffvWtqX6thqZLly7xcrmAWqU2tWvVwfTGqzPkclZWlunJx58y9enRT87fbN9+vQaYZn70ibzuJ46fKKWjppwW/rvI1KBOI9ORw0fl8vlz503NG7c0/e/b7/M9WZcvXTY1a9jc9N4779uutUjbumUbT7CL3HfPaNOou+4z6XQ6ufzFnC9Njes1NcXHx+db7hPrP3r/Y1va/n0H5Ptx/boNpXbclE38Lfvmy29NyTeSTQ+Nedj01PhJppu5lfKNW9WgEr+IrFyxCr/98jvOnD6Dr7/9Em3bt821zeefzsGK5Suh1+vRrXtXvPDSC7KambB92w4sWbQkV96VKlWSNYFEFV8RJfz0k89gNBgxbMQw1K1XB+WxJtg/f/8rz5WoLjlr9icYftcwh23E+Xnnrfdkc0a1So2WrVrinfffQqPGjeT6vXv24bNZuaOlAf7++PLbL2Q1eBHZFvn8t+o/jLlvHJavXlruIt2iSri4J3795Tcc3H8QU154Ls9fTsV99eP3PyE5ORkNGtbHG2+9IZs1CnEX4vDKy6/lmf9X334ha5uJe/fDmR/Ia1KeHT50GL/+n737AI+i6sIA/JHeeyeh9957U6T4q4CKonQRBMGGBQQVxYKiYu/YuyKKoDRBRESq9N5LQnrv/X/O3Z3JbpINSQip3yvjzE7b2dmdzd0z95775Tf4a9Nm3DTiRjz59BNF1vlzw594/90PVDXtxk0a4+HHHkaXrp31u9XPPlPQNNTU/Q/eh8CgQDU9f+4TqoaQp6cHevXuhZraZOSbL7/BujXr0K1HN7z17ptF1tnz31689sprqkmx3Pm7d9YMVXtMI3ci5A59YRMnT9CvVXHxwkVcvBCKfgP6oSaSO6Dyufr999UIDg7Gn39vKLLOzh078fSTC9XdbrkrN2HyeDw4+wH9O0c+M3LnrrCJkybguqGDUVvFxcWpZp4//bhcVZHfumNLkXXkTtZLixar73W5O3nrbbdg6j13q2WJCYnqHAYEBqjHrdu2xoVzFyr9ddQ0K5avUDWHR90yUj2WZkGT7pqEZxYsxAuLn4eTk1OFbENX1/JlP2PchLHw8fFRj+U7tGOnDqps1LtP8X97Zt0/0+zxrXKn/9lFqgzJ2r6Vb/PmvxETHYMZM6erx/J9du99M3Dj8BHYt3c/OnfpZHHbhU8/ix49u+O6IYPx1utvV+JRU3HXovwGkyZhomGjhrjhxv+pv21Tpt5V7An7ZOmncHFxxaNzHtHLAlKWkoEqn5Q1/t26DZ98vlRvYnvXlMmG3+a/r8HEyROLbCO/3aWca9ocrFWrlqr5dHJScqUePxnI37FpM6aiLMpSvqlVAapXFy9BWNgljB13Bx68bzaysrOLrPPMUwuxaeNfWPLGK3B2ccb8uU9ixtR78d2yb9Ryb28vtGlr+OIz5eHhocZWVvXw64qVuHHEDSqoIFV+12xYDT+/mtUO9tdfVuLM6TOqOt6wwddbrKIuXxbfL/sOwSHBeO6Z5zBx3GT1w1DaCjds1KDYPwi2xmq2bm5uep6SIUOvQ//eAxF6MRQhDUJQk/y9+W8VuFzwzFN4YNaDxa7zxWdf4sP3P8JHn36oCq7vvf0+7powBX/8tV61kZdcZZb+eEo7+MWLXlbt6SeNv0t9eaelpqo/vHdPm4KaZP++/Xji8acwdvydqhmEVN8tbPu2Hbjn7hmYO28Orhk8SFX3HDdmPH5ftwpNmjaBlbVVsdegcHBwUGNra2u1jq+fL35ftVoFb1q0bIGaRIJr0++egTvH3aH+6CYkJBZZR65ROTcTJo3HM889jY0b/lTn7psfvkbPXj3UOq1at0R2dk6RbV3dXPXpUydPYd6c+Xj3g7dV8KEmWvzSKxhzx+3w8fVR56EwuW7umnA3Jt01ET+t+BEH9h9UTfXk9WrX0S2jb0ZKSmqRbZu3aIba7J4p09GlaxcMHTYEHy/9pMhyKfiNu2MCGjQMwUeffIiLFy/ikQcfVTcXJCBqY2ujmohqcrJz1Dwq2ZHDR1TzIdObMvLDKiszS13bxTUvKc82dPVERUWrwEbbdm3N5rdp2xYH9h8o9X4k8CuaNKl5NzRrA7mu5G+Hf4C/Pk/KEPID9+iRoxYDVFK+2LljF35bu1LdzKWqfx/HTxxnNk/ex2U//KRSPkjZsDApv/cb0Ff9PZPrUCokSPOisuQfo4p9D4Xpd6qDo4Mq/0uOsOJI4OLRuY9gySuvITUtFa4uLuo979u/r0o7QDVDWco3taqE+fgTc9UfG/mhYjGx8rc/4M133kCffn3UvMWvvqjuoEiCr27du6kfuSX90G3ZsiUaN26s34WR7U6dOFnjAlTyg7ckUotFavLMnT9Hv1Px9LML0LVDd9UOWH5Uy93E0ibKjQiPQEJCAtzc3VHTyI86GUry8UefqHMiecmEfJH+tGw5vvv6Ozz2+KMqoFfSubr7nimIiYlV03/9+ZcK5EntvpqmfYf2qiAnJJBbnPfeeR8DBw3QI+9Sw0pqW8ldrhdeel4F7AoXQEydP3deBYy1daTTgr//+rvGBahUoGXzH2r60MFDiIuLL/ZzJUGD+U/NU4+bNW+Gbf9uU+dQC1CNuXNMic8jtYoWL3pFBaO12mc10Y/Lv9dvRBTnu2++Vzcd5HqTP35Ss0GuyU+XfqoHqOQ7vi768ecf1N9G+ftXnNW/rVG1PJevWKbyAEgB4tSs6fjgvQ9VLSq5yyUFQvkhJ8HU7dt3oAU7JihVTeUGDRuazZOafVqttIrahq4eeT+Eh4d52UVq7iYmlu79kLLngicWqLvGNbHGfW0gN5S1G80a+U6UGzmW3kepdbzgiafxxTefMcF9NboeC7+P8v2Yk5Oj8pPKjfHirr/4uHgMvXY4/P39EB4eofJVSZlIyqxUuZKMNZ6Kvo8eJf6N69uvj6o08dH7S9X7HBoaikfnPMxk9zVIWco3tSpAJX9sLtdERHoNMP3hL9E6Ly8vlTyxND9e7hg3BneMHotz586pEy131jp27oja5ujRY0hLS9N/BAupiSARb0kUKj/8LkcShP628ndkZ2XjyJEjKqinNaWsTeSPnxRkJLmyRn4gS5VwaZ5VGqZRYwlOyee0pgVcSnMNSoLK3Tt3qyCCqQED+2PL3/+U6jlycnJx5+3jVK2X1JRU7N9/QA9e1KZzJeTOrQTzTEn1dgnSyLm8XHNZCeaNv3Mirh18Dd5+8x0176aRN1lsllKTyfdS9x7dzc6JvM6lH36sejI0vXNuiTTR/XPjJlVDSGqLyrmvabUYy/NZkyCm3IgwTVI5YNAAvLJ4CY4fP4F27drigdkPqBpq3Xt2w7at21QzbiqZra0dMjMyzOZJE0u1zM62wrahq8fOWMtCmvoXfk+0ZZfrrWji2MmqFvqLLy+6asdJJZMbX5LItzCZZ6kmjaRl6NKti7p5KDfRzp09p+bv3vWf+vtr2oSeKoedbdH3Uft+lGXFb2OLrf/8i1VrflU3+aSm1f33PqBa2hSXKoCuLu16k/dRak6Zvo/S2sRSmgJpTSC/I2c9MEvNO3ToMG656Vb12/T6G4pvCUTVS1nKN7UqQHU5ERGR6sKQHjwK12SQ5jalIbWG5C7z1n+2wsraGoMGDTS7wGqLmJgYNZZuI015+3iroFxpdOvWVbU1lYJB06ZNSvUDsSbSzkfhL1ZvHx8cO3q8zPuTYIKWu6o23sWUwKeWy8P0GoyMjCzVPuQO9Dfff4UtW/6Bvb093njn9VJ1T1sTRUZEqHNjSh7LOZTmk8XdLTTl4uqimqaakmbMtZF8Z0kV8cLfVyI6JqZU3z9yh066Ltaa40oPXHWB1HAtck0aH0dFRALt2uKOsWPU3eZTJ0+qXB7SBJlKFhxSH6dOnjabJ3fv1bLg4Arbhq4eybsmtS3CL10qcs3UDyn5/ZA7wtJ01tnZCZ999Slr4VQhSbUgZTVp5qX9QJYfvZkZmSp4WJwGDUJw/vwFfPrxZ+qx9Eotfln+C9JS0xigqgLy/Vi4lYzh75e3xd9iwQ1C1CDBKSHNAEfeMhKr756hAsiFfxPS1aVdb5cuhZude/k7Z3qj39Te//YiOTkFt91xuz5PbpxJ887Nf/3NAFUNUZbyTZ0KUMkdD8lvU5h8WUlEvbTcPdzxvxvrRvfa+Xl5RR6XNsm5/Fgs/IOxNruSc2WqNidulGtQ2NiY5wmQHwB5uebnryRS06MudNctp8vG2vxr2saYY6E058vb27vE5pK1jdQ8NH9s+LzVQ+muw+YtmquhrslHPqwLddGtPc41OadSy0pr8k2XN3DQQNUZifyA0hLMr129Vv1Q0r7nJdAseVE6d+msahiXZhuqPHKDTWpirl/7h96cWrrXlhq/Dz1SkJNS8hNJGgOpxWkanHJ0dMDnX3+mmslS1ek/sD8ynnwGWzZv0TsZWfP7WtjZ26G3SScrUlNKrjUJaD236FmzfUjOsRH/G6VSEbRs1bLSXwMZvlNX/75GpYaQQKOUKdetXY8BgwpSaEjnOydOnFQ186X28DXXDsK3X39nlqNKWj1ITlPTXJ1UOdq1b6vKpuvXrVfpBLTOlcJCwzDwmoIWA/J30cnJUaUVkHyz6n07f0FPqSPB5vDw8BqZDqWuSL6C8k2dClBJDRe5WyK1D0wzxctdFO1OOxloXwBStdm05kFMbKzqOYEK+Pn76efGlJw730K1X+o6KQxIgb9wvqXY2Fhegxa+s+Li4wqdqzh1DlmwMufr54dYYx43/VwZH2uFGyqel5c3Ll4w75Uvzvh9JgVJKp/rbxiOTz/uiCmTpqpcXtJZgSR2Xfrph/o60sHD5PF3YdkvP6jgRmm2ocolOSVvv/UOPDnvKXTv0Q3ffP2dKiNJZyCazz75XHUAIk2G5IfTxHGT1A/l5198VjUJ00juNgYaK5/UjJWbNXMefRyzH3lIdQyx5OXXcN/9s9RNZ41ci08982StaNpdG02dfjd++XkF7p02EzeNugkb/9iI8+fP4+33CnpAlmb6cq0eO30UDg72Kueu9GJ734z7MWLUTbh4MRRvv/E27n9wVrFJ1enqkhvSc5+YgyfmPqk61fL198O7b72H64Zehx49C9LKPPPUMyqZ/Rtvv67SoEiO34ceeBgz77tXtR746cefVPOwMWNLzsNKV8+Wv7cgNzcPsXFxSE1LUwF++X2i5WO+kvJNnQpQdepkyBW1a+duPa+LJIaV/CTaMjKQtvXSbEoSMmt3zOWO4JFDR1R3y1RAfsA1adJY9RQybLihNwm5U7Nj23aM5bkyI4UByWMmeahMP0c7t+9SvR+SOTkncq4K5wuSP9YsWJnr3r2b6k3T9C6pNMVu0LBBjevEorJ16txBJR+VzjG0ZhLyObN3sFe9RFL5yOfw6++/xKdLP8Oa1WvVHcTvf/pWr2UjJH+G5PtyN3YgUpptqHJ17NQRP/+6HF9/+Q1WrfxdfddI4dr0RqfkjNRqcEqAyt3DQw3ff/ej2b7umjKJAaoqsvD5Z1T5Y/OmzaqG6IuvLCpSE1uuRUtN/rRr1bmWphSoCXx9ffHrb7+oZpfSYVP9+kFY+fsKNG7SWF9H5sn7ZG1sMSO1F39ZuRyffPwpfl6+QqU5kM6ytJp0VPluH3Ob4b385VccOHAQEydPKNJ5V9duXfWOfaQmnDST/vG7H7Frxy6Vv0quZcnrp9XEocr3xadfIkv+3hnLL3JdSociWoDqiso3+bXQpbBL+Q2DGuf/u3VbkWUTx03OH/G/kfmxsbH5qamp+ffcPT3/mn7X5mdlZeXXJbm5ufnp6RlqkHP1w/c/quns7Gx9nSUvv5bfuV3X/G3/bs8PDQ3NnzH13vw+Pfrlp6Wl5dcleXl5+rnq071v/muvvq6mTT8zP3z3Q37LJq3z16xemx9+KTz/qfkL8tu16pAfGRGZX1fdfusd+XMemVtk/i/Lf8lv0aRV/j9//6PO7c8//ZLfOLhp/s4dO/Prqgfveyh/wthJRebLOWkS0kydMzlXWzZvyW/euGX+ip9X5Nc1mZmZ6rp7adFi9Z2tXZOaqKio/PatO6prT67BdWvXq2vym6++rdLjrk6+++Z79fkpLD4uPr9jm875zzy1UJ3nC+cvqO/6Jx5/skqOk4iIiIjqpnryP9QSEk1f+PSzyM/LV02GpNqutFG+Z8Y0NWjN+R596DH8vXmLishKBHbJG6/UqVxJ4t+t2zB5giERsKnbbh+t2tcLuRv4xpI3sXzZciSnpKBL18545tmnVVXpukRq2V13jaFmlCmJEH/+lSF5ptYD2OeffK4+e9JmWtrId+hYt2oFSe2Vnl176zXuJFouibpDQkLwy6rl+nrvvfM+3n/nfRV5l+7r586fi9vGjEZdM/y661VTUGmnLd9bbu5uKvH71h1b9HWk+uviRYvVNSi90dx7372qinNdI01s9u3dV2S+nCu5E6flMXhu4Qs4eviI6uBB7sqxqQYwf+4TWL/uD9V7iiQa1RLvf/7Vp3oPotLj6NxHH1fNJZAP3HjTDVi0+IVa2QkIEREREVVPtSpAJc0TkpKTi8yXHlQKJ6iUdXNyc2pt719EVSUqKrrIPEmK7uXlVSSYlZyUrALJ5UkmXxtIMFPab5uSU6EFXDTyNS0BP8k7xaZ9VFZJSUnIyMgsMt/T06NIF+uyrgRJZSAiIiIiqky1KkBFREREREREREQ1jyGDHBERERERERERURVhgIqIiIiIiIiIiKoUA1RERERERERERFSlGKAiIiIiIiIiIqIqxQAVERERERERERFVKQaoiIiIiIiIiIioSjFARUREREREREREVYoBKiIiIiIiIiIiqlIMUBERERERERERUZVigIqIiIiIiIiIiKoUA1RERERERERERFSlGKAiIiIiIiIiIqIqxQAVERERERERERFVKQaoiIiIiIiIiIioSjFARUREREREREREVYoBKiIiIiIiIiIiqlIMUBERERERERERUZVigIqIiIiIiIiIiKqUTdU+ffW0b+9+LF+2HGdOn1GPW7ZqiQULnyp23S1/b8Ha1etwKewSnF1c0LNnd9x2x+1wcLBHdXHo0GG8+NyLanrEqJsw5s4xxc67GjIyMjHtrmnIy8tDcEgwFr/6kr5s185deGPJm2q6VetWeOqZJ/VlmzZuwscffaKm7xx3J24ccQMq279bt2H92vW4eOEiPDw90blLJ4y+fXS1em/L6s8Nf+KTpZ+q6QGDBmD6vfcUWef3Vavx7dffqulh1w9Fl25dK+WzUl6mxyveeOd1+Pr6mq1z8WIofvj2Bxw/fgL16tVDm7atMXbcnfDz9yuyv7KsW9Pey4mTJ1b6cRIREREREZUGA1SF3D1pKjZu+NNsXmZmZrEnb96cJ/DdN9+Zzftt5W/48ouv8e2PXxf5kVxVEuLisfWff9V0+47tLc67GiSYc+lSOE6fOg1ra2sV6HN2dlbL/vpzs34MB/YfwBML5sPKylCpb/26Dfqymffdi8ok7/cjDz2m3ktTErT84rMv8cemdaip2rVvh+3bdiA3NxfHjx3H3dOmwMbG/Gvgi8++wM4du9T0rAdmVdpnpTxiY2Px5LynEB8fbxYUNbXpz79w77SZyMjI0OdJ4FGCO59/+Sm6du9arnVr4ntJRERERERUXbGJXyHR0dHo2KkDHpv7SIknbtWvv+nBqY6dO+KDj9/HrPtnqscnT5zE/LkFtYHqum7GH/XyQ3rfnn36/P9279Gnk5NT1I/sgmX/qbEEtTp16VSpx/vi8y/pwalevXvh1ddfwXsfvoNp06eqmmA1mdQC6tO3t5qOiYnVA0+a8Evh2LVzt5oODAxEr949UZ0989RCs+BUYfFx8Xjo/tkq4OTi4oJFi1/AM889DTt7OyQnJeO+ex9Aenp6mdetDmrbe0lERERERHUba1AV8vHnH8PPzxdxcXF4ZfESiydu9W+r9eknF8xH9x7dMfz6Ydi4YSOOHT2ODes3IDQ0DMHB9YvdPj8/H9Puukf94DVt3iaBr++//V7VJFr62VJVA+nC+QuYN2d+sU2sdmzfiTWr1+Li+QuoZ2WFli1b4LYxo9GocaNyfSCkRoa8ttCLoXBwcECz5s0weMi16NipI8pLap388N2PanrXrt3o278vcnJysH/ffjWvRcsWOHH8BHbv+g+t27RGYkKiCvIJeazVuKoMEeER+PrLb9R09x7dVE04rVbX/278Hx6Yff9l92HafPKmkTfBy9sLWzZvQUREJJo0aYx77p0Gb29vvebY4kUv6+u6u7upWjxxsXHo1LkT7po6Gakpqfjs089x4tgJ+Af4Y+z4O1XtmfIadcsobPn7HzW9csUqDBw0QF+2auVv6rMpRtx8k/7aNbJMmo1t+3ebCoA0bdYUU6dPVddMZZNmoHK9SPAlqH6QHtQ0tfynn9XnSdx73wx17oQ025RaUeHh4aqJ7s23jirTupZU5PtZmmv7St5LIiIiIiKi6oQBqkJK+0NbmhZpPL289Gkv47T8MNy9c5fFAJXktpGaGlLrYf++A5j/1DxVW0iCQ1pNiH1796laD/JYmzf57sn6/qVp0zdfFeTeERIYW/rRx1jy+qu4aeSNKAt57lkz7td/1GreeuNtPPjwA5j9yEMoj27dCppF/bfLEEQ4fOiwCs5JcGHEyJvw6stLVIBhwqTxaqwdQ9duXUr1HLOm34eEhITLrvf2+2/p71FxJJggwTMxcNBAvLL4VZw8cQpOTo64dvA1GDFqxGWfw7RJnLy3KSkpZstX/74GG/5aD3t7e8SZrCvBDalJptnwx0asXbNOBYJMP28//bgcK1evUIHN8hj+v2HqsyPnf/3adcjIeF7PqyVBDs0tt95cZNuvv/gGqakf6Y+lOeyvK1bil5XLVZCoMt4jkZqaql6DePq5Bfj2a/OmthqteZvo2LFDwXTngoDrju07VNCpLOtaUhHvZ1mu7St5L4mIiIiIiKoT3lIvJ9Mf4//+s1WNE+ITcPjwEX2+1JgpSW9j8xwJYBwxbic1jDS7jD+Yd27fqcYSwOrZq4eaXvbDMv0H7MibR2DpZx/hzXffQPMWzZGVmYU5j8xVzRXLQn4oy49jHx9vvP7Wa/jwkw8wd/4cVbtDmj+VV5OmTfQaQ3v37FNN/aS2lOjSrYue10ebp41FaXP+7NixUw/klTRkFspPVJiWGF9I0Oz9dz5QgQH5sf/Q/Q9j5vRZZWrmJ++tJHmXJoJt27XVa+SsX/tHkXUlmCE1d95853W4urqoeYcOHoK1jbV6PyZOnqDmZWVlqVxY5SU10oYOH6I/56aNf+qvXZ5Pq7kmnQMUFxiaMvUu1aT1uqHXqXmREZFY9HxB8vur/R6JV156FWFhlzD4umtVzUVLpPOC4gLJnp4eBetcCi/zuqVR3vezLNf2lbyXRERERERE1QlrUJXTuAljVdBCghXPPPUslv/0C0IvhOpNhMTlAhm9+xgCVEJyxciPzZjoGHTo2B4H9h/Ezp3GANUOQ4Cqbbs2cHNzU9PLfvhJ3zYqMhqff/K5ms7JzlZjqVGxedPfGH37raV+TY6Ojmrs6uqKZs2bonnz5hg2fCjunTXDrMZHeUgg6o91f6iAjTSB3GPMPyX5qTp37gRbW1vVrDAqMgq7TZpqmda+KokEgOTH++VIc7uSSABGIwHBOfMeQ3BwMJa88pr60S9NvKSJW2lrp8l7+eLLL+iBCAlyiXNnzxVZt0evHpg7b46als+Wlqxfaq5JrR1pavnl51+peWfOnMWVkKZhv/6yUk1LDajrb7geK38tqHFjqZaQHKPWo6U0J+vRuacKjEgQT2qeFU7SfTXeoz3/7VXnQT6vC19YWOK62dkFz2dtXRCPt7ay1qe1YyrLuqVR3vezrNd2ed9LIiIiIiKi6oQBqnKSnFOvv7UECxc8p/JV7d+7H/YO9qq2kVZzwcfXp8R9SDJ2qVkhP/CltpSTk5OaL83IYmNiVRBHattITRHTGlfiwoWL+rTkAypOTExMmV6T1PaQGixnz57DTdePVM0Q6wfXR+8+vXDfA7P0WlDlIYEoCVCJ/3bv1hOky3wHRwdVu0iaNMprObDvgFqm5RYqjR49DTXLrpQE5zSSK2v6vfeo6ZzcHDw4y9DE8Z8t/5Q6QNWla0ETRXd3d306Na0gEKZp07aNPu1irHGj1YBR81wK5qWZBNLKY8DA/urzKQFRadaYnJys8jkJyVU00kJTRtNjlABRw0aN1OddmqvKZ1ZyKl3t92jhgoUq+PvQIw9abEKr0QK6Ii0tvdhpN3e3Mq9bGuV9P8t6bZf3vSQiIiIiIqpOGKC6AiNvHqlqKxw7egw5ObkqYfTzC5/XA1RdunQucXupoSOBrj83blJN+xyNAaoePbvj8MHD+OXnFfj048/09fv07aNPOzo4qLEEkT7+7COVz6iwRk0al+n1SHDt313/qCDV8aPHce7cOaxbu17V6JD8PH/986d6vvIwrQm14ueViIiIUAE57ce6BKokQPXFZ1+pYEdZmvdVZH4jSQqv8fLy1Ke9TbbJzjLUZCkNCb5pJNF1iesacwepdU3Os6NxHxXZg6B89m4acSM+++Rz1aTutVdex+lTp9Uy6RnOUqCpcGDM9LGDsQbe1X6PIiOi1Fium7//+ltNHzl8VF8++/7Z6nP13KJnVdM2rSe7sNAwdOlquCYvXiwIArUyNn8ry7qlUd73s6zXdnnfSyIiIiIiouqEAaor8MF7H2LylMnoYEyo/Mf6Dfhl+Qo9yGQa7LBEfkDKD22p/bB+7XrVzE9qXnTv2V0FqL7/9ge1njSBk17lNF27d8O5c+dVzqijR47hvgdn6csuXgzFsu+XqWZ1ZfHjD8tUL3NDhl6nBmFnZ6cSUJ8/d171cBcYFKjmT55wlwrUSA2nV14z9FpWknYd2sHO3k41kdrzn6H2lPQMqDUJ69ajGz7+6BN9mZpXhgCV5DeSc3g5l8tvdM3gQepcZ2dnq6ZkGekZKsj079aCmixt2hXUjKkuyvp+aE2/JKghPv/0C32+NBmzZOMff6r8R76+vti9a7feNK1ho4aqx7rKeI/0/W3bUex8yWGWmWnYh+Sn0npl/GnZctw44gbVFHHFz4brVAwz5rAqy7pXU3mu7fK8l0RERERERNUJA1SFvPj8S6oGVLaxJzdx/PgJjBszXk1PmjIJQ4cZkhK/9MJivP3GO2jWohkS4xPUj0rh7uGORS8vKtUb0Muk2Z7kZ+o/oJ8K2kiAS8s3ozUH1JoAiln334t1a9apbSSZ9w/f/wg/Pz9V8yMyMlL9uL37nrvL9GH4959/MefhufD09ESDRg2Qk52jJ2+X5kgyX1936zYVbJIE6KUhtUA6dGhvlgDdNABVXDCqtD34VWR+Ix8fH5VzS3ouvHD+Agb1uxa+fj44eMBQK65+/SCMufN2VDdlfT+EBFal1p/UttF6TZRme9IznCWSi2zwwCFo3KQxjh4pqLU0tRSftYp6j95+/80iQayXX3pF5W0Tb7z9Gho1NtQw6jegn+p9UYLAmzdtxsC+16hcTlqy81tvu1XldivruldTea7t8ryXRERERERE1QkDVIVIcErrJl6TnJSszxs6fKg+f9b9M1VtBck/pTXJkRpRC59/Bs2aNS3VG9C2bRsV+ImPj9drEgmpfSU5n7Tk5KbN+4QEIr5f/h2eefIZFfSRXFUyqGVNGuOW0bfA2bkgoFUaY+4cg7i4ePzz9z/6axJBQYF44aXn9eZqUrsoL9fQPEl6/CstabJnqYc+CQw1btxI5b8Sps3/SqOi8huJ2Y8+pHpa+/C9j1RTRBm0pPaLX33RLE9VdVDe90PcfMsoFQTRDBl2nVlupML69uujavFonw/JcTRtxlSMnziu0t4jaRZb2EcffmxWAykkJFh//M4Hb2PBE09jxc+/qqCjVjNw7Pg78cSC+Wb7Kcu6V0t5r+2yvpdERERERETVSb187XY7KYcOHUZCnCFYVByppaA1cxMZGZk4e+YM0lLT0LBxQxVoKasD+w8gKTFJTbds3VI1nyppfmHS5Eqa4NnY2KJ+cFCR9RLiE/S8WMEhwWjUuFGx8zRSc0Nqg6Ukp8DPz1fVljHNobPt3+2487axqsneyt9XoFXrVqV6nZERkTh54qT+uFv3bmY5miSPUJwxIOfk7KznAKoq0rzv+PHjqrlYw4YNS53Lx9K5jY+Lx+FDh83mFzdPnDh+QvVoKKQ5lwTs5FLdumWrmufi6opOnTte0fshpNfJgwcMNY+K+3wX93oaNGygavNI4E6O19LnsjIdPnQE8XFxarpbj+5m+Z9MX+upU6fVZ7lFy+YlBm/Ksq6ping/y3Jtl/W9JCIiIiIiqq4YoKIye2nRYnzw7od48uknStW0i64uvh9ERERERERU0zFAReWqrZKYkIDefXuXu1c/qjh8P4iIiIiIiKimY4CKiIiIiIiIiIjqTpJ06ZFu545dSE9LQ5euXeDn71fqbaXHsGNHj6ve3kIahOjzN/35l8qRY0py5JSlBzgiIiKqvSS34s7tO5GTm6vKEV5eJfcWamr/vv04c/qs6iTCtNyybu16lX/SVPMWzdCufbsKPXYiIiKiuqLSalBJkuCJYyfDw9Mdnp5e2Ld3H55/8Tncetstl902Kioao24Ypbp7f/2t13DzraP0ZTddPwK5uXkqkbFpb2HS6xYRERHVbXv+24upk6epjgYcHR1Vs+jX334NQ4cNuey20knBLSNGqx51P//6Mwy6ZqC+rG/P/vDz80PDRg30edcMvgYjR424aq+FiIiIqDartBpUjz08B+07tsdHn3yg8hZ9/ukXmP/4E+jXv2+JvaNJ/OzhBx7GlKl34flnFxW7zo0jbsDM++69ikdPRERENU1eXh5mP/Awrhs6GC8vWazmvfbq63h09mPYumMLXF1dLW6bnZ2N+2c+gHtnTbdY/hhz5+24Y+yYq3b8RERERHWJVWU8ydkzZ7F/3wHcdfdkPan2HWPvgI21DdauWVfitu+98z6sbWwwacoki+uEXgzF76tW479d/yEjPaPCj5+IiIhqnr179qlaUHKTSzN5yiSkpqSqFAElWbzoZTRp2gQjbh5pcZ0zp89g9W+r1fNkZmZW6LETERER1TWVUoPq+LHjatyyVQt9noODPRo2aqjySlny3+49+OKzL/Hb2lUl9hb3z5atiI6OUc0IszKz8NpbS9C7Ty+L66enpat8WJrc3FxkZ2XDP9Af1tbW5XiFREREVN1I+UPKD81bFKQBkPxT0jTvuJQ/Rt5U7HYSvJIbaKvX/4aMDMuBpw1/bMTZs+dw5NBh2Nra4u3330L7Du0trs/yBxEREVEVB6iSkpPV2N3d3Wy+h4c7ko3LCktMTMKD9z2k8lT5+fkiJyen2PXmzpuDvv37qgKoBJrmzZmvquRv2rLRYtX9tb+tx4plq4rMf3jObLi7u5XjFdY9ebl5sLKulAp4NR7PFc8VP1e8BmuKq/l91ahFQQcnlUXKGC6uLkVuPrmXUP6IiozCnEfm4t0P3oabmxsyMqKLXe+lVxah/4D+ajorK0uVPWbNuB8bN/+hglXFYfmj9uLf+pqP72HtwPexduD7WPOVt9xXKQEqBwcHNU5NTTMLAKWmpiKoflCx27z1+ltwdnZS1fB/Wb5C5ZEQ/+3+TwW2JBGp6Degn76NFEAfmP0Afvx+GQ7sO6ACV8UZfuNQDBxsKFQK6QVw4bxFCGkSCC/v0vfsU5edO3GxSn5s1EQ8VzxX/FzxGqwpatv3lZQ/pNZSYVL+0Momhb30wmKEhIQgLPQSfgldgeTkJDV/29ZtsLWx0csWWnBK2NnZ4b4HZuGm60fi5IlTaNO2dbH7Zvmj9qpt105dxPewduD7WDvwfay7KiVA1aCBoYebsNAwPUAlyc/Dwi5h8HWDi92mabOmqteczX9t1tcXR48cUzWxtABVYU5OjmocFxdv8XgcnRzVQERERLVXgwYhqgZ2RHgEAgID1DzJFRUdFY2QBsUHE1q3aY28/Dy9/JFpbOJ38MBBVfPK0s0vRycnNY6Pi7N4PCx/EBEREVVxgKp9h3bw9fPF76t+1+8qbvt3O2KiY3DtdQWBpk0bN8HN3R1du3XB2PF3qkEjBcxff1mJ8RPH4eZbR6l5iQmJsLO3U91Ga1b/tgZWVlbo2KlDZbw0IiIiqqZ69u4JZ2dn/Lbqd0y95241b8P6japJ3qBrBurrSb6p4OD6aNe+HabNmGq2j6ioaKxZvRb33HuPvo3cQJM0AlJzSrPmtzXqcZu2bSrt9RERERHVJpUSoJKmdwueeUp19SyFQh9fH3z80Se4/Y7bVGFQ8/JLr6qCnQSoSiMqKgozp9+HIUOvQ3BIMA4fOoxlP/yE+x+6Dw0aGmptERERUd3k5OSEx+fPwXPPvqCa8zs6OuDDD5aqIJRpDapnnlyIm0beaFYmKcm5M+fwxLynMHTYEPgH+GPvnr1YuWIV5j35ODy9PK/iKyIiIiKqvSolQCWk4Fc/uD5W/boK586ewxNPzcPIQl03Xzv4GrVOcaRW1KhbRqrq+hrplefbH79WOaoOHjgE/wA//Lzyp1IXMImIiKh2mzB5gkobILWk4uLi8PKSxRh+/TCzdYb/bxjadSi+7CC9Dkv5w9/fT5/XtXtXfPLFUqz4+VccOngYDRs2VD3+NWve7Kq/HiIiIqLaqtICVKJL185qsOSxxx+1uEwCVG+8/XqR+b6+vrhnxrQKO0YiIiKqXfr066MGS5557mmLy6Qnv+LKH/Xr18es+2dW2DESERER1XVXpy9pIiIiIiIiIiKiUmKAioiIiIiIiIiIqhQDVEREREREREREVKUYoCIiIiIiIiIioirFABURERERXbFNGzfh91WrK+VMSo+MLz7/UqU8FxEREVUOBqiIiIiI6Irt27cfO7bvqJQzmZSYhG+/+c7i8lMnT2HBE0/rAxEREVV/DFARERERUa3i6OSIps2awtXVFV9+/lVVHw4RERGVgk1pViIiIiIiKo3Nf/2NXTt2oWGjhrj1tltgZWW4H/rf7j349ZdfUa9ePQQGBeLGETciOLi+3jwwLS0dHh7u2Pbvdvj7+2HM2DGws7PT93v40BGsW7sOXl5e6NqtS4nHUL9+fUy6ayKOHzuOd99+j28cERFRDcAAFREREVE1lpOZgpSYY1V6DC4+rWBj73LZ9dauWYeTJ06hX/8+WPrhx9i+bQeWvPGKWubm5qpqNeXn5+P4sRMYcf1IrPnjd/gH+Kvmgd9/+wPat2+Hrt274rtvf8DBg4fw8pLFenBr0rjJGHPn7chIz8AnSz+96q+ZiIiIKhcDVERERETVmASndn5zU5UeQ49xq+BRv9tl13NwcMDX338Ja2tr3HbH7RjQeyDuf3AWGjVuhOYtmqtBY2NjjR+/X4b7H7pPPQ4IDMDHny9V0/0H9sfEOyfp67771ru4Z8Y0PDD7fvXY19cXb7359lV4pURERFRVGKAiIiIiogrRvUd3FZwSfn6+aNa8GY4dO64CVLm5udjwx0Yc3H8QycnJOH78BNLT0/Vt27Vrq08HBQWqnvo00lTv3vtm6I979+vNABUREVEtwwAVERERUTUmzeukBlNVH0Np5ORkF3lsa2Mobi567kVs/edfXH/DcDRu0hjRUdFITUnV19UCW8WxtrFBdnZOwX5NpomIiKh2YICKiIiIqBqT3E+laV5XHUgAKiUlBS4uLjh16jTOnj2HtsaaUf9s+QdPPv0E+g/orx5v37Yd9VCvVPvt2KkD1q/7A3369laP16xecxVfBREREVUFBqiIiIiIqEJ4enrilhGj0a59O/z912ZMn3GPyi0lBgwcgMcfnYd+A/qpJOkSyGrevFmp9vvgww9izC134PzZc6qmVXh4RInrJyYmYcnLS5CQkKAeL3jiaTg6OmLek49XwKskIiKiq4EBKiIiIiK6Ytdcew369O2jck/t3bMP4yaMRdduXfTlTyyYjwGD+iMiPBITJk+Ana0tLl0K17fNzMzU13VycsbC55/RHzdr1hRrN67Gv//8C08vL9Xbn/QYaImtrY3qMVB07dZVje3s7PguExERVWMMUBERERHRFevUuaM+LTmmiqM179O0aNmiyLbCwcEek+6aaDZPeu4befNI/fGd4+6weCxOTk5FticiIqLqrVIDVDk5OTh44BDS09LQvmN7uLq6lnrbc2fP4fSp0yqPgVZVvCL2S0RERLVbVlYWDuw/gJycXJXLSJp6ldbJEydx4fwFdOrSCd7e3hW2XyIiIiKqogDV+XPnMXn8XcjKzoaHh4d6/OrrL2P4/4ZfdtuE+ARMGDsJFy9cxOtvvYabbx1VIfslIiKi2u3okaO4e9JU1bzLwdFBNS9794O30bd/38tuG34pHHfePg4x0TH4/OvPMOiagRWyXyIiIiIqygqV5NHZjyG4QQj+/vcv/L5uFWbefy8efvBRxMTEXHbbxx6Zi9tuH13h+yUiIqLaKz8/Hw/MeghdunXFpn/+xNoNa3DbmNFqXlpaWonb5ubm4sH7Z2PipAkVul8iIiIiqsIAldR82rVzN6ZNn6p6XhGTp0xCXl4e1q62nOBSfP7pF0hMTMSMWdMrdL9ERERUu0nzO2miN2PmPahXr56aN23GNMTHx+OvP/8qcds3X39L1cy+o5g8R1eyXyIiIiKqwgDVkSNH1bh1m1ZmySsbNW6kqshbcvjQEbzz1rt4/a0lsLKyqrD9pqelIy42Th+kCSERERHVLkePHFMBpFatC8oJ0sOcr5+vWmbJ9m07sOz7n/DSK4sqdL+Wyh8yX8upmZycotfSSk5KVjW5RFpqGrIys9R0RkYm0ozbZGfnIMXCNqkpqSpPltomPQPp6RnGbbKRkpKqpuWmnmwjYyHzZbk6rvQMtZ2Q/cj+hOxftpHnU9skp6jjUMeZlq6OT22TmaWOu7ht5HXK69Vem9aDn4y1bdT5SEo2e22m22jnI7PQ+UguzfnIyNTPe0nnQ7bJzip6PmSedj5kXak5p59Dk/ORbno+SjiHZucjLV29ppLOh9qm0PnQz6HJ+SjpM6XOR2Zx56PgM6WdD9NttPNh9pnKKuVnSs5HKT5TyYU+U5ml+UxZOh+X+Uxpry0jI6NKrzHTz1RJ15jZZyqzlJ8pOR/l+EwVd41d9jNl6Ror9JmydI2lW7jGzM6hOh/ZxV5j8j5e9nxY+EyV6Roz3eYKrrHitin2GqsO39tXeI2V5Xvb9PNhdo2V4ns7pRTf29pru+z3dmY1/N7OKt33dnHXWEZpr7HC39ul/Dtm+pmq1jmokhKT1FjuRJry9PREUpJhWWHyh/7+mQ/gqaefQP369fU38kr3K9b+th4rlq0qMv/imXAkxRpOOJUsLzcP505c5GkqBZ6r0uO54rm6Gvi5qh7nqlGLEFQ2KQu4uDjDxsa8uOPp6WGxnBAfF4/Z9z+MxUtegpeXF6KioitkvyWVP1avXI8hQ65DVGQU/v13G0bdPFIVEn/5eQWuHXyNKtf8uXETQhqEoHnzZjhw4KAqIPbu0wuXLl3Cf7v34KYRN6qC46qVv2HI0CFwc3PFH+s3oFmzpqpHvT179iI3Jxfde3TDhQsXcfjQYVz/v+GqvLVm9Vo1LTf5ZFo6pGnQIETVUre2sUaXLp1x9sxZnDp1GkOGXoekpGT8sf4P9ZySg0ues2u3LggKCsK2f7fD2cUZHTq0x8mTp1Rtd3kNUrtMXsPNt4xSNx1X/PIr+vTpDT9/P2zZ8g+8vbzQpm0bHD16DNFR0RgwsD+io6Ox5e9/cMutN6sC8M/Lf8E11wyCl7cX/tq0GYFBgWjZsgUOHTykznufvn0QHh6BXTt3YcTIm1TheuWvq3DdkMFwd3fHhj82qnPRtGkT7Nu3H1mZmejRswdCQ0NVrbj/3fA/9eP2999WY/j1w+Ds7Iy1a9ehdetWaNiwIXbv/k8FJrt27YJz587h+PETGDZsKFJSUrBu7XpVm9/e3l5tL70SSvl1x/YdcHBwQMdOHdX5k1ypg6+7FgkJCdi44U+MHDVCfY5+XbESPXv1RECAP7b+s1WVbeV9OH7sOCIiIjFw0ADExsTir78249bRt6jPzfKfflbzfXx8sPmvv+Ef4I9WrVqq9zY+IQH9+vVFZEQktm/foZ5HfkzIeZfnl/3/ufFPNGjQAM2aN8P+/QfUj5BevXsiLCwMe/fsw4033aB+PP226ncMHTYUrq4uWL/uD7Ro0VzdDP7vvz3Iz8tDt+7dVEcCcuNYzltqahrWrlmL/91wveo4YPXva9C+Q3uEhARj545dsLWzRefOnXDm9BmcOXNWvT9Spv/jjw3qfbO1tVXvm3xWAwMD1TXh6uKK9h3a4cSJkwgLDcM11w5CXFwcNv35l/p8yPsi14u8ZgkU//33Fvj6+KB1m9bquOTc9R/QT13Pcn7lc6hdY7Ivudb/3bpNXRvy+g4eOKje1959euPSpXD8t/u/QtfYdXBzc1PH3LRpUzRp0hh79+5Tn7kePbrj4sWL6nN5/f+uR3p6ujoH+jW2Zi3atm2jzv2uXbvV50ZdY2fPqmtm6NAhSE5OVudau8bkPejcpTPq1w/C9m3b1X46dOxQ7DUm3x+yT3mv5fj9/f3wz5at8PLyVNfYsaPHEBUVhQEDB6j8enKu5BxqnynJtScdQhS+xhKTktC3bx9EhEdgp/Eak99n8tm97rrBcPdwx8YNG9GoUSM0bdZUXWPyo7tnL7nGwrB/337ccGPBNTZs+DD1PSrXjnxuGzZqqM6z6Nqtq7pWjh07jmHD5RpLxbq169T2cj3J9nJNBQfLNbYT9g726NSpo+pQ6+zZc2qdxIREbNiwUb/G5DMl7410trV1679wd3NDu/bt1HUs+QbldcfGxqrXrV1j8p0zYEB/+Pj64O/Nf8PPz0/dmDhy+Aji4uLRr39fREZGYZvxe1u7xor93t5/QH3f9urdC2Fhl7B3z151jWmfqaHDhqiOvtav/0Ot37ix8Xs7Nxfd5Rq7cAGHDx/B9dcXfG9r19ia1WvUawkJCVHvjVxD6ho7cxanT59Wf1/kO1L+Jph/b3dFUFCgOn4XFxd1nRZ3jWnf23K99O3XV92Qke9mbx9vtGnTWlUMiY6JUedKvr//MV5j+ve28RqTfdUPrm+8xg4hOSVZ/R0IDw9Xf29Mv7cHD75WlUfke1uuryZNmxiusaxs9Ogp11iouk7lHGjX2PDrh8PZ2Qlr16xTx9WgYQPs3rUb9aysDN/bZ8+p1yfnWoIp69etV++BfG8brrFO6ntbblI5OjmiY8cOOHXylDr31w4u+N7WrjH57Pfq1VN998pr9jR+b8vnVr575ftZ0g7J97Pp9/agQQPVuZP58p3f0vi9Lfvv26+v+s6Xvx3y2dWuMe17W55frhX52y7XlFxP8rdDvrf37TVcY9r3tlw78r6uW7deXcdybarv7fx8dJNr7Px59Td3+HD53k5V5027xlb/vlp9xwQHy/f2TtjZG6+x02dUeUC+t6WVm7w/5t/b3REYGIB/t/6LsXeNQbnkV4IVP6/IbxjUOD8xMdFs/sgbbs6f/cAjxW7z4gsv5Q8bPDx/w/oNali/7g+1j+cXvpC/Y/uOcu9XpKWm5cfGxOrD6ZOn8yeOvltNU+mcPX6Bp4rnqsLxc8VzdTXwc1V3z9WnH3+W36xhiyLzB/QZlP/cM88Xu82cR+bm3zpytF7++PmnX1RZ443X3szf89/ecu+3pPJH6IVQtTw7Ozs/KSlZTefl5eUnJSbl5+TkqMepKan5mRmZajo9PSM/NTVNTWdlZecnW9gmJTklPzPTuE1aen5aWrpxm6z85OQUNZ2bm6u2kbGQ+bJcHW9autpOyH5kf0L2L9vI86ltkpLVcajjTE1Tx6e2ychUx13cNvI65fVqry0jw7CNjLVt1PlITDJ7babbaOcjo9D5SCrN+UjPUO/H5c6HbJOVWfR8yDztfMi6h/ceKziHJucjzfR8lHAOzc5Happ6TSWdD7VNofOhn0OT81HSZ0qdj4zizkfBZ0o7H6bbaOfD7DOVWcrPlJyPUnymkgp9pjJK85mydD4u85nSXtvR/Seq9Boz/UyVdI2ZfaYySvmZkvNRjs9UcdfYZT9Tlq6xQp8pS9dYmoVrzOwcqvORVew1Ju/jZc+Hhc9Uma4x022u4Borbptir7Hq8L19hddYWb63Tx89V/QzJeejFN/byaX43tZe22W/tzOq4fd2Zum+t4u7xtJLe40V/t4u5d8x089UeVVKDargEMNdU4m4y90GjURLB14zoNhtfH191Z24b776VgukqfHWf/413J3o2aNc+xUSEZWBiIiIai+5myxlBqmJI+UKIXcj5Q6v3NUuTlD9ILVcK39oVenlTrjcuZU7rOXZb0nlD22e3OWXWipCaoS4urnq6zg5O+nTDg72+rStrQ1sbYvfRmoy6ds4OphsY6sGIXfFTbeRGg36cZlsI3fcZRBy59hsG+Mx//P3P0jPyFC1S9Q29nZqKG4b7XUWfm1yJxvGl6fOh3Gbwq9N7hB/9OFSPPTwg6r2RJnPh9k2ls+Hs4XzIbWAZNC2kRotWjoK7XyobUze75LOodn5MNnG0vlQ21j4fJiej5I+U5bPR8E5LOl8OJRwPix+pq7wfJT4mbJ0Pkr5mZJaA9q+q+IaMz2Hlq6xIuewAq+xq/uZuvJrrFTnQ3pVdXAo92eqKq6xqv7ersxrzNI5LO58xEYk1KxrjN/bsHQ+yqpSAlQdOrZX1RwlcXmLli3UPKmObqj6VtBls1Qfc3FxRZu2rXH3tClq0EjBr1nDFioh+s23jirTfomIiKju6dm7h/qxIuWECZPGq3l//blZNQeQJmSarVu2qir60tTpwdkPmO1DmgT16NwTsx95SDUBKct+6xppriRNJLUA1dUkTQs+WfqpClBZIs3jpAmF/GCSYyopeEhERERVr1ICVBLdnPfkXDw5b4GKiko7Xkl+Lm0cu3TtrK/39JMLVdvoJW+8UqH7JSIiorpH8nk89MiDePH5l1TwyNHBQfXON27CWJWLSPPIQ4/hppE34okF8yt0v1R13nvnfaz69TeVd0hy87zy0qv45IuP0advb74tREREdTlAJW6/43b4BwRg5YpVKjnf9HunYez4sWbrSBI9S3e3pOqeJJyTxHZl3W9pbflyF9xc3WBjaw1r42Bjp01bwcbWRo31ZcaxlY1xnoz1aWtYybo2VrCyttK7oSYiIqLKM2PmdJXQee3qtcjJycWc+XMw+rZbzdbp278vmrdoVuz20nRByh8+Pt5l3m9dJUnKJeFto0YNcf0N1+tlIEnoKol95XFQYCCG/W+4SrZr2jxQkjNLEmh/f3+MusWQiFZz+tQZbPhjAzy9PNGuXbsSj2HQNYPUe6Q1u5Mk6Z8u/ZQBKiIiomqs0gJUQjLZy2DJM889bXGZFDA+/fKTcu23tFoNbAZXJxfkZuciJztXjXOzCqbTUzKQm52H3Kwc5GTlIjcnT/WIkydjWcdknJdT8Dgv15A/qySSY0sFs2wk8GUYFwS7rAoCYabzVQDMMN+mcKBMD5iZzDcJohmeh0E0IiKq/aRnMRksKanmtru7m8Xyx+X2W1Ey0rIQcSYGVSmgiQ8cnAx5OEqy8Y+NOHTwsOoN7uUXX1G5Q1946Xm1THKhSM5QKfNIj3hvvvE21m5YrXqhk+aBP/24XAW1unTtompA7du7D88telZtK701jb19HG4ccaPqMe69t94r8TgkXYQp09wnREREVD1VaoCquvNt6Km6Lq4KUljLz8svEuhSATAJiunzjAEwFUQzCYTl5CI7MwcZKZkqiGYaICsSOFP7KxirAFtuHiBxtMtV9DLG2rIys+Dkut8Q/LKWgJehppgKpBkfm823KTTPdL51QSDNdF19P8XML7Kdcd/1rFhTjYiIahcJTr0784cqPYZZ741Bo3ZBpVr3+5++VcEoyc81qP+1qiaT1JBv3aa1GjTz5szHD9/9iFn3z1SPpQvtr7//StWwGjLsOtw14W49QPXWG+9g8pTJeGTOw+rxu2+9iw/e/6hUxyPdfH/3zfd49vlnyvHKiYiIqLIwQFVNSGGsnnU9FXQx9C1QfUkw7eyxCwhpUh95uRL0MgTQZFoLeBWeb75OwTxtflZGtvl2hZYX2U57rAXxjPNLrKtmIQBnZVUP9awk4GU4/4ah6HQ9mbbS5tczBMbUdobHarm2TOarIFo9xEUlIP1Spsk6pvs2f1yv8P7Vc5quU/A8DMgREVF107N3L73XqMCgQDRr1gxHjx5TASopP0hC+gMHDiI5ORmhF0NVJziaTp076s0Bg0OCERsbqy87cvgIpk2/W3888JqBpQpQpaSk4O7J03DjTTeo5oZERERUfTFARWUmhUcVSLOv+R8freZangy5eciXQFduvgp+5ecZplXwyzhfrSM13XJyka8tyyu6jjYt+5Paa1KzLU/bnxZoy5Pns7ytNq2Or8hy4/7ziwnJlVQTTlvddHm+vKfQg3QqSGZlCJapoKkK4BmDdGqZIaBXMC3LjEE+fRvj9to6xuBecftWj43PGxsZh8yo7EL7Nnku0+cxWaYCvGpsaA4MK2PQ17hM1ofJOvr+1AYF2+vz1OqsjUdElePz+SvhYOtk9t1X8H1p+NJu0a2hMQ+m1tzfmB/TOLZzsFWDrYNNkWlbe1v1PX2lTfxKQ/52mpK/dVaGF4GXX3oF61avw5BhQ+Dm7gZ7BwekJKfo65rmmypMzoX8vTXd7+WkpaVh8vi70KpVSyxY+FSpjp+IiIiqTs2PMFSg6MgYZGdlV/Vh1AjSI45j+OVzUdQK9YxXio3pQ/m/DIZCd0ly3LMQ1KB0BfuqogXp8gsPWgDPGAwrvLxs2xiCeTkynZ2P/EzzbWRZQkwScjJyijyXpedR84053gq2MUxDHstIOyZZzeT4DKtYnl/6k1d80K8s80wDZyqQZpxWgTP1MasHKz2YZgiepadn4D+XA4boogocG3der/hpPd6m7VMtLmZ9bWem09pItpUHEgDUVzAG8yysX9yx6cG/kqYtvRbtGEzWsThtPLb42EREnYguOA+Fzol2/MVOmxxbkXOoTZdw/Pp8k/OjrW82bXJsZsdvZfl8FvdaihybpXOofw6099QwjouLu2rf7f6B/ldlv7VB6PEoWOdd3frTclPJ3tlO5ZFycnOAk5sjnN0d4OzuCGcPRzVPTZs8lnWkSX1Z/PvvNmSkZ8DB0UHlijpz5gxat22llv254U88+8JC9BvQTz2+f+YDyMkuqEFVkvbt22HTxk0qt5XY8MfGEteXY5gycSpCQkLw4suLeNOBiIioBmCAiojUj2DrapC/69KFSAQ1qFs/Yg3BtIJgmRZQUwE2Y7BNC5wZgm6G+RGh0fAL9Na3NexM/mn702cY4mD55tP6YuN8023NjkvbVhuZThc6fv0Yipk2O54ix2b6fEWPJyczFymxachKy1LTeucV0lmFMUefqq2oakHmm9dAVDUicw0vvxQdVtR1nca2Qv2G5r3l0tXXskcj2Ns4GGrW5hlqB5kG6OUzLJ2z5EgnLZKDMisX2cYOW2SQz/rlSJ5KGVLi0sp0bBKocvV2hps2+LjAzUd77KLGslyrVe3k6IhbRo5G125dsGH9RkycNAH169dXy3r17oWn5i/AoGsH4cTxE7h4MRRt27Yp1XE8MPt+jBl9J0JDw1QT92NHj5e4/oInn8aB/QfQoWN7VXNL+Hh7Y+r0qWV6/URERFR5GKAiIqpCBbVryhYgdEyxh6uvM+qC/auO4fDakxaXyym0cbBRzZlsVC0RGVvD2s7Qe2lWVhac3ZwKej5V44KOGIrknDMu0/ICmuWE0+bZmOabM8lTZ5ovzphbsCY1F5UgMVW+2+Zed0WdtEgAKzMtGxmpmYZxmmGcqT/OQmZaFjJSZZyJtKQMpCZmIC0xHalqyLAY5JJ1ZYg8W5APqjiOrvZIsUlGn0ZDERAciKjEi7hn3CwMum4gEiKTVVDr6WcXYP26PxAZEYnrbxgOZ2cXhIaGqu379e+LjIwMfX9Ojk6YM+8x/XGr1q2wev1v2Lzpb3h5eeKpZ57EyhWrLB7PgIED0KhxI7N5zi4upT6nREREVPkYoCIiomqt402t1KDR8rLlaDWopDaVGvIMtaqk8wRjrRJZNzYqAR5ebobaVVJ7LNekmaiWV05qpWTmFDQnlXW1pp+5hZuaarnhTJqGFtq3abPUkmg1zEoTxFKxTLNccFp+tYLabVqNNPNp43OZ1pAreiAqaBfSPxBoULb3h6qeBF6d3GRwKNf28jmUAJYKViVIQKogcJUSl4qkWOMQk6LG6cmZRfYh86zhgqx44MKFOAkH4cjBSBz55Ue1XAK37r4u8PR3hUeAH+Jyc4DAPDSr3waJ0Sno2q2b4fNsJE0EZ953r9lzSE2ssePv1B/fPW2Kxdd044gbynUuiIiIqOowQEVERDWwSaqhdlRp2F6wuaKmoxJkykrLVs2j9CaGxuZVhmljc0O991GTDg2MvY1qzQ715ojaOlqnCcbAlsVjUMG0fORn5RbJzaZ1jFBy/jD97BXMK0T1ipp1+aZiVPtIgNTB2V4N3kGXX1+uheTYVCTGpqhxUowheJUYk6JqS8VHJiMxOll9ZjXyOY+PSFID9ocV2aeNnTW8g9zhXd/DMAS5wydYxh7wDHBVQTgiIiKq3RigIiIiKuTAb8exb8VR/bGrnzNcfJxg72IHOyc71ZzQ1tiM0MbOxtCLmr2tyo0jtZxUE0KtGaBJc0JZrpoE6k0GC9bREuNXJTbxo9KQfFNeQe5qsESCsRK8io80BKUSopINAarIZCTIvMhkZKUXdEwjgd7Ic3FqKEyuEc8AN/iGeMGvgSf8GnrBN8QwloTuVX3dEBERUcVggIqIiKiQZn0bqIBURlImMpJlyEJmSiayUrORnpip5+vRfhibNtWTaRmrgJRxMOS9klpfxkCVDLbWhmltnq21HthS+bJMH5tua1ym7UcFt/gDnaoZ+Wx6SHM+f1c07mBIkm5KrpOU+DTEhiUi9lICYsISjNOJiA1LQGpCur6u1MRSy8IScWz72SK5r3wbGANXDbzgaxx713dnrSsiIqIahgEqIiKiQpw8HdGkV0i5z4uWJ0vrZVByXKkmdNq0cb6aJ/mzZFrl08pTzQmLXVZoP4Z5huUlHwz04JbU2CqWJJq3tUZw37rViyZVHQmquno5q6FR+6LtCiXhux68CjUMURfiEH0hXiVtN819deFwuBpMyWddmglKwCqgsTcCGvvAv4k3/EI8Va1HIiIiqn74F5qIiKiK8mRJwCk7Q3JbSU4rY8DJNPm7cTrHZFoldJck8DkyNkkSL/mwjMsLk+eQbSX/VZEEVPJQEsXn5CGgm09FnwqicpF8WPVb+KmhMKldFXUxDtHn4/WglYzjwhP1vFcSII6+GK+GI1vPmDUX9KnvCf/GXipoFdDEG/6NvOET7KlqfREREVHVYYCKiIioAknTpahTcYi/mIi0hAy9maDUjNKaAmrkB7Hks7Kxt1H5rKSmk9RkUs375LE045M8V7bWsHWzUYmk1TKtCaBxmbWdsRmgcRsJkJUHc1BRTSB5pxp71Efj9uZNByWQK80Doy7EI/pCnBpHnYtF5Pk4Pd+VBLAkmCXDwc2n9G3lepK8VhKwUrWtGnkjqKkPPAPd2ISWiIiokjBARUREVIEkILVu8RY17R7oCo/6rvBu5AE3fxc4utnD1sEWNlqCdXst6MQ8UkRXSoK1EliSwZT0eJkQkYSIc7GIOBODiLOxapAgltRGFFLzUC07EwPguL6tg7MdApv6ILCpL4Ka+yKoqS8CmvioRPFERERUsfjXlYiIqAI5ujtg4sejkJmShbTEghpUMk4ITUK2NOfLNDTTy8kyTEteqcK1q4Reg8pOalnJuCCoZXhcMK0HvAqvJwEwO2vWAqE6y8qqnt7rYJs+TfT50qxVclxFnIlFpASvzkqAKhYxofF6U8GM1CycPXBJDRqpoegb7InAZj4Iauargle5VoYakuywgIiIqPwYoCIiIroK7F3s1ICiHZiVmvyAlvxUKr9UZi6ys3KQqwW3VN4qw/zMtCw96JWblYNsmc40TKv5hfNS5UMFxfLyDAnWtV4CmwwJARpc4QsnqiEkACw9/skANNfnS+A46mI8wk9F49KpGISflnG03rOgdIKgNRPc/+cJfTsndwdVwyqwmdS08kFQcz/4NfRSNbuIiIioGgaoTp86g/T0NLRo2QJ2dnaXXT83NxdnTp+BlZU1QhoEF9nmyOGjSE1NMZvn4+ODxk0aV/ixExERVSZVg8rGDnA2BKsk2Xl2ejZyZJxhrWpjWdnkoJ51Pb3mhvx4tsrJh5V1HnLr1ZNYVBFSA8TWyVbVLBGy78K502sTqdly8sRJ5OTkokXL5rCxuXzxJzs7W5U/pNwR0iCkyDYH9h9AZmam2byAwECEhARX+PFT5ZKaiRJokqHrsILPUHJsKi6djsGlk1EIl/GpaJWEXa45ITUmT+25qAbT3FaBTbz1hO/1m/urJoNsIkhERFSFAaqI8AjcPXkawkLD4OrmitSUVLzxzusYMLC/xW0+/ugTfPTBUnh5eSIlJRXpaelYsPBJjLx5pL7O3EfnIi4uHoGBAfq8a64dhFkPzLrqr4mIiKi8JC9OUkQKUmJSkRKTppoBSrNAGTJSslStKdXDnpGVtSGheuHBxjiWpoVu/gWPteTrMi5tjqvamCRdgkzTpkxHYkKCCjbJeX/3w3fQtVsXi9u88dqb+PqLr+Hr54eE+AQVnHjhpecweMhgfZ1775kFWxsb+PgW9Hw4YtRNmDh54lV/TVT55Ppx83FRQ6uejfT5EiSWpoEHt55AVkquodbV6RhkpGTqua1Cj0epwbQnQcmTpQetWvipYJi90+Vv3BIREdVmlRagenT2Y3B2dsKOPdtgb2+PVxcvwawZ92HLv5vh4elhsfbUhr/Ww83NTT3+8P2P8PCDj6L/wP7w8pLq2AbjJozFzPvurayXQkREdEWked3XM1aqWktB7f3h18wbvk29VBJ1excZ7FTuKLpy9898EI0bN8KHn3wAa2trzJ/7BGZOn4XNW/+Cg4N9sWUPBwcH/L1tM5ycnFRw6qVFi3HfvQ9g3+E9qgyjmTFrBu4YO4ZvUx0mNaFCWgWoHFSNWoSoefKZSYhMRtjJaFXbKuxEFMJORiEx2lDjX/JbSQ0sGXavOaLmyXeBb4iXWdCqfnNfOLo6VOnrIyIiqnUBqkthl/DPlq349IuP9YLd9Jn34KMPl2LtmnUWC3fT773H7HGv3j1VwTEmOsYsQJWcnIz9+/YjICAA/gH+V/nVEBERXRkrGyuMeHYwIo5HIyU6DfGhibh0KNKQmLmeobaGqgXlaAM7R1vjtDaWWlG2sHMyfyxjCWoxSXOBQ4cO4/Chw3j+xedUcErc/+B9+O6b77H5r80YNnxokfdG1psxc7r+WM5nr9698OF7HyEpKQm+vr76svj4eNXULzAo0Gw+1W3ymfEMcFNDu/5N9fnJcakqaKUCVici1TguPEktkz4StLxWezcc07eRxO7BetDKH8Et/eDs7lglr4uIiKhWBKgOHzbcHWrXob0+z9XVFU2aNFEFx8sFt8LCwhAdFa1qUI26ZaTKX2Xq80++wF9/bsbFCxfRqHEjLHnjFbRs1fIqvRoiIqIr5xHkqobiSDM0yTOVlZ6t550yjA3zpFmg9jg7IxtZ6cbcVNIsUJNvzDVlbwxiOdrCThtLcMsY/LJztlPJnR09al9NjSPGMka79m31eRJM8vP3U+WP4gJUGilThIeHIyIiEu+8+S4m3z25SBDq3bfew8oVq3D+3Hn1HK++/goaNGSWeSqeq5czWvV0NmsimJaUoWpZhRprWUnQKkbyWhmTx8VdSlTDgb9O6tt4BbohuJUEq/xV7S0JXjm6FK0NSEREVNNUSoBK8jcIz0JN+Tw9PZGQYFhmybZ/t+Pbr79D+KVLKnfE7XfcbrZ88pTJuOHG/8HB0QEpKSl4YOaDuOfuGVi3YY2aVxzJZZWenl7k+IiIiKoDSV4uQSQZroQh0JWNtIRMpMalITU2DSmx6Ui4lGycTkN6Qoa+fofbWyKoQe2piZyQkAhXVxfY2pqfRymPJCYklrjthj82YtWvvyE0NFTlwhxlkv9SPPjwA7j5llFq3/Fx8Zg+dQZmTr8Pv/7+i15bqzCWP6gwJzcHNOvaQA2ajLQslcsq9LihlpUMkefj9GTsUutKhgObCoJWviGeKmgV0tJfjes391MBaCIiopqkUgJUtraGp5HebkwLiRkZGbC1LTkh5K233aIG8cVnX2Li2ElYu3ENmjUzVJnWlgkXFxfMXzAf1w0cggMHDqBHzx7F7nPtb+uxYtmqIvMjL0UjLbmgoE6WSTOU2phM92rgueK54ueK1+CVkpw2qkZVqgyGXvxyMnONvfnlIjfTMNbm52bnmW0vSdJV0nRpBmhvDVtXG3j7eiDAwVslVbdxsIaTlwOs7Wyu2ne7f2DlB76k573MzKwi8zPSpfxR8o/3u+6erAY592++/hbG3j4Om7Zs1FMJ3D7mNn1dTy9PPPb4o7jt5jE4e+YsmjVvVqbyx8Uz4UiKTS3HK6TqIi83D+dOFPTed6XqOQAhHX3VALRVydhjQxMRdT4e0efiEXkuHvHSPNBY00p6E5Rh7x/H9JxWnkFu8GvoCb/GXmrsHeIOG1vmtqus95CqBt/H2oHvY82n5WWslgGq+sH11ViqyTdr5qLPj4yIQL/+fUu9n4mTJ+ClFxZj65ateoCqMF8fH/25LBl+41AMHNzfrAbVwnmL4B/kCw9P91IfT10mP2Bq0132q4nniueKnyteg6WVk5mDi/sjEHc+AclRqUhPMvQEJnmp7J3t4OBqSKBu72wLBxcH2PkZalmpPFXGpnvSjM+6nLmoatv3lZQ/srKyEBcXp+euVLksY2IRVD+oVPuQ83jPjGl4Y8mb2LFjJ0aMvKnY9Xy08kd4hMUAlaXyR0iTQHh5F+TWpJpHAhvlLYyXVvOCTBlKZlqWahZ48Vikqm0VeiwSMaGGVgHSRDAuLEkNx/49r+ZZ21ghoImPsWmgoaZVQGNvWNswaFVZ7yFdfXwfawe+j3VXpQSoOnTsAFc3V2xYv0EPLEni0kuXwtFvQD99vcOHjsDJyRGNmzRWTfCkFx3TArYU+mS+1uuf3AG1d7A3W+fvzVvUuGWhPFWmHJ0c1UBERFSdhB6MxJaPdsO/hTeC2vqpnv2cvZ1UQEoSoUtOKSq9nj17qPQAUv7QUgT8u/VflRKgv0n5Qzpa8fL2RkhIMNLS0lTvfabOnT1vlqqguHW2/L0FVlZWFoNTguUPqkj2TnZo0jFYDRppCSBNAiVYdfFYBEKPRyE+wpCIPTcnT28yuGPVQTVPOlYIauarcllJAnYJWvk18IKVtRXfLCIiqp0BKum57+FHZ2Pxopfh6Oio7jIueeU1XHPtIPTsVdAM79HZj6FN2zYqyfmJ4yfw3DPP49bbblUFxkuXLmHph5+gdZvWGDZ8mFr/1OnTeGreAtw2ZjSCQ4JVwtP33n5PPWaSdCIiqmkadauPgDd8kRCaqGpQhR2KQlp8OrLSDEnStRw0UqNKkp9LgnMJXtk526ofqzK2c9LmGcdOdupHaF0kN7SkR77nn12k8nE5OjrgpRdexi2jb0HzFs319abffS9uGnkjnlgwH7t27sbSD5ZixM0jEBQYiHPnzqtOWnr06oE+ffuo9ffs3oN33noPt4weBf+AAOzdsxcfvPshpk2fioDAgCp8xVTXObk6oHnXBmrQpMSnqRpWF6WW1VFD4Co5Lk0tk44VLhyJUINGamRKz4HBrQJUTauQ1v7wCnRnD6FERFQ7AlRC8jhIYGrlr6uQkZ6OW269GVPvudtsnbbt2qBxY0PPJh07dcRzi55VXUGv/m21yu8wecokjL79VhXwEu3atcWLL7+gkqivWb0W/v5+ePWNV0vslYeIiKg6c3CxQ0ArXzWUmJMqMweZqdnISs1SAaxMGadmIykiBVlpWYZlxnFudq5ZAnZpLqgCWKq5oB2cvRzh4uuEvHrmuatqg9mPPoTgBsFY+/ta5OTm4u57pmDSXRPN1unYuQNCGhhqoQwcNABubm5Y9sMyrDy/UvXc9+DsB1Qvwlryc6n97eLqih+++xGhob8jKCgQSz/7EP0HFDTfI6ouXDyd0KpXYzVoEmNScPGosWmgBK+ORSAt0ZCHVXoKPbM/TA0a6elT6zVQBa1a+cPNpyBtBxERUUWoly+l3DouLjYOs2fMwfyFc5iDqo7mKbmaeK54rvi54jVYleTPfG5Wrh6wSkvIUEGsRBnCk9WQYcx11XFMS3Qc0rrWJEmvKeWP1z94mTmoariani9FviekKeBFrWmgymsVpfJcWeLu62LoOdAYtJJpqcFVU9X095AM+D7WDnwf665Kq0FFREREV/4jUmpJpSdlqKBSemImMpIzVQ0qvdaU1KRKz1HraqSJn9b0TyVad7VTea4adg2Cg5u9mic1t8JDo/gWEdVBks9VmvHJ0PEaQx5XaRYbfSHOkITdGLi6dCpaNQsUidEpaji85bS+H5/6HghuXRC0qt/CD3YOJfeYSUREpGGAioiIqJoKPRCB8CNRSAxPUTmo9N783Ozh6G4PRzcHNe0e6GqWh0p69JOmfERE5SXfIf6NvNXQbXgbNS8nOxcRZ2LMglaR52KRl2sIiMeEJahh34bj6rF07CDba7msJHAV2NSHPQcSEVGxGKAiIiKqhiRv1KZ3d8DN1xkNu9eHT2NPOHo4qFww9q72DEARUaWzsbVWuahkwEjDvKyMbISdjDImYDcErWJCE9Qy6dhBAloy7Fp9uGjPgcZ8Vr7ScyCD6kREdR4DVERERNWQta01xr0/AslRKUgIS0LchUSkH4xEelKmat6n9ehn62CjJzuXsapJpXrwK5iWhOh2TqxVRUQVT5rwNW5fXw2atOQMQwJ2CVgZew6U5oCWeg6U2p/BLaXnwILmgZ4Bbuw5kIiojmGAioiIqJqSGgXuAa5qKI7kmZKmf5kphh78pCc/rTe/lJg0lY9K8lJJouPstGxoaalkO/lR6SDNBN0d4OThADd/F+Q61r5e/Iio8kmy9BbdGqpBkxSTYuwx0DgcjUBakqHnQPmOOr03VA0aZ3dHQ/J1k5xWrl7OfDuJiGoxBqiIiIhqcGJjO0dbNcC3+HXycvKQkZKp17ySpOoyTo5KRXxoEs7vCtOTHksvfiFNAiv3RRBRneDm44I2MvRtqgfK48ITjTWspLZVBEJPRCErPVstT01Mx7Ed59Sg8fBz1ZsFhrQOUE0NHV3sq+w1ERFRxWKAioiIqAbmp1IBp0QJPGWo3vy0nv20IJSWtNjKup6hlz7prc/YY5+rrzN8m3jp86SZoAS7Ll2IrOqXRkR1hHzneAd5qKHT4JZqXl5uHqKMPQdK4EqCVpdOx6jvPJEQlayGQ3+f0vfjG+JZELRqFaB6DrS1508cIqKaiN/eRERE1ZjUMji3KwwRx6KRFJGiAk9WNlZ6L37SRE+mJYm66t3PzR72LvawtrGq6kMnIioTK2srBDT2UUP369uqeTlZOQg37TnwaAQiz8fpefiiL8arYe8fx4z7qIeAJj56wEqCVwGNvdlzIBFRDcAAFRERUTWWkZyFLR/thncjDzTqXh/uga4FNaJc7GDDmgJEVIvZ2NkYc1AF6PMkZ5X0HKgHrY5FIDYsUS2TIP6lk9Fq2LHqkHEf1qjf3M+Y08qQz8on2JM9BxIRVTMMUBEREVVjUiNq/IcjVO0p6ckv/mKiIY9UcpYaa/mjhPTU5+CiNeWz06ftZVqCWq726ocaEVFNJr3+NekYrAaNJFzXclkZErFHICkmVS2T78nzh8PVoJHvx+AWxqBVqwDUs89TNVal6SEREVUNBqiIiIhqQLMXj/puarBE9eiXno2MJEPgSgtixZ5PMAto5RoDWvWs6qkaWBLAcvJ0hHugC+q584cZEdVMTm4OaNmjoRo0idEpKlCl9RoovQimJ2eqZdJ5xKk9F9WgcfH8yxiwMvYc2NofLh5OVfJ6iIjqIgaoiIiIakuPfk52anALcCnSk19mahYyUrJUEvX0xAykJWQg8VISos/EI/6ioZeszuNaA82q6AUQEVUwd18XuPs2Q7v+zfRAvjQF1IJWWs+B2Rk5anlKfBqObjurBo1ngJvea6CM67f0h4OTHd8rIqKrgAEqIiKiGkZ6upLaUGnxhkCTBJwyU7KQmZKpxhKIyk43/ODSkgbbu9ipQRKrO7hLT35O8GvqpZKsaz35sRc/IqrtgXyfYA81dL6ulZqXm5OHqPNx2Lv5CNLjs1XQKlx6DszJU8vjI5LUcOCvk8Z9AL4NvPQk7FLLKrCpL3sOJCKqAAxQERERVXNZadk49ucZRJ+JQ1ZqtmqeJ7mpHD0c4OThCEcPe7h4e+hBKBkk4MRcKkREJZMeTwOb+iAztzEatQhR87Izc1SQyrSmlQSx8vOlFhbUtAz/rTuqN8OWfeg9B7b2h39D6TmQvakSEZUFA1RERETVXFJkCvatOIrAtn4IaucHN38XOHs6qqTnkgDdztFWBa2IiOjK2drboEGbADVoMqTnwBNRhlxWxiTsceFJeq1WWSbD9pUHDftwsNF7DlRBK9VzoAdvHBARlYABKiIiomrOp7Enxn80Eqmxaao3v8SIZMSp5OfSnC9T1bBCvmFda1sr2Evvfcae+/Qe/Fy0x/aqhpUVA1pERKUmeaeadgpWgyY1IR0XjxsSsGu1rVLi0tQyyWt17uAlNWgcpedAFbAy9BzYoHWAypNFRERVFKCKiopGRno6QhqElPoOQmREpKo66+PjY3Gb8uyXiIioppCAkquvsxrqt/e3uF5udq4euMo09tyXnpCB+IuJan6m9OiXkqWSBQtpguLs5agCV16tLfcSWNNFhEcgJzcXwcH1S71N+KVw2Nnbwdvbu0L3S0S1g7OHI1r1bKQGId+riVEmPQdKEvbjUer7WKSnZOLk7gtq0Lh5O5v1Ghjc0h/O7o5V9pqIiOpEgCo2Nhb3zXgAe/bsgZOjE5ycnfDWO2+ga/euFrf58fsf8fab7yI3JwdpaelwcXXBM88+jeuGDr6i/RIREdVW1rbWKuDk6G5vSJguASljoEqGzGR7w7QkVU/OVHf5ww5GqZwrXYJbo7YJCwvDzOn34eTxk7CxtVE3u955/220aWv5tX768Wf46P2lsLaxRlJSEnx9ffH8i8+hT9/eV7RfIqrd5Ca5h7+rGtoPbK7m5eVJz4EJxlpWhqDVpZPR6jtXJMWm4sjWM2rQeAW5FyRhl54DW/jBnj0HElEdUGkBqrmPPI60tFT8t38XnJ2dsfDp5zBtynRs/ncTXF1di93mwvmLWPbzDwgIDEBeXh7eWPImZk6fhV17d8Ddw73c+yUiIqqJ5O68BJ1SYtJUc7/0pEyzAJQEnOTHkFbjyt6saZ9h7BHkVtD8z9kOViZJfGtjL3733/sgXJydsffQf7CxscGjDz2Ge+6ejj//3gA7u6Jdxefm5iImOga/r1+lak7l5OTg2aefw/S7p2PPwf9ga2tbrv0SUd0k38W+IZ5q6DLUEMCWHgIjz8UaalodlSTskQg/E6NyWYm4S4lq2P/nCfVYcgz6NTTpObCV9BzoAxs7ZmshotqlUr7VpInexg1/4oOP34eLi6Gd9eyHH8Q3X36DtavX4bYxo4vd7tG5j+jTVlZWGDLsOrz1xtsIDw9XAary7peIiKgmiTkbjx1f70c963oqsOTi4wQXbyc4uNvDLcAFjhKIcjPmlrJmr1GaY0ePYc9/e7Dslx9gb2+v5j0852H07zUAWzZvweAhBTWyNdbW1pgz7zH9sQSfZL0vP/8K8XHx8PP3K9d+iYj07xkbKwQ181VDzxvbq3lSo+rSqeiCngOPRiL6orHnwLx8RJ6NVcPuNUcM+7C1VkEqaRIY3MJP1bIKaOzNoBUR1e4AVWpqKkIvhiIlOQUenp4IaRBc5juDhw4eUnd9O3fupM+TAFPTZk3UspICSdKET+5kRkdF45233sPg665Fy1Ytr3i/RERENYXcPbext1Z33eWHSk6W5Jky5DTJz81XgyyT/FOSIF3Wren5GJOTkxEWGobU1DR4enqgQcMGKlhUFgcPHFLjjp066vNCQoJVkOngwUMlBpIkt2VcbCwiIiLx2iuv4ZbRt6jtrnS/RESWeg5s2DZQDZqM1EyVw0rlslLNAyMRH2HoOVC+72WeDBq5QeHf2NsQsGpuCFpJEEx6eiUiqgmKLemlpaXh559+UcOB/QdU9XaNo6MjevTqgTF33Iahw4eWqrAYH5+gxh6eHmbzPTw8ERcXV8KZZ0oAAQAASURBVOK269asx2effI7IyEh4enrizXfe0Avd5d1velo60tPT9ccJxv0QERFVR94NPTBsTn81LU380pMy9PxSMo49n4DMFGNTv5Qs5GQU/N22cbAxNvOz03v3U2M3e73mla2jTbUIaCUmJuGnH3/Cip9X4PChI6p5v0ZqSvfq0wtjx92BQdcOUjWrL0f+vst2hW+sScBLakOVZPmy5Vi+7GeVBD04JBjT7512xftl+YOIysLB2R7NuoSoQZMSn1aQgP1YJMJORKk8VkKaCIafilbDLhxW8+Sr3TfESwWr1NDcF0Et/ODk6sA3g4iqHbPokhQEv//2Byx5+TVV6Bo6fAgmTh6PoPpBcHJ2RlJiEs6fO49dO3dj7mPz8OriJXjqmSdxzeBrSn4SG2s1zs7ONivMZWVlwdam5Ij+2PF3qkFyQrz/zgcYM/oO/PHnOuOd1PLtd+1v67Fi2aoi8yMvRSMtOaPE4yGDvNz8Wpmr5GrgueK54ueK1+BV4QDYOtjA1tcGLnAqdhWpZZyXnYestGxkp+UgKzUbSUmpyLgQi5TodKRGpSE1puCGTaexVy/Bt3+g5Z4H5UbY5598jjffeFvdjLpuyGDcM+MeBAT6w9HJCUkJiTh96jR27tyF++59AA0bNcTTzy5Ar949S3xOSXKelZ1VZH5WZtZlb7DdO2uGGqSMsXjRyxh98+3YtGWjSoZe3v1aKn9cPBOu/8CkmkkCA+dOXKzqw6A68h46etugRd9gNYjUhHREX0hAzIUERJ+PV9PJsWlqmTQRjLoQp4a9G47p+3DzcYZvQw/4NPCArxo84eRe84NWNel9JMv4PtZ8jVoUBNbLwqwUFRMTi++++Q4vL3lJBZ2KuzspPdjcOe4OZGRkYuWvK/HWG+9cNkAVGBSkxlGRUWjcpLE+PyoqCr379CrVgUpOiJn334t33noXf236CxMnTyz3foffOBQDBxvuRGt3QhfOWwT/IF94eBqSr1PJJDgV1MDyjw3iuSoPfq54rq6G2v65kiCUBJ70XvpUzSqtdlVBAvWczFzDBvUMTUlc3BzhXd9D1a6yNyZMh0t+lZwrCT6tX/cHPlz6Pnr37V1sba4+/fpgwuQJKvWA1G569613LxugCgoKVEGjxIREvXMVuRkXExODwKCCZjQlkaToDz3yID7+6BNs27odN428sdz7tVT+CGkSCC9vr1IdD1VP8oO4vIVxqh5q/HvYw/xhWlIGwk5GqRpWajgZhZiL8SpgJZJiUtVw+r8ws6CV1jRQGzz8XKtFDds68z6Swvex7jILUPn4eGPVmpWl2tDBwR63j7kNo2+79bLrduzYQfWwt+nPv/RA0skTJ1VuK9NAktTOkmSj0muf1IIqXHVemu1lZmbC1dWtTPstzNHJUQ1EREQ1IQCVGJ6COLkjHp2KlGjpvS8D2ek5KtgkPxzsHG2MSdINTfgcXOzh1cBdJVRXTfpc7WFjd/m8VFVVM7Z5i+b48ecfSrWu/N2Xm1TjJ46/7Lrde3ZXNZo2/bkJo24ZpeZJLfDk5BT07tNbX+/0qTNwdXOFn59vseUPyUMlZJ2y7Lcwlj+IqLI4uTmgedcGatBkpGWp5n9awErG0pug1PYvCFqdxdFtZ832o+WyCmzmi/rNfFVtK6lJSkR0VQNUcifw5ZdeVcnFu3TtXKodlCYHhIOjA2beNwOvv/q6qrrv4+uNF59fjJ69e6Jv/776ejOmzUSbtm2w5I1XVAJS6bFPgmCSmP1S2CW89877aNy4EYZdP7RM+yUiIqqpzu0Mw5alu+HTxBNBbfzQtG8DeIW4V5u8URVBbix9+vFnGD1mNNq1a1th5Q9vb29Mumsinl/4ggo6SR7NhQuexfD/DUPbdm309caNGa9qRj2xYL7qhe+nH5dj5C0jVU2pc+fO4+033kH7Du3Qt1+fMu2XiKg6cXCyQ+MO9dWgkd4DI87EIPREFC4Zg1bhZ2JUZxxaTayTuy+oQSM9CEqPgVpPhBK4CmrqA0fmtSKiigxQSWFv3Zp1qplf02ZNVaDqlltv1nutuRKzHpilegH8/rsfkJGejn79++L+h+4zK1w3atQQgYEBarprty6474GZ+Oarb3H2zFl4enni+huux/iJ4+Dk5FSm/RIREdVUjbrXh4uPE+IuJCI5JhXHNp5GelImIDe868nf7nqwc7KFvTTVc5YE6Hawcy6Ytneyha0sd7aFjX31DGrJMS3/6Wd8/ukXaN2mtSp/3HzLKPW3/0rNf2qeanYnAbCcnFyMuHkEZs6612wd6f3Xz89Q1pEe+GxsbbHsh59w4fx5+Pr6qtQGMkhzv7Lsl4ioupMm3yGtA9Sgyc3JReT5OFwyaR546VQMMtOy9B4EtaaDpjwD3BDY1AdBkoi9qa8aewa4q79TRESlUS9f2g6YkGSgGzf8qe4ebt60WeVUGDhogCosSqGtcLX32iAuNg6zZ8zB/IVzmIOqlGp7TpeKxHPFc8XPFa/Bq51IVJKgS+4pNaQah5QslZsqMy0bWWmGablTbkqSrDtKb34ejiqA5dzAEY1aG5LuVmaSdCG5LdetXad6zvvn739UE7rB112ryh8DrxmoclHW1vLH6x+8zBxUNRzzpdR8fA9LlpeXj/iIRBWokmaCl4xDfERSidvZO9khqJkPAiVgZaxxFdDERwXGrga+j7UD38e6q8g3g9wdHH79MDXExsbil+UrVGHx3ntmqWZ0UuX9tttHswo7ERFRNWBlbWXMNWWv8lXlZuUiM9UQlDIbpxoDVjI2BrTS4jMQdz5RJVEX3ae0q7LXIbktR44aoYaI8Aj8vPwXVf6YMmmqqsl9862jcNuY29CsWdMqO0YiorpKakF5B3moof2AZvr89OQMhJ+O0QNW4aejEXE2Vm8iKLWuzh64pAZNPat68A3xNG8i2MwXbt7OVfLaiKj6KDF0LTkWpt5ztxoOHzqCn378CStXrFJdQffq3Qvf//Rt5R0pERFRHZSdkY3U2HSkxqcjLT5d9cqngkxaLam0bHVnWyPJ0O2cpImfNOuT5n62qsmfq68z7BoZ5mvLrQslTq+qJOmFSWcpM++7Vw17/turyh/fffM9PnzvI1z/v+F4f+l7VX2IREQknT+4OqBJp2A1aHJz8hB9MQ6XTkbj0uloNZYgVkp8mlqen5ePqPNxati38bi+nbOHIwKb+KgaVtrYv5GXqoVFRHVDqetWStLPevVuQ25uLr7+8hucOnXq6h4ZERFRHRZzJh6rF22Gk6cDAlr5ws3PGY6ejvCs76aCTlrOKck/JbWoaivptEWCaNK7nqQfOH36TFUfEhERlcDaxgoBjX3U0AWt9flJsamGWlYmTQSjL8argJVITUjHqT0X1aCReyiege4mgStvNfYJlp4Ea+/fPqK66rIBKmnmt+LnX1U1+yOHj8DHxxtTpt6F2++4rXKOkIiIqA5yC3BGtzHtkHApGSnRqUiOStWbRkhQSg2OxrExEbrpY225zK+JCWojIyL1Zn6nTp5CYGAgZt0/U+WkIiKimkea8MnQqmcjfV5WRjYiz8YaAldnYlSPgjJOS8xQyyVbctylRDUc/ue0WW1hv4ZeKlglPQpqAaxC6ZWJqDYEqCRR+p8bN6k7lX/9+ZeaN+jaQXjokQdx7eBrVOJSIiIiunqkGV6bIQV5PsySoqfnIFuSn6dLjinjkC5NAdMQf7HgsYyz002aAOZLzqp6hl79JIAlPf3JtKs9nDwckO9StQV7SZT+x7o/8NOy5SpRurWNNYYOG4qnnnkS/Qf0U70NExFR7WHnYFukF0EJMiXHpiL8TKwesJJx5LmC3FYyVk0IT0ab7U/+pgU18zPUtmpqqG0lNbkcXewr/bURUdnZFC4YLl60GL/+shJxcXFo2aoF5s57DKNuHQUfH59y7J6IiIgqPCm6i50aTOXl5JkEpXLUtASnDGPjY0mOnpqF1Lh0JIQmqZxWebkFQaku49sARWNiV11iYpIqf/y26nckJSahfYd2eObZBRgxagTcPdwr/4CIiKjKSLNuNx8XNbTs0dDsBk3spUSVz8o0cBUblqBqWgnpufbsgTA1mHL3dYF/I2+V08q/sTf8G3rDr5EXnFwdKvvlEVFpA1RJSUmqOv2IkTepKvQdOnYoaVsiIiK6CtKTMlXwKD0xA+kJGcgwJkNXASdj7ajsjByzwrxq+udoA1tHrWmfjWHsaAtHdwe4B7rC1rFgnqxbXZKkR4SHY/3a9aqXYEkh0LJVyyo5DiIiqt43aKT3Pxk6DGpu3kzwXKzqPfD47rNIi89UgavkOENSdpEYnaKGE7vOm+1TmhxKoEoPXjWUsbdK2E5EVRyg8vLyxM4922FvX7QKZGZmJuLj4lXPOkRERFTxok/HYc2Lf6tmeD5NvODd0AMe9V3hEeSqmuMV5J2ygY29jVlwqSZr3KQxtu3+F7a2tkWWZaRnqBtofv5+VXJsRERUA5oJtgpQg29TNzRqEaInXTdtHhh5Lk6N05IM+a20xO0ynPqvIDG7kACV5LbyUwGrggCWi6dTrfnbS1TtA1SSW6pwfinJQ/X+ux/g7Jmz8PL2UgGs6VPvxaLFz8PX17eyj5eIiKjW8mrogWvu64n4i4lIS8xESmwaYs9L04WCHFLWtlawdTDUlFJjbZDH9jIumLZxsFaBLMO0TbXt8cjOzry5ovQY/O1X32LpR5/g4oWLaN6iOVat+RXTp87Aux+8A2dn5yo7ViIiqhkkyNSsS4gaNPL3VAJXpgErNT4fixSTGleyzum9oWow5eTmoAJVpoErvwZecPN1qZEdkhBVNyVmO3/r9bfxycefYvKUSWjUqBFeeG6RSlDas2d3fLL0Uzw+f27lHSkREVEtJwGkkE6BarAkNztXNe9Tg7GpX8HjHGREp6rpHHmcmYucTBkbHku+KSmc5xjny6Ce19ZaNfdrPbIJ0ABV7rmFL+C3lb/hrrsnw83NDV998bWq3d2mTRt889W3uGfGtKo+RCIiqoGk9pPUgpKhaeeCwJVITSwIXEXJ+LwhgJUUY+hFV0jtq7MHLqnBlNwo0pof+jbwVEEr7bG9k/lNGCIqR4BK7l4u/XApvvjmC3Tp2hlRUQU9JPTo1QNzHpnLABUREdFVJMGk3KxcQ6BJBaGyTaYLAk+GIJRxvjHwlJMh2xXkqdJqYUnh3MHNHrb2TsZmghL0ylM9/VWHGlYpKSn49utvsWb9ajRt1gTHjx1XASqt/PHhex8xQEVERBXO2d0RTToGq8FUenKGClZFaTWujIGrhMhkfR35m1xcr4JagnazwFUDQ+DKw9+Nta6IShugkl50cnJyVXCqMA8PDyQnFVyQREREVHYJl5IRfiQKKTGpKjF6ZnKW3oW2Ug+wsbVWzfO0pnyqyZ4aW6uxCjY5OBcsM2naJ0NZmhxUVZJ0U5ERUfD18VHBqWLLH8ksfxARUeVxdHVAo3ZBajCVkZalglbRF+MQfSEe0RfjEXUhHjGh8WZ/y7UE7af2mOe5srGzhk+wBK2MNa8aesEvxBM+wR7qOYnqIosBKjd3NzU+cvgo2rRtbbbs2LHjqB9iHlkmIiKisgndH4E9yw+rpOhOno5w9nZSYxV8MuaNkgKsCj7ZGQNVKvBUEIDS17W3hpWNVY1P3urr56NqbYeFhaF+/fpmy44fO4bgEPN5REREVcHByQ4N2gSowZTUSE6ITFLBqugLEsCK1wNYEqjSSBBLErjLUJiTuwN86nvAu76HGkvQSgZ5LHmwavrfeqIyB6isra3xvxv/pxKSPrFgPlq2bKHmS4FxyctLMHnKZIs7JSIiostrd31zNYi83DyT3FCG5nmFpzNTspASk4acrIImfKb5pHJz8oo8h9Sg0gJZeg0rbdrRRvV+pAXCch1Nam9VEck51X9AP0wad5cqf0itKXH61Bm889Z7ah4REVF1JX93vQLd1dCqZ6Mita5ijAGrKJOaVzJIM0FNWmIGLiRG4MKRiCL7d3Sxh3dwQeDKNIglieEZvKJamyR9wTNPYsqkqZgx9V71WD7s/XoOwK233YI7xo6prGMkIiKq9aysrWDnJIOtHrCShOgSgFLjLMNjyUmVo42zDMtyjcvUY5PlKqF6eg4yUw2BLQlwqWCWaTNCE90mtwWaocq9+PIiTJ4wBXdNmKIeSwct1w0agilT78Lw64dV9eERERGVu9ZVcEt/NRSudZUUnaKCVrFhCYgJTTSMwxLU2PTvdnpKJkKPRaqhyP6d7fSAlRbE8gp0U8EyyYUlZQ2iGhugcvdwx08rfsS2rdtw5PAR1LOyQvce3dChY4fKO0IiIqIaLj4sCfEXEpGWkK5yTUnQSBKeZ6UX9KQnTO96yqT0rCc5qGRsNm1rpWo8afOkJpTkojKdZ21npXrn0+fZXb4JYHXIQSX8A/zx29qV2PL3Pzhx/ATs7OzQq3dPtGrdqqoPjYiI6KrUuvLwd1UDujUsNnilBatiQg2BKxnLY9MOUTJSsxB2IkoNRZ7D2krt3zvIXQ9aGQbDNGtfUbUPUAkpyPbp10cNFdU7T0ZGBnx8fEq9TXxcPFxcXWBra7irbCoqMgqZWVlm85ydneDl5VUhx0tERHSldv9wEOFHDD37SNM6Fx8nOHs5wtXXGU7u9sagk7XqRU/GVrZW+rQEoySwVLDcuI7JvHplSIReU0iqgUHXDFRDRUhMTEJubk6ZygdxcXGqyaGNTdHiUvilcOTkmtdEc3N1VTf3iIiIrkbwqlmXELNl0kNvUmwqYo1BK9MAlszLTM/W15Wa2XGXEtVQHDtHW3gFaIEr41gFs9zVc0vTQqKrzazElZmZidTU1DIV3i6FXUJQffMeDSwVDB958BFs/utvFWiSbV5/awnad2hf7PoZ6Rn45ONP8fUX3yA9PR1p6Wno27cPnn/pObOkqXdPnorz5y/A1dVVn/e/G65njgoiIqo2hjzcVy9I5mbnISstG1lpWcZxtpqXl2Nopid3QnNTco2P81ReKdWMT62TazYvzzgt+9WZTGrPacqsBlU9w2NJ0m5tY41G1wYBDVDp5OZVXl6eCgZVdPlDbmQ9dP9s7N71n2oq2LxFM7z+9uto1qxpsetLL4FLP/gY3379rbprnZKagiFDrsPCF54xu7k2+ubbkZaaBidnJ33e2HF3YNYDs0r9GoiIiK6E/A1393FRQ5NOwUX+/qcmpCMuPBGxEpgKT1LTariUiISoZOTlFpQRstKzEXE2Vg3FkeaDHn6u8AxwMwTMZNrfOO3vCjdvF3XTjKjCAlQSnBrU71pMnDQBd4y7A8HBlnvKObD/AL7+8hts37YDf//712WfaN5j8xAaGoYde7apYNKCJ57G3ZOn4a9//oSTU0HhTnP27FmkpqTil1XLERAYgIT4BMyYNlPlw1q1ZqXZujNmTsfM+wx5soiIiKqSFoTScj1puaJMp+UupgpA5RjGZtMq95RhXHh+4W1UwdK08pRWztTm5Ruq9GsxKbM4ljyQf/n5yM7ORUZWJvJyCkW3KokEkW4deRvunjYFt99xG/z8/Syuu3vXbnzx2Zc4f+48Vq7+9bL7fmDWQ6rm1J6Du9UNsofum4177roH6zetK7Zm1NEjR9V66/5cC29vb9Wj4JSJd+PhBx/Fl998brbu3PlzmJOTiIiqbfDKxdNJDQ3aBBZZLuWJxOhkk8BVkqGGlTGIlRyXZra+NB8sKYAltbklUOYZIMGrgsCVpwpmuakcWI6u9kziTiUyK5lJzanvl32H5xc+j3fffg/t2rdFp86dEBgUCGdnZyQlJuHs2XOqcBgWGoaRo0bgx+Xfl/wMAKKjo7F2zTq88/5beu2sOY8/hmU//IR1a9bj5ltHFdmmdZvWatB4eHrg7numYNpd96gq96a1vPLz8lTh1svbq9jCJhER0dVyeN1J/LfssNk8SXTu4Gqv8kI5uNrB3sVezbO1l+Z7hmZ5VsZBetWzcrFSgSTT+dbWMq5nmLaRJn1S08lkuYwrONlpVeWgatK0CT7+fCmeX/gCXl/yhsp12bFzRwQE+MPR0RGJCYk4ffo0du/cjejoGNw2ZjQ+//qzy+731MlT2L5tO75b9i1cXFz0oJLcjPtny9Zimw/26NlDDRo/P19MnDwe8+c+iZycHLNyhjyWAJaPj7eqnUVERFRTSDlCy0MFmDcdFFKjWwtcSW0rGeIjkpAQaZiW4JZpDaz8vHx9PeBSsc8p+TDdjDW+JGDlpo29ndVY5rv5OF/V103VW5FoTpu2rfHtj9/g8KEj+Pmnn7Fj+06s+HkFUlPT4O7ujhatWuC220dj9O23qsBVaRw6cEhV3e/aras+z9PLUxVI9+8/UGyAqjjnzpyDg4NDkSYAr778Gj7+6FNVA2zAoAF49vlnSlXtn4iI6Eo16RUCZ28nZCRnIidDet3LUYU66S5a1aLKyEFyVIoqxJXY3M6ErCc5J1RASgtUacEpa0PQSl9mXQ/1jGPZRp+WmlPGfdRTj2W5Ydr8aY3LbKyQ55RXZR+Irt26qFrT/+3eg5UrVmL7v9tw8UKoaubv6emJVq1bYuJdE1VPwqXNY7l/3wE17tK1sz6vUeNG8PH1wYF9B0qd30puzhV3E0xqgy95+TWkpqVi2PChePrZBWXKsUlERFRdyQ00/0beaiiO1OyW/FdawEqCV/Fq2hjEikxWPQ6aklrkJeXB0ji42MEzwF0PWGkBLVcvqRHmDFdvJ7h6OsHGjpVTahuL72jbdm3UUBFiY+P0WlCmJEgVF1t8FcHCpCr/22+9g7umTjYrIN408iZ8/NlS1eOPJCy9794HMG3KdKz47edik6qL9LR0VeDVSPNBIiKi4sgdQUOzuoL8T3pTO3mcnQt7ZzvYOtggPzdf3ZBRwSjjtGGcrwpyMi37U8tlPZP5Mm26jWomKM0CVV4qaR6YhZwsk2aDMk/yUBn3WRG6TmoLNKnaz4EEqmSoCHGxcaoGuL29eWJXqYUttbFL48jho/js48/xyGMPm82XfFOSDkGaAZ47e06lIbj/3gfx7Y9fWww8svxBRES1heoV0M+Qi8qSjNRMQ62qyGQkxqQgMToFSTGpSJJp42PJk1Vku5QshJ+KVkNJHFzsVdBKglWuXs5wkWkvZ8Njb0PzRldPw3zp4Ziqv0oJOWrV3nML9XaTk50Da6vLf1Ck+d6kcZPRtWsXPPzobLNl98yYpk9Lja5nX1iIG4bdiIMHDpndMTW19rf1WLFsVZH5kZeikZacUerXVZfJD6Lq0h15dcdzxXPFz1XNuQbT4zOw9e29l11PajSpHvTsrAxN9lTPeoWa36nBWNvJtOaTrGesDWUty+20Jnzm60ntp4LBmEvKSnI8GMfG3FKWgiHV7fvKP9AflU3OXU5uQffbmpzs7FI1yZObY3dNnIJh1w/F1Ol3my0zTYYutbKeXDAf4++cqLaRx2Upf1w8E67uQlPNJYHmcycuVvVh0BXge1g78H2snhy8bODg5QH/FuYVVoTcbEtNzEBqfLo+lvxXaTKdkI4UmZ+Qrm7cFZaRkqmG6Avxlz0GeydbOLk5qBQMji52KrjlYByrx5Kawdn42NVO9WpYkWWsuqZRi6LNRqtNgEqSnIvoqGg0bNTQLDdV957dStxWcjvcefs4NGjUEB98/L7FWlGakAaG3gtCQ0MtBqiG3zgUAwf3N6tBtXDeIvgH+cLDk91Dl4b8gAlqUPk/NmoiniueK36uas41mB+SD98XvJGemIHMlCzzWk36dL7ew56qVaWSl+cXJDg3TWIu62XkqYCISnKuakYZaj2VlBC9qnSZ2AbtBrRAbREYGIjMjEwkJSXp6QGk+WRMbKxeNrHkwvkLuPO2sejeoztee3PJZQupIQ0MBbHQi6EWA1SWyh8hTQJVE0KquSQ4Vd7COFUPfA9rB76PtfN9lL/d0lwwJS4NyfFpSI5NRYqM41JVMEuGlHjDtMyX8lRhmWnZakCE5Mi6PLkx6OTuAGc3Bzi7O8LJ3VGNnd0d4OjqAEcV4JLglmEwBLYkyGXP2lpXoFICVJ06d1S5o/7+629MmDxBzTt75qwq/PXs1VNfLzIiErZ2tnoCdAlgjb19nMon9dEnHxapoi81sqytzWtgSe4K0bCh5X6yHZ0c1UBERDWf5H768+3tyE6TIFA+5D+9NzuVyDoXNjaGvxUSZFC1kyTWUK+e2VgFIAqP1UZFn1PlepKhnulYFtSDlWxnnCe1paztrFHP2WQdmW+lnsBQE8psH8ZjMT6W5y5Yt2Af+rqmz226vd5tn6FQp06H3mufYYF6KEE34yCBN2cfB9Qm3Xt2VzWl/v5rC24ccYOat+e/varTl569ChKhS4oA6VHY3cNwk+rihYsqONW5axe88fZrRcoaJZY/TG7EFcbyBxERUdlJucbJ1UENfg1LvqGjglnJmSbBq1RDYEsexxtrZiWm64OsWxy5eSjbyVBWkvbBLHDl4qBqa5nOs3eyg72jLewc7VTtLntH7bGtvkxq69e1WlyVEqCSQp80xVvyyuvwC/BXCUSfe+Z5dO7SGQMHDdDXmzxhCtq0bYMlb7yC+Lh4jBszQQWlJOmoBKs0/v5+sLOzU8lP33/3A5UHIjgkGIcPHcai51/CNdcOQsdOHSvjpRERkQUqMGIS/DANhhSerwVS9ICKybRZkCVPhVYKxvlAZmoWUmLSVM0jCdCYPr9aNS8PufVykZ9nKGxUZQ2l6q7L+DZAxaSfrBakB76x4+9UvQO6uLqoHgGfnPdUkXLCzTfdiptG3ognFsxXwao7bhuL+iHBmPP4owgPj9DXCwoKVIGpzZs2Y+Wvq3DL6FtUT4N79+zFi88vVo+1mlRERERURcEsNwc1WErwbkpqW6WnGJoTGoJWGUhLMjQrVE0OE9ORJvOTMpBmXEdyaxXq98aMdJQjg+TbuhJW1lZ68EoFrhxtYesgvULbqB4RZWxrZ2MYq3kF09JztCzT5sn6klJC0lAYhoJepeVGrpaiQqWwkJ6ljb1OV3aArNLS3j/0yINwdXXFO2++g/T0DHXn8tE5j5jlgPAP8IOXl6eaPn78hOqVT0j+KVOff/UpmrdorprwjZ84Dl9/+Y1KUCqBq1n3z8S4CWMr62URUQUyC0wYZug1YfTH+rqG/+lzTGqFFHl8mX2YPTapfWNa08R0JfPHxkCI6eNi9mFWqcf0NWr71A+w0D70YzevFZQQkQybTBvzfZq+nMKPTQI2Zo9NnrdwD3Omr6nINiZizsTj4OoTxW9LNYqtU+3rDUducvn5+WHxopdVzSe5MTb70YfM1pEclh7G2lMHDhxU47DQMIwdM95svV9W/ayCXtdedy2ysrLw2cefITQ0TG0//6nHMfr20ZX4yoiIiOhKSRDGxcNJDaUlN1iz0rNUs0MZpDa/Pl1obGm6NB3c5OXmqRpelmp5VQa9tr5JDX81Nl2mavsX1PCX1gRP/XJP+Z4v38IvErnjLEqTRLSmk15+Zs+Yg9c/eLnO5IAwq5UgNRi0sSzUHxcEDPILzbt4+hKCGwcWzNfXMTYZMT7Wfsyb7UOexPQ5tXWM08Uel4V5aj8o/lhVDQuz5yj03Npzqu1NAgrGeeqfdk5MXoce+DDuv2Ab43rGLxtt/ZTEFDi7OhdbI0TfVt9nQaDCsB/z59VfQ+FxoW2La5JULRU61sy0TDg4GZvyas2vjCsYmmIVfqyto21i+HI0rKV9URbdpmCdwvvQmnyZ7M9kXHi+WTMw02MymWF208GkSVnB8xfeh+lxaysUfZ6k+BS4ebkWfQ1qdZPXWNyxa+tYeg3FPDD7SJmd9OJny/WRmyO5loy1lSwEyooE87TrwkKQrfD2hYOSpn/StOnkhBS4uLvoT1I4iFf4uUt6fotBvMvRNqtXQdNXSZOBIWjdvTmqUnHN52qrulj+qK2Y96bm43tYO/B9rB1q+/so5UnplTkzPQtZadnIMI4z0yVPVpYKfhVMm87PRnZmDrKzcgxj00F6elZjQy/PVe2Vv807tysti7dKY2JiccuIW1XV+DF33q66Ua7tdq04AGc7QyDBrPmJyWOzAEkJy2U+Lre8ihkiocbcJSia+6S4fCjaODU5DefcQ83ynRgip+Y5ULRpww/oYnKoFMq9oo6khHVQOF+L8XlUjhbp2aqYY9XmGV6jyfbyZCbr6MdoDFAYfsgXRIe1c6ZHh0220QIKRbapB4Sdi0Bwk8CCgIn23JaezzQHjvGY9aCH6bb6dMF5KhxsqGlq+x+jisRzxXN1tT5XVe3UyVOYOf0+VRv61ttuhbu7Ibk5ERERUW0gv9e0pngo2rHhFZMbxBIAMw1eSdBKmjPKDWTD2HxaOv7J0Tr4kfnZeYaOgHLzilZGQdEKLFpFjTzjvPKyGKCSAuGw4UPx4fsf4Y0lb2L4/4ap5nQ9ehYkFa1tApr5wsPDw5D81jQBbaHH+nJrC/MLbWcInhSznIGEOiEpNRmegewdkoioNKS5XK/ePfHaK6/j5RdfwYhRN6nyR4eOHXgCiYiIiEqRu8rOUQZb1DQWA1SSnPypZ57EY3MfxaqVv+Hrr77B7bfcgZatWmD8hHEYdesolVOqNglpx26eiYiIqpKbmxteeOl5zH9qHn5ZvkLlmRzxv1Ho0LG9ClTdNPImleyciIiIiGqXyyaYcnB0wG1jRuPX337Bb2tXolPnTnj6qYXo1bUPnnj8SdUVMxEREVFFcnZ2VgGptRtWY/mKZWjUuBHmPPI4enbtjWeffg6REZE84URERES1SKkzoCcmJGL7th3YtWOXSpzep18f9XjwwCFY8/uaq3uUREREVCdFR0dj+/Yd+G/3HtjZ2aFv3z74Y/0GDOp3Lf75+5+qPjwiIiIiqiCX7U963979+PrLr/Hbyt/h4uqCO8feoRKXBgQGqGRYSz/8GG++/hauv+H6ijomIiIiquN2bN+pyh9rV6+Dr68Pxo4fizvH36E6bZGe/pa8/Brefft99BvQr6oPlYiIiIiuZoAqJSUFd4wei0MHD6Frt65Y/OqLKggldy81kuR71M0jVZCKiIiI6EpJ073xd07EyRMn0advb7z93psYMmwIrK2t9XVkWpKnb9ywkSeciIiIqLYHqLKystC2XRu89OqLaNeurcUdePt4q/xURERERFcqPT0dvfv0wvsfvYtmzZtZXK9ps6b48psveMKJiIiIanuAysvLC4tffemyO5C7mEH1gyr6uIiIiKgOkmToz76w8LLr2drawj/Av1KOiYiIiIiqUZJ0IiIiIiIiIiKiSq1BFRcXh9Gjbre4oYODA5o1b4pJd01C125drsrBERERUd1y9sxZ3D15WrHLJPelo6MjWrZqiSlT71KpCIiIiIioltegsre3R6dOHXHm9Bn4+/tj8HXXYsDA/mq+FB67dO2MiPAI3H7LGBw8cLByj5qIiIhqJVc3V7Rs2UKVNUIahOC6IYPRt18ftezC+Qvo1r0rTp08iVtHjsa5s+eq+nCJiIiI6GrXoHJ2dkbYpUt4eclLuP0O85pUC554WuWe+vHnH/DMgmfxzlvv4sOPP6ioYyIiIqI6ysfHB2fOnMFHn36IIUOv0+fn5eXhoftnw9vbG7/+vkJNf/j+R3jx5UVVerxEREREdJVrUKWlpeHAvgMYffvoIssmTp6AzZs2q+nbbh+NUydPV9DhEBERUV0WFhaGhIREs+CUsLKywviJ4/CXsfwx+rZbcerkqSo6SiIiIiKqtABVbm4uMjMzkZyUXGRZVFQ0cnJz1bSNjbXKB0FERER0pXJzclXZQ8oghUVHxSAnN0dNW9vYwIHlDyIiIqLaH6BydXVFh44dcP+sB/UcD/n5+di7Zx+emr8A/Qf0U/P+/msL+g3oW3lHTERERLWW5J3y8/PF7PsfxqWwS3rzvu3bdmDRc4swYEB/Ne/vzX/rZREiIiIiqsU5qMSSN17FrBmzMKjftXByclJ3LbMys9B/YH/MmTdHBaysrK1w3wOzSv2EUsjMycmBnZ1dqbfJysq67Prl2S8RERFVL9JT3zsfvI37ZtyPPj36wcXFRdWmys7OxvX/G45Z989Uf++9PL0wacrEUu9XaoZLWcHW1rZCyx/l2S8RERERlSFAJQUuR0cHrF7/O7b+sxWnT51Rha82bdugc5dO+np3T5uC0pCcVk8+/hR+++135OXmqdpZkoC9WfNmFguFP3z3I77+8mucO3cetja2GDzkWjz59BPw9fUt936JiIio+pJAlPyd/+Ov9fjn739w9uw5dZOsfYf2aNuujb7etBlTS7W/hPgEPD5nHjb+8ae6sdazVw+89OpLCAkJLnb99PR0fPPlN/j26+8QGhYGBwcH3HDj//D4E4/D3d2t3PslIiIionI28YuPj8eIG0appKT9B/TH5CmTMG7CWLPgVFk8OW8B9u3dh42bN2Df4T0IDqmPSePvQkZG0RwT4sSJkzh+7Djefu8tHD15GOv/XKsCVTPvmXVF+yUiIqLqS9IKTBg7Sd0Uu2bwNZgy9S7cMXaMWXCqLGY/8DDCQsOwdccW/Ld/F2xsbTHtrmnqRlxxJJVBZGQUPv58KY6fPoqVv6/A7l3/4bGH51zRfomIiIionAEqNzc3pKakqmr0VyouLg6//vIrHnzkQXVnUarrP/XMkwi/FI7169YXu027dm3x/IvPoUXLFipIFlQ/SFXr37Vzt7prWd79EhERUfXl5e2F2JjYCgt2bfrzL8yZ9xj8/P3g7uGOp55+AseOHse2rduK3aZP3954YsF8NGnaRDU3bNS4EabeMwWbNm7Sy0Tl2S8RERERlTNAJTkXhgy7Dh99sBRX6sD+g+qOYo8e3fV5Un1fCn/79uwr9X4kWaqdvR2cXZwrdL9ERERUPXh7e6NN29b47pvvr3hfUhtKdO9eUE6QFADyHPv27i/1fsLCLqkbdzY2NhW6XyIiIiIqRQ6qxMQkxETH4OUVr+CnH5ejabOmsLG21pfL3cKXXnkRpaHdCfX08jKb7+3jjdjY0t0llVpRb7/xDsaOu1NPRFre/aanpascExqtRhYRERFVLbkZlZGRgXlz5uPzTz9Hw0aNYG1VcD9NalRLbenSiI2JUfmrHBwdipQTYkpZ/pAcnJ8u/cws51V598vyBxEREVE5e/FzdnHBkGFD9Mc5JnkVytP0Lz8/z+xxbk6Oqj5/ORJAumviFDRt3lQlKb3S/a79bT1WLFtVZP7FM+FIik297PEQVEL6cycu8lSUAs9V6fFc8VxdDfxcVY9z1ahFSKnWy0c+PDw99fKHJCA3LX/k5pn/zb8c6WGvMCnDXL70AUSER6jyR6/ePYv0WFye/bL8UXvxe6bm43tYO/B9rB34PtZ8pS33lTpAJT3VLP30Q1SEgAB/NZYaWSENCg5UakB17db1ssGpcXdMgKurKz778hM4ONhf8X6H3zgUAwf3N3uOhfMWIaRJoMp9QZcnP2DK+6Gra3iueK74ueI1WFNUh++r+vXrV1j5wz8gQNXGSklJUXkqNVLL2t9YhrAkMiISd942Fk2bNsF7H70La5Na5OXdL8sftVd1uHboyvA9rB34PtYOfB/rLos5qEyFhYWpZKC/rlip7mQmJyeX6Uk6dOqgckdt/edffd7Fi6Gq6+huPbrp86SgZ9r0LjEhEePvnAhHRwd8/vVncHZ2Ltd+C3N0clSBKG3w8PQo0+shIiKiq+/C+Qv4c8OfWLt6raqxJOWEsujWvauqUW1aTjh44KAqX3TvXlBOkHKNae+/UZFRKjjVsHFDfPDx+yovZ3n2WxjLH0RERETlbOInBbYF859WgSkpGPr4+mDkqBEYN2Y8XnrlJZXEtDSk9tPESROw5JXX0LBRQ/j6+uCp+U+jVetWuHbwNfp6t908Bm3atsGSN15Rzz1h7EQVEHv7vbeQk5Or8mIJFxdndSeztPslIiKimiMmJgZPPP4k1q0x9MgrPfpeN/Q6jLzhZnXDSnruLY3AoEDcfOvNeOHZRaoTFbnhNX/uE+jZuye6di+oaT1k0DDcNPJG1XufPPedt4+Dj58vXnntZRW40oJXbm6uKjBV2v0SERERUQUFqB5/bD4uXriAH5Z/h8CgIIy68WY1/+5pU7D0g6V4/e3XSv1Ejz8xF46Ojnj8sXmqllTPXj3wxtuvmVWZl8CTFPLEgX0HVE0oMXTwcLN9Lfv5BxWEKu1+iYiIqOZ4YOaDKtfUr7//ov6eP/zgo6oHvfETx+Gzjz/DgoVPlXpfi156Hq++vAT3z3wAuTm5GDCoP+Y/Oc9sHVc3Vzg4GMof2//dgaioKDVcO+A6s/U2bFqvN+ErzX6JiIiIqAICVJmZmfhj3R/4Z8cW+Pn5IioqWl/Wtl1bvPbqG2V4GqiC5SNzHlaDJct++VGf7tu/Lw4e3V8h+yUiIqKaITo6Gnv37MPu/TtV0/7jx47ry9q2a4Nff1lZpv1JT3tPPv2EGiz5Y9M6ffrGETeooSL2S0REREQVkIMqIz0DVlZW8PHxLna5NL0jIiIiqkgpySlwc3crkndSL3+A5Q8iIiKiOhWgcvdwh4urC1b/tqbIsu3bduhN7IiIiIgqSlD9ICQlJuFfkwTkmh3bdqI1yx9EREREdS8H1ZSpd2H2Aw9jx/YdaN+hncqx8OMPy/DK4lfxwdL3K+8oiYiIqE6wt7dXuaamTJqqxvWD6yMjIwNffv4lPvrgI/yw/IeqPkQiIiIiquwA1YyZ01VTv6UffoyvvvhazXvp+cV4euEC9O7T62ocDxEREdVxc+Y9htzcXHz5xVfIysxS8959+30seXNJqXsQJiIiIqJaFKCSHFQPPzYbM++fibNnzqjHTZs1VYnJiYiIiK4GW1tb1VPfo3Mfwdkz52Bvb4cmTZuocggRERER1U6lijQ5ONijdRvesSQiIqLK4+TkpHruIyIiIqLa77IBKqlifynsEpKSks3m29raoEXLFlfz2IiIiKiOysnJQVhoGFJSUs3mOzg4oGmzJlV2XERERERUBQGqf7duU0nSIyMiiyzz8fXB7n07r9JhERERUV31x/oNmPvI44iLiyuyTG6Orf9zbZUcFxERERFVUYBq7qOPo/+Afhg/cTxcXF3MN7S2voqHRURERHW15tSjsx/DzbfejFtuHQUnZ2ez5fZ2dlV2bERERERUBQGqlJQUREZG4qVXXmRSdCIiIqoU4ZfCVZL0Z55dwDNOREREVIdY7A7H2dkZTo5OqFevXuUeEREREdVZ3j7eLHsQERER1UEWA1QSmLr2umvx5edfVe4RERERUZ3uua9du7b49Zdfq/pQiIiIiKg6NPFLTExCRHg4fv7pZyxf9jNCQoLNlrt7uKvmf0REREQVRXoOljQDD943G5998gUCAwPMlgfVD8JTzzzJE05ERERUl5KkO7u4YMiwIWo6Jze3SBJTIiIiooqUj3x4eHpaLH/k5uXxhBMRERHVpQCVu7sbln76YeUeDREREdVp9evXZ/mDiIiIqA4qsQaVJiwsDCeOn0RSUhJGjLxJVb13dXW9+kdHREREddaF8xdw6uQpZGVlYejwoUhLS4OLi0tVHxYRERERVWaSdJGcnIzZ9z+M/r0G4q4JU/DcM8+r5OnjxozHkcNHr8bxEBERUR0XExOD6VNnYECfQZgyaSpee/UN5OXlYeQNN+PixdCqPjwiIiIiquwA1eOPzcfp06fxw/Lv8M+OLfr8u6dNwdIPlpbpiTIzM/HMUwvRpX03tGraBpMn3IWLFy6WuI0UQl9+8RV069gdjeo3QWpqapF1brp+hFpmOjzy0GNlOjYiIiKqPh6Y+SASEhLx6++/4Le1K9U8GxsbjJ84Dp99/FmZ9iW1vuc8Mhcd2nRC2xbtce+0mYiKii5xmzOnz6ibch3bdkaLJq2KXadvz/5Fyh8vPLuoTMdGRERERKUIUElA6Y91f+Djzz9G9x7dYWdnpy9r264t9uzZi7J49unn8Mf6Dfjquy+xeesm2FjbYNK4yaraviWLF72supt+6JGHStz3nHmP4VzYGX1Y8sYrZTo2IiIiqh6io6Oxd88+fPrFx+jYqSNsbW31ZW3btcGe/8pW/pjz8Fy1v59XLsf6TWsRGxeHaVPuQX5+vsVtJDgVEBCAGTOnl7hv6c3YtPzxxIL5ZTo2IiIiIipFgCojPQNWVlbw8fEudnlJBbvCEhMS8eP3y/Dwo7NV4dI/wB/PLXoWZ8+ew8Y/Nlrc7p3338J9D86Cr59vqZ+LiIiIaq6U5BS4ubvB2dnZYi9/pSU1sVf/vgbzn3wczZo1VQnYn3n2aezfux87tu+0uN1nX32KaTOmwtPTs1yvgYiIiIgqMEDl7uEOF1cXrP5tTZFl27ftQKvWxVd5L87+/QeQnZ2NXn166vMCgwLRuElj/Ld7D67U++9+gBaNW6F/74F4ZsGzKpk7ERER1TxB9YOQlJiEf//5t8iyHdt2onUZyh97dv+nxj17F5Q/2rRtrQJP/xmXXYlFz7+omgAO6nsNFr/4MtLT0694n0RERER1VYm9+E2ZehdmP/AwdmzfgfYd2iE3Jxc//rAMryx+FR8sfb/UTxJtzPXg7WVeG0tqZ0lV/ivRo2cPdTe0VZtWOHrkKOY+Og8njh3HNz98rRK6Fyc9Ld2sEJkQn3BFx0BEREQVw97eXuWakuToMq4fXB8ZGRn48vMv8dEHH+GH5T+Uqfzh6Oio0gWY8lblj5grOs5rrh2E2++4DU2bNcW+PftUnqsL5y7g3Q/fsbgNyx9ERERE5QxQSe4Faeq39MOP8dUXX6t5Lz2/GE8vXIDefXrhSkkzQUtBpNJ66pkn9elu3bvhpVcW4babx+DwocNo175dsdus/W09VixbVWT+xTPhSIotmoidisrLzcO5EyUnuSeeq7Li54rn6mrg56p6nKtGLUJKva7klszNzcWXX3yFrExDrsp3334fS95compAVUj54wr38fyLz+nTffv3xYJnF2D63TMwPyxMNSUsDssftRe/Z2o+voe1A9/H2oHvY81XlnJfqQNUkoPq4cdmY+b9M3H2zBn1WO4USk86ZaHlkIqNizUrtMXGxqkEqBWpZauWanz2zDmLAarhNw7FwMH9zWpQLZy3CCFNAuHl7VWhx1NbyQ+Y8n7o6hqeK54rfq54DdYU1eX7ShKjL1j4FB6d+4j6e25vb4cmTZuockhZyx9SYzotLc2sFlVcbBx8fH0q9JhbGcsf586csxigYvmj9qou1w6VH9/D2oHvY+3A97HuKlWkycHBHq3blP+OZceOHVRhc9vW7Rh9+61qXkR4BM6eOYuucx9BRTp+7Lga+wf4WVzH0clRDURERFR9SVBJOlcpry7duqrx9n+349rrrlXTkg4gPj4eXY3LKsoxvfzhb3Edlj+IiIiILCvbrchykoTrt40ZjdeXvIHDh44gKjIKT857Co0bN8LgIYP19a4fcgMeeeixUu9Xuo1euOBZnDxxUt0h3b1rNx5/bD46duqgmvsRERFR3RUSEozr/zccL76wGKdOnUZYWBiefvIZdOzcET179dDX69W1D154dlGp9/vXps14dfESnDl9RtXO2rplK559+jkMGDQAzZo3u0qvhoiIiKh2K1tbvSvw9LMLsOi5FzH+jgkqmCQ96nzxzeews7OzuM2CJ57Gl59/pT9u26K9Gn/y+VIV2OrQsT2OHD6CB2Y9hHNnz8Hf3w9Dhg3BfQ/eV+ZmAERERFT7vPL6yyp4dPNNt6jOXgYM6o9nn19YYg7M++59AL+t/E1/3Kh+EzX+eeVydOnaGX369sapEycxfeq9CL0YqnomvnX0LZgxa3qlvCYiIiKi2qhevmQKreMkF8XsGXPw+gcvMwdVKbFdcOnxXPFcXQ38XPFc8XNV87H8UXvwO7nm43tYO/B9rB34PtZdrGZERERERERERERVigEqIiIiIiIiIiKqUgxQERERERERERFRlWKAioiIiIiIiIiIqhQDVEREREREREREVKUYoCIiIiIiIiIioirFABUREREREREREVUpBqiIiIiIiIiIiKhKMUBFRERERERERERVigEqIiIiIiIiIiKqUgxQERERERERERFRlWKAioiIiIiIiIiIqhQDVEREREREREREVKUYoCIiIiIiIiIioirFABUREREREREREVUpBqiIiIiIiIiIiKhKMUBFRERERERERER1I0CVnZ2Nl198Bf16DUDXDt0xa/p9iAiPKHGb6OhovPvWuxjQZxDaNG+HtLS0CtkvERER1Q0Z6Rl4ZsGz6N2tL7p37olHHnoM8XHxJW5zKewSXnvldfTp3hed23WtsP0SERERUTUIUL34/Ev4adlyvP7WEiz75QckJiZi0vjJyMnJsbjN/LlPIiU1FRMnT1DBqfz8/ArZLxEREdUN8+bMx18bN+HDT97Htz98jVOnTmH61BklbiPBJitrK4wZOwapaakVtl8iIiIiquIAVXJyMr7+8hs88thsdO/RHU2aNsFLr76E48dO4M+Nmyxut/TTDzF33hyENAip0P0SERFR7Sc1oVb88ivmL5iPDh07oHmL5njhxeewc8cu7N612+J23y37Bg89/CD8/f0rdL9EREREVMUBqv179yMrKwt9+vXV5wUH10eTJo2xe+fuardfIiIiqvl27/5P1b7u26+PPq9d+3bw8PDArisoJ1yt/RIRERHVZTaV8SSRkVFq7OPjbTbf28cbUVFRlb7f9LR0pKen648T4hPKfQxERERUPUVFRMLBwQHOzs5FywnGMkRl7pflDyIiIqIqDlBp6tUzr7BVz8qq2LxSV3u/a39bjxXLVhWZf/FMOJJii881QebycvNw7sRFnpZS4LkqPZ4rnqurgZ+r6nGuGrUovrn+1WZlZVXsvPwq2C/LH7UXv2dqPr6HtQPfx9qB72PFMcRF8oD8POTna+NcNdanka/PM6wj08Z5UrJR+zAMhjCLVtoxzjfGXvJNplv3ur76BqjkjqKIi41FUP0gfX5cbBzatWtb6fsdfuNQDBzc36wG1cJ5i/DftwfhYOOIivgQ1KtX74r3U+bnMz6lGhmf3zCqpz3UFpo8NplWD033Y5guWF6wblpqBpxcHbVVTfZj8rzafvRjMT1A88em58uwrXGbYo7R7LXJsoLDK7Qfk9eiHVvh5y52P8bnK3QeLL4G9c/ya4mPTYSnj0fB+1L4mCy8FrPXUdx80weFlllcr/AmFvdttlKhbYp/UvP3qPChWdh5oXMVEx4Hn0Av843LeQ6K+8wUc2jmK17Nc2DhO8HSayv8MDcnT/2xlu/8/Lw8RF2KhW+gsfaoyS/ifPMHBZPFBO3NZpk+sLQ/SwqvUvillrQLWfcyT6EdmqWv1eLuR5iuGxMRB2//op+r0tOewNL3enEvwHTdKwuFmL6+4s6Bpfsx2rqXuw/Uom9jOLo6qGkJTlVVIOlq8PbxUZ2sSI97Do6G16iVE3y8vSt9v5bKHyFNAuHlfSWfUapqte3aqYv4HtYOfB9rh+r6Pubn5SIvNxN5OZnIy81Cbk4m8nMz1Vge5+VkGMfy2DjoyzKRl5eN/Nxs4zgH+XnZyMvNNozzcgzLTB+bLJf11XZ5OWp/Mjbsy7Ce/D6QgJIKKqlpk0BUFWjdK7z6Bqg6duwAa2tr7NyxE6NuGaXmRUVF48zpM3hw9gOVvl9HJ0c1FNZ3Whd4eLqjplI/QA3/tBn6g/xCv1IMQVAt0mn2v4IAqXGp6WNtPxGh0QgI9jXbT8FTFKxcsEiLthasaP640A9ofRf5RfZzuddoumrh/RR5XOjcXe5cFVpktp3+uNBrssm2gq27VZHXWHCuCl6jyTuCEiaLf87ifoSWInBReLvSrGcxCFLk+cv2WpISk2FlXfzmpXotRZ7+8uuVZp0i6+Hyx1h4ZxaDBBY+W4XX2ffrMcsHR3QF1r/9tz7dYUxLOLraXZXz6R9YfMLxq6lL185qvGPHTgwcNEBNnzh+ArGxsejcpVOl79dS+YOIiIjKRsrmEhDKzUk3jLPT1ZCXk45c4+M8maetY7bcMG14LMszTAJJxiCTCi7JWJYZHktQiK6uSglQeXp54uZbR+HN195Cp86d4OnlhYULnkX94PoYMmyIvt4tI0ajVeuWWLT4hQrdb11RUJtHn3PVnsvO2RYOrvZXbf+1idWFeghqUPk/zGqiSxciea4s6HBTqyo9V4fXncTprReKrcKjgnd5hqBzvhrnG8ZFaqIZRqmxBTkAqZqpgGb31UnDRg0x+Lpr8fKLr6BFi+awd7DHcwtfQOs2rdG7b299vWv7D8b1N1yPxx5/tEL3S0REVFep8qDUMspOQ052KnKzUg1BITU2nZeGXJPlMj85LhbxB+sZA0fGYJIWZDI+lkBSTVPPyhZW1rZqXM/aBlZqbGsYW9noywxjG+O0jfl2ZusZl1nZQO7y16tnHKys1BjqsVXBY7WOYbqe1ApQ0wWPDeuabCeplNTY2LzIpJmRoZWRWdMgk3n1qn8OqucWPYun5i/AsOuuR052jrr7+NlXn8LBoSDIIYnLMzOz9MfPL3wB3379HXLzpO0j0L1TTzV+76N3MeiagaXeLxERXZm2w5qroSJEnYzF3hVHUc/K8MdLBbMKDXpzWeM4+nRchTw3lSwvp3YFqMRrby7B/MefxMC+1yAvL08FkD7+/COzHFJpaemqV2DNIw89hjW/r0FObg6yMrPQpnk7Nf+7Zd+gY6eOpd4vERFRTSDNyHKzUgxBIwkYZaVZDiQZlxvmmwaXTOcZ5l9JjaNkVLR6sLZ1hJWNgxpb2xRMy9jK2h5WNvawtrHXp62s7Yxjk8f6tIzlsYNxrK0v+7JT+6lnre3PDvVkqMQ0QDVVvfyKyFJeBvJ0ubm5sLEpGhuTXA7/Z+8uwKSq2jiA/7e7AxZYuru7G1RERUQUwc7PFltpkC4VEAUBEcFAQECwCFEaFOlutrvje94zc2dndmd2Z5ft/f8ehtt37tyYvfPec95jY2sDJyddcEluFlNTU3PMJy3nSNU+a9ebF8kZ8cozY/HO+LFluopfcWJJF+4rnle8BovT9ll/4saJ0BLe6+Vf20ebonGXuuWmip8xCSLJvUL2+wftAZmMd3TUVW9MTk5GWlrOm2oXF5ccAajc1mvt/cecRdOZg6qMK635Ush6PIblQ0U6joagkv6l+pNjkZYSj7SUWP2wNk0/Plk/3vCS4fgSL40kwR07R1fYObjBzsEVaen2cHX3hK0EkrIFkwxBJnuZ30U3jxo26lfzaMs6q/HyHgwQlX7F2oqfkJPCUhDJONGokBtF7WbxdtZLRERlW7/XuuQ6PTE6Cete24pSxUZadbOBjZ2uaLStnY16CCP9NoZ+3d8vdcMkpai1xii0+bQGFIxLlOmnaaXLVK++NJoa1vdr25DVa9TIg7nE9jaAk4cDyqvcSjZJ4MmYPCjTHpbdznqJiIgKO6ik9ZdEUCkrkKQPJjnqAkr2hn4JCrnBXj9eN07r189nPF6/LlVFrYIGGskUIzpERFTmuXg545GlusYyNFJVMOp6DHZ9cQD2dvZIS0lHhrSGKCVe9FUJM9KNqhZm5hx3WyQ1V3omkK6rpl4W+DXwApqX9FYQERGV8aCS9Kt5SjaoJCWH7B3dYe/ooYJCJv1OHvphd9gZdbWgkUkwSR9wyh5IIipsPMOIiKhckpJEUok9PTUDDg42cHKX/ABGpY/0JYoyVBLPjKzglNYiqr6bkS2AZejXzyut90rTvrJsRnpWN7dWIUsrWweWBiIiovIdVNKN1wePkrOCR6UmqGTvrAseObjDzsk996CSk4zX5tGGJRCl6zKgRGUNA1RERFRu+QZ7ocOTzQ0tHq59ZQuSYpOL5L1U3MvOFrZ2trB3tFNdqconQTHp16r7aVX91Ditqp9hutG8Ri8tsGYY1qoOqmFdNTNtmrYtKgRnFG8yzrugpZ/UBduy5vGo4lok+4aIiKhAQSWTIFLeQaWUxBic3ZRQRoNKuukMKlFFxgAVERFVGMPnDFLBmX9/Oo2oazFISUhFSmIq0pLTVSkqrbSU6qqqflnjZNjQb6b6nypwJVUI0zJQVrV4oAHQsKS3goiIyoqM9BSzJZPSDVXejBJyq1xK8SbJuUsyUXe+gkrSVeO00kkSWMqazqASUeFggIqIiCoUCSRJi4DR12Nga28HW3stIXlWEnPYZCBTJRO3k9zl+up6+tJGWrW+TDO5q/T9ZbF6n7Bzyn9LdEREVHbI36mM9GSTvEnGwaL07LmVtBJLqeZKM8UjMz2lxINKxqWR4uMz4Vs5SAWRGFQiKnsYoCIiogpFqsdJKaek2KK7qdaq9UmVPTt76drquzawVa346arkadX6tOCYoSqfVg3QpKqfVP2T3FpZ1fkMtfYMLf7pB3VJtgxV/fT/dCO06n1a0E2ly9KNc/U1bU2XiIhKli7nYQrSUqWEkgSO4pGu75eurpRSgkkJphyllPRV4HTjY5GZkVYCibpzlkiSEkjGwSXT6m8FK6nE1t+IyjYGqIiIqEI58cs52DvbI6COL5LjU5CamIb01HRD1T5JcC7V+W6HLlG6rvW+VJQdjn4OQNOS3goiorIrIy3ZEExKT00wBIZ0wSRLQSb9eKNxxvMVd0BJ2DnoqrlZavktZ2BJ69eqwemrxDm4wcaWpXOJyDoMUBERUYUgQSh5hV+MRPiFSFVaSStRpJKL2wB2+lJMxq34qafX2nC2pOLljXEidSKicl/NLTVBvTJSE5EUdQERV67qxyUiQ9/VBZl0pZMMwSSZplWJ04JJ+nGZGSX1WMLGJFikCyDpgkVaySRDvxZEypas25BrydENNsatbBARFRMGqIiIqNy7sO8qdi05gHJJxdm0Kn1ZVf+Mxxm62iKGXq3unw6r+BFRqWrRTR9A0oJGpsO6wFLOebKNS8s2nKIbp+o3Z3O52D6dja40koMuYGTn6Krvd9OVXNKPy5pHH1hycDWaR7+s6neFrb0LHzIQUZnHABUREZXLanz71/yLCkEr3aXLKHVbq5LWDImIcg0apUnpoiSkpyUhQwV/ElXra1nDSfrhrH41Pts01U3N6tetMyuYVBLV2vIOJulepsGkPMZr/fpgFINJRESWMUBFRERlVvSNWPz4/q8lvRnlRmpCWcqYRVTx6FoKTVV5jqSKmnTTVX+KLsiTrvXLNAkG6YbT1bxJRtOyls9ajwSMEvXBJAkY6buG8UnIzCydQWxp2c3OwQV2UsLIXt9VpY10XVvjceqVfdgVoTdjUbV2TaNpui5LJhERFR8GqIiIqNRKjE7Cute2lvRmVBgsQUWkBYHSVGmhzIwUXVcCO+mpyMhIQaZ01Uvfn5GCuBs3cCvTUz9P1vyqm2E0r7acfpwhYKQFmLR+yY9kPGwUSFLFJssMGxXoUQEke2fVmpsEkEyHnbMCTKqbFTRS0/MILMkyhZGEOz79CryCggvlUxMRUcEwQEVERAX+ERd9Iy4rebhupL6rzaSvdpZp2r9l6k7u9VJIWjKkikXXGEAGMtVLWrPM0A+nG7q6gI2UnMlQXZlXTZN+NS77Mlnz6cZlZk0zjJf+NN2w6qYa+jPkPVVwSOZN0weL0vT9OeeXbobJcBoy9F2z69cPZwWQ0vTBI10wScYVxHWUfjZ2jrCzc4KtvRNs7RxVYEjX76QPGDkbBZAkGKTr1wWQnHMJLrlmjTcKNsn7sfEFIiKyFgNURPmk5XoxfoCZ2086rdl6yyss0CR1w19QuS6ax3ozi2aietu05DSkJKYW+noLuGih7X85/md3XUJqcrppMMfsm2VrJc7kPMs69+LjEnDF/WbOTTKzXbpRmTiz85LV20wVk399n5LehArp7y8Hwc05RR/g1UdzhTasu7izgrz6afoEZKbzaN8Vhr9VxtNhcRkqOja2DrC1c1DBGuna2hr1q262gJEa1o3Xgjx2Ml0fSMrqyjy6AJNM182nX16tS+ZxzupXwSK2zEZERKUXA1RG/lx6CM72LiV3NMqQ5IRknHC9gIoqqwEsc61imUpKSMYZVwkMWG6+Pc+W3XOdnvvCea/7NrYrz1XnsgIzkxLjk3DJTRd0scntc+WxXXlv9+0ci7ze3Hw1tWvHTYNJRNao1jTI4iloLkYq0woSu27apz6a9W+Ii6evoFJQJR6cYpaSEAL7tCTudwvBHam+ZWNrr162+q7xOMN4GzvYSCBIptnYw9ZOP91Gmz9rXWp+oyCRLGdrqxtW/TLNKJCkutkDTbKcftz1y+EIrlvdaB36rqzjdv+YEhERVRAMUBkZ+m5/+Pr5ltzRKEPkR0zN+qynz33F84rXYOnH7ysq7ao0GwkvD7kls9FHIG2Mghq6cWpIP02LUurGZl9Gv5yMNpqmW4c2TZvPBja2tqpUjQR3oLq2unw++nGyTjVNBX100w3T1Hy66YZ1mFufYZ1G61Pj9EEkQwBJuhIo0vXrli8bwR3HiCtw8axW0ptBRERUphVbgCojIwNLFn2GDes3IjEhAR07d8Qbb70OX1/f21rm0VGP4cTxkybL3XHXYLw/7r0i/TxERERU+qWkpGDh/I/x85afkZaWju49uuG1sa/C3d39tpa55677cOP6DZPlHho1Ev97+YV8b2Pdrq/xARkRERFVeMUWoJo9Yw6+WrkaM+dMh5+/PyaOm6SCSz9s/B62trYFXiYsLAz3DrsHo0Y/bFjO1dW1wh9YIiIiAsa9Px6///oHZsz+CC4uLnjnrXdx7unzWPHV8ttaJiQkBI8+MQZD7r7LMM7N3Y27nIiIiKg0B6ji4+OxdMnneO/Dd9GnXx81btbcGejZtTd2/L4Dvfr0uq1l3D3cEVQlZ54OIiIiqrhCboVgzepvsPDT+ejavasaN3X6VNw75D4cOXwULVu1uK1lvLy8eP9BREREVEiKpSmPo0f+QVJSErrpb/REzVo1UaNmDezdu++2l/lqxVfo3rknht/7ABZ/ugSpqWZaASMiIqIKZf++AypdgBZoEq1at4Snlyf2Wbj/yM8yHy/4BD269MKIYSOxYvkKtRwRERERleISVDdv6FqvCggMMBnv7++PWzdu3dYy9erVQ+9ne6Nh44Y48d8JTJ4wBUcPH8UnSz62uD2JCYlITEw0DEdFRhXwkxEREVFpdePGDTg5O8HT09MwTpJu+/v5Ge4zCrpM8+bNMPS+oahTtw6OHDqi7j9OnTyNydMmWdwe3n8QERERlXCASnuiaGdnZ/rmDvZIz0i/rWVmzZtpaOGlbt066gnn6IfG4NTJU2jQsIHZdW/dtA3r123MMf7K+RuICY/P9+eriDLSM1TLWMR9xfOK12Bpx++r0rGvSqLl18yMTNjb5bzVsXdwsFjaydpl5EGY8f2Hvb0dXv7fq3jplRcRWCnQ7Lp5/1F+8Xum7OMxLB94HMsHHseyr6D3fcUSoPLz07W6FxkRicpBlQ3jZbhR40a3tUz25oelGL44e+acxQDVwDv7o0efbiYlqMa/PQXBtYPYio6V2Gy79bivuK+KAs8r7iueV3nz9fNVOS2Tk5Ph5ORkGB8REWGxFWFrl8l5/9FKdc+ePWcxQMX7j/KL38llH49h+cDjWD7wOFZcxZKDqlmLZqrVvQP7D5rc6J07ew4tWzYvtGXE5cu6J7/e3l4W53FxdVE3oNrL28e7gJ+MiIiISqsW+oTmB43uJS6cv4Cw0DDDtMJYRly+fFl1vb0t31Pw/oOIiIiohANUkjdq0B2DsHD+QoSFhamnktMmfwT/AH/0H9jfMN+okaMxcdwkq5c5duw/LFn0GWJiYtTw1avX8P7bH6B27Vpo37F9cXw0IiIiKqWk6l3nLp0wa8YcREfHICkxCdOmfITadWqjS9fOhvmGDL4bC+YutHqZv//ai1UrvlIlrcS5s+cxafxktGjZHI0aNyyhT0tERERUthVLgEpMnT4Z1WvUQKe2XdC8cUv8c/QffP7lUri6uhrmkaeTUVHRVi9Tp05txMbEomeX3mjRpBX69eyPqtWqYtWalXBwcCiuj0ZERESl1LyP58LVzRVtW7RD8yYtcfPmLSxdtgT29llZDkJuhRoedlmzTOMmjVSpqs7tu6r7EwlwNW/RHF+s+DxH1T8iIiIiKkU5qIS0hrPk80VISEhASnKK2Wp1K7/+Eg72DlYv4+LigtfGvqpe0VHRKkE6bwyJiIhIExAQgJWrv0RcXBzS0zPg5ZXVOp9mw5Yf4ezsZPUycn/y/rj38N6H7yImOgZeuaQVICIiIqJSFqDSSOkn41JTxqRaX36X0fDmkIiIiCxxd3e3OC0wMCDfywh5KMb7DyIiIqIyVsWPiIiIiIiIiIjIHAaoiIiIiIiIiIioRDFARUREREREREREJYoBKiIiIiIiIiIiKlEMUBERERERERERUYligIqIiIiIiIiIiEoUA1RERERERERERFSiGKAiIiIiIiIiIqISxQAVERERERERERGVKAaoiIiIiIiIiIioRDFARUREREREREREJYoBKiIiIiIiIiIiKlEMUBERERERERERUYligIqIiIiIiIiIiEoUA1RERERERERERFSiGKAiIiIiIiIiIqISZV+cb7Z61dfYsH4jEhMT0LFTR7zw0vPw8PC47WUKsl4iIiIq/9LT07Hs8+X4ecvPSEtLR/ee3fDsc8/A2cX5tpYpyHqJiIiIqBQEqD6e/zEWfbIYEyZPgJ+/H6ZN/ghHjhzFmnWrYWNjU+BlCrJeIiIiqhimTJyK9d//iIlTxsPFxQXjP5iAUydPYdFnn97WMgVZLxERERGVcIAqKTEJnyxchNfGvop77huqxgUFVUa/XgPw564/0bV71wItU5D1EhERUcUQHh6OL5etwMw50zH4zsFqnKubGx64bwT+O3YcTZo2LtAyBVkvEREREZWCHFRHj/6D+Ph49Ord0zCuXv16qBZcDX/t+bvAyxRkvURERFQx7N+7H2lpaejVu5dhXLv2beHh4Y6/9vxV4GUKsl4iIiIiKgUlqG5cv666gZUCTcYHBgbixvUbBV6mIOsViQmJSExMNAxHhEWoblRkVL4+V0UWHR2DiHDdfiPuK55XvAZLM35flZ595eXtBTs7OxSX69dvwNHJUb2vxtbWFv7+/hbvE6xZpiDrFbz/KL/4PVP28RiWDzyO5QOPY/lQkPu+YglQSfJQ4eDgYDLe0dERqWmpBV6mIOsVWzdtw/p1G3OMH//2FCs/EREREeXXnEXT4evnW2w7Lj0tHY4OjjnGS3BJSkAVdJmCrFfw/oOIiIgqiqlzJqBKtSqlL0Dl4+NtKKFkXNopKioSDRrWL/AyBVmvGHhnf/To080wHHYrDJM/nI73Jr0FP//Cv3F+7/XxmDTzwyJZJrf5LE0zNz77uNyGZX9LMO/Dqe/AW38MCgv3FfdVaTmvrF2uqK7B7ONK8zVY2vaV8XBR7qvctvt2lymv+8q4xFFxkM8RFxeHlJQU9fBKExkZBR9fnwIvU5D1lsT9BxWPor52qOjxGJYPPI7lA49j+TmGDo6mBYlKTYCqabOmqkW9w4ePYMDA/mpcdFQ0zp09j8effLzAyxRkvcLF1UW9spObw6J4sivF/vO7XmuXyW0+S9PMjc8+Lq9hITdhhb2/uK+4r0rLeWXtckV1DWYfV5qvwdK2r8wNF8W+ym27b3eZ8rqvirN6n2jWvKnqHj1yFO3at1P9V65cRcitEDRr1rTAyxRkvSVx/0HFq6iuHSo+PIblA49j+cDjWPYV5L6vWJKkV6pcCX369sYnCz5RTxwzMzMxZ/Y8eHh4YODgAYb5nn3yOcz8aJbVy1i73pI2eMiAIlsmt/ksTTM3Pvu4vIaLCvcV91VpOa+sXa6orsHs40rzNVja9pW121Oav7O4rwpHw0YN0bpNa8ybPR/JyclIT0/H7OmzVWMq3XpklWR66IGH8dmipVYvY+16iYiIiCgfMotJWFhY5gP3PZhZv3bDzJZNWmd2bt81c/++/SbzDOw7OPPVl17P1zLWzJOX8LDwzEeGPa66xP1VmHhucV8VBZ5X3Fc8r6x39erVzCF3DM1sVLdJZrNGLTJ7deuT+d+x4ybzdGjdKXPS+Mn5WsaaeXgtVwz8Ti77eAzLBx7H8oHHsWIfw2Kp4if8/Pyw5tvVqvh7UlKSesooxf2NLfrsEzg5OeVrGWvmyYuLiwuG3n+X6hL3V2HiucV9VRR4XnFf8byyXtWqVfHjph9U63pp6ekIDq6WY56vvlkFD0+PfC1jzTy8lisGfieXfTyG5QOPY/nA41ixj6GNRKmKZKuIiIiIiIiIiIhKSw4qIiIiIiIiIiIiSxigIiIiIiIiIiKiEsUAFRERERERERERlahiS5Je3kRHx+DihQtwcHBE4yaNSnpzSqXIiEjs2rXbJKFsm7atS3SbyoKdO3bB19cHTZs1LelNKdUkMXFKSgpq1KxR0ptSJvZVcnIyataqWdKbUqr9tedvhIaGqv4hd99V0ptT6iQmJuLa1WvqmnNwcCjpzSEiIiKicoYlqApgwocT0bldF7z/zgf4ZOGnhX9UyokLFy5iyoSp2LZ1u3r9c/Sfkt6kUu+3X37DuPfHY+2adSW9KaVWWloaXn3pdQy7ZzgeuO9BjBg2EkmJSSW9WaU2oPD8M//DvUOGqf10z133IS4urqQ3q9Q6uP+g+q56+YVXSnpTSp09u/egc7uuePqJZ9Gza29cvHCxpDepTLh08RKefuIZdGrbBQP7DsKyz5cXyTJUtNZ/vx53DRqCjm0645GHxuC/Y8dznf/0qdN449Wx6N29L/r27I+3x76Dmzdu8jCVoJiYGLz71nvo2rE7enbphSkTpyIpKdnqv6V33zEUrZq2wdmz54p8W8myfXv34YFhD6JDm07q3ubX7b/mubsSEhIw86NZ6N97oDr2UydN431jCUpPT8eCuQvRp0c/9Xv6lf+9ipBbIXk+aB372pvqO7VLh27qe3jPn38V2zZTTsf+PYa33ngbbVu2V3/jrGHt/Q0DVPm0dfNW9fp992/YsPlHLPx0fn5XUaFUr1kdQ4behRdffgGPPj6mpDenVLt18xbW//AjHn1sdElvSqkmNxp9+/XGn3t34a8Df6qSQfv37y/pzSq1pRgH3zFI7ac/9+2CnZ0tdv6xs6Q3q9R64aXn1Xe6vQMLF2c3YdwkzJ4/C7/u2I7Rjz6CebP5ty8v8fHxePD+kbCztcPKr7/ES6+8iOlTZ2D5F18W6jJUtOSe741X38So0Q9j9dpVqFatKh4cPlL9zbbkxedfQvsO7fHZF0sw/+N5uHzpsjqu8veLSsbzT7+Aw4eO4NMlH2Pm3BnY/NMWvPPmu1YtO/6DCXBxcUVkZCTS09KKfFvJcuB31MjRaNeuLdasW42BgweohyYStLIkNTUVj4wcjd9/+wNTPpqEr9etRqXKlfDtuu+4m0vIrOmzVWDiwwkf4IsVn+PWrVsq4CQPoC0ZM+pRXLp0GQs/XYA1336NRo0bYszDj+LsmbPFuu2kc+b0Gbz5+tto1rwZ6tWrh9jYvB9+5+f+ptzdhcsf/w3rN+Lc2XN4+JGHzFb/kS+47T9vR0pqKrp174q27doapkn1jiuXr+ZYxsXFGY0aN1JfcA8+9KD6USxRwLJcvSgiIkKV1Dn2738Y/egotGvfLsc8Uurph+/WIzY2Fm3atsH9DwyDvb3utJGngfv25QwMODo4YODggaqaWmBgIL5b950qmTDsgWF46503URZJqRPZD/JH8I677sDAQQNyzHPu7HmsXbMWYWHhaNSoAR565CG4uLgYqoTu+GOH2XUPGjwQdnZ2mDp5Gj4Y/z62bv4Z5aGq1B+//4HmzZvjjrsG55gu55Ncp9evXUet2rVw1913wsnJyfBk5egR86Xt5A+Sp6enOr8OHTyMkFu31Lrky7GskmtMjnn1GtUxYuQDOabLd83GHzfhwvkLqFK1igr4enh4GKYfPXIU6ekZOZarU7eOml9ewsbGRq2rfoP6KIsyMzNVKZ4f129Q58B7H+b8YSEl6b5atRrH/zsBf38/3D/iftStW8cw/Y/fd6in6Nk1a9ZUnYflmVxrP3z3A+Li4/Hm22PNziN/3w4dOAQPTw8MumMQgoOrqfFy3sgP7F69e6rhwXcOxtervi7W7S+Lvv/2B0RERKofw66urqhbr676eyslrx8ZMwq2traFsgwVrYXzP8E99w3F8BHD1fCkqRPxy/ZfsWL5Srzx1utml9myfbP6ztV8NOsjdO3QDQcPHES37t14yIqZ/J3ctXM3fvzpB/WDSsjfkGeffA6vjX1FpaCwZNOGn3Dk8FFMmjoBw4bqzgEqGUuXfK7u915/8zU1/NQzT6rj+unCRSogbM6ar9bg33+PYcfu31E5qLIa99gTj6p7CiqZ3+lfLF2Gdz94B9176L4LZ8yZjq4duqvvVXO/r+Q31KmTp7H480WGtDpvvPk6Plu0VF2b8neSipfs859+3qj6rSnFmN/7m3IVoJLgwMzps9GmTWts2bwVvfv2zhFA2rxpM17+36u4+54hcHN3x6gHR+N/L7+A5154Vk3fv3c/lixammPdNWpWx7yFcxEZGYUbN25iw48bERsTi3oN6uGLL5eWuXwcP/7wI6ZO+kgFBjZt2IQ+fXvnCFBJdbOnHn9GPTVs3KSxOoF++/V3fPbFYjU9JCREVYfJztXVRQUQJN+NVsJMgmFSLeSZZ5+Gt483ypK//9qrnob26dsHf+7ag/r16+f4Av33n38x/N4R6kddy1bN8fVX32Djhk34dv06dW5IEMXcvhL9+vfFZ4uXqh/dUlxV1nX9+g11Q9WiZQuUJVcuX8GjjzyugpPXrl1HVGRUjgBVWFiYKpbt5+eHzl06YfGnS7Dyy5X45ts1cHZxRlJSkqpGa86c+bNUICElOUXNIwHltu3awNu7bJ1TQgIlD48YhYyMTJVLS26csgeoJODywLARSExMUufJum++Vfvr+w3fwt/fX80zbfJ0Vf0gu/c+fMcQfJeg35uvv4UHHnygzP4h79drAAICAmBvb4cD+w/mCFDJk7cHhz+k9sXIh0fg6JF/ceeAu/DNd18briMJcMm1lZ2cP+U5QCVVjeS7pXr16jh48KDZAJWUJPh5yzbcd/+9OHvwLObMnItVX69Am3Zt1FMvLdgu3FxdVaCLcicPNFq3aaVuxDTdenTDxws+UVUka9epXSjLUNGRc/+/Y//hyWeeMIyTm+guXTpjv5kHdBrj4JSQv2tCexBDxWvf3/tV4N34nkp+HEuQ4sC+A6h6T1WL9zTjPhiP1d+sMhxDKjn7/t6HAYNN77+7d++G+XMtl+iV34Ndu3YxBKcsXaNUPP45+q+6lrp262IYJwFi+dsmv8HNBai8vDxVIQn5Dd+jR3f1W0EKDcjfyQ6dOvDQlYCCXD/5ub8pVwEqCaL88sc2xMfFqy+k7ORH4PvvfIinn30Kr419VY1r2rSJqjd5z71DEVQlSD0ZlpclQUGVVWmXFV8tR0ZGBoYMHoqDBw6hYxm7QNq2b4sde35XN0sSHDFHAgAPjRqpimCKjp06YnD/O/Dnrj/RpVsXNG/R3Ooqjj4+PvBwd1c/aspagEoumN92/gJ3d3fs3GG+etS0yR+pYMvseTPVsJxDndt3xffffq+CAlIlILd9JTe8ElWWINblS5dU8FNyXJS1AJWLq4sqPl+vfj2VI8Cc+XMWqKDdmm9Xq/PviaceR4+uvbDyy1XqR4CbmxvWb/re4ntIaQ7546TN89rLb2DtN2vxyJhHUJbI98jEKRPUMX75f6+o45/dii9X4vKlK/h916/quvlfUjIG9R2k6u6PnzROzfP1uq/yfFr10guvYMDA/hg2/D6UVRIYlyCS5JGQ4Gd2crMiPyT37N9tCN5FRUaqQLyca+Kd999GRSQlX6fNmKoCnBKgyk5KI65e9TW+Xb/WENT833Mv4v13P8TmbZvU97cE/iSoKoF0KWYvfwspd7duhaBy5Uom4/wDdOdmSEio2WBTQZahoiN5USSIEaD/TjE+JocPHbZqHbL8tEnTUKtWTbRs1bKItpRyI1WI/P38TMbJjyR5hdzSNYxhrmrY/557CS+8+Lwqecw8qiVPvh/NXYtSvUjudYx/+GounL+IwXcOUnmDpaSHp5cXevfppar0m5ufiv5a1I6bMRmWgg+WfL78M/UAvEmDZuo3hDw0W7byc0NJbyr98nN/U67KikurZ3LzbIkEksLDw3HvsHsM4+4ccqf6oSglg6wxZOgQVURbWlrbvGkLbt68iSpVglDWSLQ6tyd558+dx8WLl0yCdVKsUgVrrNxXJ46fUCXNvlv3var77x8YgKr66kZlSWBggApOWSKlXKSUlfG+kh/IEtCzdl8989zTKoAlL6lGIBHlkQ+bD/CUZvK5JTiVGwnCSakq7fzz8fVBnz69se3nbVa9hzztlNIeu3buUrlBjhw+gipVLBfPL60kEJdXAHLb1m3o1aeXIajr7OykvrMslcbLTgIKI4Y9iDp1a6trVwIRWit1ZU1eJZz++O0PdOjY3hCcErKv5ImNlIKwhvwAke+szIxM1ZVSjOWBVH2Qv3OWyLUnVUyNq7sPGz4Mx/87jitXrqonZfJU84N3P8SOP3aq6sh3DWErh3nKzFS5FozZ64+DPOAqtGWoyGjVgGyzXT929nbIsLKKkCRk3vv3XixctBCOjo5Fsp2U93HMfgyzjqP562rWjNnw8vZSOfeo9B5HOYa5fT+mZ6Sr6riScuSb779RD92lhsPY194qlm2mbPTfm9nvSeTvnNQoMEeO7VOPPw1HJ0dVTXfbb1sx4qEH8NRjz6j0F1RG5OP+plwFqPIiQRe50ZYbcY384JNkedae4G3atlbBhOWfL1cJrWfOmWGyvvJCnpALLX+Npmq1qrh8+YpV6zh9+oz6If3n7j1o3rK5qi5SHovUXr16VVWhyrGvqlZVpV/yq2bNGmjavCnKI3nCJUHdGjVq5Eimb+01KKX32ndoh88Wf47vvv1BJeDv278PyqPz5y6o6sXG5Pvmxo0bZqv1ZSdPJGxt7fD3nr2qRKS8pAh1eSTfWTm/r6qoP3pXr+TMK2gpqC7fWQMGDVDdvFrqKlfnWba/Y9rwxQu663Li1Anw9fXF0sVL0b17Vzz+1GMlsq1lia+fL8IjIkzGhYfrhv38fAttGSo6UhVdRISHm4yPCI9Q10NepMSnlE5cvmo5mjRtXGTbSbmT60qOWfZaFVJa3dJx3PH7TpU/tXWztqr1vodGjFLj77/3AXz4nq4EMxUvPzPHUYadnZ3VQz/zy/ipB6eSzkVK23Tq3BEvvvw/bPlpi9WtOFLhXovGf9c0Mmzpb9zev/dh3979mDxtkiqMIvfBkqpAHnBL7QsqG/Jzf1OuqvjlRX7QSZHA7FFbSTicn5ZVJM+QvMozqUYl3NxMi7/KcEJC3j+Mxd1Dh6hXeZeUy77S9mN+dO3eFeWVFlRx93A3cw1ad16JofcOVa/yTvZX9tJ7kkdDm2acF8gcSRCeW3XJ8kSutezF9V31N6zWXodSHVdeFU1u55l2XcrNvzTiQNaT6lySu1GqCml5KqUkjexbS1X1CrIMFR0pQSNV8/bvO2BSSlpy4fTs0yvXZWfPmKNaJ/py1TL1cJNKTqtWLVULfGfPnjM0nCHHUE1rbb7apbQUlp6e1arYif9OqCCVVDWSlCJU/OT7cf/+Aybj9v61Vz0Et/QAXHLenDh+0mSc3DvJwyvd8WVeuOLUrFkz1diW1IbQqudJi9PSGp8kvTdHazlTGiwzJoFJKSBAZUN+7m8qVAkqucGWQJTsmOzVYHKrwlUReepbCZMk18YkSXxu1Sgr9L6KijYZz32Vk5urLmAQEx2T4xp0czf/9KsikyBn9lbntGFX/b6krCBndLZrMEqf14vfWQU4z/TXqLuFp9KUN0k4n5mRgZnTZ6kgqTTLLE1rS25H7eZMWpyU0hmHDx2xehkqXmMeH4Nv136rStNIYwxSilDy4D08aqRhnskTpuCeu7Jy/M2dPU+1VKWCU+3a8JCVMEmk3LBRQ0weP1l910m6jxnTZ6FL184mDYfItfjVytWGxMxSukp7aUF7+XtiqbQOFa1HHn1EBTYk56QEJqQxJ2n5bYxRNcxv136njqP2YEqqaB47dkwl2JYqgpJX7rPFn6lUGjyOxU9SVtx9z91YMHcBrl27ph6QTZowRaVnGGiUAP+hBx7Gu2+9p/olACkl4WZOm6VSNshxlOMspd576lsXptLndu5vKlSAql593R8h46pEcqJLlaO69bKaIiegfsP66mnE6VOnDbtD/hicPX0WDRs24C4yUi24Gjw83HH65CmT/XLq5Ck0bMR9ZUySm8v+On/+vMn4c2fPo27dstm6XFGqW6+eqpps7NzZcwiuHqyqJ1MWudZOGX1fiZMnT6kbUDnnyDJptjt7FVu5JkUdfWkDyj9pdfKLFZ/j1+2/oWmD5rhz0BDVWMFrb+gaaRFpaamqZId0rV2Gipc0fz3msTEY/fCjaFS3ibqh/mTJxyaBDbmXjI7WBcglADJ31jykpKbgiUefUjfo2kt+VFHxk5oTny1bgoTERFVlr0PrTvDz9cW8j+eazCfXIlvrK70kz+RHM6dh8sQpaFinMV596XW8+c5Yk9KNcvzkOGop4iTB/aIln2DalOloWLexalFcqohJq9BUMiZOGY9mLZqhZ5feaN6oJU6fOqUSnhuXgpfvUS1/qASFP/9yqUrl0KpZG3Uc58yai0lTJ6IXA1QlpmObzurv2q6du1XOXOmXFrcL5f4msxy6fu16Zo0qtTL3/PmXyfi0tLTMTm07Z3743jjDuGWfL89sULtRZmhoaGZFJfvq+29/yDH+4QcfyXzgvgczU1NT1fDaNesy61Svl3nh/IXMiqpz+66Z8+csyDH+rTfeyezdvW9mbGysGpZzz9w5WJEMv29E5tjX3swxfsrEqZldOnTLjImJUcPXrl7LbFyvaeaK5SszK6qXXng5c9TI0TnGr1i2IrNpg2bqO01ER0dndm7XJXPKpKmZFdWMaTMze3Xrk2P83r/3qmvuz9171HBcXFxmnx79Mt98/a0S2MrS6euv1mTWq9Ugx/j/jh3PrFm1duZvv/ymhjMyMjIfHfVY5r1DhpXAVpZPcj7KPUh28vc1PDzc8HfWmmWoZKSnpxv+xmcXHx+fGRUVbbh+5JiaeyUmJhXzVlN2iQmJmUlJ5o9DbsdIu1Z5TZYOci3KtZadHD85TubId6q5ZahkpKSkZCYkJJidJve7cryyk+uP36OlQ0R4RI6/cZERkYVyf2Mj/6GckBaYNv64SUVcJSnlHXfdoVrYk2Kc3Xt0U/Ps3rkbTz72NDp26qDyk/yy/ReMm/AhHnxoBCoSKd2zYN7Hqn/Thk1o1bqVSoDeuUsnQ+tx0nrTqBGjVEmqykFBqknldz94B6NGP4yKRFo9G//BRNUvTdRK0mop2SIlyaSZWiFVix55aLRqrlhaTJMWIx974lG88dbrqEikTr+0WCQ2bfgJXt6e6Na9m0pk+NwLzxqeijx4/0OqWG/bdm2wa8du1GtQT+V1qGhVWObNmY+42Dj8/tsf6qnfoMEDYe9gr5I/CqmO/PiYJ3Hm1Bl069FVFW13cXXF1+u+qnDV1mZNn40LFy6q764b128YinVP+WiSYV9IzpfPFi9V+V6k5Jmvnx9Wrv5SnX8V2frv16uE71KibM/uPeq7SYx5fLRqzEHbd1Ilqf+Afrhy5YoqQfXVNyvRqHGjEt56IiIiIqooylWASqqj/fH7jhzj27RpbZID4NbNW/jj9z+QkpKKzl06q4BCRSNBl7/2/J1jvLTc1KJlC5NWTg7sP4i4uDg0b94MlYMqo6KRgOevv/yWY7wUVZTWQIyDM4cOHkJYWDgaNWqIGjVNW6qrCOTrRAIE2UkuB+Pk03JeSVDm+rXrKjFet+5dYWtboWocK9L6SPbW+KQqwuNPPmZyXknxWQm4SCt1Upy5IjZVLg8XIiJ1OaWM9R/Q36S64+VLl3H8+AnVIkjrNq1zNIpREUlg/Vy2qqJi6D13I7BSoGH42L/H1HeYu7sHevfppXJFEBEREREVl3IVoCIiIiIiIiIiorKn4hVZICIiIiIiIiKiUoUBKiIiIiIiIiIiKlEMUBERERERERERUYligIqIiIiIiIiIiEoUA1RERERERERERFSiGKAiIiIiIiIiIqISxQAVERERERERERGVKAaoiIiIiIiIiIioRDFARUREREREREREJYoBKiIiIiIiIiIiKlEMUBERERERERERUYligIqIiIiIiIiIiEoUA1RERERERERERFSiGKAiIiIiIiIiIqISxQAVERERERERERGVKAaoiIiIiIiIiIioRDFARUREREREREREJYoBKiIiIiIiIiIiKlH2Jfv2pdfBA4dw/tx51e8f4I9evXuanS81NRVHjxzFtWvX4e7mhtZtWsPH1welScitEOz4Y6fqb9ioAZo1b2Z2XFFITk7GhvUbVb+vrw/69OtjmHbr5i3s3LFL9QcFVUbX7l0N0y5fuoy9f+9T/Y2bNEaTpo1RWs8BcfbsOZw+eQo2NjZqe2vUrIGy7tTJU/jn6L+qv179emjZqkWOeS6cv4AD+w+q/pq1aqBGjRrFcl4V1JUrV/H3nr8Nw4PvHAQ3N7fbOp5l4dgX5Fi2a9+u2LeTiIiIiIgqLgaoslm5fCW+WLoMFy5cNIxr266N2eDErp27MPbVt3Djxg3DOAcHBzz7/DN49Y1XUFqcPnUab7w6VvU/8/zTKmhgblxRcHJywtRJ0xAREQEPD3ccPX4Etra6gnubNv6EieMmqf5qwdWw+29dYEOsXbMOC+d/rPrnfzKvWANU+TkH5HO9+NxL2L3rT5PxAwb1x6y5M+Hu7o6yKj4+wXCONG3WFJu2bsgxz4K5C/H9dz+o/o9mTkVyUnKxnFcFkZmZiZdfeAUHD+iCMKJj544mAar8HM+ydOwLciwZoCIiIiIiouLEKn7ZrP1mnQpMSEmI3Jw5fQZPPPqUCk45Oztj4OABqF2ntipRNX/uAnz68aKiPG5lSuu2rVU3NjZOleTQHDpwyNB/9cpVVapLo5XkEG3btkFpPAcyMjLwxJinDAGK9h3aoYW+ZMrPW7ap4EVZ1rpNK9SqVVP1H/v3GM6d1ZUm0yQlJWPbz9tVv5OzEwbdMQil2YrlK02CU7dzPMvasS9vx5KIiIiIiMofBqiyGTVmFH7b+QtWrVmR6477ctkKVVpETJsxBYs++xSbf96kqoKJj+d/goSEhFxLc3y37nus++Zb7N6526S6kIyTaZq4uDg1Tl6HDx0xWU96erqqYrjxx034aeNmnD1zFrcjLS0Nhw4exoYfN6ofrFoVt9shpY/MBZ6kCp2QklW6aQcM2yCfSVSpEoQqVaugNJ4Dv2z/FYcO6j7DkKF3Ye3332D9xu/RrUc3Ne63X383fCZLJCinHdt///lXBQpkv2zetBknjp8wmffmjZsm88p5sefPv7Bpw0+4cvmKYT4pHSfnw/59+1XA9Hbcfe/dhv4NP5qWuvntl1/VNoi+ffvA09Mzx/JyDRzcf1Btz/H/TD9Pcbpx/QZmTJsJe3t7BFcPvu3jWRjHvjCPpzXfA7d7LImIiIiIiIoSq/hlM/yB+w3Vd3JzxugHYLPmzVXX2cUZDRrUR1homPqxJzmULOUtknw1SxYtwamTp1G1WlX8uVeXi2n558uxasVXqr9Fy+aoW6+u+tGqVc+Z8tFktGrdUvX/uetPvDX2HZMfs6JDpw6YO382gqoE5etkkPWMfODhHOurXbsW3vvwXfTu2xu3G6CSEiyjRj+scgHdvHkTrq6uGHrvUKz8cpUKXg2+czD+O/YfEhMT1fytrSw9JT/Mk5KS8pzvziF3wMXFpVDOgV+2/WLol+3WjuugwQOxS59bSwIZbdu1tbgO46qWrVq3wqWLl0zed+TDD6pjLk6ePGWYV3KdXb50CWFh4WpYqk2+/OpLOHPmjNoXGjmHVq1ZCQ8PDxTEPfcOxdxZ81T/xvUb8cprLxumSRBTM/S+oTmW/WvP3/j6qzWIjoo2jLv3vnswY8502NnZFdvxFO+9/b66Jp9+9imcOHEyxzme3+NZGMe+sI6ntd8Dt3MsiYiIiIiIihoDVAXk4uJs6L9x/Trq1K2t78/KRyWlj3JLrN2pS2cVoLp29RquX7uuSgpJKQnNvr37VYBq/96scZ27dFLd/44dx6OjH0dKcgp8fX3RqXNHVVpl187d2PvXXowZ9Sh++nmTKjFirTmz5qkfufJDW0qCuLm64vz582ob//h9R4EDVJKHyNHJUW3r/n26UiWH9FWtWrRsgY6dOqoA1UF9iRRtnuzBrdyM/3CCCgzmpWu3LlYFNKxx9sw5Q78keTfXbzxPXg4fOoygoCD0G9APO3fsVCX0Vq/6GvcNuxdtsu0HKb0jgcOmzZvij992qCpns2fOUdO69+yOq5ev4Pz5Czh65B8s//xL/O/lFwr0GSXhtwRP5P1kfVLSR45nbGwsfv/tDzWPj48PevbqkWPZo4ePqtJKcm7+vWcvoqKiVI6jeg3qqTxtxXU8JcDz6y+/oWrVKnjp1RfxzJPP3fbxLOxjX9DjmZ/vgds5lkREREREREWNAaoC6t2nl/ohKT54bxweGTMK//5zTP3w0yQm6EoBWSLBJikxJfbvP4Cebj1w+tQZ9SMxMjJSBaakBM2+vfsM1d1q6vPISI4r+VEqHn/qMQQGBqp+CS5J9SIJKu38Y2e+gkqhoaGqKz9iV3yl2y4t35bkiLqdROnNmjVTpackGCdVm7SqfhKAatdeV8rk+LHjSEpMUlXC8hugunPInYiNic1zPimxVVi0KlHaZzTXHxebNU9e/Pz8sGX7T/D28cbSxUsxacIUNf7w4SM5AlQSbPlp2yYVnBk29H7D/nz8ycfw/rj3VEmsHl166ZY/dPg2PqWUvLnbUJ1NWmSUoIbkWdKquEopJmkcIDs5X7f+slklIZdzaECfQSrw8uUXK/IMUBXW8YyKjFLBLjF+0vhc58/P8SzsY1/Q45nf74GCHksiIiIiIqKixgBVAY18eCR2/rFLVeORklLj3h+vxjs6OiIlRfeD0cMz92pVHTp2UFV55Ee7BKPkx7Pkpho+4n5VzW/fvv2Ij49XpSS0EleaI4ezclFJbh1zZLvyE6DqP6Cfqp4kgaQ+Pfqhfv16qgSXlMromUtJMGtIoElLUC0/vrUf4BJ4CawUqEraSOmtI0eO4oB+PtkfjRo3smr94yZ8gOLm7JwVjJC8WZpUo35nl6x58tK7by8VnBK1atcyjA8P11X7MialarSSQ8ZVOfv276u6xnmWwsLyLomUV7BowrhJKv+RlEZ6+723TKuE3Wu+SliPXj0NLeTVq18PderWUYEqqdoZGREJH1+fIj+ekydOUSWxpGW9vv37FNrxLOxjX9Djmd/vgYIeSyIiIiIioqLGAFVBd5y9PT5btgS/bv8Nf+7+UyUpbtK0sWoda8mizww/ynPj5eWplpGSV1K1Tyvd0bFTBxz/77iqpiM/IrUfwBIo0qSlphlKStw77F6z65dWBfNDckNJNSFJ0C35cX777Xds2bwVC+YtVPlr5iyYjYJSJYA+1fX/8fsfqjU/Cc5J3iXRrl1bFaD64bsfEBqiK8nVslWLPHMVFVXOImsEBwfjn6P/qv5Qo+po2vZr81jLz9/P0G9nVDVTgpbZeXl7Zc1rtI989UEfCXrmtnx+SCCpR68eKu+SBJe2bt6KPbv3qGk1a9ZAG30rjdk5OpqWxDEumWMcyCnK47lrh64BgqZNm6pk5OLWzZuG6Vt+2oI6dWqjT78++TqehX3sC3o88/s9UNBjSUREREREVNQYoLoNV69eU6UytJIZ0dExGNhH1zx7QGCAVdXTOnfprAJUUrUvNTVNBW0kMfixf/9TASqpwpM9/5SQnFfyA1N+rI4YORzt2rczWa8EyqrXsP4HslbSYtAdA3HHXbqkzxJ0e/Wl1/DjDxvww/frMW7ih4Yf0t9/+4OaLqXEBg4akOe6jX/4SokN+cHdoGF9FaRT09u1UfmJ5H00uSWYLg05qDp37YyfNm1W/VICTss3tvfvvWaPWWmR32MnJECpJQZ//50PDUFT45bhstOqkmnXxgV99Vd3d3f4+fkW6/GcNcN8cHXKxKlo1rypClDl53iWlmNfkO+BghxLIiIiIiKiosYAVTY7d+zCrZu3VKJhTXhYuKH0Ras2rVC3bh3V36d7X9x1913qB64kgF63Zh1u3NAlSR/71huqul9eOnXphMWfLlE/MCVAJFXaJGjTroPuh6bkntFKN0gSdc2DDz2IP/UlH55+/Fk8NGqkqip37do1HDpwSCVYP3r8CLy8rM8nM3/uAhw+dETl15KEymmpqThglLA8NS2rifu3xr6tct9I6QxrghySX0mSQEuOLi1nThujFvq0PFTaNNE6H6U5CjMHlbXnwN33DFH7TOb9bPFSVapOSv18u/Y7NZ/sG62KVmmS32MnJIAjAS3Zx8ZVDiXYYYkEXp9/+gV1LkuQU2uZUUo95VUyrrCOpwRbo4xaERS7d+1Wx0xIq3sNGjVQ/fk5nqXl2Bfke6Agx5KIiIiIiKioMUCVzeJPFht+8GkuXLhoaA5+/KRxhgCV5Ir5bt136qWRoNTrb76G+x8YZtUBaN+hnar6JDlhtGHRslVLk3xWxvmntB/5Z8+exfw5CxAREaGq4RmT3FHZq1jlpW7duti04Scs0yduN/bgQyPg7++fY7yU+LKWlJIyTiJvXEJKqkNK6axofTBBlSRro6v+V9w5qKw9B6Qk0OKli/D46CfUD30JWBgnCF+89NNSnXA6P8dOci4NvmMQvvl6rWGcVM/UkvabI6UIpZSRVtJIC9yMffuNYjuekmA8u0ceGmMIUL3zwTsIDq6m+vNzPEvLsS/I90BBjiUREREREVFRY4DKTLLiykFZSYqz04JT4tcd27Hlp6049u8xlcxcfuBJFbmqVatafQCkBIi0aHbt2nU1rFWvkx+Rzzz/NK5d1Y0faqb6zcuvvqRKPWzbuh0XL15UP4jlvaXEiuRv0lSqXAn33X+f6pfW9CyNe+Gl5zH8weHY/vN2VR1LWiqTVsGkOpPkxdJISS+tpNOjj4+x+rMOGXoXMjKy8ucY59SSHDrPPPc0zp45p4b9/f3g6amr/leazwHZz7/t+hUb1m/A6VOn1eeQvGJSss6a0lrmjoOobGa8uXGifYf2sLPTXcpeXl6G4JM2b3B1XQDmdo6dlqMsLS3dMCylj3L7PFISL7BSAP76829VDU2CUxLo1BKnl5Ru3boiICBA9bu5mR6j/BzP2z32hXE88/M9kN9jSUREREREVJxsMm83gzJVOFLCavwHE9C3Xx8sXa5LCE9lA48dERERERERlUbW1/Eh0pN8O1KF8aNZ07hPyhgeOyIiIiIiIiqNWIKKiIiIiIiIiIhKFEtQERERERERERFRxQhQSWt0E8dNQrtWHdC0QXM8MeZJXL16zaplJU3W6IcfRZ3q9fDjDz+aTBt6571qvPFr7GtvFtGnICIiorJEGjF5e+y7aN2sLZo3bokXnn0RYWFhVi0rLezec9d96t5i545dJtN6dOmV4/5j6mRWfSciIiIq9a34SXDq1+2/4vPln8HP3w/vvfU+Rj80Blt/2Zxnc+yLPlkMWxsbpKenm7QCJ9LT0/Dq6y/j6eeeNoyTFq+IiIiIxr72Fk6eOImv130FFxcXvPrSa3jy0afx/YZvVeubuZkxbSa8vb309x8ZJtPS0tIwccoEDB9xP+8/iIiIiApBsURyoqNjsGb1N3jl9VfQvEVz1QT6lI8mqybvJWiVm8OHjmDl8pX4aKblp5I2trYq+bP2YoCKiIiIpKT2Txt/wjvvvYUGDRugeo3qmDB5Ag4fOox9e/fnuoN2/LET23/ejg8nfGBxHrnf4P0HERERURkKUP1z9KgqJt+pSyfDuKAqQahVuxYOHjhkcbmYmBi89MLLmDJ9Cnz9fC3Ot+TTz9CobhP06tobk8ZPRlxcXKF/BiIiIipbDh44qLrG9x+NmzSCj4+PYZo5ISGhKl3ArHmz4OrmZnG+j6ZMR+N6TdGnRz/Mmj4bSYlJhfwJiIiIiCqOYqniF3IrVHX9/fxMxvv5+SI0VDfNHMkZ0btPL/Ts1UMVpTenTbu2eO/D99CwUUOcOH4C74x9B6dOnsKK1V9aLLqfmJCIxMREw7AU3U9NSUWloEqws7Mr4KckIiKi0iT0Voiq1ufq6moyXh56hYaYv/+QqnyvvvgqRj78IFq3aaWCVeZ079Ed9z8wDHXq1sGRw0fw9htv48KFi1j46XyL28P7DyIiIqJSkIPKUtU8SYBuzto1a3Hm9BnMmjsz13WMMyp637FTB0ybORXD7x2B/479h6bNmppdZuumbVi/bmOO8a+OfQVeXp75/hwVUUZ6BmztmOuL+4rnFa/B0o/fV6VjX9WsH4zSQqrmmb/7AJYs+gyJiUl44cXnc13H1OmTDf09enbHBxM+wDNPPIu333tTpTIwh/cf5Re/Z8o+HsPygcexfOBxLPsKet9XLAEq/wB/1Q2PCDe5aQsPC0czC0GkvX/vVwGqJvVNp7/28uv4YukX2Lhlg9nlGjVupLoXzl+0GKAaeGd/9OjTzTAcFRmF8W9PQXDtoFyrElKWi6evlKofG6UZ9xX3Fc8rXoNlRXn7vpL7DykxLS8pSWV8/xHgb1qqW7Pv730qR1X9Wg1Nxj/2yOPo0q0LVq7+0uxyjfX3HxfPX7QYoOL9R/lV3q6diojHsHzgcSwfeBwrrmIJULVo0VwlEd371z7cO+weNe7WzVsqSfprb7xidpkZsz/CRzOnmlTDa1C7EWbMno6h995t8b1OnzytuoGVAi3O4+Lqol5ERERUfrVp20Z1//5rL3r17qn6pUW/iIgItNZPy27p8s9MWuwLCw1Dx7adVSvEPXr1sPhep07x/oOIiIjodhRLHS1vH2+Vp2HOrLkqP1RYWBjef/dD1KhRHX379zXMd9egISopqbmWcbTcUDJe6z9y+CgmT5iiAl3Jycmqxb+333wXzZo3Rbv2bYvjoxEREVEpFVw9GAMG9ce0ydNw8cJF9XBs3PsT1H1Ch47tDfN16dANUydPM98yn/6eQ9ISaK0ESwt/ck9z+dJldf8hAbDxH0xA125dUK9+vRL6tERERERlW7ElEfpwwofo3qMbht0zHJ3bdUVCfDy+/Go5HB0dDfOkpaUjPT3rqWVemjZrguDq1fDMk8+hWcMW+N9zL6JL185Y9fVKw00kERERVVwz58xAk6ZNcceAu9C9S0+4e7hj6bLPTO4T0tPSVb4La3Xo2EFVGRzz8KNo1qgF3nz9LQy5+y4s/nxREX0KIiIiovKv2JKkOzs7YfK0SeplyaatGyy2vCdPMc9eOm3Syp6Me2TMI+pFRERElJ2Hhwdmz5sJyMuCP/ftsnj/ERgYkOP+Q+5pnnnuafUiIiIionLQil92xjd/5khAioiIiIj3H0RERETlC+vBERERERERERFRiWKAioiIiIiIiIiIShQDVEREREREREREVKIYoCIiIiKi23br5i1cu3atWPZkcnIy/jt2vFjei4iIiIoHA1REREREdNtWf/U1Fn+ypFj25I3rNzDi/gctTo+NjcU/R/8xvIiIiKj0Y7N4RERERFSunD51BuPeH4fk5BScPnUaF6+dL+lNIiIiojywBBURERERFZqMjAxcvHARiYmJJuMjIiJUaaZ///kXYWFhZqsHastGR8eYXfeVy1dU6ai8tGnbGhu3bMCCT+bd5qchIiKi4sISVERERERUKM6eOYueXXvDztYWt26FYNbcGRh0xyA17cD+g1gwdwEyM4ErV66gY6cO+HjRQtjb26vqgQf2HcDNm7fUvNevXce0mVNx99AhajgqMgqPPvI4rly+DFs7O3Tp0plHjIiIqJxhgIqIiIioFEtLjkNc2MkS3QZ3/4awd3LPc75DBw9j09YNqFuvLrb9vB2vv/IGunTrAk9PT/Qf0E+9hJSuemTkaGxYvxH3DrtHjTt18pQq9RRUJQg/rt+AuTPnGgJUC+YthJe3J9Z+vwe2trZ49qnni/gTExERUXFjgIqIiIioFJPg1L6v7irRbWj/0EZ4V22b53w9enVXwSkhwShfHx/8c+QfdO3eVY1LTU3FtavXVDW95i2a4/Chw4YAVc/ePVVwSnTq3AmvXXndsN6dO3bhnffegoODgxp+7IlH8deev4rksxIREVHJYICKiIiIiAqFt7e3ybCXj7chn9Tvv/6ON14dCxdXV3h5eSEyIgItW7U0zOvq6pp1g2pvh7S0NMNwdHQ0vIzW7e3txSNGRERUzjBARURERFSKSfU6KcFU0ttgjZMnsqoiJiUmqYTn1WsEq+E5s+bi/XHv4e577lbDM6bNxPlz1rWuV716sFp36zat1PCJ4yVb5ZGIiIgKHwNURERERKWY5H6ypnpdaXD8vxOYNuUjdO/RHatXfY2atWqiWfNmapqUmtq1czeqVK2CUydPY9XKr9C5cyer1jtq9MOYNGGKWoedna0KduVGqhKeOH4Cly5eVsPSeqCdnT2aNG1cCJ+SiIiIigIDVERERER02ypVqoSXX30RaenpWDhvIWrUrIFlKz43TJ/y0WTMnD4LM6fPRqPGjTD2rTdw+fJlw7KmVfzs0ax5U8OwlLpKTk7GmtVr4OPrgwmTx2PRx4stbotUCXz3rfdUv6xH+t3c3LHm29U80kRERKUUA1REREREdNtGPvxg1sArOacHVw/GvIVz814WUK3+SYt+xoaPGK5emp69eljcFn9//xzLExERUelmW9IbQEREREREREREFVuxBajS09Mxb8589OnRD53bdcGrL76G0NBQq5f/33MvolXTNti8aXOhrpeIiIjKL6kWNnXyNPTs0gtdO3bHO2++a2hVLi8ZGRkY/fCj6v5jz+49hbZeIiIiIirBANX0qTOwcvlKjJ/4IT7/cimuXb+OMQ8/pgJMeVmxfAVCQ8IQGRmJ5OSUQlsvERERlW/vvf0+ftq4GTPmTMeizz7B0SP/4Nknn7Vq2flzFyA5KVndf6SkphbaeomIiIiohAJUcXFxWPbFcrw29jV07d5VJcacOXs6/jv2H37/9Y9cl5UWWD5e8Clmzp1RqOslIiKi8u3mjZv4du13eO/Dd9GufTs0bdYUUz6ahD1//oWDBw7luuy+vfvUspOmTijU9RIRERFRCQaojh4+ipTkFHTt1sUkUWbNmjWwf99+i8slJCTghWdfxLgJH6By5UqFtl4iIiIq//bvO4DMzEyT+4QWLVvAy9sr1/uEqMgovPK/VzF91kfw9PIqtPUSERERUQkHqG7dClFd/wB/k/EyHKKfZs6H741Dm7atMeiOQYW63sSERESERxheciNKRERE5cutW7fg7OwMd3d3k/F+fn653ie8/upY3Hn3nejcpVOhrtfS/YeMF2lpaYiNjVP9EgCLjYk1pCxIiE9QD+VEUlIyEvTLpKamIc7CMvFx8UhJ0S+TmITExCT9MqmIi4s35NmSZaQrZLxMV9uVmKSWE7IeWZ+Q9csy8n5qmdg4tR1qOxMS1fapZZJT1HabW0Y+p3xe7bNJTi8hXW0ZtT9iYk0+m/Ey2v5IzrY/Yq3ZH0nJhv2e2/6QZVJTcu4PGaftD5lXHqoa9qHR/kg03h+57EOT/ZGQqD5TbvtDLZNtfxj2odH+yO2cUvsj2dz+yDqntP1hvIy2P0zOqRQrzynZH1acU7HZzqlka84pS/sjj3NK+2xJSUkleo0Zn1O5XWMm51SyleeU7I8CnFPmrrE8zylL11i2c8rSNZZo4Roz2Ydqf6SavcbkOOa5PyycU/m6xoyXuY1rzNwyZq+x0vC9fZvXWH6+t43PD5NrzIrv7Tgrvre1z5bn93ZyKfzeTrHue9vcNZZk7TWW/Xvbyr9jxudUQdmjGGgbbWtrGg+zs7dHRqZuJ2S34ceN2Ld3PzZv21So6xVbN23D+nUbc4y/cv4GYsJ1O5xyl5GegYunr3A3WYH7ynrcV9xXRYHnVenYVzXrB6PYZWbCzs4ux2h7dZ+gu4fI7stlK3Dj+g18snhhoa43t/uPzRu2oV+/viq4tWfPXxh6z93qJvGH79ejd59e8PHxwW+//q5KiderVxf//POvukHs1Lkjrl+/rqoV3jXkTnXjuHHDJvTr3w+enh7Yvu0X1K1bB7Vq18KhQ4eRnpaOdu3b4vLlKyodwqDBA1VgZcvmrarf1dVV9Tdp2gTVqwerkmJ29nZo3boVLpy/gLNnz6Ff/76IiYnF9m3b1Xs6Ojqq95QHilWqVMFfe/6Gm7sbmjdvhjNnzuLK5SvqM0geL/kM99w7VN23rf/hR3Tu3AmBlQKxa9du+Pn6onGTxjhx4iRCQ0LRvUc31ejNrp27ce9996h7vu+/+wG9evWEr58v/vh9B4KqBKFBg/o49u8xxMTEoHOXzrhx46YqxTbk7rvUzbXcT/bt1wdeXl74Zfuval/UqVMbR45IKfxktO/QHlevXsU/R//B4DsGqx+3P23ajIGDBsDNzQ1bt/6MRo0aokaNGjhw4CBsbGzQpk1rXLx4EadOncaAAf1Vyomft25T54STk5NavmWrFqhatSr2/r1XBTOlhJ3sv0sXL6FP396IiorCr7/8hruHDlHnzY/rN6BDxw6qxsCfu/+Et7e3Og6nTp7CzZu30KNnd4SHheOPP3bgvmH3qvPmu2+/V+P9/f2x44+dqFS5Eho2bKCObWRUFLp27YJbN2/h77/3qveRHxOy3+X9Zf2//fobqlevjrr16uLo0X/Uj5COnTrg2rVrOHzoCO686w7142nTxp/Qf0B/eHi4Y9vP21G/fj3UrFUTBw8eQmZGBtq2a4vLly7j+PETar/Fxydg65atGHzHILi4uGDzT1vQrHkzBAdXU/f2Do4OaNWqJc6fO4/z5y+o4xMTHYPt239Rx83BwUEdNzlXg4KC1DXh4e6BZs2b4vTpM7h29Rp69e6JiIgI/P7bH+r8kOMi14t85oDAAOzcuQsB/v4q/Ydsl+y7bt27IiQkVO1fOQ+1a0zW5evrq6royrUhn+/ff/5Vx7VT5064fv0GDh44mO0a6wtPT0+1zXXq1EHt2rVw+PARdc61b98OV65cUefloMGDkJiYqPaB4RrbshVNmjRW+37//gPqvFHX2IUL6prp378fYmNj1b7WrjE5Bq1at0LVqlXw919/q/U0b9Hc7DUm3x+yTjnWsv2VKgVi964/4evro66xkydOIiQkBN17dEdYaJjaV7IPtXOqZ68eKtie/RqLjolBly6dVRXnffprTH5Iy7nbt28fVYL0119+Rc2aNVGnbh11jcmP7g4d5Rq7hqNHjuKOO7OusQEDB8Dd3U1dO3Le1qhZQ+1n0aZtG3WtnDx5CgMGyjUWj5+3/qyWl+tJlpdrqlo1ucb2wcnZCS1btsC5s+dw4cJFNU90VDR++eVXwzUm55Qcm8pBlfHnn3vg5empqmfLdSzf+fK5w8PD1efWrjH5zunevZsq/LBzx04EBgaiYaOGOP7fcURERKpStFJg4i/997Z2jZn93j76j/q+7dipI65du47Dhw6ra0w7p/oP6AcPDw9s27ZdzV+rlv57Oz0d7eQau3wZ//13HIMGZX1va9fYls1b1GcJDg5Wx0auIXWNnb+Ac+fOqb8v8h0pfxNMv7fboEqVILX98sBFrlNz15j2vS3XS5euXRAYGKC+m/38/dC4cSOVkic0LEztK/n+3q2/xgzf2/prTNZVtVpV/TV2DLFxservwI0bN9TfG+Pv7T59eqv7Efneluurdp3aumssJRXtO8g1dlVdp7IPtGts4KCBcHNzxdYtP6vtql6jOg7sPwAbW1vd9/aFi+rzyb6WYMq2n7epYyDf27prrKX63v77r71wcXVBixbNcfbMWbXve/fJ+t7WrjE59zt27KC+e+Uz++i/t+W8le9e+X4OCwtT38/G39s9e/ZQ+07Gy3d+A/33tqy/S9cu6jtf/nbIuatdY9r3try/XCvyt12uKbme5G+HfG8fOay7xrTvbbl25Lj+/PM2dR3Ltam+tzMz0VausUuX1N/cgQPlezte7TftGtv802b1HVOtmnxv74Ojk/4aO3de3Q/I93Z0dLQ6Pqbf2+0QFFQZe/7cg5GPPoACySwGv/36e2aNKrUyr1+7bjK+b8/+mePeH292mVdfej2zQe1GmS2btDa8ZB2N6zXNfOC+Bwu8XpEQn5AZHhZueJ07cy7zkWGPq36yzoVTl7mruK8KHc8r7quiwPOq4u6r79Z9r+4TEhOTTMa3ad42c/6cBWaXeXTUY5mN6jYx3Hu0aNxKraNpg2aZTz/xTIHXm9v9x9XLV9X01NTUzJiYWNWfkZGRGRMdk5mWlqaG4+PiM5OTklW/vG98fILqT0lJzYy1sExcbFxmcrJ+mYTEzISERP0yKZmxsXGqPz09XS0jXSHjZbra3oREtZyQ9cj6hKxflpH3U8vExKrtCA8Pz7x06bJhv8j2ynabW0Y+p3xe7bMlJemWka62jNof0TEmn01bJioyKvPUiVO6ZbLtjxhr9kdikjoeee0PWSYlOef+kHHa/pB5/zt8Mmsf6veHdswN+yOXfWiyP+IT1GfKbX+oZYz2h8k+NNofuZ1Tan8kmdsfWeeUtj+Ml9H2h8k5lWzlOSX7w4pzKsZoHxrvj1zPKUv7I49zSvtsJ46eLtFrzPicsnSN5Tinkqw8p2R/FOCc0vZHvs4pS9dYtnPK0jWWYOEaM9mHan+kmL3G5DjmuT8snFP5usaMl7mNa8zcMmavsSL63tb2R2IxXGOWzilz39vnTlzMeU7J/rDiezvWiu9t7bPl+b2dVAq/t5Ot+942d40lWnuNZf/etvLvmPE5VVDFEqAKCwvLrFWtTuaP6zcYxoWGhqpx63/40ewycXFx6kZHe4WEhKibwZVfrsqMioou8HrNkZtEBqgq9o+YosR9xX3F84rXYFlR3r6vzp09p+4ddu3YZRh39oxu3M4dO80uExMTY3L/cfrUaTX/xh83qWkFXW9FuP+YPXNO5vvvfFAs73Xh/IXMpg2b5zmf3CtGR0cX/faUs2unIuIxLB94HMsHHseKq1hyUEkx0SFD78L8OQtw/dp1VSxx8vgpqkibFI3WjBg2UuWdElKsWooCai8pJqmN9/LyzNd6iYiIqOKRKgHde3bHjI9mqmL2Um1m8oTJqN+gvqoOphnYdxBmz5yj+qWKhfH9h5e3txrv7uGupuVnvVRypNrj3XcMRb+eA9CpbRc8PGIUIiMieUiIiIhKsWIJUIlJUyeiUeOG6NGlF1o0bqXqwy5b+QWcXZwN80g9Ri3ZWWGul4iIiCqmuQtmIyAwEB3bdEarpm0QFx+PpcuWmOSQioqMNiQaLcz1VmSS60dLBKuRHCiSh+nc2fMq34UxyXUiOae0ZbXEsdlJQNDSNGOS72XilAk49O8B7D+yF2lp6Zg5fdZtfSYiIiIqWsWSJF1Igq4Fn8xXic/khkUSumW35tuvYW9v/sZOktvJTYaUoMrveomIiKhiklJQEjiSoEZmRqbZB1g//7oFjk6OZpcPCPBX9x9a6an8rLciunjxEnp376sSTEvi2vkL56JXn15q2u6duzFz+myVZF6SwEpC7RlzpqugniSnlwSvklhWkhvLQ8vZ82epebTg1nNPPa/mkQS/Awfrxlvy6ONjDP2SUFoSzErCYiIiIiq9ii1ApZEM7/IyR6u6Z4ncDBZkvURERFSxSSs9lkjrU5ZI62C53X/ktt7CkpSQgpvnw1CSKtf2h7Or+SCeMWlh7IcN36NJ08aqRZ9XX3odu/fuVA8YB985WL20gNOokaNVS0PSUpE4evgo1m/6XrUQt/abdZgxbaYhQPXxgk9Uq2sHju6Hra0Nnnr86Xxtv7TmJS14ERERUelV7AEqIiIiIrKeBKc+fu6bEt1lz3/yAGo2rZLnfD169lDBKSFNT0uQ6cihI+jSrYsaJw30hIaGITYmFp06d8QhyRWlD1D17ttbBaeENMP97pvvGdb7+69/4M2334Czsy4g+NTTT+LpA89ate3z5sxHRHgEnnk+f0EtIiIiKl4MUBERERFRofDzMy1tJg3aREZGqf49u/fg9VfeQEpKCjw9PRETG4sOHdob5nV3z0rjYO9gr9I3aKKiouDr55e1Xv+s/twsXbwU3679Duu+/yZHmggiIiIqXRigIiIiIirFpHqdlGAq6W2wxulTZwz9kp/r4oWLqBZcTQ1/NG0GXn7tJQwfMVwNz5k1F6dPnrZqvdWqVcOZ06fRqnVLNXzqVN7LSV6rZZ8vx5rv1qByUGWr3oeIiIhKDgNURERERKWY5H6ypnpdaXD0yFEsmLsQ3Xt2w8ovV6FK1Spo0bK5mubq4op/jv6LJk2b4vSp01ixbCU6dupg1XpHPPQA5s6cq1pOlKTqc2bMyXV+yWE1feoMzP94rgqUSeuBTo6OCK4eXCifk4iIiAofA1REREREdNskmfxzLzyrWvD74L1xqFGjOpat+FwlmheTpk7E1MnT8NYbb6FR40Z4/sXncPXqNcOy9nZZt6V2dvaoXae2YXj4A/cjPi5eBb98fX3w5jtj8enHiyxui+S2qlS5EiZPnGoYV71GMJavXMYjTUREVEoxQGXkwsGriPKJg42dDezsbGFrbwtb6Rr1y3gbWxvY2snLFjYyTT+s+vXDMo92Q0ZERERU3o1+9JFcp9epWxtLly2xallp2fm3nb+YjHv08THqpRk4eKDF95o2IyswRURERGUDA1RGom7GIDUyDenpGchIy0BGeiYyDP3Gr0xkZmTmHM4wHb4tNtAHumwNwTA1rIJg+uCYCoxpATJdcMw4eJZ9nqxgmgTWzK8zx3vaZR/WrTP6egzCnSPVetR72OrfSwvOaeMM003nIyIiIiIiIiLSMEBlpNUdjeGbrfWZkiLNMGcFwaTfKGBmPJxhbnqGflndcKaM04YzTIelPz0lDakZ0q9fPsNSEC7rPaIjYnHznzDd+jNheE9doE7XVfNr49Kzxt1m6M4sKa2mXlppNkNQzEzgzM5CMM1kOOc0XTBPH7DLMa9uHEyCcbpu6M0IpEWm69YjsTl96TqtlJ22nEwzHm/YHsM4mJ+mho2WzbZ+w3LZxhMREREREREJiQOkpKQjJTVN90rRvZIlXpCahrS0dF0cIVP3m18V7FHD+q722z8zA317NENBMEBVSqlAgr7UUml08fQV1KwfXGqCeRL1UsE34wCZFpDLFjgzjFPTjQJnZgNtWUG2rECb6ftkzZeBzLRMXbDPaFpcaDzsM+wNQUfV1fq14YysoGSOafLxTObN6mZ9bv3y6kPouobt1i8vPdp4kyihFqsyFzm0yed4C8fHELDTReFMAm6G8bY2SIxPxFGPE/r5sgKPWn/WOHWRZOvP6lq/XG7zGs0vH8QoiGj8PuaWM34/w7AqFplznAQXtW0y2U79NJN1GrbDBreuhcEm0VaNU6USjbfN6DgZByMN/TnGZ+/J2sas0boBbZ8YxtiYmd+wsfr3yppgug1GG5D11kb9lt7XKL5q6X2N509NSkNKYmru75vLfsu5PxjgJSIiIqLil5mZibj4JETHJCAqJgHR0YmIjUtU4xISkxGfkIKEhGTEJSQhISEF8QnJaryM0/q1eWRYBaFSdUEoCUAVlrjLBcv5yACVkdBbYUhN0f+IoVxFRkbC5YZj2d1LEhTIFvuTn5x2hj7tB6huzO2wvwxUqV4JFVlWYE0NZAXOso2/cSUElaoEqOiXBN1UV1tGdbMCkpm6/7KGDePNjNN31Rrl/XQbZbpu/TRYWt4w3ihwmJnLe2mfTxY0vKeldZp2tc+a8/Pr1iPbGRsdj8grUabvpZ9H/1ZZQURtO7JNyHqfrP2Zdcyy92i9OZc1bKe59RstbDyc1W90bIw3Wj/68sHrVp1jVDjaPdYULh5F891eKahifw8SERERCblvl+BQeEQcwiNiERYRq/ojouJU4Ck6JhExsfoAlPaKTtR1YxN0BQ7KKQaoiKjYSgTmxcndEa7ezjwiVrh++Va5D3ympaRj/fkIJEQm5X9hk9JoWdVjs0rbZZWKMlTxlVKrWleds1l5/Uyq9GavJmxcjTZ7NVyT+Yzn0S8j6zZTtde4GnH2Un2Gz5K9hJ1hHfodYBzsM41QZsUF9cFN7XPCvTCOHBEREVHFIfdSUdEJuBUarV6hYTEIj9QFn6QbFq4LQIVHZnWTk9OKbHvs7e3g5uoIN1dnuLk6wdXVEa4uTvp+J7hJv5sTXF0c4eTkAEcHezg52sNRvWTYDk6ODnBwsFPj1DQHe9g72MHWRp/X2uhlp9LdZKXBkfvoAm97oe4JIiKiQmLvaIdhMyy30lUYwTxDyTWjKrUpCamqam5yfApS4lORmpKG9JR0pKdKzr50pKWm67r6cRlpMpyh6uGrvH5pRg1tGDeykZaJdKm7b8gPWPqefrUc0RDV61Up6c0gIiIiKnFJSamGoJN6hRj3R+FWaIxhWKrKFQY3Vyd4ebrqXh4u8PJyNR3W+j1d4e3lCk8PF3h6uMJdBZx0QSgJKpVVZXfLiYiIbpNx6SPN3lVHcG7PFYvLOLo6wNHNAQ5O9rB3soedgy3s5AmTi/TbGYbt7PVdB1vYGo83N11rXdW4pVV9S6imralmNfRQFA0eSDCPiIiIqDyTh4oSVLp+MxLXbkTg2o1IXL8RiWs3I3BTH4QKCYlWVexuh5RQ8vP1gJ+PO/z9PODn6w4/H9OuGq/v9/V2g4NDxQ7RVOxPT0RElE2Xx9qol0ZKVklJKVViShJIJutKTxlaODW0dGrc0mpWKSld66i6cWmSsD1Bv4xJ66lZ6zFtNTVbK6367dBti24bskps6edLTTfN/5UPrUc1LvdVR6noxMbGqnPZy8uzyHdzeno6wkLDUKkyz1ciIsoiJZlu3IrSBZ5uRuKGCkLpAlFaQEqCUBKkKggXZ0dUDvRCpQAvVAr0RqVAT12/0SvA31MFnKREE+UPA1RERES5kFJKUt1QXkDeCcQTo5MQdT0WiTFJSE3WB7RUN00XXEpOU0ElQ2BJXx0wNypPlD4Hlb2TnSrBZWdnC1t7fckq1dUPa/12NqqUVtaw9BuVvNJaWLTRVXGU7XAI5G0BFdzSJZ8jMiISEyaPL/LdeOXyFdw1+G78e+JorvMlJSWrJGzOLsxvSERU1sn9UGR0PK5cDcfla+G4fDUMV6R7LVyNkxJQIaExBVq3r487qgb5oHKgtyEAFRjgpYZ1wShdIMrdzZktOhch3okSEREVor2r/zFpfVCq6bn5uKhGABzdHOHk5gAnN0c4uDjAwdleveyd7fVV/mxhZ2+ngkqq6p9WDVAfaNKN06oH6oJOhYlV/Ki8CLkVgkkTJuOP33cgJTkFzVs2x5z5s1C1atWS3jQiIrIgIyNDlW46/N9l7DtxzRCIunItDJevhuPq9QjExeev8Rx5KBfo76mCT1WCfFW3amUfVA3yRZDq+qBKZR9VMooqUIBKop3Lv/gSG9ZvRGJiAjp26ohXXnsZXt5eFpe5cf2Gehp3YP8B2NraoWWrFnjmuadNinM/9fgzOHXylMlyAwcPwNvvvlWkn4eIiMicns+2N/RLKamU+BQkx6fqkqlLySmVWF266bqu/pWSmIqMmKySVaqbaryMvl+N1y1vXJVPJXzX8moZUSWptFxXEvyS1vr0CeF1y6nGDdX0oHYB5e6gpqWlYfGnS/Dzlp+RlpaO7j274cWX/wdXV1eLy1y6eEndfxw5fASOjk5o16EtnnrmSfj6+hrmeWDYg7h546bJcg88OBzPvfBskX6esiIuLg7u7qbNQiYmJiIqMkqdo/4B/rC3tzdbPVCWleMjediyi4+Ph4uLS57vf/jwEdw55E7MnjdLVQd849WxGP/BRCz5fFEhfUIiIsovqVZ341YkLlwOxaUrYbh4OVQFnS5fC1PBqKs3IpCamp6vdUp1uupV/VCtirx81UsCTioQFeSrSkNV9LxOZUmxHal5c+bji6XLMG36FPj5+2PKxCl4bPQT+Hb9WotF5J5/5n+45967cc99QxEXF495s+dj+H0jsP33n+HoqItw3rh+HQMG9sfIhx80LOfuwXayiYio5ElJJxcvZ/XKjfwwT0tKRWpSGlIT03TdJF2VQBXIktxTEqxSL11wSmtVUFoGNPSnSiuDuulKJtSNXlJsimE+qc6n+7OrVfPTBbfkvfyb+qC8mThuErZs3oqpH01WgY333/0QZ0+fxdLln5mdX4IZzz39AkaNfhgjRo5AZEQEZnw0E7t27MZPP280zHf1ylV173HHnYMN47y8LD90qyiuXb2GOwbcpYJ8Lq4umLdwLjp36aSmbft5O6ZOnIZMZCImOgb33X+vqg4ogSgJCP73738IDQvDxQsX1Tkpy/bq3VMtm5CQgJf/9yp2/LEDbq5u6t4wN3JvqJFAWN/+fbFw3sdF/OmJiCg6JkEFnnRBKF33ov4lpaHy09qdpDOQYFNwVT8VhAquJl1/VK/mp8bJiyWfypdiCVDJE7PFnyzB2++9icH6G7nZ82ajT4++2LljF3r07G52ubXfrzF5uub2/lu4a9DdOHf2HBo1bmQY7+3jjZq1ahbDJyEiIrp9CZGJ+HbszyqAJCS/lbOXkyGY5eLlBGd3J9g56ko+2TvYqVYDnd0ddaWhZLxW/c/RqHVAqf6nX6YgLfyVtyp+oaGhWLXiK8xdMAd9+vVR4z6aORXDhg7Hv//8i2bNm+VYxs7ODhs2r1ddTXpGBkY/NAa3bt4yKcXt5+dXLPcfsXGJOH7qGkpS4wZV4eGed8klua9bs2412rRrgzWrv8GLz7+EXX/tUMHBu4cOUS8RERGBh0c8gq2btxruDffu3Ydvf1iLBg0bYOXylZg2eZohQPXpwkWICA/HwaP71bF5fPQTVpWeCw0JRVhYGFYsW5FnUIuIiPKWmpqGK9ci9EGoEFUSyjgIJTmirOXs5KAPOkmwSRd4kn6HzHS079gYQZW8YW+f9feYyr9iCVAdOXxUBam698gKRNWpWxvVa1TH33/9bTFAZRyckvqo27ZuR2ClQNSoWcNkvm++XosfvluPypUrqRtQeeppfGNJRERUmjh5OKHbk20RGxJvSJyuax1Q142+HouItGhDkEmrvickGCWJ0u0d7VXXwajf3sleBahMp9vrkrw7afNIEMsetrb5D2CVNfv37lclorob3We0adsGHp4e+HvPXrMBKmF8D5Gamopftv2CWrVqws/fz2S+JZ8uUaXDg6oEYfAdAzF8xPAiSZwqwak+90xGSfr1h3fRoU3dPOfr3qObCk6JESMfwIJ5C3H40BFDKSqtmp7kherTtzf27d1vCFD169dXBadE/4H9MXF81mfevm07Xn3jVUO1QalK+ezTz+e6LZcuXsZDDzyMqKgo1KtfF0PvubuAn56IqOKQe47Q8FiT0k/G/VIlT0p+W0P+JkpVu5rVA1CreoDq1gzWd6sHqNxQ5v5uXjx9RZWOooqnWAJUkktKBASa5rYICAjAzeum+RuykydoSz/7Qj018/Xzw+q1X5nkjZAnlz179UTDRg1x4vgJfDR1Og4fOqyKhVuSmJCoAmYayYdARERUXKT0U6321Qp00yjV9LJaBMwKahm3EpgSn4qEiCSV1yopJhlJscmqKy0LSlfWYU6b0U1QpXpWCaGy7vr1G3B0clR5jTRyIxzg748bN3T3JpZIdbC136xDeFg4gqsH46tvVpk8OGvUqCGG3DMEderUUbmqpkyahhMnTmHchA8q9P2HuXu9iPAI1X9w/0G88dqbKneXBAllX3Tr1tVsigYHRwekpKQYhsPDI9S6LL2POfIw9O+De1SQUlJNPPzgI/h1x/bb/oxERGWd3E+ER8bh3IVb6nX2oq4rr/OXQhATm/W3Ki9eni6oVT0QNYKNglDV/VU3uIofnJwcivSzUPlSLAEqKf2k3szoxk44ODggPSP3JGhDhg5B1+5dVZBr/tyFeP7p57F+0w+GBJlSbF970tmkaWP4+vqo3FYvvPg86tWvZ3adWzdtw/p1WXkkNLeuhyIhNn+tAlRU0iR6easKUlS4r7iveF7xGswvySGVEpeKlIQ0pCakqrxUKsdUSoYuL5XhlTUs3zXZSSkpVeXP0RaO3g5wCXTSlcDSj9NN01UJFG4BrkX23V4pqPgDX5Jvy8E+542xBD+0exNLRo56EIPvHITLl69gzsw5+N9zL+Gb77423Mss/nyRyf2Hk5OTSsQtJXsCLQRPLN1/XDl/AzHhlqtEuNsBq+bnXaWtKMk2yBPt3ESFx+D4sROG+aSKneSTssmwU+Pef+dD3HXHEAwdOlQFCles+BJnz51T02TZmOg4w7JR0brgnTbs7+uPfX/uh4+77on6X7v2qXPe0jbJ8TVOst62ZXssmLsQp46dhZOjUyHtFaP3S8/Ic/9Q6cZjWD7wOObMB3XpWjguXYtQXWkJ77JKSh6OmDjrfvfaqzxQ3qimTzweHOSDatIaXmXp+sDLw0L179RU3LiUe2EUHsfyq2b94NIboJKgkfak0Dh3Q2RkBBo20hXltkRa+ZNXrdq10LR5U7Rq2gabN21RiTVF9qp8bdu3Vd3Tp85YDFANvLM/evTpZhiW7Rr/9hRUqhIAbx8mOLWG/IApT0/ZixL3FfcVzyteg9aKvBqNjeN+V/3OHk7wCHSDu78r3Pxc4entChdPJzi4OsDB2V5Xdc9Zqu1JvwSZbr9qe3n7vvLx9VHVyZKTk1UASRMREamm5UZa7JNX7Tq1UbdeXXTt0A27duxCrz69zN5/tGvfVj2RPnvmrMUAlaX7j+DaQfD1y2oh0JwmLfOuXlfSvP08cezYMVVKSdI3rPhqpSrpNGhIfxUscvdwQ3xSLGwcM3Dq1Gn8uOFHtO/QTt3EyrKZNumGG9qICDfV1YYfGj0SSxZ9hlbtW8DO1g4rV61QLVJaugEe98EENG3aBK1at0J0dDSWffm5akG6QdOi2Y8SnCrozTiVDjyG5UNFPI5R0Qk4d/Emzl0MMZSCOqcvERURZV0+KFcXR9SuWQl11CsQdWpVQq0agapElCQpl2TlxakiHkcqxgBV0+bN1JOyQwcPYdAdg9S4yIhInDt7Hk8985TV65GqfZIANj4+zuI8V6/okoh6enlYnEdalZEXERFRaeJdxROD3u6OmFtxiAtLUFX0pDW/uLB4FbxKS0pTeR/kb6qWl0r6DbmmJHClf6nAlZl+9XKRroOavzznomrRsrnqSg6kjp06qP7Lly6rxNnNLeSfMsdDn/dIWhS2RFr1E55G1Qkr2v2H7KfHnngUF85fUAnSa9Soji9WfG4oySQt9k34cKIq6S6N3Yx5bLSqhqktKyUfNBKEqly5smH4oVEjER0VhQ/e/RA+Pr7430vP4+MFn1rclhdffgFzZ83Dok8Ww8XFGZ06d8Kzzz9TpJ+fiKgoG8tQVfGMgk/SleHwCMu/jbMnJJegkwSf6kogqpbuVbdWJZWMvChyKBKVygCVPEnsP7AfFs7/BJ27dFY5BmZOn6Va3xs4eIBhvifGPIk69erg7XffwrF/j6nk6sOGD4OzsxOSEpPUMqJXb93Ty+P/ncD+ffvxwIjhcHZxRsitEIx7f5xKvt6+Q/vi+GhERESFxsbWBgF1fNUrP9XYJA+VBLLSktJVNzUpVeWlkv6kuGREXY9VLQfKKz4iEfGRicg0UyWw1UONylUJKilJLSV05syai2UrPlepBT6aOgM1a9ZQ6QM0998zXJWMkup5f/+1V6UVuOOuwXB0dERcXBwmT5wCDw93dO6qS/S9b+8+lYD77nuGqHmuXLmKyROnoknTJmjSpDEqqieezr0aouQLlVyi1iwrpeclf5RGfjg9/+Lz6qUZeq/lVvmk9JsExIiIyoq4+CScvxhiGoSS16VbCAmNsWodjo72Kh9U3Vq6QJQqEaUPQklJKOOqz0QVNkAlPpoxDS/97xW0a9VB3cwFBPhj6bLP4OamK8Itrl27Di9vb0Py8x9/2ID2rTvA1cUVkVGRaNy4MVZ89aVKVipq1KyO9d+vR/s2HeHs7KyKyvfo1QOz5s40KcpPRERUlkmeKQkuSbLzlIRUlQQ9OSHF0K9KWiVKN03lr8qekN3RxUFVDfSt7o1KDfwNw45SkspFug6qVFVsonVPYcuS+R/Pw4svvIyWTVvD3s5ePcT6bNkSFazSXLl8VZXsFg0a1MfGHzfig3c/gJubOyIiI9C6dWusWrMSfn66/Ef169fHhvUbMeHDCXB2cVFVyAYOGoD3PniXT6CJiMiihMRkFYQyLQWlq5p3M8S6hjMcHOxUAnLjUlB1aui61ar4Fnt1PKLCZJNp3HZ1MYiOikZSUpJJLirN9WvXVWs7/v7+hnGyeVIySkpbWQo6SSLMsNAw1fxz9pwQ1pDWZV55ZizeGT+WOagqaJ6SosR9xX3F84rXYEGd3nERf688ovr9anrDJ9gL7n6ucHJzhKObg66rgk32quvo6nBbuaiK8vuqJJKkG4uIiEBaWrrZ/FBSAsrdzc0kL5XcW8j9h9xbGAezjEnrcNLKn3+Af4GeSmv3H3MWTc8zBxWVbsyXUvbxGJYPpeE4JiWlqpbwtCCUcYmo6zd1D0PyYm9vh5rB/qgt+aCMSkFJf3BVPzW9PCsNx5HKeQkqk6TnMJ+IvErVKjnGSZFuc8EsY3JTGFgpsNC2kYiIqDSo3qaKam0vPjxR5aRKjEpCzM04Q/4p7e+klH7SlYLSBalM8k05W85NZVuBnrJKlS9LgoOrmb23qByUlQPJHHkoxvsPIqKKJzk5FRcuh5rkgtJKRl29HmHyd9oSyQFZo5p/VimomvogVK1KqF5VHo4U+091ohLHs56IiKiUcnZ3RJ1O1XOdR5KmpyWl6qr7JabpqvolpCI1WZeTKik2Xp+fKg3JCamGPFQJEYmq6qCxtmOasHQsERERgJSUNFy8EqoLPElJKKNqeVeuhau/v3mRh0jVq/lllYLSd6VkVM3gAJUzioiy8IogIiIqQ+SGODkuBSnxKUiOl26q6qp+CVJle0kSdY2tnY3KPeVfywdOTQMNJa7kJQna7bwrTokqIiIiqfp96WpYzhbyLtzC5WvhSDdqXTS3IJTkfpIglASetKp4EoiqVT0ATk7mq4kTUU4MUBEREZVykVejsWXKTlU9zz3AFa5eznB0c4STm4Oh6+rtAu8qnio3lcpHpfJT5a8an+SgIiIiKk8kyHRZglD6qnhaKSgpGXXxSpgKUllDWsHLXhVP+mvVCICLs2ORfw6iioABKiIiolLOxdsFDfvURmJ0ki4XVUyyesEGKpeUo6ujoSSUyUvfOp+Ds9Zinz3sHe1VaSkiIqLyFISS3E9/HTyH7XvPGEpBSbW8i5dDkZqthVtLKgd66xOSZyUn10pGubqwlXiiosYAFRERURnIRdX6viY5xkv1Pck1ZVqtT1fVT3JMRSfF6nJSJUluqjSkJqUiLTldJW9NT0nX5apKSlMBK2cPJzS8qxaQe8orIiKiEiGtq0oreMaloHRV86QkVAiSk9OsWk9ggKcu+GQUgJISURKEcndzLvLPQUSWMUBFRERUhkmQKiMtA+mp6SroJAEoeWmBK+PcVMatCjm5OcIj0B0OznbISM8EMjNhY8eSVUREVHLk79SNW1FZQSh5XdJ1pUpeUnKqVevx83U3yQWVFYSqBE8PlyL/HERUMAxQERERlQFJcSk4sOYfJMdJa32pqnqfJGaVqntO7o76XFTSdVDDHoFuumFXB9WV5OjSpHVumIOKiIiKIwh1KyQa56R1vIs3DaWgdHmhbiEhMcWq9fh6uxmCT6pbqxJcbYGu3ZvD28u1yD8HERU+BqiIiIjKACklFXMrXpWMkrxT9g52JrmmVFJ06Xd2UNMdnCTflB3snexg62ALGxaOIiKiYgxChYTF6Eo+XQrJkZw8Lj7JqvV4e7oagk+1a+hbyNO/fL3dc8x/8fQVBqeIyjAGqIiIiMoAV29nDH63h2FYqvSZ5J5K1HfjUxEfmZiVjypeNy0txTRBrJSmctAHt+wc7FRQy6+JVwl8MiIiKrNBqNAYXS4o9QrRB6R0QajYOOuCUB7uzialoOoa9fv5uKvSwkRUMTBARUREVAZJUMnFS17OyJBk6Vq+qfhUJOsTpRte8SlINupPVzmrMpB4M04lUZd+4V69YUl/LCIiKsXV8STwdFZfKio/JaHcXJ1MquMZ54cK8PNgEIqIFAaoiIiIykgy9DO7LyH6eiziIxKQGJNsmKZyUalcU1LlT5eHSg27OsLN10VfBVA3TeaR4JY5zEFFRFRxg1Bn9TmgdFXxtJxQIYhPyPp7kxtpAa9OrUDUrqElJg80tJYnLeexJBQR5YUBKiIiojJAqvT9s+kUEiMT4R7oBt9gb11ydC0Hlas+CKX1G+WnsrW3LenNJyKiEg5C3ZTW8fRBJy0IpVXHy28QSoJOtbWW8WoEqoBUoD+DUER0exigIiIiKgPsnewxbPoAQ8L0hOgkXbU+fdU96U+ITETUtRhVbS9Zn3tKxmekZ5qsy87RTrX+5+CsC2qpVv6c7eFSzamEPh0RERVGEOrGrShdPiiphifV8fQBqfy0jqflhKotJaC0qnj6YQahiKgoMUBFRERUxkiJKHc/V8BPN6zloDJNmJ4tD5XRKyk2GfHhCYZAllQfFG0fbVqyH4yIiHKVmpqGK9cicOGylH4KwQXJBXUpVNe9GILEpPwFoVTreDUDVWJyKRHFnFBEVJIYoCIiIioDQs6G4+aJUMSFJ6pW+tKS0gAboxxULvZwdNNX+dOq/bk5wCPQLUe1Pyk5ZWObs1Uk5qAiIip5knhcF3iSAFSo6l68rAtCXb4WjvR0XcMWefH0cDEtCaWviieBKCYmJ6LSiAEqIiKiMuDSges48cs5FWDyCfaCZyV3OLrqquk5SHDKRbqm/aoan4sD7J3smJyWiKgUVcULCYtRASctAKX6VamoUISGxVi9Ll8fd9SqHoBaNQKNSkLpAlH+vmwdj4jKlmINUK1dsxYb1m9EQkIiOnbqgOdffA5ubm4W5w8PD8eXX6zA/n0HYGdni5atWuKxJx+Fr6/vba2XiIiorGk3opl6yQ8blV8qPkWXYyoxTVXVk/7E6CRE39TlnUqR8Um6blpyGiC1+KTQVCZU6SnJOSXBLMltZedgCzt7O/g29kR5k5GRgRXLV2Lr5p+Rnp6G7j2646lnn4STk+V8Wzdv3MSyL5bjyOGjcHR0RPv27TD6sUfg6el5W+slooojLS0dV66FZwWgDFXyQlVpKCklZQ0pIVutii9q1QhA7eqBKhClglE1AlCzeiC8vVyL/LMQEZW7ANWiTxZjwdyFGDfxQ/j7++GjqdNx5PARrF77lcVlHnvkcQy6YxBefu0lxMfFYcG8j7F1y8/Y+stm2NvbF3i9REREZZX8WHHWt94n1fxUkCpJF6TSdfXjjIa1QJWMS0tJR0Z6BuIjEnXzJKchPTVDrbd1jcYobz6aMh3rvvkW4yZ9CBcXF0wcNwknT5zEx4sXmp0/PT0dox8eg+EjhuP1sa8iIiISc2bOxW+//o4fNn5X4PUSUfkTGRWvgk0Xr4Ti0pUw1dVKRUlVPAlSWcPJyR41g3VBJ+MAlHRrVPOHk5NDkX8WIqIKE6BKSkrGwnkf49U3XsH9DwxT46pUrYIBfQZhz+496Ny1s9nl1n7/jcmTSP8AfwwZPBRnz5xFw0YNC7xeIiKiskJKRe3/5hiS45JVIElKUAkJKOlKQemr8un7HfT9HgFuumFnrcqfbry04CfLmlPeclBFRETg88++wIzZ0zHk7rvUOHd3dzx4/0i8cPwEGjVulGMZOzs7bNyyQZWc0si9yJiHH0XIrRAEVgos0HqJqOyRhOMq8JQtCCXdS1dCER2TaPW6fL3dVMCpplYdTx+Aql0jEEGVvGFra1ukn4WIqCwolgDV0SNHERcXh169exrGNWjYAFWrVcWfuQSSsheT37Vzt6reVy242m2tl4iIqKyQ0k6JUYmq9T0VXLK10QWnnPRBKWc7VU3P3lmq6+n6ZZpWdU9a/NMSoutCWxXHvr/3IS0tzeQ+oUPH9vDwcFf3CZYCScbBKanK9+euP9W9hY+vz22tl4hKFynhdO1GpAo6Hdh/CnE/7jMEny5eDsOt0Gir1yXfy1WDfLKCT/rqeBKAki6r4hER3UaAKioyCpt/2oK/9vyFixcuIi42Dt4+PqjfoB66duuKfgP6wdnZujwLN65fV1156misUqVKuHH9Rq7Lrln9Db5ctgJhYWFwdXXFmm9Xq6eUt7PexIREJCYmmnxWIiKi0sjN1xUDxnYzGZeZkamq5mnV93RdfS6qpDTVyl/qjVikJaer/FMS3EqKSValsRJjktV8Gek5w1XtHm+KKtUroSSFhoZi86Yt+HvP37hy5SoS4uPV/Uejxg3RrUc39OnbGw4O1lV3uX79BhydHOHt420YJ6UU/P3987z/WPzpEvzw3XqEhoQiIDAAa7792vC+BV0v7z+ISiYZuVbySUpCacEnGXfluvUt4gk/X3fUDA5AjWB/lZi8RnCAbri6P4Kr+MHRke1PERHdjhzfohIImjtrHr5d+x0cHOzRomUL9STQ1c0NMdExOHvmHH74fj3cXN3w6ONj8NQzT8LZxTnXN0lNTcvxRFIbTk1LzXXZPv16o2nzpuqG75MFn+L1V97A2u/XquBYQde7ddM2rF+3Mcf4W9dDkRBrXcLCik5+2JS3qiBFhfuK+4rnFa/B25Gemo6U+FSkJaWrnFOpEnTS96enSAAq3dDV+rMHn6RGn5S+cvJxhGslF1XSSoZ1Ja7sVPL0zAzAydOpyL7bKwXlHviSv/Mzp8/Gxh83qgdSLVq1QJOmjeHi6oqYqGgc+/cY1q5Zp0oxPfnUExjz+Og8A1VSysnRwfQeQUhwSabl5u6hQ9Cla2dcvnQZ8+cuxFuvv4WVX69QgaiCrtfS/ceV8zcQEx6f6/ZQ6S/pePH0lZLejApHSjiGRsTh+q0o3LgVpbrXDP3RuBEShcSk3H9rGHNxdkS1yt6qJFTVyj6oFuSDapV1/VUre8PN1cLD+ZQUXL+Ye9CbigevxfKBx7Hsq1k/+PYDVNFR0ejdvS+6dOmMJV8sRtduXczWh5bcTz9v/RlfrVyNzT9txtZftuT6Jj4+PoaSSsalnaKiIlWJrNwEBASoV9OmTdCuXVu0bt4WWzdvwdB7hxZ4vQPv7I8efbKeRsvy49+egkpVAuDt45Xr9pCO/IAp6afsZQX3FfcVzytegwWxecoOhJ2PVP2SP8rVx0W93Hyc4ertAs9AN7h4OcPRzRGOUr1Py0EleabsbcvU95WUlBrcbzD69e+HFau/VNXlzOXJio+PV6WrVq1YpZKWf70u9wZRpISTpAJISUkxeZgVGRllUvrJnMpBldWrabOmaNykMXp27a1SDfTo2b3A67V0/xFcOwi+fqYtFFPZIsGpgt6Mk2UpKWm4diNCJRyXFvFUqadr4bh8LQxXrobj6o0IpKZal4hc2NvboXpVP1UCSlf6yR81JCdU9QDYpqSgVbsGFnP0UdnAa7F84HGsuEwCVA6ODvjm26/zzJ0gpZfkyaK8Dh44lOebNG3WRH3ZHzlyFP0H9FPjoqNjcO7seTz25GNWb6yHp4faRln2dtbr4uqiXkRERKVV96fbIexCpKqaJ9X3pKqevFKT0hFzKw7hl6NUKaqMjGxV9TKhck+pgJU+F5WDlJRSOar045ztdDms9AEtCYA5uTkaErAXN3c3N/z403rUrlM71/nc3NxUoyjysub+o1mzpqr7z9F/0LZdW9V/9eo1ley8WbNmVm+fFjyKjo6+rfXy/oPIVEJiMi5fNQ4+hemCUVclCBWuSkLl53vJzs5WlX4KruqvAlHVg/11QahgXRCqSmUfNY+lH8QMThERlaIAlXwpJyRY3xqFaNO2dZ7zyBNISSQqVfSkVJYU3V8wd4HKJTVw0ADDfM8/8z/UqVNbtcp3/L8TOHXyFO6+Z4gqxZWamooFcxeq4n7de3TL13qJiIjKGnc/V/XKTn6sSRW+9JQ0pKVkqCqAqoqfvist/SXHpyA5LgVJsckqwBUXlqByT6k8VDHJKtBlTsuRDVG1RmUUN939R0Kh33/IA7eWrVpi3pwF+Hz5Z7C3t8ecmXNVwvNuPboa5hs1crQqGfXEU4/jwP4DCA+PUA++ZLuk1Pis6bPVPUanzh3ztV6iip6AXAJMV69HqJJO16Rr1C+loMIj4vK1TmcnBwRX9VMvLQAlXRWQquanWsOTUlJERFQOAlSxsXG47+5h6gmmPJ289757UKly4RT1/2jWNDz31PNo07wd3Nxc4eDgiEVLP4Wnp6dhnvPnzsPZWZfPSm7ypAj/B+99qKr4hYaEoErVKqrqYa3atfK1XiIiotLuxolQXDt2SwWZJKl5SqIu+bkqPaAVINDXPJEqfHYO+jxSDra6rqOdYZx0ZdjNzxVeQR6qX7X0JyWptH59V+a31bfyV1K5BW/duoU7Bw5Bw0YN1f3H0Hvvhp+fX6Gse8Gn8/Hsk8+hTfO2sLd3gKeXJxZ/vsikpeAzp86gYcMGqr9GzRr4asVqlfNS7j9u3byFOnVrY/mqL9RwftZLVJ5zP90KiVbBJgk6STU8FXy6HoHrNyNV92ZIVM4Snnnw9HAxBJ+Cq0lXAk+64JOMD/T3ZCknIqJyzCbTqNys/LHZ9vN2lSB9x+871LCUVpKbxb79++ZIRl4QkgRVWtCTG0A7O9MnHFI1z9nFCVWrVjWMk/wOV69cha+vb655HXJbb14iwiPwyjNj8c74scxBZSXmVbIe9xX3VVHgeVX+9tU/m07hyPoTumTmbg5wdHFQ1fJUMEoForKCT3aOtibD9rmOtzUd1q/LRh+UKq59lVuSdCklLS0Hy/3Hn7v+VH/HpZGU+4cPQ49ePVQJpcLIc5WelqbuE7JX4zlz+ox6sGX8UE5KTl27eg0Bgf65PvTKbb3W3n/MWTSdOajKuPKUL0VatQsLj1WBpms39QEofcknLRh1/WaUKiGVH3J9VA70QrUqvqga5GsoCVXDEIDyh7dXzlKjxaU8HcOKjMexfOBxrLhM7vikKp1UjZNXeHi4al75u3Xf47mnX1AJyaW63bAHhqmE5QUVVCXI4jR5QpmdBMXyykmR13qJiIhKu+Z3NlCv7KRqu1TjM1edT1rtU6WttFd4Vn+qvhSW9EuVv5T4lByt+2XXelTjEgnmSWt8Wm7Lmzdu4vvvflD3H4+PeRIBgQGqRLc8LKtbr26B3yM4uJrFafXq1zObb9PcfUl+1ktUmsgz6eiYRNy4FYkbN6Wlu0h9a3e6rjbuZki0ClLlV4C/J6oF+aKqCkD5GPqlK0EpqX4nLYQTERFZYvGvhBStl1wM8jp27D98t/Y7bFi/Ecu/+FK1ZjPy4Qfx8CMPWVwxERER5ZSanIabJ0INeaIkiCSBJt0rTQWeUiWXVEo6MrXqMTaWSyRICStbKSUlXXs71XV0sYezhyNspfSVvjqgofSUcddovJS0ik3MXz6YoiD5JZ974Vn1OnTwML5d+y2+Xr0Giz9dovI+jX70Edxz39CS3kyiUiUpKVVVqZNSTyrYpAWftGF9NyExpUDr9/V2QxUJNGlBJ33gSQtASfJxZ2eHQv9cRERUsVj1GENKTMnrnfffxscLPsH8OQswd/Y8BqiIiIjyKepqDH5fuNdknI2djS4nlKM+T5STtKrnAHsXe13VPQcJQumr62ld+2zDJl1doCr7NON1aHmnjMVfzl+i8qLWuk0r9fpg/AeYPnU6vli6TCVTZ4CKKgJJtRERFY9bodEICYlWXdUfFqPyP2nDUuIpIrJgwWVJKC7V7iTAVLmSN6pU8lElnbRhKQkl1fHcXJlbjYiISkmASqr7/fjDBpUb4vh/x+Ef4I+RDz1Y9FtHRERUzgTU8cUjS4dabJ0vI01XlS81KU33kmTpqivDUm1P15UW+rRxuq5u3pSkNKTpl82vZsPql6p8XZKgXKvud/bMWVSpEoRhw+8r6c0iKjC5zuPik3TBpZAYo6BTNEJyjIvJd54nY/5+HoZgU1Cgty4AVdk0ABXg56FSfBAREZXqAJUkLP3t199VUOqP3/5Q43r16YVXXn8ZvXr3LJSEpUREROVN6LkI7P3qqKp+J1XsdDmkdPlcbO1sYGtnq0pMGdOSa6vpqqqeLezsdF2ZXzfOJmucvS2cPZzg6uOiq9on442WlWFdlT/T8cbLa+u1s7cx9N+4GoKSJsnJt0uDLeu+w+6du2HvYI/+A/rhg/Hvo2u3LvwxTaUu4BQbl4TL1yMQEpeC0LAYhEXEqiTjWjc0PMZkOCk5tcDvJ98VEniqFOClWrSTrryCKpsGn2SckxOr3BERUdmSI8r037HjKt+D5JuSklMNGzXAm++MVcXpC6vJZyIiovJKfkA6uTtC2siVklAOzvZwcreFDWxUlR0pJWXILZWNKkGVno5Mo9JPsj75ESxV8nSBKFvYaEElfcDLOPClurbyboYVyD9dVw3rA2L6ruqV+W1t4F6z5FrQ0vJNbdr4E2KiY9CiZXOMm/ghhgwdAi8vy63oERWmxKQUREbFIyIqTnXlFR4RZxR0ygo2hYbpuikp+S+tmJ2XpwsC9cEm7aUCUIGm4yQ4JdXyiIiIyn2AKjQ0FHcMuBPe3t4YMvQu1WJOs+bNSm7riIiISpgkLo+PSFSt4ela00tXJaK0FvWktatMFVjKCj5JNT41LkM33jA9IxOZ+vl082rjMg3TZHkJbmkkOAUJdqVlqGp7Ml23fIaqDmjo1y9rCIBlZspiallrSSt+aIRid/rUadw75D74+/th+AP3Y/iI+1G/Qf3i3xAqF+SakWTgkfogk+RxkhxNWsBJvaLj1HhtWJt+O6WbjElpRX9fDxVQ0roBfp6GYePAU2CAJ1ycHQvlfYmIiMpNgMrFxQULP12AfgP6wsmJyRCJiIhO/Hoeh78/btWOkFJIWtU6lZRcS1Su72rjs+axg4Ohpb2sVvhkmirVpJVukpJOtmZeRqWfVJVCfb+hqJS2XdnyoWtVCo1bB5TlMpwLnu/mdvj4+mDJF4vRu08vphCo4CS4JKWYYmISER2biJjYBMTGJiE6NgExajgR0TFG/TI+Rtcv8+qWSSyUUk3GpNRSVqDJNPAk3cyUFDRuWks37OcBb09XVkclIiK6nQCVu7s77hxyh8kM0dExWL1qNU6eOImU5BR8vHgh1qz+Bg88OBx2dixiTEREpfNH7oW/ryIuPAExkbEI8YwwVGdTVd0kiCMljLTSSMYlnTIyVKkjXUkmmQeo06V6Vqkko2lSqklKU0nJJ+k3LkmllWqSEldS+kotY1in0Xr0r9KgxYiGCK5bpdjfNyAgQOWZMhYWFobVK7/GmTNn4OzsjElTJ2L99+vxwIMPFPv2UU5SclBKG0kwKUleyalISkpVCcDjE5J13fhkxCUkIz4+Kasbn4z4BG2avpttXGpq0QVKJdDk4+2mXr5euq7u5Z413scdvtJvmO6uquAZArtmXDx9BTXrB/NUISIiug25Zjo/uP8gHh39uKryV69eXRw9+o96GnTo4CFV2orNPBMRUW5UMEarvpZhWgVNdfXBGjWvCgDJP11QyFBFTZbVqrqp2JG+q68HpwI8ujczrEuCRrs/P8iDk08OzqXjwdPvv/2B559+AZWDKqNqtaq4dfO0Ktm9bet2VKpcGT179UB5culKGMKjU3TXibTmKNdHZlZ1T5W7TI0zmq7NK4FSCYSmpavATkpqmurKsNafmpaONG2afr5U437ppqQhMVmCTWlISk5RgadkFYBKNenXglFFGUTKi4e7Mzw9XODp4Qov6Xrq+mWcbtjVEFzyNQo6SdfdzTnXQBMRERGV0gDVW2PfwZhHR+Pl115CWFg4BvfXla4aes/dWDD/YwaoiEqQlpdG+2Fu0q91THLQ6PPaZOs3t0zWKP16TZYxyo+jpukH9IEF4/ktbZ9hm4yWkVf0zVg4pDqY/3zGn0l7S/08hn5z22SUzCerN2t6ruOzjzZODGT8mY1nNgxaNz7rPXJ/b61Hmy06Igax5xJyvk+2fWGyuXmNz7Yplt47+4zmxsuooz+ezDaBSjs7x5IPUKWnp+PN19/Ca2NfxWNPPKryU/3vuZfUtLvvvRvfrP6m3AWo+g+bisQUlFtS9VSCSm6uznBzc4KbixPc3JzhLv2uTipoJF01ztVJBZhUoEkLQnlm9ct6JL8TERERVaAAVUxMDC5fvowXX/lfjjr0NWrWwJVLl1HeBFTyh6+fr9lpWVUyTKt3qCf7+qeZxlU2dD+is8apKiMZ2dejKyVgGGdS9UP7oa9fZ45SBkbj9etRP30zspU40EokaPNlatNyLpP9fQ1VXLT16JeRaZGhUUi6kGZYrzavtn3G2228rdmrxxh/RuvmM+o3/qzG22z0WY2322T/GA6svluQh6mZ1i2XnJCME64XCvAGeW+fLs2MvtoStOpLxv3aNKNWu3T/ZVtGm2Z+fbqqUdoMpi2A6RcxaiEs6z0tth5msg5tAhAbFY/MSFvz6zPZ9mxd5L49We+j7bVs22i8i40/o/GwtoMMy2Ubb3aZrPcw6him2Jhbl/GCOZbLeh85NfyD/HIsZ/y5zG1Dgbct20bk9VllRP12dbItk/u2Wbs/TLc0txG6a+jG5VuoHBxoMs44sGcSzFXjzCcpNxphOe+48TVbgFp7OYKghURbr9YioDkqh5WnDSoFVUJJunrlqvqb+fiTj+WYVqNGdVy+fKVEtqs8kGPs6Ch5z+zhYG8HB9WvH3a0U4m6nZ0c4OzsoPqdnKTrABcnRzjpuzJN5lHz6vudnR0Ny7pLIMrNCe6uWV0nJ3uWWiIiIqKCB6gcHByQlpqGpKQklZvKWHh4BDzLYZPP6ydvg7O9i8Xp2o/0HMlpjcebS2hrPE3LfZJtnDQRrvshbjpfjh/iqulw/Tr0SW1zNBduPK/JNOOghaxDJtkC9tmW095b3kDf1b2ffhn5geOYgcrV/LNyuWjbYmabTN7f1nQbsm+3ltzX3HYbb4Oua+V2G68/W2ClODAvBfdV0ZxXzsx3YqVU+1RUqx9UJMehvJHvq5Im9x+JCYmqJFX2XJcRcv/hWf7uPz6Z/hjcPT0Mie7Vy0YXrJe/Y/KgUCXAR9Z0w7z6rr1KuG8PR+nq+00CUJKsnyWPiIiIqCwGqCTHVNNmTfDBu+MwZdokk2lff/U1OnXuhPJm6Lv9LZagIlN2p23545iIiApdlapV1N/iieMn49333zaMl5Jfa77+Bp27lL/7jz49mvD+g4iIiCq8XHNQvfP+Oxg18hHs3LFTBavi4+IxcvhDOH/uAjZs+bHC7zwiIiIqfB+Mfx/PPPEsft78M+rWq4OQWyG47+77ERUZiRmzp3OXExEREZVDuWaZ7NCxPX7c9AO6d++Gmzduomatmqhbry5+/OkHBAYGFN9WEhERUYXRr39ffLt+Hdq0a4Nbt0JQLbgaWrdphe9+/LZcVvEjIiIiojxa8RONGjfC7PmzuK+IiIio2LRq3RILP53PPU5ERERUQeQZoCpMWzdvxYb1G5GQmICOnTri0cfHwMnJyeL8165dw5qvvsGJ4yfUE9M+/fpg8J2DTBJcvz32XZw/f95kuR49u+O5F54t0s9CREREZcP33/6ArVt+RnpaGrr37I6HRo2Evb3lW6AL5y+ofFdnTp1RuaHuuHMwevXpZTLPC8++iNDQUJNxd951B0aNfrjIPgcRERFRhaniFxYWhv899yLOnzMN+Fiyb+8+PP/M/6yad8XyFXjpf6+o4vr33DsU36z+Bs8//YLF+U+dPIWHhj+sAlgjRo5A85bN8c5b72LS+Mkm8x3791/Url0LL7/6kuHVf2B/q7aJiIiISt7Zs+fw5utvqQdT1tjxx068/sobVs07d/Y8fPjeh+jeoxsG3zkYny5chLfHvmNx/r1/78OTjz0NHx8fPPzIQ6jfoL661/l4/scm8x0+dBgtWjQ3uf+Q9yAiIiKigjF5fOjl5YXKlStjYL/BaNu2DQYMGoCWrVogqEoVuLm5IiY6BhcuXMSBfQewaeNPuHnzJl4f+2qeb5KSkoJZM+aom7fHn3xMjatdpzbuGnQ39u/bj3bt2+VYJrh6MLb/sU01N62RYNX773yAN958Hc4uzibzdurcsYC7gIiIiEpSlSpBsLOzQ6+ufdC5ayf0698PLVq1QOXKlVSrwtFR0Th37hz27z2ADes3IC4uTjXkkhdZ7pOFn2Li5PF44MEH1Dj/AH+MfmgMnn72KZVXM7smTRtj229bYWure4bXu29vpKamYvGnS/Dc/54zKcUt9zK8/yAiIiIqggCVBIPe/eAd9cRw2RdfYu6seYiMjMyxUI2aNTB8xP0Y+dCD8PH1yfNN/jn6j7pJlKSnmmbNmyEoKAi7duw2G6BydXXNMU6q+aWnpyMlNcUkQPXTxs34a8/f6kZWqgEOHDTAuk9PREREJU7+5k/5aLKq+v/F0uWYNuUjxMbE5pivXv16GDVmlLoH8fDwyHO9e/fuQ0pyCvoa3X907dYFbm5u2LVzt9kAlbu7u9n7D1lPRkaGCqRp1qz+Bpt/2qICbIPuGKRSDBARERFRwZhNwCABqHETPsCH499XVe0uXryE+Lh4eHt7oX7DBggOrpavN7l2VVdkv1LlSibjZfiqflpe0tLSsHTJ52jfsb1JCz5+/n5o164tGjZqiBPHT+L1l9/A/r378f649yyuKzEhEYmJiYbhqMiofH0eIiIiKnwSgJo6fTImTZ2g8k9euXwFCQmJ8PX1UY22VA6qnO/7D0dHR/j5+RnGSYBJSlFp9yZ5SUpMwpfLVqBX754mwamgoMoqpUCdOrVx5PBRPPX403jxpRfw/IvPW1wX7z+IiIiICpgkXYqxS+BHXrcjJSVVdZ2ds0o9CSm2n5qaYtU6pGrfxQsXsX7T9ybjP13yiVqPkNJT1WtWx0vPv4xHxoxSgTZztm7ahvXrNuYYf+X8DcSEx1v9uSqyjPQMXDx9paQ3o0zgvuK+4nnFa7CsKMrvq5r1g62eVwJBTZs1Va/bIVXznJwcc4x3cXFW0/IipbZffek19ZBu/OTxJtNWfr3C5P5Dgl6SJ3PkwyMtli7n/Uf5xb/1ZR+PYfnA41g+8DiWffm57yv2Vvy8vL1UNzIyCoGBAYbxUn2wTt3aeS4//oMJqgj9V9+syhF00m4ONT16dEdmZqZ68mopQDXwzv7o0aebSQmq8W9PQXDtINVaD+VNfsAU9KSraLivuK94XvEaLCvK2/eVl5cnYmPjVDDKOKel3I9I3s3cSHW+N14Zi4MHD2HNutUm9y/m7j8kQbq8z+nTZ9ChY3uz6+T9R/lV3q6diojHsHzgcSwfeBwrLpNW/IqKJBwV//17zDBOEpyeP38eTZo2yXXZieMm4fvvfsBXa1aiaR7zivDwcENCdUtcXF1UIEp7eft45+PTEBERUVmg3WP8d+y4YdzNGzcRcisEjfX3JhaDU6++id27/8TXa79Crdq18nyviPAI1eX9BxEREVEpDlBVrVoVnbt0wuJPP1Mt+okliz6Dk6OjSUJzaWJaWtvRTJ4wBd+u+04XnDJTzF+apf556zbDcEJCAqZMmqaK2Xfo1KHIPxcRERGVXnLvILmr5N5Cgk7i4wWfICAwAD179jDM99xTz2Pll6tUv5TClvuR3bt2q5JT0lKfucZfdu/cbRiOjo7B9I9mqpLbTZvl/TCNiIiIiEqoip+YOWcGHhv9ODq17aKK3EdERGL+J/NN8jT8c/RfpKWlq35ple+zxUtRtVpVTBw/2WRdH82Yipq1asLfzw/zZs/Du2+9h6pVq+DChYuoWbMGlq9aZrYVQCIiIqpYFnw6H0+MfgKd2nVRCdOTkpLw6ZKPTVoDPnTwsLrfEFt+2oJ133yr7ifefvNdk3V9snihSrheqVIlzJ+7EK+98gYqVQrE+XMXVImsL778HPb2xXZrRURERFSuFNtdVJWqVbBl+2acPnUaiYlJKvG6s7NpNbyPZk6Fq5ub6m/UqCG+Xrfa7LrkyaeQqnkLPpmvckhdunRJ3TDmt4UfIiIiKr/q1q2D33b9qlr6TU9PU/cfEqgy9vHihfD317X0165DO4v3H+7u7oZWiJcuW6LSCly9chVBVarkyFFFRERERIUUoIqOisbnS7/AgyNHIKhKEAqDtArYoGEDi9Obt2hu6JfgU6fOHa1ar8zLPFJERERl39Wr17Bh/QYMH3E//P39C2Wdtra2hnyY5rRp29rQHxAQoF7WkNJU8iIiIiKiosxBZWOD1au+RteO3fHU489g545dKi8DERERUVFa/OkSdG7XFS8+/xL27d3HnU1ERERUkQNUkifqr/1/Yu6COYiOjsYjI0ejV9fe+GzRUkRGRBbvVhIREVGFUK1aVew98BcmT5uEy5euYPi9I9C/90CsWL4CsbGxJb15RERERFQSrfg5ODjgrrvvxDfffo3tv/+Mnr17Yv68BejYrjNefel1HD50pKi2i4iIiCooSWB+/wPDsH7T99j080ZVBW/a5Ono0LoT3h77Lo7/d6KkN5GIiIiIijNAZaxe/Xp4/sXn8MjoUUhNScWPP/yIe+66Fw+PGIWbN24W9nYRERERoWnTJvjfSy9g+IPDkZCQgLVr1mJw/zvw5GNPs0Q3ERERUUULUP3911688OyLKh/E+h9+xOtvvob9R/biux+/RUpKCt584+2i31IiIiKqMCTv5Y4/dqpAVLdOPbDz9x34YPz7OHzsIFZ/swo3rt/AhA8nlvRmEhEREVFRt+KXlpaGVSu+Uq9zZ8+ha7cuqhnmvv36qNZwhK+vL2bMno4H7nuwsLaHiIiIKrCkxCQsX/alaqjl6pWr6N2nF5at/ALdundVrQGLzl07Y+KUCXjnzXdLenOJiIiIqKgDVBERkZg1Yzbuu/8+LPl8EWrXqW12Pv8Afzz25KOFtT1ERERUgV26dAlLPv0M948YhlGjR6mk6eYEV6+GkQ+NKPbtIyIiIqJiDlD5+Hhj78G/4OrqmusK3Nzc8NQzTxbFthEREVEFU6NmTezZ/yecnZ1ync/f3x+jxowqtu0iIiIiohIKUEkLfvIiIiIiKi55BaaIiIiIqIIFqKSlnOVffGlxQWdnZ9StVxddunaGnZ1dUW0fERERVSARERFYs/obs9MkB5WLiwsaNGyAjp06GHJSEREREVE5DlAlJiZixbKVuHnzphr28fFBamoq4uLi1A2hJEgPDw9Hw0YNsO6HtfDw8CjO7SYiIqJyKCoySj0gC7kVooblfiMpKUk9OLO3t4e7uzuioqLQpm0brF67Ck5OLHFFREREVB7omuMzw8/PD/cMG6paz/lz3y7VrPOxU/9g088bUa9+PYyb+CF2/Pk77OzssWDuwuLdaiIiIiqXpFEWufe46+47se/wXhz69wCOnzmG79avQ1CVICz8dD62/bYVEeHh+GLpspLeXCIiIiIq6gBVWlqaKkE1Z8EcVK2a1YJO06ZNMGHyeCxdshQ1atbAW++Oxd69+wpre4iIiKgCi46OwU8bf8LsebMQGBhgGN+mXRu8895bWPrZ56jfoD5efv1l7Pub9x9ERERE5T5AFRsTi/T0dLi7u+WY5uvrg9CQUNVfvXp1xERFF+1WEhERUYUQFhoGF1dXsw21+Pj6IjQkzHD/IcEsIiIiIirnASovby+4urrmSFSamZmpckPUrFVTDZ88eQqNmzQu+i0lIiKici+oSmVER0djy09bTMbLQ7OVy1ca7j9OqfuPRiW0lURERERUbEnSbW1t8eY7b+CtN97BD9/9oIJQqalp2L9vP65cuYLVa1apYNWGHzbg2ReeKfQNIyIioopHHo698trLeO7pF9Cpc0dVnU8abvn7r70q79S369epNATbtm7DB+PfL+nNJSIiIqKiDlCJBx58AA0aNsSyz5fh0MHDqrh9h47tsWzF5wiuHqzm+Xix9QnS/9z1JzZu2KRa4unYqSMeeHA47Ozscm1q+ru13+PE8RPw9PJEn3690a17t9teLxEREZVezzz3NFq0bIFVX67Cvr374erqohKny/hKlSupeb5Y8bnV6/tl26/YumUr0tPS0b1ndwy9927VIrElt27ewrfrvsOZ02dUK4KD7xyEtu3a3vZ6iYiIiKgAVfyio6Lx9BPPoGWrFpi3cC42bd2AHzZ+h8nTJhmCU/nx7drvMGbUY+rGsl27tlg4byFeefFVi/OfPXMWQwYPRWhoKLp276puEJ954jnMnjnnttZLREREpdeVK1fx+itvqNJT8hBs87ZNqtTUhxM+MASn8mPp4qV44dn/qdYBm7dsjonjJmH8BxMszn/wwCHcf+8DiI+LR89ePVSJrpEPPKzSG9zOeomIiIiogCWo7OztsGf3HhQGKYo/ddI0PP/ic3j51ZfUuEZNGmHY0OF47InHVBAsO7kJlWak5cbQOC/WpPGT8fz/noOTk1OB1ktERESlWGamKjVVGOLi4jBrxhy88/5beGTMI2pc1WpV8fTjz2DMY6MN+ayM1alTG9t//1ndZxjfE82bPV8tU9D1EhEREVEBS1C5u7ujUuXK+OfoP7e9D/85+i/Cw8MxaPBAwzgpKi9BqD9+/8PsMh4eHibBKSHzp6amIikxqcDrJSIiotJLAj0pySm4dPHSba9r7197Vf6qgYMHGcb16t0Tzs7O2Lljp9llvH28TYJTonLlyohPiFcPxgq6XiIiIiIqYAmq5ORk9O3fB4+NfgKPPfEo6tStA3ujvE5y8yZV76whSdVFUJUgk/GVgyrjyuWrVq0jIyMDyz//Ei1btVQlqW5nvYkJierGUhMVGWXVNhAREVHRknyScv8xcvhDGPPYGNSoVQN2tlnP09w9PFQ+TGurC0r+zMDAAMM4GQ4IDLD6/kMejK38chW6du0Ce3v721ov7z+IiIiIChCgio6OwaKPF6v+6VNn5JjuH+CPA0f2wRryJFS4uLiYjHdzdVWBMGtIVb5j/x7D9xu+ve31bt20DevXbcwx/sr5G4gJj7dqeyq6jPQMXDytCxAS9xXPK16DpRm/r0rHvqpZ37r8ldeuXsOqFV+p/skTp+SYLq36SQoAa6SkpMDZ2bQ0lHC18v5DWit+e+w7Kmn6ki8W3/Z6ef9RfvF7puzjMSwfeBzLBx7Hss/a+z6rA1QBAf44evyIxQVtba1vpcbD00N1o6Oj4e/vbxgfGRmFWrVr5bm8JEZfveprfPnVMnVjervrHXhnf/To082kBNX4t6cguHYQfP18rf5cFZn8gCnoSVfRcF9xX/G84jVYVpSG76t69evlev9hZ2cxO4HZdAFxcfFIT083ad1X/u57eelKY+fmw/fG4dftv2H12lWoVq3qba+X9x/lV2m4duj28BiWDzyO5QOPY8VlMUAlzSR7eXnmqGZna1TM3lqNGzdS3RPHT6Bbd11gSKrYXbxwESMffjDXZefOnoeliz/H8lVf5GjiuaDrdXF1US8iIiIqXeQ+o7DuPxo1bqRKQZ04cRJNmzZR48LCwhASEoKGjRrmuuy498djw/qN+OqbVWo9hbFe3n8QERERWZbn3d6fu/7EwyNGoW2LdujQppO6SRz72puIiYmBtarXqI42bdtg6ZIv1NNGsWL5StUdOHiAYb4JH07Ess+XG4YXzF2IzxYtVcGp9h3aF3i9REREVLZs3/YLht83Aq2btcWgfoNV1bnXXn7D6tQAokXL5iqH5meLPjOM+2zxUnh7e6Nn7x6GcW++/hbWfZOVQmD8BxPw4w8bVHCqSdPGBV4vERERERVCCSohOSAmjJuIe+4dim49uqmbL3mCWa1aNZWw/MVX/mf1G82cMx2jH34Uvbr1gY+vD86ePosZs6cjICArwehfe/5Wua/Egf0HMGvGbNSqVROfLf5cvTQfjHsPwdWDrV4vERERlR3ygOqThZ9i2PD70KlzR2z5aatqnEWq9q9dsw6jRj9s1XqkNPi8j+fi8dFPoE+PfqqVPWlgZcEn8+Hm5maYb8fvO+HpqSu1te3n7ephmaQUkFLcxqbPnKbuNaxdLxEREREVQoBKSkrNnjEHi5cuUk0nh4SEqgCV6NKtCz5498N8BagkJ9SvO7bjyOEjSExMQosWzQ2t8WneH/cePPV5pWrWqonFny8yuy7j5axZLxEREZUNUlVfglOr136FVq1b4tTJUypAJaQlvS+XfWl1gEpIFbwdf/6Bw4cOIz0tDS1bt4S7u7vJPB/NmoagoMqqv1mzphbvP1xcXfO1XiIiIiIqhABVTHSMukmU4FR20qxyZEQE8kuaYG7Xvp3F6Z27dDL0S9LzAQP7F8p6iYiIqGy4cf0GfH19VHAqu4BAf0REROZ7ndLinpTEsqRHz+6G/qAqQepVGOslIiIiokLIQeXm7qbyOl26eCnHtPPnL6BSZd2TRiIiIqLC4uPjo0ptR5h5EHbh/AVUrlyJO5uIiIioIgWopFRSrz498exTz+PokaOG8fHx8VgwdwEG3zGouLaRiIiIKggffemppx57GidPnDSMj4yIxKJPFmMQ7z+IiIiIKl4rfuMnjkNSYiLuvuMe9OraG1GRUWjbor3KwTDm8dHFt5VERERUYUybMRXXr13HwL6Dce+QYbh48SI6tO2EOnXr4r777y3pzSMiIiKi4m7Fr3JQZWzevhk/bfwJx/87rlrwa9u+Lfr176v6iYiIiApb7Tq1sf2Pbdj44yaVJN3RyREdO3U0mxeTiIiIiCpAgEpLACpPK/nEkoiIiIqLm5sbRox8gDuciIiIqIJgMSgiIiIiIiIiIiq9Jaiio2Pw6cef4tDBw4iNiTWZJk1Af/XNqqLePiIiIqpgwsLC8PH8T3Ds32OIi4s3mVazZg18+tknJbZtRERERFQCAapXX3wVx479p3JOuXu4m0xzdzMdJiIiIioMTz76tApSSc4pVzdXk2kBAQHcyUREREQVKUCVkpKCHX/sxI49v6Nq1arFu1VERERUIYWGhuLkiZPYs283fHx9SnpziIiIiKikc1BlZmaqp5YMThEREVFxycwE/AP8GZwiIiIiqmAsBqicnJwQHByM/44dL94tIiIiogorMFBXhe/q1WslvSlEREREVBqq+CUnJ6NHz+548tEn8dSzTyE4uFqOAFbX7l1Rnmz86Fe4OLrCxgawUf/JPxvYqDCejRoPWxkjgzam86lhXb9usiynG8iaT78OGWerH9b6YbqurHXq30t7T1vdNmWfz2Qb9OvUlsmxrmyfD9nXqfu4Jp9T+2C6dQDhtyIRdzlB+7BZn8tkeW2d2oJZ6zSsP9t7aOs3XpfJfs32mYxWYbKfjLdV2w7De2nbZ7K85XXm2AaTbTX+XNn2q35cXFg8ojxiTD+X0f7Nuc7s+ztr/5oub7R/TT5bzv1lsn+yfX6TY2b8RkREJSAuLk7lnho1YhQef+pxBAVVNpnu7uGBDh3bl6tjs/ztDXBycMn6WyB/ww39Rt/XarzRvYPhPiWr39ZOXrZGXd3Lzsw4GbbLNpx9frv/t3cXUE5cXRzA77oji7u7uxVd3N2KFqk7pVCgSKFIaalRoPJBkVLqijuFlrZYcYovsGXRdUs237lvMpOZyG6SlWyy/9852YxnMpGd3LnvPl8f8vHzIV8/b/Lx8yVffx/y8fUmX54mhqV7HpeWk268DQAAAIBsCVBxD34ffbhCDM+ZNddiPqff/338T/IkzUbWoQKFChIZpCaOfM9/xCAPiz+mYWnUQIZ003JiKF0eMG3HIP0xrWvckHZc9biadVT3Fo9vOd/6OunK4/N2pW0Y5+vVz1f72MqwMl167Pi4ePLxM558qo6TaVHT9jTbNhtX9ll5XsoGleenfq7KuPp5kvX9Nu2aan35eMh/VNtS9tzK81Yfd83+ap63+vUxzUtKSKbzIZfNXjPNTivbMt9v1STtvsrDyrjq/aLeQdVrpj3OZsdY/VrwnYviVKkpaeQf4OeaB3cz2XWs7ly8ny37A56h7sBqFBTmnyPbLlGqhF3L3bxxk9auWSeGZ06fZTG/eo3qtH33VvIkNy5Ek0+6Z333ycEtEbjiAJbZMN/78S3Aj/wC+N7XOOxr9eYf6Ee+/vK4jxgXwzwt0LQcPyYAAAB4WICqWLGidOLMcZsrehuzfjyJj/HEBzJ36/ptKl3evh8b+R2OFY5VXn5f3Tx1m6Iv3hNZGSJIybFsYzCVg+1KQFmdlSfTpPZpB9UxZc2IOlhKRGd3XMryc4DsExwe6PLDWa16tQzPPzizx9PUaFGRAn2DjJ890wUm+YJCumaa6cKGNCxfSJPm8ec2nW/6dErXpVO6XhrW87hyM85Xpkvj2Unapo7SUnSU24ExDnT5B/pSQJA/+QfzsB/5B0n3AXzP04OM8zXTpZuYbjaNzw+RZQwAAJCzbEZj+J9wwYIFNNPS09PJ29vzTgwBAPKrMnVLiJur1OlWjXTJOvH/xSB+0IocT9uZpKTKADRmq/JoamIq7Vvxl8ueh6fQp2VvkMIZfJ6R384/hkztTOFFwl26D0pwyxiwkgNa+jQ96dL0pNelky6Vh3XifcLTxC2V5xmX4fk6432adljejno9vnEAKy1VR2nJadKwMu5ccIv3PSUxVdziyFiKIBtwPF4JdBmDXIHBUjArIMSf0nRpVLTkZTEcGBJAAcF+FBjM8+ThAAoMkZbldbiZJAAAAGhlmi508MBBWrF8pejy2cvbmw4f+Z2mvTKdZs6eQQUKaE8gAQAAHBFcKHsydjhTpNnweuJHrVxLx4tvXl4U8yCOChYOU2WBSfV6Eu4nUXJssimbJC1d/AjnH9J8z9vkH+IGnmf84S79gDf9kBdBNc4042FN2ph7SolPpbxix/ad9MmqT+nihYtUrHhR+mnzj/TaqzPpzcXzRR1MyF6itpWxBlVewUEzEcRSBaxMN1VAy+zGTaBTk3SUmpRKqclplJLE49JNDCfLw6liu/btC4l1+WbbFbufG2dkiWCWMcAlgldmw3JASwS6RLDLn4JCAigwNICCQqWAFzd7BAAA8BQZ/ldbv3YDzZvzBg0Y2J/atm8rThT5CmbZsmVpzWef03MvPuvQgx09cox++ekXSkpKopatWlDf/n0zTZe+cP4CffXl13T37l1avHSRxUnpO28to+vXr2umNW/RnEaOGuHQvgEAgPvy9vWmWp2rONQc8ptXtlHig6Sc2R/jD335B78UMDMWofY2BdDEMt6qZXjY27geF8SWO9RQddZh0YGDNMusUwVtxxiWHSuYGmLyD285OFGoXBjlBR+8+6Gogzl46CBq1bolbfl1q/j/H1YgTJwTjB47yqHtHTr4O23bso10Oh2169COunXvmuk6p06eom+++pYSEhLorXeWWMyfN/sNun9fW8OtY0RH6te/r0P7Brbx+1KuLUU59NbkADNnb1kNZGUY4OIsrTSRqZWcmErxDxIoXWcQw7xcZuRgWnwWs7y4QL0pYCUFrYLCpGFlWqi/MizujcEtHuYML08s2wEAAB4WoOJ0eg7+rPp0pehNJzr6jghQsTZt29DrM2Y7FKD6+cdf6MXnXqLxE8ZRhYoVaP68N+ngb4doyduLba7z8guv0InjJ6hmrZoisLVgkeVV0z2791CFihUponMnZVr5CuXt3i8AAMifBr/VLcP55/deoSNfnxYZVUrnF3aSsrL0lKvUvaOKccvCYereUzWMzbualK5LrsYXsTg49cVXG6hR44Z0/tx5EaBijzzShj5f/blDAap1n6+nN+bOp8mPT6KgoEB65aWpdPTIUZo+Y5rNdSaMnUhRUf9R2XJlae+evVYDVNu2bqdH2rahlq1aKtOqVKns8PMF1+LgjMhOCvbPUgzs6oVIqli9nBjm7EqRbZXAwasUEchKTuCAljycIgJZoimiWMZyWFo+VWSQZYTnx99PFDdncbDKPLgVqAS0/FXDpuwtcQuT7pHFBQAAOR6gio2JFSeJHJwyV7x4MXpgdtUwI3q9XmRiPf7kZHpl2hQxrX6D+jRy6KM0ZvwYqlu3jtX1nnzmCapatYo4CeQAlS2169SiAYP6270/AAAAmQkJD6IqrcuRj5+PyGQSNw4CiXtThpJgMDb1k5sAcsBH1O8x3rgWjxiW7qXmg3qp1o9OLxWz5mnGe75JReodeJ20HaZqu+k0LWIxpMbNHF0t6lYUhYcXFsEpc9zU7/79B3ZvKzExkRa/uYSmTnuFJk6eIKZVrFSJnnv6eRo1ZhSVK1fW6nrTZ00X5x9ffrFJBKhsadS4Ec4/wAJnRMpBnKymfnG9rhRV0Co5PkUEuJL4Pj5VupfHE6xMi0/JNMgltpvgfPNeznCTg1VBYYHSMN8bg1jBoYEUKOYHUrDZPK7nheLzAACQaYAqJDREBJauXb0mMp7ULl++QiVKliR7nfznFN2JvkO9+vRSpnHKftFiRWn3jt02A1R8cmiP/XsP0NUrV6lkyZIivd7aSS0AAIAjytYvKW5q8fcS6btXt2fpQPr4eYsmiT6+PsZ7b5GB4B0sDfM0ebr6XjPsY326HEjz5sCZt9SsTxSaV8ekzIrPG9JNPTYGlvB3+ZukcOHCImubm8+Fh2sLh1+5fIVKlrS/qP/h3w9TfHw89Vadf3TuGkF+fn60d/dem5lY9p5/bNm8lY4dPUalSpcSzQZr1a5l974B2MPXz4d8CwZRSMEgpw+YLlUnAlBywCpJBLKsB7OU5XhanDHolZCaYRap3Fwx9m6C88E8s8AVD3MwizO2go1BL/Uwz+faXHmpZhoAAORggIpP3jpGdKAnJz9NC5csoFKlS4vpXIvhg3c/oJ69etj9IHKNqDJlyyjT+GpJmTKlLepHOSooKIiqVqsimgGePXOWhg0aTi9PfUlka9mSlJgkssNkDx88zNI+AABA/smq6jc/QhRWTk1IMxVLFxlTBql3s1Qd6VL0pEvRkY6zpYxF16XMKeOwTluUXc6e4h4NpSwq9Tq5l9VUb3B1qujiGEthY/bU5Mcep/kL31CyKx7cf0ArP1pFEydPtHtb169Hkq+vL5UsZQo0cqmAYsWLUeT1yCztZ1hYGFWuXImqVK1Cx48dp749+9P8hfNo2IhhNtfB+Qe4AgfAQ/lWONip9fn7jZssSkEtKZglbnHJIoglDydyQEs1zPc8nlFhef7+TIhJEjdH8VcD19AyNTcM1GRymWdrmQ9z8A8AANyoSPrcN+aIZnj9eg2gkJAQSklJoaYNmlPT5k1p3ISxdj9IcnKyuA8J0f5j5G0mJ6dQVqz45CMqUqSIMs5XL+fMmkt9+/URVzSt2frLdvrh658tpt++dYcS46R9hYxxsxQuPAyZw7GyH44VjpXbvK/4on0Y0V+fnaTYm/GOry4ynozF0eVhvvfzIv9AX/L29RfTuLA6Z0d5KcuaCqrL2VNKAXazZdQF2k3LyU0VjfeiCLtUh0fUsPL2zrHv9hKl7M98WvTWQho1fDR179xTnCuk6dKoRdNW1KVrFxo0ZKBD5x9BwZaZJ9L5R9b+32/YtE45/xg15lGqUKECzZk1j3r27imCV46cf0RejqLYe45nn0DewYEWrkOVH3gFEgUH+lFwUT+7mjBysF0UmBd1toz3iap7rrdlrNklTZeXlabbaJEsWjHLQbMH/zlXYD4g2M/YQ6If+Qf6iYLyUk0yP9N9iOU4r4umiXlTfvosejK8ju5PrsuYrQEqvuK4ecdm+vXnX+nM6TOiZyEOTnXp2lkM26uA8UQtJiZGE0x6+DBGFDjPCvX2WM/ePWjm9Fl06tRpmwGq7r27UvuItqb9ePCQ5k5/k0qULkaFChfM0v7kF7Z6xQIcK7yv8BnMT99X/eYUFxlOckZVUmwyJceliC7u9alcb8pYeypVL2rJSNOMNank4TS9qBEjZ0txUxmpRpWcaaV3rBZVFtQdVI0a97De7D43Va5SmXbs3S46WOEi6f4B/qIYubW6mBnhQFF8XLwoWeDjY8qWiHkYYzOI5Oz5R4/ePejtt96hC+cuUJNmTRw6/yhXuRSFF9E2ZwT3oi6SDtmHa/txsMo8W8s8cyspXvruTZTni/sU8f1qC3/v8i3hoePBar5wYN7k0GqmlpW6W+g5MWfhs+gZ8DrmXxkGqFhgYIC4WunIFUtzNWrWEPfnz12g1m1aiWHOnOL6VsNGDKXslJiYeYowX021dkUVAADAEXwFnYuob3jSMivGHpzV5OPvI7bBtan4nosG871cW0rUrOL5xmGxrMi2Mq4j16FSljGu62c2zU+1PZFhZcyu8jZlXEVFRueZNwBnOQ0fabu5nL3nH9w86d8L/4pSAHJTwejoaKpRSzo3yS5JiZn3oobzDwDH8PeTUnDe+nVnm/izzwF/KZhlDGqpgleJZoGuB9GxZNCTsgxnfdnCFw8SHiaJmzNNE5XeEOUAl2qYg16a4JfcdNG4HNcvBADItwGq7FCpciWq36Aerf5sjSiOzif0X37xJen0Ourew9TN91uLloo6VSNHjbBru9evXRe9+TRs1ECM8xXS95e9T2FhodS8ebMcez4AAABqoz7uR8kieyqV0pLSRA0qzqpKS04zZUcZs6lEJpVcj0rVs5/6nn9U6eO1Pf7xcEaFirNDvUHVPCo7lmtZcUcv//t0NS15e7GYtvp/a0RHMOpsLC4N0KhJI+rXv69d271w/oL48StfgEtNTaUP318ualvVrV83h54NADiCf29wsz2+FSwW6nDGBn9Xy8Xi1TW2lMCWEuySx02BMF7PVuYrT5eXp6hYh1/UgCBuiqitsyUFtDIPeHGPiwAAeVmufUstXfYWjR45lnp06Sl65Tl29DgtWDifSqh649m9aw/VrlNbCVB9+/V3dGD/AYqKkhqWvzplOvn6+tCkxydRnbq1KTAwkBYuWCTS98uWK0Pnz56nNJ2OVnz8ERUshKZ6AACQO/47d4d2vnMoy9tRsp745u9N/sF+opCvyH4yZkzxuFiOM698TZlX6nV5eZEdxVlSXGtKzpYy3ovaUzIvL6UGVTJlrS5kXsPlCJa9/w5NGDuR+pzpKzpWOX3qDC374B1NE7+tm7eJzmHkANXaNWvp6JFjdO3qddKl6eiFZ18U0198+QUR8OJC688/8yIZDOmiV+PTJ0+Jaas+XSnuAcD98XdtaKFgcXOmaaLoAVHO1DJrephxwCtF1N+xRdTrSkqjmDuO1z/k2llSRpqNpokZFJnnGlyouwUAHhOgql6jOu39bTcd/uNPSk5Konc/WEbFSxTXLDN12hQqUNAUWOLe+eRaV8NVveIUMdZp4PU3fbNR1Ke4cuUqlShRgmrXqYWTQwAAyDWc1cT1p5qPrC+ypUSWE/fqx3fpfG+8pZPIhjKkp4sfLzwuegEUPfjJWVamYZE1pUsX9VeUmlQ5nEnVYFgNUQ/JkzRu0ogO/LGPDv9+mHR6PTVr3lRcKFObM382lVX1NMwdroSFFTCOjVamhxWQglocpPr+52/p9OkzdCPyBj3z3FPiAhv3GAgAwEF/zljiWzg5dtGc/19w80LLHhKlQFai3FxRk71lCm5xBq4t/D8q7n6iuDmKL25omiYas7Lk7C0pqyuAAkOkG8/novNiPDRAZH4hwAUAmcnVMym+ctmhY3ub8ztGdNSMN2jYQNwywyn2cpo9AABAbkpNTKP9q/6ya1m55zyR1WTlppnOPe35eIku4n1CjHWmxM1H9Oon5ouNSk1ZpBHlkUxDPOhlZZp6n8QyXhRawrlu6PO60NBQiugSYXO+utwAa9a8mbhlhI953bp1xA0AILvwd4vUY6A/FSrheGcOulRdhtlZmuF4Y5H5uGSpR8SE1Ax7xE2MSRY3ohinAlz8nETwSglk+RsDWZZBLTEcoh1HE0UAz4dLfQAAAE4Gpna+e4iSYpIpsECAki3FXaJLGVOmLCpmHpSSm9pJgSlvaZineWnnieZ4Bin7inv+S9enkkGfLm1bPBhfcpf2SRlXEfskzTTNkieJjZj2s0gtNI8HAHBnfFGjQBG+hTi8LmftKnW3rBSWt2iaqMri4vU4iGULz5Nrbz2Qqrc4jJuwa4NaxmFjlhYPJyYm0p1Lsaogl78yj6fxhR4AyLsQoAIAAHACB5EKlgylkPBgUf9JkIM9qgAVcTO+dIM48U+Xb3qpyZ48zMV45Xnycq7ATRUBACB/4uBNSMEgcXOU3DSRs7DkIJeow5WQKgJZUoYWB75SlWHTctI6GWVwMW7m7mzviTK/QF8KNGZyBXDwypitph7moJacxRZoYxnucRdNFgGyHwJUAAAAdjq84QSd33Mle46XFwe5pGZ7nDnFw37BfhTg40U+XMzclwuaS/OkZbyN06VlxTgPG5cTN19VMXTVsNi+KIxubM7HmVnGfeAhzrzie99i6L4cAACy1jTRnl4TreELNlx3UQS1jEXmRRCLA1jKsDHYFW9cxmwe96CbEamHXZ1TdbjUOLtZPF/uVZEDWhzwMg6L4FeQn5gmB7tEYMs82MXzgvxF8XoEuwAkCFABAABYcet0NEWdvSNOQuXC59xzXo1OlUjHJ7gpenGSy83uRLYUZ0rpOSPKIJrg8b0Y53mcMSUKpBuU6XKzPVdlS1lTb3B1qlDdVCwcAAAgt/AFFak3wUAq7OQ2Lp25RiVLF1cFsowBLmPAi6enJKRSSpIUCFMPJ8vD8akZ9qTI+P+5vP2YO5QlfBGKM7I4WCXd+5F/kBT84t58xX2gapp6mWA/y3UD/cgv0M94YQrAvSBABQAA+Z4cRFLu9Qa68ucNunTwer46Nr4ByKACAAA3b6ZYKEjcnMXNFbnHQ00QizO7EqVhcW/M9EpRhqVsrpSkNEoxG5ZLQdrCF7Dk+lzZiQNWFgEv83ER+PITBeilwJZ07x/oS34BpnsxPcBXBL54GnfYApATEKACAIB866sXN1NyXMY1LzyKurM/7gXQOCLXy/ILwmkBAADkb9zcjgM2fAstlLXebeXaXOoAlzysDnBxMCtVvudbcppx2DRNBLwSU5XOVzIjtpOURvGUM9luUvDK1xjgMgtqmQW41Mv6GwNeIvDFx9nfRxT354tkfv487ivVJktMFfNEqQJ198Pg0XAmCgAAHmfP8sMUeSzK1buR92h68hN9/mmk5KdgHQAAQC7W5iqQDduTs7ukgFWqKXClGuagVmqSzmKaOtAlB8N4mbQUqS6XI7gJpNwsMqdxqQWu08WBK19jMIsDVxzcEoEti3m2lxM3Px+RAca9Qvr6eSvDnH1nmudNvvJ04zLSPKnmJ+QcBKgAACDbcBO5tKQ0qatpY067uFP1bqcMi7pOxh7vlGWUNQB9AAA650lEQVRMERS+u3nyNh377gxeoVzC9bQAAAA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      "text/plain": [
       "<Figure size 1210x990 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.optimize import brentq\n",
    "\n",
    "\n",
    "def finite_well_levels(W, V0, m=M):\n",
    "    \"\"\"Bound states of one square well of width W (nm) and depth V0 (eV).\"\"\"\n",
    "\n",
    "    def f(e, parity):\n",
    "        ka = np.sqrt(m * e / H2M0) * W / 2\n",
    "        return (np.sqrt(e) * np.tan(ka) if parity == 0 else -np.sqrt(e) / np.tan(ka)) - np.sqrt(V0 - e)\n",
    "\n",
    "    grid = np.linspace(1e-6, V0 - 1e-9, 20001)\n",
    "    levels = []\n",
    "    for parity in (0, 1):\n",
    "        y = f(grid, parity)\n",
    "        for i in np.nonzero((np.sign(y[:-1]) != np.sign(y[1:])) & (np.abs(y[:-1] - y[1:]) < 1))[0]:\n",
    "            levels.append(brentq(f, grid[i], grid[i + 1], args=(parity,)))\n",
    "    return np.sort(levels)\n",
    "\n",
    "\n",
    "cases = [(6.0, 0.11), (6.0, 0.40), (10.0, 0.40)]\n",
    "E4 = np.linspace(0.0005, 0.45, 30000)\n",
    "fig, axes = plt.subplots(len(cases), 2, figsize=(11, 9), gridspec_kw={\"width_ratios\": [1, 1.2]})\n",
    "bands = {}\n",
    "for (W, Vb), (a1, a2) in zip(cases, axes):\n",
    "    T, ep = peaks(19, E4, W=W, Vb=Vb)\n",
    "    qq, EE, lead = bloch_bands(W=W, Vb=Vb)\n",
    "    nb = int(np.sum(EE[0] < Vb))\n",
    "    bands[(W, Vb)] = (qq, EE[:, :nb], lead)\n",
    "    print(\n",
    "        f\"W = {W:.0f} nm, Vb = {1e3 * Vb:.0f} meV: {len(ep)} peaks with 19 wells, {nb} band(s) below the \"\n",
    "        \"barrier top\"\n",
    "    )\n",
    "    print(\"   band   bottom (eV)   top (eV)   width (meV)   single-well state (eV)\")\n",
    "    for n, lev in zip(range(nb), finite_well_levels(W, Vb)):\n",
    "        print(\n",
    "            f\"    {n + 1}      {EE[:, n].min():.4f}      {EE[:, n].max():.4f}     \"\n",
    "            f\"{1e3 * np.ptp(EE[:, n]):6.1f}\"\n",
    "            f\"          {lev:.4f}\"\n",
    "        )\n",
    "    a1.semilogx(T, E4, color=style.OPEN_NEMO, lw=0.5)\n",
    "    a1.set(\n",
    "        ylabel=\"energy (eV)\",\n",
    "        ylim=(0, 0.45),\n",
    "        xlim=(1e-6, 2),\n",
    "        title=f\"19 wells, W = {W:.0f} nm, Vb = {1e3 * Vb:.0f} meV\",\n",
    "    )\n",
    "    for n in range(nb):\n",
    "        a1.axhspan(EE[:, n].min(), EE[:, n].max(), color=style.CONTEXT, alpha=0.2, lw=0)\n",
    "        a2.plot(qq * (W + 2.0) / np.pi, EE[:, n], color=style.sweep(3)[n], lw=1.6, label=f\"band {n + 1}\")\n",
    "    a2.axhline(Vb, color=style.CONTEXT, ls=\":\", lw=0.8)\n",
    "    a2.set(ylabel=\"energy (eV)\", ylim=(0, 0.45), xlim=(0, 1))\n",
    "    a2.legend(frameon=False, fontsize=8, loc=\"upper left\")\n",
    "axes[-1, 0].set_xlabel(\"transmission T\")\n",
    "axes[-1, 1].set_xlabel(\"q L / π\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "98c51261",
   "metadata": {},
   "source": [
    "The count follows the lecture: 19 peaks per band, one band for 110 meV barriers, two bands (38\n",
    "peaks) for 400 meV, three bands (57 peaks) for 400 meV and 10 nm wells. Each band contains the\n",
    "energy of the corresponding single-well state, and each band is separated from the next by a gap\n",
    "in which the transmission is exponentially small. The deepest band of the 10 nm, 400 meV\n",
    "superlattice is only 10.7 meV wide; the band nearest the barrier top of the same structure is\n",
    "102 meV wide. A deep state is well confined, its tail in the barrier is short, and neighbouring wells\n",
    "couple weakly; a state near the barrier top reaches far into the barriers and couples strongly.\n",
    "\n",
    "## 5. Lower bands are heavier\n",
    "\n",
    "Near the bottom of a band, $E(q) \\approx E_0 + \\hbar^2q^2/(2m^*)$, where $m^*$ is the effective mass\n",
    "of the band: the band behaves like a free electron with a different mass (Lecture 7.3 develops\n",
    "this). The narrower the band, the smaller its curvature, and the heavier the mass. A cosine band\n",
    "$E = E_0 + 2t(1 - \\cos qL)$, the result of nearest-neighbour coupling $t$ between the wells, has\n",
    "width $4t$ and $\\hbar^2/(2m^*) = tL^2$, so\n",
    "\n",
    "$$\\frac{m^*}{m_0} = \\frac{\\hbar^2/2m_0}{tL^2} = \\frac{4\\,(\\hbar^2/2m_0)}{\\Delta L^2},$$\n",
    "\n",
    "with $\\Delta$ the band width. The curvature is computed from `Lead.bands` at small $qL$\n",
    "(dimensionless argument $qL$ in $[-\\pi, \\pi]$). For bands whose minimum is at the zone edge\n",
    "$q = \\pi/L$, the expansion is made there."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "09c58fc6",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:08.751733Z",
     "iopub.status.busy": "2026-10-25T17:26:08.751582Z",
     "iopub.status.idle": "2026-10-25T17:26:08.791672Z",
     "shell.execute_reply": "2026-10-25T17:26:08.791126Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " W (nm)  Vb (meV)  band   minimum at   width (meV)   m*/m0 from the curvature   m*/m0 cosine 4(ħ²/2m0)/(ΔL²)\n",
      "     6      110      1     q = 0          66.5              0.070                      0.036\n",
      "     6      400      1     q = 0          34.5              0.095                      0.069\n",
      "     6      400      2     q = π/L       142.4              0.021                      0.017\n",
      "    10      400      1     q = 0          10.7              0.123                      0.099\n",
      "    10      400      2     q = π/L        44.0              0.029                      0.024\n",
      "    10      400      3     q = 0         101.9              0.011                      0.010\n"
     ]
    }
   ],
   "source": [
    "print(\n",
    "    \" W (nm)  Vb (meV)  band   minimum at   width (meV)   m*/m0 from the curvature   m*/m0 cosine \"\n",
    "    \"4(ħ²/2m0)/(ΔL²)\"\n",
    ")\n",
    "for (W, Vb), (qq, EE, lead) in bands.items():\n",
    "    L = W + 2.0\n",
    "    for n in range(EE.shape[1]):\n",
    "        q0 = 0.0 if EE[0, n] < EE[-1, n] else np.pi  # where the band has its minimum\n",
    "        dq = 0.02\n",
    "        e0 = lead.bands(np.array([q0]))[0][n]\n",
    "        e1 = lead.bands(np.array([q0 - dq]))[0][n]\n",
    "        mass = H2M0 * (dq / L) ** 2 / (e1 - e0)\n",
    "        width = np.ptp(EE[:, n])\n",
    "        where = \"q = 0  \" if q0 == 0 else \"q = π/L\"\n",
    "        print(\n",
    "            f\"  {W:4.0f}     {1e3 * Vb:4.0f}      {n + 1}     {where}      {1e3 * width:6.1f}            \"\n",
    "            f\" {mass:6.3f}\"\n",
    "            f\"                     {4 * H2M0 / (width * L**2):6.3f}\"\n",
    "        )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f369ab4f",
   "metadata": {},
   "source": [
    "Within each structure the mass grows as the band goes down: in the 10 nm, 400 meV superlattice\n",
    "the lowest band ($0.123\\,m_0$) is eleven times heavier than the highest ($0.011\\,m_0$). This is the\n",
    "lecture's last observation: lower bands have smaller slopes and therefore heavier masses. The\n",
    "bands near the barrier top are even lighter than the GaAs mass $0.067\\,m_0$ of the material, a\n",
    "reminder that $m^*$ is a property of the band, not of the material alone. The cosine estimate from\n",
    "the band width has the right trend but is 10 to 50 % too light, because the real bands are flatter\n",
    "at the bottom than a cosine of the same width (the 110 meV band is the extreme case, a factor of\n",
    "two).\n",
    "\n",
    "The second band of each structure is upside down, with its minimum at the zone edge $q = \\pi/L$\n",
    "and its maximum at $q = 0$: the bands alternate, like bonding and antibonding combinations of the\n",
    "single-well states.\n",
    "\n",
    "## 6. Exploration: how many wells make a band?\n",
    "\n",
    "Klimeck's answer to the question of how many atoms it takes to make a band is that it depends on\n",
    "what one asks of the band. Section 3 showed that the energies are exact Bloch-band energies for any\n",
    "$N$. Two transport measures, computed for the 110 meV structure as a function of the number of\n",
    "wells: the transmission averaged over the Bloch band (how good the pass band is) and the largest\n",
    "transmission in the gap 5 to 15 meV above the band top (how good the stop band is)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a3248d13",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-25T17:26:08.793231Z",
     "iopub.status.busy": "2026-10-25T17:26:08.793104Z",
     "iopub.status.idle": "2026-10-25T17:26:10.078593Z",
     "shell.execute_reply": "2026-10-25T17:26:10.078157Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " wells N   mean T in the band   max T in the gap\n",
      "    1           0.659            5.1e-01\n",
      "    2           0.667            2.8e-01\n",
      "    3           0.677            1.6e-01\n",
      "    4           0.684            9.0e-02\n",
      "    6           0.692            2.9e-02\n",
      "    9           0.696            5.6e-03\n",
      "   14           0.697            3.6e-04\n",
      "   19           0.698            2.4e-05\n",
      "   29           0.698            1.0e-07\n",
      "   39           0.698            4.2e-10\n",
      "   49           0.698            1.8e-12\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1210x418 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "Ns = np.array([1, 2, 3, 4, 6, 9, 14, 19, 29, 39, 49])\n",
    "inside = (E > bottom) & (E < top)\n",
    "gap = (E > top + 0.005) & (E < top + 0.015)\n",
    "pass_T, stop_T = [], []\n",
    "for N in Ns:\n",
    "    T = nemo.Transport(superlattice(N).hamiltonian).transmission(E)\n",
    "    pass_T.append(T[inside].mean())\n",
    "    stop_T.append(T[gap].max())\n",
    "print(\" wells N   mean T in the band   max T in the gap\")\n",
    "for N, a, b in zip(Ns, pass_T, stop_T):\n",
    "    print(f\"   {N:2d}           {a:.3f}            {b:.1e}\")\n",
    "fig, (a1, a2) = plt.subplots(1, 2, figsize=(11, 3.8))\n",
    "a1.plot(Ns, pass_T, \"o-\", color=style.OPEN_NEMO, ms=4)\n",
    "a1.set(xlabel=\"number of wells N\", ylabel=\"mean T inside the Bloch band\", title=\"pass band\")\n",
    "a2.semilogy(Ns, stop_T, \"o-\", color=style.OPEN_NEMO, ms=4)\n",
    "a2.set(xlabel=\"number of wells N\", ylabel=\"max T 5–15 meV above the band\", title=\"stop band\")\n",
    "fig.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1fab24f3",
   "metadata": {},
   "source": [
    "The two measures behave very differently. The stop band improves exponentially: every added\n",
    "period multiplies the largest transmission in the gap by a roughly constant factor (about 1.7 from\n",
    "19 to 49 wells, from $2\\cdot10^{-5}$ to $2\\cdot10^{-12}$), because in the gap the Bloch wave number\n",
    "is complex and the wave decays from period to period. The pass band hardly changes: the mean\n",
    "transmission inside the band is 0.66 for one well and 0.70 for 49. The peaks multiply, but the\n",
    "dips between them stay as deep, because the dips are set by the mismatch between the plane waves of\n",
    "the contacts and the Bloch waves of the superlattice, a property of each period and not of their\n",
    "number. A band in the sense of a range of perfect transmission never forms in this open structure;\n",
    "what forms is a range of energies that is allowed, sharply separated from ranges that are\n",
    "forbidden. The next lectures take the limit of the infinite periodic structure directly with\n",
    "Bloch's theorem.\n",
    "\n",
    "## Summary\n",
    "\n",
    "- $N$ coupled wells have $N$ transmission peaks: the degenerate single-well level splits into $N$\n",
    "  states (bonding and antibonding for $N = 2$).\n",
    "- Many wells make a band-pass filter. For $N + 1$ identical barriers the peaks lie exactly on the\n",
    "  Bloch band of the infinite superlattice, at $q_j = j\\pi/((N+1)L)$; more wells sample the band\n",
    "  more densely.\n",
    "- Outside the bands the transmission is exponentially small and gets smaller with every period:\n",
    "  band gaps.\n",
    "- $S$ states per well give $S$ bands; deeper states give narrower bands.\n",
    "- Narrow bands have small curvature and heavy effective masses, $m^*/m_0 \\approx 4(\\hbar^2/2m_0)/(\\Delta L^2)$\n",
    "  for a cosine band of width $\\Delta$.\n",
    "\n",
    "## Exercises\n",
    "\n",
    "1. Increase the barrier width of the 110 meV superlattice from 2 nm to 4 nm. Predict the change of\n",
    "   the band width and of the effective mass, then compute both.\n",
    "2. Make one barrier of the 19-well structure 3 nm instead of 2 nm. What happens to the peaks of the\n",
    "   pass band?\n",
    "3. Compute the lower envelope of the dips between the peaks of the 49-well structure and compare\n",
    "   it with $1/(1 + |M_{21}|^2/\\sin^2 qL)$, using the transfer matrix $M$ of one period from\n",
    "   Lecture 6.1 (hint: $|U_N(\\cos qL)| \\le 1/|\\sin qL|$).\n",
    "4. Use `superlattice(N)` with 400 meV barriers and $N = 2$: compute the splitting of the lower and\n",
    "   of the upper single-well state, and compare the ratio of the two splittings with the ratio of\n",
    "   the two band widths of Section 4.\n",
    "\n",
    "## Further reading\n",
    "\n",
    "- [Lecture 6.3: the double barrier](06_3_double_barrier.ipynb) and\n",
    "  [Lecture 7.1: band structure from a periodic potential](07_1_bandstructure_problem_formulation.ipynb).\n",
    "- [Bands from coupled wells](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_04_bands_from_coupled_wells.ipynb)\n",
    "  and [Superlattice minibands](../../book/04_resonant_tunneling_diodes/04_01_open_systems_and_wells/04_01_05_superlattice_minibands.ipynb):\n",
    "  the same physics with Kronig–Penney comparisons, local densities of states and Wannier–Stark ladders.\n",
    "- The tool of the lecture: [PCPBT](https://nanohub.org/tools/pcpbt) on nanoHUB."
   ]
  }
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