{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Implementing a Quantum Fourier Transform (QFT)\n",
    "In this example we want to bring everything together to efficiently calculate filter functions of a QFT. We will optimize atomic gates using QuTiP and set up `PulseSequence`s with the optimized parameters. Using those, we will assemble a QFT circuit with interactions limited to nearest neighbors, thus requiring us to swap qubits around the registers to perform controlled rotations.\n",
    "\n",
    "The circuit for the algorithm on four qubits is as follows (for simplicity we run the transformations of each qubit sequentially):\n",
    "\n",
    "![qft.png](../_static/qft.png)\n",
    "\n",
    "Here, unlike in the canonical circuit ([Wikipedia](https://en.wikipedia.org/wiki/Quantum_Fourier_transform#Circuit_implementation)), the qubits are already swapped when the algorithm finishes.\n",
    "\n",
    "## Physical model\n",
    "We will consider a qubit model where single-qubit operations are performed using I-Q manipulation and two-qubit operations using nearest-neighbor exchange interaction. Concretely, the single-qubit control Hamiltonian is given by\n",
    "\n",
    "$$\n",
    "H_c^{(1)}(t) = I(t)\\:\\sigma_x + Q(t)\\:\\sigma_y\n",
    "$$\n",
    "\n",
    "and the two-qubit control Hamiltonian by\n",
    "\n",
    "$$\n",
    "H_c^{(2)}(t) = I_1(t)\\; \\sigma_x \\otimes \\mathbb{1} + Q_1(t)\\;\\sigma_y \\otimes \\mathbb{1} + J(t)\\:\\sigma_z \\otimes \\sigma_z + I_2(t)\\; \\mathbb{1} \\otimes \\sigma_x + Q_2(t)\\;\\mathbb{1} \\otimes \\sigma_y.\n",
    "$$\n",
    "\n",
    "## Optimizing pulses using GRAPE\n",
    "We would like to keep the size of our optimized gate set as small as possible and thus compile the required gates from the set $\\left\\lbrace\\mathrm{X(\\pi/2)}, \\mathrm{Y(\\pi/2)}, \\mathrm{CZ(\\pi/2^3)}\\right\\rbrace$ for a four-qubit QFT."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import qutip as qt\n",
    "from qutip.control import pulseoptim\n",
    "from qutip.qip import operations\n",
    "\n",
    "import filter_functions as ff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# use widget for interactive mode\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "np.random.seed(10)\n",
    "n_qubits = 4\n",
    "# Single-qubit control Hamiltonian\n",
    "H_c_single = [\n",
    "    qt.sigmax(),\n",
    "    qt.sigmay()\n",
    "]\n",
    "# Initial unitary\n",
    "U_0_single = qt.qeye(2)\n",
    "# No constant terms\n",
    "H_d_single = U_0_single*0\n",
    "\n",
    "# Two-qubit control Hamiltonian\n",
    "H_c_two = [\n",
    "    qt.tensor(qt.sigmax(), qt.qeye(2)),\n",
    "    qt.tensor(qt.sigmay(), qt.qeye(2)),\n",
    "    qt.tensor(qt.qeye(2), qt.sigmax()),\n",
    "    qt.tensor(qt.qeye(2), qt.sigmay()),\n",
    "    qt.tensor(qt.sigmaz(), qt.sigmaz())\n",
    "]\n",
    "# Initial unitary\n",
    "U_0_two = qt.tensor(qt.qeye(2), qt.qeye(2))\n",
    "# No constant terms\n",
    "H_d_two = U_0_two*0\n",
    "\n",
    "# Define the target unitaries\n",
    "target_gates = {\n",
    "    'X_pi2': operations.rotation(qt.sigmax(), np.pi/2),\n",
    "    'Y_pi2': operations.rotation(qt.sigmay(), np.pi/2),\n",
    "    'CZ_pi8': operations.cphase(np.pi/2**(n_qubits - 1)) \n",
    "}\n",
    "H_c = {\n",
    "    'X_pi2': H_c_single,\n",
    "    'Y_pi2': H_c_single,\n",
    "    'CZ_pi8': H_c_two,\n",
    "}\n",
    "H_d = {\n",
    "    'X_pi2': H_d_single,\n",
    "    'Y_pi2': H_d_single,\n",
    "    'CZ_pi8': H_d_two,\n",
    "}\n",
    "U_0 = {\n",
    "    'X_pi2': U_0_single,\n",
    "    'Y_pi2': U_0_single,\n",
    "    'CZ_pi8': U_0_two,    \n",
    "}\n",
    "\n",
    "# Define some optimization parameters\n",
    "t_sample = 1\n",
    "n_sample = 30\n",
    "t_clock = t_sample*n_sample\n",
    "\n",
    "optim_options = dict(\n",
    "    alg='GRAPE',                          # algorithm (could also do CRAB)\n",
    "    num_tslots=n_sample,                  # number of time steps\n",
    "    evo_time=t_clock,                     # total evolution time\n",
    "    amp_lbound=0,                         # amplitudes should be positive\n",
    "    fid_err_targ=1e-12,                   # target overlap\n",
    "    max_iter=10**5,                       # maximum number of iterations\n",
    "    init_pulse_type='RND',                # initial amplitude shapes\n",
    "    init_pulse_params=dict(num_waves=2),  # number of wavelengths of init pulse\n",
    "    phase_option='PSU',                   # ignore global phase\n",
    "    method_params=dict(tol=1e-10),        # tolerance\n",
    ")\n",
    "\n",
    "grape_results = {\n",
    "    name: pulseoptim.optimize_pulse_unitary(\n",
    "        H_d=H_d[name],\n",
    "        H_c=H_c[name],\n",
    "        U_0=U_0[name],\n",
    "        U_targ=target,\n",
    "        **optim_options\n",
    "    ) for name, target in target_gates.items()\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With the pulses optimized, we can now set up the `PulseSequence`s for each and assert their correct action:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "X_pi2 \t: (np.True_, np.float64(3.141592653589793))\n",
      "Y_pi2 \t: (np.True_, np.float64(3.141592653589793))\n",
      "CZ_pi8 \t: (np.True_, np.float64(-1.4726215563702176))\n"
     ]
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from filter_functions import plotting\n",
    "\n",
    "identifiers = {\n",
    "    'X_pi2': ['X_0', 'Y_0'],\n",
    "    'Y_pi2': ['X_0', 'Y_0'],\n",
    "    'CZ_pi8': ['X_0', 'Y_0', 'X_1', 'Y_1', 'ZZ_01']\n",
    "}\n",
    "pulses = {}\n",
    "for name, result in grape_results.items():\n",
    "    pulse = ff.PulseSequence(\n",
    "        list(zip(H_c[name], result.final_amps.T, identifiers[name])),\n",
    "        list(zip(H_c[name], np.ones((len(H_c[name]), n_sample)), identifiers[name])),\n",
    "        [t_clock/n_sample]*n_sample,\n",
    "        basis=ff.Basis.pauli(int(np.log2(U_0[name].shape[0])))\n",
    "    )\n",
    "    pulses[name] = pulse\n",
    "    \n",
    "    print(name, '\\t:', ff.util.oper_equiv(\n",
    "        pulse.total_propagator, target_gates[name], eps=1e-9\n",
    "    ))\n",
    "    _ = plotting.plot_pulse_train(pulse)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Assembling the circuit\n",
    "For simplicity, we are going to assume periodic boundary conditions, i.e., the qubits sit on a ring such that each qubit has two nearest neighbors. This allows us to make the best use of the caching of filter functions.\n",
    "\n",
    "To this end, we first explicitly cache the control matrices for the optimized, elementary pulses and then extend them to the four-qubit Hilbert space."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Caching control matrices for single- and two-qubit pulses:\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "baaa8bd82378433ba4d3482646ee6154",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/30 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c0d2d80b635d492a8cdc86e55874a5a3",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/30 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3a0b76f5b36e4784bb4dff007e8c87ee",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/30 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "omega = np.geomspace(1e-4, 1e2, 200)\n",
    "spectrum = 1e-10/omega\n",
    "\n",
    "print('Caching control matrices for single- and two-qubit pulses:')\n",
    "pulses['X_pi2'].cache_control_matrix(omega, show_progressbar=True)\n",
    "pulses['Y_pi2'].cache_control_matrix(omega, show_progressbar=True)\n",
    "pulses['CZ_pi8'].cache_control_matrix(omega, show_progressbar=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Extending single- and two-qubit pulses to the four-qubit register\n",
    "In order to extend the pulses, we first need to define the noise Hamiltonians on the other qubits so that each four-qubit pulse has the complete set of noise operators."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "IDs = [qt.qeye(2)]*(n_qubits - 1)\n",
    "four_qubit_X = [\n",
    "    qt.tensor(*(IDs[:i] + [qt.sigmax()] + IDs[i:]))\n",
    "    for i in range(1, n_qubits)\n",
    "]\n",
    "four_qubit_Y = [\n",
    "    qt.tensor(*(IDs[:i] + [qt.sigmay()] + IDs[i:]))\n",
    "    for i in range(1, n_qubits)\n",
    "]\n",
    "four_qubit_ZZ = [\n",
    "    qt.tensor(*(IDs[:i] + [qt.sigmaz()]*2 + IDs[i:-1]))\n",
    "    for i in range(n_qubits - 1)\n",
    "] + [qt.tensor(*([qt.sigmaz()] + IDs[:n_qubits-2] + [qt.sigmaz()]))]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Caching control matrices for four-qubit pulses:\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "eef37b896ab647a2b312bf981ee00078",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/30 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "0a9beea6bcc347f1a4c5ff908cadc7bf",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
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    },
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Correct action:\n",
      "X_pi2:  (np.True_, np.float64(3.141592653589793))\n",
      "Y_pi2:  (np.True_, np.float64(3.141592653589793))\n",
      "CZ_pi8:  (np.True_, np.float64(-1.4726215563702176))\n"
     ]
    }
   ],
   "source": [
    "X_identifiers = [f'X_{q}' for q in range(1, n_qubits)]\n",
    "Y_identifiers = [f'Y_{q}' for q in range(1, n_qubits)]\n",
    "ZZ_identifiers = [f'ZZ_{q}{(q + 1) % n_qubits}' for q in range(n_qubits)]\n",
    "\n",
    "# Identifier mapping maps every identifier to itself since we do not change the\n",
    "# qubit the pulse acts on, only extend the Hilbert space\n",
    "identifier_mapping = {identifier: identifier for identifier \n",
    "                      in pulses['CZ_pi8'].n_oper_identifiers}\n",
    "# Additional noise Hamiltonian for one-qubit pulses\n",
    "H_n_one = (\n",
    "    list(zip(four_qubit_X, np.ones((n_qubits-1, n_sample)), X_identifiers)) +\n",
    "    list(zip(four_qubit_Y, np.ones((n_qubits-1, n_sample)), Y_identifiers)) +\n",
    "    list(zip(four_qubit_ZZ, np.ones((n_qubits, n_sample)), ZZ_identifiers))\n",
    ")\n",
    "# Additional noise Hamiltonian for two-qubit pulse\n",
    "H_n_two = (\n",
    "    list(zip(four_qubit_X[1:], np.ones((n_qubits-2, n_sample)), X_identifiers[1:])) +\n",
    "    list(zip(four_qubit_Y[1:], np.ones((n_qubits-2, n_sample)), Y_identifiers[1:])) +\n",
    "    list(zip(four_qubit_ZZ[1:], np.ones((n_qubits-1, n_sample)), ZZ_identifiers[1:]))\n",
    ")\n",
    "\n",
    "# Extend the pulses to four qubits and cache the filter functions for the\n",
    "# dditional noise operators\n",
    "four_qubit_pulses = {name: {} for name in pulses.keys()}\n",
    "print('Caching control matrices for four-qubit pulses:')\n",
    "four_qubit_pulses['X_pi2'][0] = ff.extend([(pulses['X_pi2'], 0, identifier_mapping)],\n",
    "                                          N=n_qubits, omega=omega, \n",
    "                                          additional_noise_Hamiltonian=H_n_one,\n",
    "                                          cache_filter_function=True,\n",
    "                                          show_progressbar=True)\n",
    "four_qubit_pulses['Y_pi2'][0] = ff.extend([(pulses['Y_pi2'], 0, identifier_mapping)],\n",
    "                                          N=n_qubits, omega=omega, \n",
    "                                          additional_noise_Hamiltonian=H_n_one,\n",
    "                                          cache_filter_function=True,\n",
    "                                          show_progressbar=True)\n",
    "four_qubit_pulses['CZ_pi8'][(0, 1)] = ff.extend([(pulses['CZ_pi8'], (0, 1), identifier_mapping)],\n",
    "                                                N=n_qubits, omega=omega,\n",
    "                                                additional_noise_Hamiltonian=H_n_two,\n",
    "                                                cache_filter_function=True,\n",
    "                                                show_progressbar=True)\n",
    "\n",
    "print('Correct action:')\n",
    "print('X_pi2: ', ff.util.oper_equiv(four_qubit_pulses['X_pi2'][0].total_propagator,\n",
    "                                    operations.rotation(qt.sigmax(), np.pi/2, N=4)))\n",
    "print('Y_pi2: ', ff.util.oper_equiv(four_qubit_pulses['Y_pi2'][0].total_propagator,\n",
    "                                    operations.rotation(qt.sigmay(), np.pi/2, N=4)))\n",
    "print('CZ_pi8: ', ff.util.oper_equiv(four_qubit_pulses['CZ_pi8'][(0, 1)].total_propagator,\n",
    "                                     operations.cphase(np.pi/2**3, N=4), eps=1e-9))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Compiling the required gates\n",
    "Next, we compile all required single- and two-qubit gates from our elementary pulses. The Hadamard is given by\n",
    "\n",
    "$$\n",
    "    \\mathrm{H}\\doteq\\mathrm{X(\\pi/2)}\\circ\\mathrm{X(\\pi/2)}\\circ\\mathrm{Y(\\pi/2)},\n",
    "$$\n",
    "\n",
    "the controlled-X by\n",
    "\n",
    "$$\n",
    "    \\mathrm{CX_{ij}(\\phi)}\\doteq\\mathrm{H_j}\\circ\\mathrm{CZ_{ij}(\\phi)}\\circ\\mathrm{H_j},\n",
    "$$\n",
    "\n",
    "and finally the SWAP by\n",
    "\n",
    "$$\n",
    "    \\mathrm{SWAP_{ij}}\\doteq\\mathrm{CX_{ij}(\\pi)}\\circ\\mathrm{CX_{ji}(\\pi)}\\circ\\mathrm{CX_{ij}(\\pi)}.\n",
    "$$\n",
    "\n",
    "Trivially, controlled rotations about multiples of $\\pi/2^4$ are implemented by repeated applications of $\\mathrm{CZ(\\pi/2^4)}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
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      ]
     },
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    },
    {
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     },
     "metadata": {},
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    },
    {
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      ]
     },
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    },
    {
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       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Correct action:\n",
      "hadamard:  (np.True_, np.float64(-1.5707963267948972))\n",
      "CZ_pi4:  (np.True_, np.float64(-2.9452431127404353))\n",
      "CZ_pi2:  (np.True_, np.float64(0.39269908169871653))\n",
      "CZ_pi:  (np.True_, np.float64(0.7853981633974411))\n",
      "CX_pi: (1, 0) (np.True_, np.float64(-2.35619449019235))\n"
     ]
    }
   ],
   "source": [
    "four_qubit_pulses['hadamard'] = {}\n",
    "four_qubit_pulses['CZ_pi4'] = {}\n",
    "four_qubit_pulses['CZ_pi2'] = {}\n",
    "four_qubit_pulses['CZ_pi'] = {}\n",
    "four_qubit_pulses['CX_pi'] = {}\n",
    "four_qubit_pulses['swap'] = {}\n",
    "\n",
    "four_qubit_pulses['hadamard'][0] = ff.concatenate((four_qubit_pulses['Y_pi2'][0],\n",
    "                                                   four_qubit_pulses['X_pi2'][0],\n",
    "                                                   four_qubit_pulses['X_pi2'][0]),\n",
    "                                                  show_progressbar=True)\n",
    "four_qubit_pulses['CZ_pi4'][(0, 1)] = ff.concatenate((four_qubit_pulses['CZ_pi8'][(0, 1)],\n",
    "                                                      four_qubit_pulses['CZ_pi8'][(0, 1)]),\n",
    "                                                     show_progressbar=True)\n",
    "four_qubit_pulses['CZ_pi2'][(0, 1)] = ff.concatenate((four_qubit_pulses['CZ_pi4'][(0, 1)],\n",
    "                                                      four_qubit_pulses['CZ_pi4'][(0, 1)]),\n",
    "                                                     show_progressbar=True)\n",
    "four_qubit_pulses['CZ_pi'][(0, 1)] = ff.concatenate((four_qubit_pulses['CZ_pi2'][(0, 1)],\n",
    "                                                     four_qubit_pulses['CZ_pi2'][(0, 1)]),\n",
    "                                                    show_progressbar=True)\n",
    "# CNOT with control on the second, target on the first qubit\n",
    "four_qubit_pulses['CX_pi'][(1, 0)] = ff.concatenate((four_qubit_pulses['hadamard'][0],\n",
    "                                                     four_qubit_pulses['CZ_pi'][(0, 1)],\n",
    "                                                     four_qubit_pulses['hadamard'][0]),\n",
    "                                                    show_progressbar=True)\n",
    "\n",
    "print('Correct action:')\n",
    "print('hadamard: ', ff.util.oper_equiv(four_qubit_pulses['hadamard'][0].total_propagator,\n",
    "                                       operations.snot(4, 0), eps=1e-9))\n",
    "print('CZ_pi4: ', ff.util.oper_equiv(four_qubit_pulses['CZ_pi4'][(0, 1)].total_propagator,\n",
    "                                     operations.cphase(np.pi/2**2, N=4), eps=1e-8))\n",
    "print('CZ_pi2: ', ff.util.oper_equiv(four_qubit_pulses['CZ_pi2'][(0, 1)].total_propagator,\n",
    "                                     operations.cphase(np.pi/2**1, N=4), eps=1e-7))\n",
    "print('CZ_pi: ', ff.util.oper_equiv(four_qubit_pulses['CZ_pi'][(0, 1)].total_propagator,\n",
    "                                    operations.cphase(np.pi/2**0, N=4), eps=1e-7))\n",
    "print('CX_pi: (1, 0)', ff.util.oper_equiv(four_qubit_pulses['CX_pi'][(1, 0)].total_propagator,\n",
    "                                          operations.cnot(4, 1, 0), eps=1e-7))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Remapping pulses to different qubits\n",
    "To get the CNOT with control and target interchanged, we simply remap the Hadamard pulse to the first qubit by cyclically moving the qubits"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
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       "model_id": "45f735771ebd481ca1cea693a04dfe79",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
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    },
    {
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Correct action:\n",
      "hadamard: (1) (np.True_, np.float64(-1.5707963267948972))\n",
      "CX_pi: (0, 1) (np.True_, np.float64(-2.3561944901923524))\n",
      "swap: (0, 1) (np.True_, np.float64(-0.7853981633975554))\n"
     ]
    }
   ],
   "source": [
    "def cyclical_mapping(shift: int):\n",
    "    \"\"\"Shift qubit indices of identifiers by shift\"\"\"\n",
    "    mapping = {}\n",
    "    mapping.update({f'X_{i}': f'X_{(i+shift) % n_qubits}'\n",
    "                    for i in range(n_qubits)})\n",
    "    mapping.update({f'Y_{i}': f'Y_{(i+shift) % n_qubits}'\n",
    "                    for i in range(n_qubits)})\n",
    "    mapping.update({f'ZZ_{i}{(i+1) % n_qubits}': \n",
    "                    f'ZZ_{(i+shift) % n_qubits}{(i+shift+1) % n_qubits}'\n",
    "                    for i in range(n_qubits)})\n",
    "    return mapping\n",
    "\n",
    "four_qubit_pulses['hadamard'][1] = ff.remap(four_qubit_pulses['hadamard'][0],\n",
    "                                            order=(3, 0, 1, 2),\n",
    "                                            oper_identifier_mapping=cyclical_mapping(1))\n",
    "four_qubit_pulses['CX_pi'][(0, 1)] = ff.concatenate((four_qubit_pulses['hadamard'][1],\n",
    "                                                     four_qubit_pulses['CZ_pi'][(0, 1)],\n",
    "                                                     four_qubit_pulses['hadamard'][1]),\n",
    "                                                    show_progressbar=True)\n",
    "four_qubit_pulses['swap'][(0, 1)] = ff.concatenate((four_qubit_pulses['CX_pi'][(1, 0)],\n",
    "                                                    four_qubit_pulses['CX_pi'][(0, 1)],\n",
    "                                                    four_qubit_pulses['CX_pi'][(1, 0)]),\n",
    "                                                   show_progressbar=True)\n",
    "\n",
    "print('Correct action:')\n",
    "print('hadamard: (1)', ff.util.oper_equiv(four_qubit_pulses['hadamard'][1].total_propagator,\n",
    "                                          operations.snot(4, 1), eps=1e-9))\n",
    "print('CX_pi: (0, 1)', ff.util.oper_equiv(four_qubit_pulses['CX_pi'][(0, 1)].total_propagator,\n",
    "                                          operations.cnot(4, 0, 1), eps=1e-7))\n",
    "print('swap: (0, 1)', ff.util.oper_equiv(four_qubit_pulses['swap'][(0, 1)].total_propagator,\n",
    "                                         operations.swap(4, [0, 1]), eps=1e-6))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can simply remap the four-qubit pulses to apply to qubits other than 0 and 1:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "for q in range(2, n_qubits):\n",
    "    # We remap the operators cyclically\n",
    "    order = np.roll(range(n_qubits), q)\n",
    "    mapping = cyclical_mapping(q)\n",
    "    four_qubit_pulses['hadamard'][q] = ff.remap(four_qubit_pulses['hadamard'][0],\n",
    "                                                order,\n",
    "                                                oper_identifier_mapping=mapping)\n",
    "for q in range(1, n_qubits-1):\n",
    "    order = np.roll(range(n_qubits), q)\n",
    "    mapping = cyclical_mapping(q)\n",
    "    four_qubit_pulses['CZ_pi8'][(q, q+1)] = ff.remap(four_qubit_pulses['CZ_pi8'][(0, 1)],\n",
    "                                                     order,\n",
    "                                                     oper_identifier_mapping=mapping)\n",
    "    four_qubit_pulses['CZ_pi4'][(q, q+1)] = ff.remap(four_qubit_pulses['CZ_pi4'][(0, 1)],\n",
    "                                                     order,\n",
    "                                                     oper_identifier_mapping=mapping)\n",
    "    four_qubit_pulses['CZ_pi2'][(q, q+1)] = ff.remap(four_qubit_pulses['CZ_pi2'][(0, 1)],\n",
    "                                                     order,\n",
    "                                                     oper_identifier_mapping=mapping)\n",
    "    four_qubit_pulses['CZ_pi'][(q, q+1)] = ff.remap(four_qubit_pulses['CZ_pi'][(0, 1)],\n",
    "                                                    order,\n",
    "                                                    oper_identifier_mapping=mapping)\n",
    "    four_qubit_pulses['CX_pi'][(q, q+1)] = ff.remap(four_qubit_pulses['CX_pi'][(0, 1)],\n",
    "                                                    order,\n",
    "                                                    oper_identifier_mapping=mapping)\n",
    "    four_qubit_pulses['CX_pi'][(q, q-1)] = ff.remap(four_qubit_pulses['CX_pi'][(1, 0)],\n",
    "                                                    order,\n",
    "                                                    oper_identifier_mapping=mapping)\n",
    "    four_qubit_pulses['swap'][(q, q+1)] = ff.remap(four_qubit_pulses['swap'][(0, 1)],\n",
    "                                                   order,\n",
    "                                                   oper_identifier_mapping=mapping)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Grouping reoccuring gates\n",
    "As a last step before finally calculating the complete pulse we precompute pulses that appear in the algorithm multiple times in order to salvage the concatenation performance gain. As a first step, we can precompute the gates $\\mathrm{SWAP_{10}}\\circ\\mathrm{CZ_{10}(\\pi/2)}\\circ\\mathrm{H_0}$ and $\\mathrm{SWAP_{21}}\\circ\\mathrm{CZ_{21}(\\pi/4)}$ as depicted below:\n",
    "\n",
    "![qft-HR2R3-boxed-separately.png](../_static/qft_HR2R3_boxed_separately.png)\n",
    "\n",
    "Afterwards, we can precompute the gate combination $\\mathrm{SWAP_{21}}\\circ\\mathrm{CZ_{21}(\\pi/4)}\\circ\\mathrm{SWAP_{10}}\\circ\\mathrm{CZ_{10}(\\pi/2)}\\circ\\mathrm{H_0}$ from those pulses:\n",
    "\n",
    "![qft-HR2R3-boxed.png](../_static/qft_HR2R3_boxed.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
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   ],
   "source": [
    "four_qubit_pulses['hadamard-CZ_pi2-swap'] = {}\n",
    "four_qubit_pulses['hadamard-CZ_pi2-swap'][(0, 1)] = ff.concatenate(\n",
    "    (four_qubit_pulses['hadamard'][0],\n",
    "     four_qubit_pulses['CZ_pi2'][(0, 1)],\n",
    "     four_qubit_pulses['swap'][(0, 1)]),\n",
    "    show_progressbar=True\n",
    ")\n",
    "four_qubit_pulses['CZ_pi4-swap'] = {}\n",
    "four_qubit_pulses['CZ_pi4-swap'][(1, 2)] = ff.concatenate(\n",
    "    (four_qubit_pulses['CZ_pi4'][(1, 2)],\n",
    "     four_qubit_pulses['swap'][(1, 2)]),\n",
    "    show_progressbar=True\n",
    ")\n",
    "four_qubit_pulses['CZ_pi8-swap'] = {}\n",
    "four_qubit_pulses['CZ_pi8-swap'][(2, 3)] = ff.concatenate(\n",
    "    (four_qubit_pulses['CZ_pi8'][(2, 3)],\n",
    "     four_qubit_pulses['swap'][(2, 3)]),\n",
    "    show_progressbar=True\n",
    ")\n",
    "four_qubit_pulses['hadamard-CZ_pi2-swap-CZ_pi4-swap'] = {}\n",
    "four_qubit_pulses['hadamard-CZ_pi2-swap-CZ_pi4-swap'][(0, 1, 2)] = ff.concatenate(\n",
    "    (four_qubit_pulses['hadamard-CZ_pi2-swap'][(0, 1)],\n",
    "     four_qubit_pulses['CZ_pi4-swap'][(1, 2)]),\n",
    "    show_progressbar=True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "At last we can concatenate those pulses to get the quantum fourier transform and plot the filter function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
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       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/5 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Correct action: (np.True_, np.float64(-1.6689710972193448))\n",
      "Trace fidelity: 0.999999942044775\n",
      "Filter function cached: True\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(<Figure size 640x480 with 2 Axes>, <Axes3D: >)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "qft_pulse = ff.concatenate(\n",
    "    (four_qubit_pulses['hadamard-CZ_pi2-swap-CZ_pi4-swap'][(0, 1, 2)],  # rotations on first qubit\n",
    "     four_qubit_pulses['CZ_pi8-swap'][(2, 3)],                          # ... \n",
    "     four_qubit_pulses['hadamard-CZ_pi2-swap-CZ_pi4-swap'][(0, 1, 2)],  # rotations on second qubit\n",
    "     four_qubit_pulses['hadamard-CZ_pi2-swap'][(0, 1)],                 # rotation on third qubit\n",
    "     four_qubit_pulses['hadamard'][0]),                                 # rotation on fourth qubit\n",
    "    show_progressbar=True\n",
    ")\n",
    "\n",
    "from qutip.qip.algorithms.qft import qft as qt_qft\n",
    "print('Correct action:',\n",
    "      ff.util.oper_equiv(qt_qft(4), qft_pulse.total_propagator))\n",
    "print('Trace fidelity:',\n",
    "      abs(np.trace(qt_qft(4).dag().full() @ qft_pulse.total_propagator))/2**4)\n",
    "print('Filter function cached:', qft_pulse.is_cached('filter function'))\n",
    "qt.matrix_histogram(qft_pulse.total_propagator, bar_style='abs', color_style='phase')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x900 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "single_qubit_identifiers = [\n",
    "    i for i in qft_pulse.n_oper_identifiers if len(i) < 4\n",
    "]\n",
    "two_qubit_identifiers = [\n",
    "    i for i in qft_pulse.n_oper_identifiers if len(i) > 4\n",
    "]\n",
    "fig, ax = plt.subplots(2, 1, sharex=True, sharey=True, figsize=(9, 9))\n",
    "_ = plotting.plot_filter_function(qft_pulse, axes=ax[0],\n",
    "                                  yscale='log', omega_in_units_of_tau=False,\n",
    "                                  n_oper_identifiers=single_qubit_identifiers)\n",
    "_ = plotting.plot_filter_function(qft_pulse, axes=ax[1],\n",
    "                                  yscale='log', omega_in_units_of_tau=False,\n",
    "                                  n_oper_identifiers=two_qubit_identifiers)\n",
    "\n",
    "for n in (1, 2, 3, 4, 6, 8):\n",
    "    ax[0].axvline(n*2*np.pi/30, color='k', zorder=0, linestyle='--', alpha=0.3)\n",
    "    ax[1].axvline(n*2*np.pi/30, color='k', zorder=0, linestyle='--', alpha=0.3)    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Evidently, the DC regime is dominated by the $X_3$ and $Y_3$ filter functions. This is obvious, since the third qubit idles for most of the algorithm in this circuit arrangement. In a realistic setting, the idling periods would be filled with dynamical decoupling sequences, thus cancelling most of the slow noise on the third qubit. Similarly, the $ZZ_{23}$ exchange is turned on least frequently and thus dominates the exchange filter functions.\n",
    "\n",
    "The sharp peaks, some of which are indicated by grey dashed lines, are harmonics located at frequencies which are multiples of the inverse duration of a a single atomic pulse, $t_\\mathrm{clock} = 30$, i.e. $\\omega_n = 2\\pi n/t_\\mathrm{clock}$. Interestingly, the filter function has a baseline of around $10^4$ in the range $\\omega\\in[10^{-1}, 10^{1}]$ before it drops down to follow the usual $1/\\omega^2$ behavior."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Investigating pulse correlations in an algorithm\n",
    "In case the noise affecting the system is temporally correlated on time scales as long or longer than the average gate duration, correlations between pulses may arise that aversely affect the fidelity of an algorithm. A simple, prime example of this is the Hahn echo, where a $\\pi$-pulse is placed between two periods of free evolution. The 'correlation filter function' (see [this notebook for more details](advanced_concatenation.ipynb)) between these two free evolutions is negative at small frequencies and hence cancels slow noise to a large degree, showing that indeed the correlations can also improve the fidelity. We can analyze these effects to leading order using the `filter_functions` package.\n",
    "\n",
    "In the following, we will investigate how adding Hahn echos to an idling qubit in the QFT circuit can affect the algorithm. Specifically, we will add two echos each (amounting to an identity in total so as not to alter the computation) before and after the two-qubit gates between qubits 2 and 3. The circuit is shown below:\n",
    "\n",
    "![qft-with-echo.png](../_static/qft_with_echo.png)\n",
    "\n",
    "Since we want to compute the correlation filter functions between each of the pulses implementing one of the gates in the circuit, we will not be able to use all of the computational shortcuts used above, but instead calculate the whole circuit as the concatenation of all (four-qubit) pulses. Moreover, as we only introduce echo pulses on the third qubit, we will only look at noise on $\\sigma_y^{(3)}$."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The only four-qubit pulses we still need to compute are those with the echoes. To do this, we again use the `extend` function. First, we calculate the four-qubit pulse for $\\mathrm{CZ}_{12}(\\pi/4)$ together with an echo on qubit 3; $\\mathrm{X}_3(\\pi)$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "24a1e0546603417b8de04bd0ed717409",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/60 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pulses['echo'] = ff.concatenate_periodic(pulses['X_pi2'], 2)\n",
    "pulses['CZ_pi4'] = ff.concatenate_periodic(pulses['CZ_pi8'], 2)\n",
    "\n",
    "# Grab the four-qubit noise Hamiltonian from echo-free pulse\n",
    "H_n_all  = list(zip(four_qubit_pulses['CZ_pi4'][(0, 1)].n_opers,\n",
    "                    four_qubit_pulses['CZ_pi4'][(0, 1)].n_coeffs,\n",
    "                    four_qubit_pulses['CZ_pi4'][(0, 1)].n_oper_identifiers))\n",
    "\n",
    "four_qubit_pulses['CZ_pi4_echo'] = {}\n",
    "four_qubit_pulses['CZ_pi4_echo'][(1, 2)] = ff.extend(\n",
    "    [(pulses['echo'], 3, cyclical_mapping(3)),\n",
    "     (pulses['CZ_pi4'], (1, 2), cyclical_mapping(1))],\n",
    "    N=n_qubits,\n",
    "    omega=omega,\n",
    "    additional_noise_Hamiltonian=[[o, c, i] for o, c, i in H_n_all if i not in\n",
    "                                  ['X_1', 'X_2', 'X_3', 'Y_1', 'Y_2', 'Y_3', 'ZZ_12']],\n",
    "    cache_filter_function=True,\n",
    "    show_progressbar=True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To match the timings (a $\\pi$ pulse built from two $\\pi/2$ pulses takes less time than the $\\mathrm{CZ}(\\pi/2)$ rotation), we introduce an idling pulse during which all controls are switched off."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "eb805dd811224c95b5ccf42b9732e641",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/120 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "idle = ff.PulseSequence(\n",
    "    list(zip(H_c_single, np.zeros((2, n_sample)), identifiers['X_pi2'])),\n",
    "    list(zip(H_c_single, np.ones((2, n_sample)), identifiers['X_pi2'])),\n",
    "    [t_clock/n_sample]*n_sample,\n",
    "    basis=ff.Basis.pauli(1)\n",
    ")\n",
    "\n",
    "pulses['echo_idle'] = ff.concatenate([idle, pulses['echo'], idle])\n",
    "pulses['CZ_pi2'] = ff.concatenate_periodic(pulses['CZ_pi4'], 2)\n",
    "\n",
    "# Grab the four-qubit noise Hamiltonian from echo-free pulse\n",
    "H_n_all  = list(zip(four_qubit_pulses['CZ_pi2'][(1, 2)].n_opers,\n",
    "                    four_qubit_pulses['CZ_pi2'][(1, 2)].n_coeffs,\n",
    "                    four_qubit_pulses['CZ_pi2'][(1, 2)].n_oper_identifiers))\n",
    "\n",
    "four_qubit_pulses['CZ_pi2_echo'] = {}\n",
    "four_qubit_pulses['CZ_pi2_echo'][(0, 1)] = ff.extend(\n",
    "    [(pulses['echo_idle'], 3, cyclical_mapping(3)),\n",
    "     (pulses['CZ_pi2'], (0, 1), cyclical_mapping(0))],\n",
    "    N=n_qubits,\n",
    "    omega=omega,\n",
    "    additional_noise_Hamiltonian=[[o, c, i] for o, c, i in H_n_all if i not in\n",
    "                                  ['X_0', 'X_1', 'X_3', 'Y_0', 'Y_1', 'Y_3', 'ZZ_01']],\n",
    "    cache_filter_function=True,\n",
    "    show_progressbar=True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can compute the pulses including the correlation filter functions for the entire algorithm."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "04ed3be787924c7ead1517e3e27928e8",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/16 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "89faac4f61404f65b254a9c84aa7a4a1",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Calculating control matrix:   0%|          | 0/16 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Correct action:\n",
      " (np.True_, np.float64(-1.6689710972193446)) \n",
      " (np.True_, np.float64(-1.6689710972193403))\n"
     ]
    }
   ],
   "source": [
    "# All pulses in the regular circuit\n",
    "pls = ['hadamard', 'CZ_pi2', 'swap', 'CZ_pi4', 'swap', 'CZ_pi8', 'swap',\n",
    "       'hadamard', 'CZ_pi2', 'swap', 'CZ_pi4', 'swap',\n",
    "       'hadamard', 'CZ_pi2', 'swap',\n",
    "       'hadamard']\n",
    "# All pulses including the echos\n",
    "pls_echo = ['hadamard', 'CZ_pi2_echo', 'swap', 'CZ_pi4_echo', 'swap', 'CZ_pi8', 'swap',\n",
    "            'hadamard', 'CZ_pi2_echo', 'swap', 'CZ_pi4_echo', 'swap',\n",
    "            'hadamard', 'CZ_pi2', 'swap',\n",
    "            'hadamard']\n",
    "# The qubit indices in our pulse dictionaries to assemble the entire circuit\n",
    "qubits = [0, (0, 1), (0, 1), (1, 2), (1, 2), (2, 3), (2, 3),\n",
    "          0, (0, 1), (0, 1), (1, 2), (1, 2),\n",
    "          0, (0, 1), (0, 1),\n",
    "          0]\n",
    "\n",
    "qft_pulse_correl = ff.concatenate(\n",
    "    [four_qubit_pulses[pls][qubits] for pls, qubits in zip(pls, qubits)],\n",
    "    calc_pulse_correlation_FF=True,\n",
    "    omega=omega,\n",
    "    show_progressbar=True\n",
    ")\n",
    "qft_pulse_echo_correl = ff.concatenate(\n",
    "    [four_qubit_pulses[pls][qubits] for pls, qubits in zip(pls_echo, qubits)],\n",
    "    calc_pulse_correlation_FF=True,\n",
    "    omega=omega,\n",
    "    show_progressbar=True\n",
    ")\n",
    "\n",
    "# Make sure the pulses still produce the correct propagator\n",
    "print('Correct action:\\n',\n",
    "      ff.util.oper_equiv(qt_qft(4), qft_pulse_correl.total_propagator), '\\n',\n",
    "      ff.util.oper_equiv(qt_qft(4), qft_pulse_echo_correl.total_propagator))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, we can calculate the correlation infidelities from the corresponding filter functions just like for the regular (fidelity) filter function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total infidelities for Y noise on the third qubit:\n",
      "1/f w/o echo\t8.35e-03\n",
      "1/f w/ echo\t3.02e-03\n",
      "white w/o echo\t8.35e-03\n",
      "white w/ echo\t9.19e-03\n"
     ]
    }
   ],
   "source": [
    "oneoverf_spectrum = 1e-9/omega\n",
    "white_spectrum = np.ones_like(oneoverf_spectrum)\n",
    "\n",
    "infids = {}\n",
    "infids['1/f w/o echo'] = ff.infidelity(qft_pulse_correl, oneoverf_spectrum, omega,\n",
    "                                       which='correlations', n_oper_identifiers=['Y_3'])\n",
    "infids['1/f w/ echo'] = ff.infidelity(qft_pulse_echo_correl, oneoverf_spectrum, omega,\n",
    "                                      which='correlations', n_oper_identifiers=['Y_3'])\n",
    "infids['white w/o echo'] = ff.infidelity(qft_pulse_correl, white_spectrum, omega,\n",
    "                                         which='correlations', n_oper_identifiers=['Y_3'])\n",
    "infids['white w/ echo'] = ff.infidelity(qft_pulse_echo_correl, white_spectrum, omega,\n",
    "                                        which='correlations', n_oper_identifiers=['Y_3'])\n",
    "# Normalize the infidelities for white noise so that the total infidelity without\n",
    "# echos is the same as for 1/f.\n",
    "normalization = infids['1/f w/o echo'].sum() / infids['white w/o echo'].sum()\n",
    "infids['white w/o echo'] *= normalization\n",
    "infids['white w/ echo'] *= normalization\n",
    "\n",
    "print('Total infidelities for Y noise on the third qubit:')\n",
    "for k, v in infids.items():\n",
    "    print(f'{k}\\t{v.sum():.2e}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Evidently, the echos make a large difference in the case of $1/f$ noise, reducing the infidelity by a factor of 3, whereas for white noise the fidelity even slightly worsens. This is not so surprising considering that the former has more spectral weight at the small frequencies that the echos suppress.\n",
    "\n",
    "We can now inspect the correlation infidelities that capture the contributions to the total infidelity from pairs of pulses (we abuse `plotting.plot_cumulant_function` for this)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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tRhfThYWFCAoKQps2bWBlZYVx48bh3r176vcTExMxfPhw2NjYQCqVolevXli3bp1WHJVKhUWLFqFTp04wMzPDsGHD8Pvvv2u1u337NmbMmIHevXvDwsIClpaW8PT0xK+//qrRrvq+5C+//BKRkZF46qmn0Lp1a/j6+qKoqAjl5eUIDw+HjY0NLCwsMG7cOJSXl2vEqG/u3bp1g7e3N/bu3Yvnn38epqamWL9+PQDgypUrePXVV2Fubg4bGxtMmzZNqx8iIiIiImoeqpd56/NoTiZMmAC5XA5LS0v07t0bu3fv1ndKomv0PdP+/v6ws7NDVFQUsrKy8Nlnn8HGxgbLli0DAKxbtw6Ojo7w8fFBq1atsHv3boSGhkKpVGLSpEnqOAsXLsSiRYvg5eUFLy8vZGVlYeTIkQ+f5/YXeXl52LVrF/z8/GBnZ4cbN25g/fr1GDp0KP744w/Y2tpqtI+KioKpqSnmzJmD3NxcrF69GsbGxpBIJLhz5w4iIiLw008/YePGjbCzs8PChQvV19Y3dwDIycnBW2+9hYkTJyIkJAQODg4oKyvDiBEjcOnSJUyZMgW2trbYvHkz0tLS6vxOy8vLtQruyopyGJtI6/8bQ0REesWxnIiICJg+fTpWr14NqVSKY8eOwd3dHXl5eWjfvr2+UxNNo4vp5557DgkJCerXBQUFSEhIUBfThw4dgqmpqfr9sLAweHh4YMWKFeqCND8/H9HR0Rg9ejR2794NQRAAAB988AGWLFmi0V/v3r1x5swZSCT/m0x/55138MwzzyAhIQELFizQaP/gwQMcOnQIxsbG6r62bdsGDw8PpKamAgBCQ0ORm5uLf//73xrFdH1yr5abm4tvv/0Wo0aNUp+LjY3FmTNn8OWXX8LPzw8AEBISAhcXlzq/06ioKERGRmqcGz1+Kl4OCa/zOiIiMhwcy4mIiIBnnnlG/WtBEFBRUYGrV6+2qGK60cu833vvPY3XCoUCBQUFKC4uBgCNYrSoqAi3bt3C0KFDkZeXh6KiIgDA/v37UVFRgcmTJ6sLaQAIDw/X6k8qlaoL6aqqKhQUFMDCwgIODg7IysrSah8YGKgupAHA1dUVKpUKwcHBGu1cXV1x+fJlPHjwQH2uPrlXs7Oz0yikASA1NRVyuRy+vr7qc2ZmZpgwYYJWnn81d+5cFBUVaRwe/3y/zmuIiMiwcCwnImqZBEHPy7yFhi/zLi0txYcffggPDw+0a9cOgiBg48aNNbYtLy/H7NmzYWtrC1NTU7i6umLfvn2P9Z2FhobC1NQU/fv3x/Dhw9G7d+/HimdoGl1Md+nSReN127ZtAQB37twBAPz4449wd3eHubk52rRpA2tra8ybNw8A1AXpxYsXAQA9e/bUiGVtba2OV02pVOJf//oXevbsCalUig4dOsDa2hrZ2dlaBW5N+VlZWQEAOnfurHVeqVRqxKhP7tXs7Oy0+r548SLs7e01fkAAAA4ODlpt/0oqlcLS0lLj4LJAIqLmhWM5EREZilu3buGjjz7CqVOnHrlKNigoCCtWrEBAQABiY2NhZGQELy8vZGRkNLr/uLg4lJaWYv/+/Rg5cqRWfdTcNbqYNjKq+ScjKpUK586dw4gRI3Dr1i2sWLECKSkp2LdvH6ZNmwbgYWHcUEuWLMH06dMxZMgQ/Oc//8HevXuxb98+ODo61hivtvzqyhtAg3P/6yw2ERERERG1TIKRBIKRkR6Phpducrkc169fx8WLFxETE1Nru6NHj2Lbtm2IiopCTEwMJkyYgLS0NHTt2hWzZs3SaDt48GAIglDjMX/+fK3YRkZGGDFiBPbv36++3balaPQ903XZvXs3ysvL8fXXX2vMEH///fca7bp27QoAOHv2LLp3764+n5+fr57hrpacnIxhw4Zp3KcNPNxVvEOHDk2ee126du2KkydPQqVSafz0JScnR7Q8iYiIiIiI6iKVStGxY8dHtktOToaRkZHGbakymQzjx4/HvHnzcPnyZfUK38bOVD948AC5ubmNutZQ6eQ509Wzv9WzvcDD5dGJiYka7dzd3WFsbIzVq1drtF25cmWNMf/aBgC2b9+Oq1eviph5/XOvi5eXF65du4bk5GT1uXv37mHDhg3iJUpERERERE+c4uJijUOMx+8eP34cTz/9NCwtLTXODxgwAABw4sSJBsUrKirCF198gdLSUjx48ADbt2/H999/jyFDhjx2roZEJzPTI0eOhImJCV5++WVMnDgRpaWliI+Ph42NDa5fv65uZ21tjRkzZiAqKgre3t7w8vLC8ePH8c0332jNNnt7e+Ojjz7CuHHj4Obmht9++w1btmzRmNFuytzrEhISgjVr1iAwMBC//PIL5HI5Nm/eDDMzM1FzJSIiIiKipiHR87OeVf+/77/vAfXhhx8iIiLisWJfv34dcrlc63z1uWvXrjUoniAIiI+PR2hoKFQqFezt7fHFF1+gT58+j5WnodFJMe3g4IDk5GTMnz8fM2bMQMeOHfH+++/D2tpaazftRYsWQSaT4dNPP8X3338PV1dXfPfddxg9erRGu3nz5uHu3bv44osvkJSUhL59+yIlJQVz5szRW+61MTMzw4EDBzB58mSsXr0aZmZmCAgIgKenJzw8PETNl4iIiIiInhyXL1/WmEGWSh9/k8uysrIa48hkMvX7DWFpadmg22SbK0H197XTZFDWH7mg7xTqbc+J+s3cN8Sn/uJvnx99ME/0mACw1KPnoxs1UNkD8f96mrZqWbsoGgJ+o7qhi3+c9LVppC7Gck978fYL+av784NEj9klJuHRjRpo9r6LoscEOJbrQvPJlHShJYzlxcXFsLKygvnAMAit9Pd0BtWDctzNXIOioiKt5dj18fPPP6N///5ITExEUFCQxntOTk74xz/+gQMHDmic/+OPP+Do6IhPP/0UEydOfJz0WySdzEwTERERERG1JIKel3lDh33L5fIa96Kqvs3V1tZWZ303Zyymn0B/Fj/+JgU1KblbIXrM+zr4aX7hvUrRY+pK2YOGP0buUUxb6fEfgRaqOS3vaU4zRM0p10fRxSyyUkd/8jp7vSh+UCMT0UO+9Vwn0WPqSiuJ+H+aW9Lfj5ZOF39T+ftPYuvTpw++//57FBcXa8x6HzlyRP0+adPJbt5ERERERETUPPj6+qKqqkrj6UPl5eVITEyEq6ur1qZn9BBnpomIiIiIiB6huS7zXrNmDQoLC9U7cu/evRtXrlwBAEyePBlWVlZwdXWFn58f5s6di5s3b8Le3h6ff/45Lly4gIQE8fe9aClYTBMREREREbVQn3zyCS5e/N+mjTt37sTOnTsBAG+//TasrKwAAJs2bcKCBQuwefNm3LlzB87OztizZ0+Leza0mFhMExERERERtVAXLlyoVzuZTIaYmBjExMToNqEWhMU0ERERERHRIwgSCQSJHrec0mffVCP+joggKCgI3bp103caRERERERE1ESaTTF97tw5TJw4Ed27d4dMJoOlpSUGDRqE2NhYlJWVISIiAoIgPPJoCgUFBYiJicGQIUNgbW2NNm3a4IUXXkBSUlKT9E9EREREROKq3oBMnwcZlmaxzDslJQV+fn6QSqUIDAyEk5MTKioqkJGRgZkzZ+L3339HWFgY7O3ta7w+OzsbMTExcHV11Ul+8fHxUCr/9zzgzMxMfPDBB/Dy8sL8+fPRqlUr7NixA2PGjMEff/yByMhIneRBRERERERETcPgi+nz589jzJgx6Nq1K9LS0iCXy9XvTZo0Cbm5uUhJSYGzszOcnZ21rr979y4WLVoEKysrbN26VSc5Ghsba7x2dHTE2bNn0bVrV/W50NBQuLu7Y9myZZg1axbMzc11kgsRERERERHpnsEv846OjkZpaSkSEhI0Culq9vb2mDp1aq3Xh4aGIicnBxs2bICdnV29+z148CAEQUBSUhLmzZuHjh07wtzcHD4+Prh8+bJG27/fM21nZ6dRSAOAIAh49dVXUV5ejry8vBr7LC8vR3FxscZRWVFe75yJiEj/ahrLy8s5lhMRNXcPNyDT5zJvgy/dnjgG/zuye/dudO/eHW5ubg2+9vPPP8emTZsQEhICf3//RvW/ePFipKSkYPbs2ZgyZQr27dsHd3d3lJWVNTjWn3/+CQDo0KFDje9HRUXByspK4/j283WNypuIiPSjprE8buVyfadFREREIjPoZd7FxcW4evUqXnnllQZfe/r0aUyaNAmOjo6IjY1tdA63b9/GqVOn0Lp1awBA37594e/vj/j4eEyZMqVBcT777DMoFIoaZ9gBYO7cuZg+fbrGuU2/Xm907kRE1PRqGstvlFbqKRsiIiLSFYMvpgGoC9n6un//Pt58800olUokJSXB1NS00TkEBgZq9O/r6wu5XI7U1NR6F9NKpRIBAQEoLCzE6tWra20nlUohlUo1zhmb3G5c4kREpBc1jeWFlaV6yoaIiMQiCHreUVvgbt6GxqCLaUtLSwBASUlJg64LDw9HdnY21q9fD0dHx8fKoWfPnhqvBUGAvb09Lly4UO8YkydPxrfffotNmzbBxcXlsfIhIiIiIiIi/TPoe6YtLS1ha2uLkydP1vua7du3Y/369fD398eECRN0mF39REZGIi4uDkuXLsU777yj73SIiIiIiIhIBAZdTAOAt7c3zp07h8zMzEe2zcvLQ0hICOzs7LBhwwZR+j979qzGa5VKhdzcXI3du2uzdu1aREREIDw8HLNnzxYlHyIiIiIi0gMjIwh6PGDEZd6GxuCL6epnMr/77ru4ceOG1vvnzp1DbGwsKisrMWbMGNy7dw9bt26FlZWVKP1v2rRJY5l5cnIyrl+/Dk9PzzqvS0pKwpQpUxAQEIAVK1aIkgsREREREREZBoO+ZxoAevTogS+++AJvvvkmnn32WQQGBsLJyQkVFRU4fPgwtm/fjqCgICxYsADHjh3D8OHDcfbsWa0Z5WqvvfYazM3N691/u3btMHjwYIwbNw43btzAypUrYW9vj5CQkFqvOXr0KAIDA9G+fXuMGDECW7Zs0Xjfzc0N3bt3r3cORERERESkX9XPe9Zn/2RYDL6YBgAfHx9kZ2cjJiYGX331FdatWwepVApnZ2csX74cISEhGDVqFAAgLS0NaWlptcY6f/58g4rpefPmITs7G1FRUSgpKcGIESMQFxcHMzOzWq/5448/UFFRgfz8fAQHB2u9n5iYyGKaiIiIiIioGWsWxTTwcFftuu6DPnjwoE76bdWqFZYsWYIlS5bU2mbjxo0ar4OCghAUFKSTfIiIiIiIiEj/mk0xTUREREREpC9c5k1/98QV0xUVFbh9+3adbcTavEwMe05cFz1myd0K0WMCwIlva19e31jz29e+nL6xDn2bJXpMAFC+1kv0mKsPXxI95ofD7USPSc2HSgcxBR3EbGnuzw8SPWZnrxdFjwkA8tX5osdcZqO9gejjMvH0ED0mAPS58ovoMcvXzxc9psn7ta+YMzS6GHd0QVdjWXMZI5vL7xORIXniiunDhw9j2LBhdbZJTEys16OviIiIiIiI6Mn0xBXTLi4u2LdvX51tHB0dIZfLoVLxZ3RERERERARIJEaQ6HOpNZd5G5wnrphu27Yt3N3d9Z0GERERERERNWMSfSdARERERERE1Nw8cTPTREREREREDSVIJHrezZvzoIaGvyNEREREREREDcRimoiIiIiIiKiBuMybiIiIiIjoEQSJkZ6XeXM3b0PTYmemS0pKEB4ejm7dukEqlcLGxgYvvfQSsrKysGrVKhgZGaGwsFDdfvny5RAEAdOnT1efq6qqQuvWrTF79mz1uU8++QRubm5o3749TE1N0a9fPyQnJ2v1LwgCwsLCsGXLFjg4OEAmk6Ffv3744YcfdPq5iYiIiIiISPda7Mz0e++9h+TkZISFhaFXr14oKChARkYGTp06BYVCAaVSiYyMDHh7ewMA0tPTIZFIkJ6ero5x/PhxlJaWYsiQIepzsbGx8PHxQUBAACoqKrBt2zb4+flhz549GD16tEYOhw4dQlJSEqZMmQKpVIq4uDh4eHjg6NGjcHJy0sq5vLwc5eXlGueqKitgZGwi5ldDREQ6VNNYXlFVBRMjzigQETVnnJmmv2uxxXRKSgpCQkKwfPly9blZs2YBAJRKJSwtLZGeng5vb2+oVCpkZGTgjTfewM6dO1FaWgoLCwt1gT1o0CB1jDNnzsDU1FT9OiwsDH379sWKFSu0iumTJ0/i559/Rr9+/QAAY8aMgYODAxYuXIidO3dq5RwVFYXIyEiNcz1HB8Ph5Xcf/wshIqImUdNYHtbvWUzu30tPGREREZEutNhl3m3atMGRI0dw7do1rfckEgnc3NzUS65PnTqFgoICzJkzByqVCpmZmQAezlY7OTmhTZs26mv/WkjfuXMHRUVFUCgUyMrK0upn4MCB6kIaALp06YJXXnkFe/fuRVVVlVb7uXPnoqioSOOw9whs9HdARERNr6axfGJfB32nRURERCJrscV0dHQ0Tp48ic6dO2PAgAGIiIhAXl6e+n2FQoFffvkFZWVlSE9Ph1wuR9++feHi4qJe6p2RkQGFQqERd8+ePXjhhRcgk8nQrl07WFtbY926dSgqKtLKoWfPnlrnnn76ady7dw/5+fla70mlUlhaWmocXOJNRNS81DSWc4k3EVHzV73MW58HGZYWW0z7+/sjLy8Pq1evhq2tLWJiYuDo6IhvvvkGADB48GBUVlYiMzMT6enp6qJZoVAgPT0dp0+fRn5+vkYxnZ6eDh8fH8hkMsTFxSE1NRX79u3D2LFjoVKp9PI5iYiIiIiIqOm12GIaAORyOUJDQ7Fr1y6cP38e7du3x+LFiwEAAwYMgImJCdLT0zWK6SFDhuDIkSM4cOCA+nW1HTt2QCaTYe/evQgODoanpyfc3d1r7f/s2bNa586cOQMzMzNYW1uL+VGJiIiIiIioCbXIYrqqqkpr2bWNjQ1sbW3VO6zKZDL0798fW7duxaVLlzRmpsvKyrBq1Sr06NEDcrlcHcPIyAiCIGjc73zhwgXs2rWrxjwyMzM17qW+fPkyvvrqK4wcORJGXPJHRERERNRsCIKel3kLrB8MTYvczbukpASdOnWCr68vXFxcYGFhgf379+PYsWMau3srFAosXboUVlZW6N27N4CHRbeDgwNycnIQFBSkEXf06NFYsWIFPDw8MHbsWNy8eRNr166Fvb09srOztfJwcnLCqFGjNB6NBUBrl1ciIiIiIiJqXlpkMW1mZobQ0FB899132LlzJ5RKJezt7REXF4f3339f3a66mHZzc4NEItE4n5OTo7X52PDhw5GQkIClS5ciPDwcdnZ2WLZsGS5cuFBjMT106FAMHDgQkZGRuHTpEnr16oWNGzfC2dlZdx+eiIiIiIiIdK5FFtMmJiaIjo5GdHR0ne28vLxq3DgsPj4e8fHxNV4THByM4OBgrfMRERE1tg8ICEBAQMCjkyYiIiIiIoMlGBlB0OOtmvrsm2rWIu+ZJiIiIiIiItKlFjkz3ZJ86t9b9Jj3H+jmMV7z25uJHjOgf2fRY+qKRBA/ZvigruIHJRKZrh4MqIO/UnrTJSZB/KBGJuLHBLDM5oboMf162YgeU7p+nOgxAUAliD/P0Pr9JaLHJKKmJ0gken3WsyDhPKih4e8IERERERERUQNxZlpHaroXm4iIiIiIiFoGFtNERERERESPUP28Z332T4aFy7yJiIiIiIiIGojFtAiCgoLQrVs3fadBRERERERETaTZFNPnzp3DxIkT0b17d8hkMlhaWmLQoEGIjY1FWVkZIiIiIAjCIw995S6TySAIAn7++We95EBERERERI1XvcxbnwcZlmZxz3RKSgr8/PwglUoRGBgIJycnVFRUICMjAzNnzsTvv/+OsLAw2Nvb13h9dnY2YmJi4OrqqpP84uPjoVQqa31/2rRpaNWqFcrLy3XSPxERERERETUtgy+mz58/jzFjxqBr165IS0uDXC5Xvzdp0iTk5uYiJSUFzs7OcHZ21rr+7t27WLRoEaysrLB161ad5GhsbFzre3v37sXevXsxa9YsLFq0SCf9ExERERERUdMy+GXe0dHRKC0tRUJCgkYhXc3e3h5Tp06t9frQ0FDk5ORgw4YNsLOzq3e/Bw8ehCAISEpKwrx589CxY0eYm5vDx8cHly9f1mhb2z3TlZWVmDp1KqZOnYoePXrUu28iIiIiIjIsEomg94MMi8HPTO/evRvdu3eHm5tbg6/9/PPPsWnTJoSEhMDf379R/S9evBiCIGD27Nm4efMmVq5cCXd3d5w4cQKmpqZ1Xrty5UrcuXMH8+fPx86dOx/ZV3l5udZS8PLySkil0kblTkRETa+msVxVWc6xnIiIqIUx6Jnp4uJiXL16Fb17927wtadPn8akSZPg6OiI2NjYRudw+/ZtZGRkYNq0aYiKisKmTZtw5swZxMfH13ndn3/+iY8//hgff/wxLC0t69VXVFQUrKysNI41/1re6NyJiKjp1TSWxyxfoe+0iIiISGQGPTNdXFwMAGjdunWDrrt//z7efPNNKJVKJCUlPXIGuS6BgYEa/fv6+kIulyM1NRVTpkyp9brZs2eje/fuePfdd+vd19y5czF9+nSNc7fuVTY8aSIi0puaxnJV5X09ZUNERGIRJAIEPS611mffVDODLqarZ3RLSkoadF14eDiys7Oxfv16ODo6PlYOPXv21HgtCALs7e1x4cKFWq/56aefsHnzZhw4cAASSf0n/6VSqdYywJKq0gblS0RE+lXTWH6/VKWnbIiIiEhXDL6YtrW1xcmTJ+t9zfbt27F+/Xr4+/tjwoQJOsyudrNmzYJCoYCdnZ266L516xYA4Pr167h06RK6dOmil9yIiIiIiKjhBEGAIOhxZlqPfVPNDLqYBgBvb29s2LABmZmZGDhwYJ1t8/LyEBISAjs7O2zYsEGU/s+ePavxWqVSITc3t8bHcFW7dOkSLl68WOPu4T4+PrCyskJhYaEo+REREREREVHTM+gNyICHs7zm5uZ49913cePGDa33z507h9jYWFRWVmLMmDG4d+8etm7dCisrK1H637Rpk8Yy8+TkZFy/fh2enp61XrNhwwb897//1TgmT54MAPjkk0+wZcsWUXIjIiIiIiIi/TD4mekePXrgiy++wJtvvolnn30WgYGBcHJyQkVFBQ4fPozt27cjKCgICxYswLFjxzB8+HCcPXtWa0a52muvvQZzc/N699+uXTsMHjwY48aNw40bN7By5UrY29sjJCSk1mtGjhypda56Jnro0KF4/vnn690/ERERERHpn6DnZz2ruAGZwTH4Yhp4uDQ6OzsbMTEx+Oqrr7Bu3TpIpVI4Oztj+fLlCAkJwahRowAAaWlpSEtLqzXW+fPnG1RMz5s3D9nZ2YiKikJJSQlGjBiBuLg4mJmZPfbnIiIiIiIiouapWRTTwMNdteu6D/rgwYM66bdVq1ZYsmQJlixZUmubjRs3PjJOUFAQgoKCxEuMiIiIiIiI9KbZFNNERERERET6Igh6fs40d/M2OE9cMV1RUYHbt2/X2UaszcvEEH0wT/SYhfcqRY8JAIe+zdJJXLF9s2WPTuJW+jqJHnPSjvo/Fq6+/jO29p3oiUg3Zu+7KHrMt57rJHpMADDx9BA9pnT9ONFjPhV/T/SYAHDJS/yY47Zlix6zOY3lzeW//3wavG40l99/osZ44orpw4cPY9iwYXW2SUxMRLdu3ZomISIiIiIiImp2nrhi2sXFBfv27auzjaOjI+RyOVQq/oySiIiIiIge7uat12Xe3M3b4DxxxXTbtm3h7u6u7zSIiIiIiIioGXviimkiIiIiIqKGkggCJHrcBEzFDcgMjkTfCRARERERERE1NyymiYiIiIiIiBqIy7yJiIiIiIgegRuQ0d9xZpqIiIiIiIiogVpsMV1SUoLw8HB069YNUqkUNjY2eOmll5CVlYVVq1bByMgIhYWF6vbLly+HIAiYPn26+lxVVRVat26N2bNnq8998skncHNzQ/v27WFqaop+/fohOTlZq39BEBAWFoYtW7bAwcEBMpkM/fr1ww8//KDTz01ERERERES612KXeb/33ntITk5GWFgYevXqhYKCAmRkZODUqVNQKBRQKpXIyMiAt7c3ACA9PR0SiQTp6enqGMePH0dpaSmGDBmiPhcbGwsfHx8EBASgoqIC27Ztg5+fH/bs2YPRo0dr5HDo0CEkJSVhypQpkEqliIuLg4eHB44ePQonJyetnMvLy1FeXq5x7kFlBVoZm4j51RARkQ5xLCciapm4zJv+rsUW0ykpKQgJCcHy5cvV52bNmgUAUCqVsLS0RHp6Ory9vaFSqZCRkYE33ngDO3fuRGlpKSwsLNQF9qBBg9Qxzpw5A1NTU/XrsLAw9O3bFytWrNAqpk+ePImff/4Z/fr1AwCMGTMGDg4OWLhwIXbu3KmVc1RUFCIjIzXODfB/Dy+Mef/xvxAiImoSHMuJiIieDC12mXebNm1w5MgRXLt2Tes9iUQCNzc39ZLrU6dOoaCgAHPmzIFKpUJmZiaAh7PVTk5OaNOmjfravxbSd+7cQVFRERQKBbKysrT6GThwoLqQBoAuXbrglVdewd69e1FVVaXVfu7cuSgqKtI4nn9jfKO/AyIianocy4mIiJ4MLbaYjo6OxsmTJ9G5c2cMGDAAERERyMvLU7+vUCjwyy+/oKysDOnp6ZDL5ejbty9cXFzUS70zMjKgUCg04u7ZswcvvPACZDIZ2rVrB2tra6xbtw5FRUVaOfTs2VPr3NNPP4179+4hPz9f6z2pVApLS0uNg8sCiYiaF47lREQtk0Qi6P0gw9Jii2l/f3/k5eVh9erVsLW1RUxMDBwdHfHNN98AAAYPHozKykpkZmYiPT1dXTQrFAqkp6fj9OnTyM/P1yim09PT4ePjA5lMhri4OKSmpmLfvn0YO3YsVCqVXj4nERERERERNb0WW0wDgFwuR2hoKHbt2oXz58+jffv2WLx4MQBgwIABMDExQXp6ukYxPWTIEBw5cgQHDhxQv662Y8cOyGQy7N27F8HBwfD09IS7u3ut/Z89e1br3JkzZ2BmZgZra2sxPyoRERERERE1oRZZTFdVVWktu7axsYGtra16h1WZTIb+/ftj69atuHTpksbMdFlZGVatWoUePXpALperYxgZGUEQBI37nS9cuIBdu3bVmEdmZqbGvdSXL1/GV199hZEjR8LIyEisj0tERERERDomSPR/kGFpkbt5l5SUoFOnTvD19YWLiwssLCywf/9+HDt2TGN3b4VCgaVLl8LKygq9e/cG8LDodnBwQE5ODoKCgjTijh49GitWrICHhwfGjh2LmzdvYu3atbC3t0d2drZWHk5OThg1apTGo7EAaO3ySkRERERERM1LiyymzczMEBoaiu+++w47d+6EUqmEvb094uLi8P77/3s0SXUx7ebmBolEonE+JydHa/Ox4cOHIyEhAUuXLkV4eDjs7OywbNkyXLhwocZieujQoRg4cCAiIyNx6dIl9OrVCxs3boSzs7PuPjwREREREYlOEAQIgh6fM63HvqlmLbKYNjExQXR0NKKjo+ts5+XlVePGYfHx8YiPj6/xmuDgYAQHB2udj4iIqLF9QEAAAgICHp00ERERERFRC5OZmYlBgwbho48+wvz58/Wdjqi48p6IiIiIiIhEp1QqMW3aNPTv31/fqehEi5yZJiIiIiIiEpNEAr0+61nVDKdBN2zYAFdXV63NoVsKFtMGbqlHT32nUG/K13qJHlMX41Wlr5P4QQEY62CA2/SW+PfXN6u7bZQPxI8p0cGwp1KKHxPgtp0tSHMay/tc+UX0mCod/Fm+5CV6SABP9liufeObOB7oILCRDr4AgWM5tUClpaWIiYnBkSNHcPToUdy5cweJiYlaGy0DQHl5ORYuXIjNmzfjzp07cHZ2xqJFi/DSSy81qu+CggKsXLkSP/30E8LDwx/vgxgo/u3WEZVKhTVr1ug7DSIiIiIiekLdunULH330EU6dOgUXF5c62wYFBWHFihUICAhAbGwsjIyM4OXlhYyMjEb1/cEHHyA8PBxt2rRp1PXNAYtpIiIiIiKiRxAkgt6PhpLL5bh+/TouXryImJiYWtsdPXoU27ZtQ1RUFGJiYjBhwgSkpaWha9eumDVrlkbbwYMHq3c2//tRvcHY8ePHcezYMYSEhDQ45+aEy7yJiIiIiIhaIKlUio4dOz6yXXJyMoyMjDBhwgT1OZlMhvHjx2PevHm4fPkyOnfuDAD1mqk+dOgQcnJy8NRTTwEAioqK0KpVK5w7dw6JiYmN/DSGh8U0ERERERFRM1FcXKzxWiqVQiqVPlbM48eP4+mnn4alpaXG+QEDBgAATpw4oS6m62PChAkYM2aM+vXUqVNhZ2eHOXPmPFaehobLvEUQFBSEbt266TsNIiIiIiLSEUHQ8zJv4eEy786dO8PKykp9REVFPfZnu379OuRyudb56nPXrl1rUDwzMzN07NhRfZiamsLCwqLF3T/dbIrpc+fOYeLEiejevTtkMhksLS0xaNAgxMbGoqysDBEREbWu3f/r0VTu37+PqKgo9OrVC2ZmZnjqqafg5+eH33//vclyICIiIiKiluXy5csoKipSH3Pnzn3smGVlZTXObstkMvX7j2Pjxo3q+6lbkmaxzDslJQV+fn6QSqUIDAyEk5MTKioqkJGRgZkzZ+L3339HWFgY7O3ta7w+OzsbMTExcHV11Ul+8fHxUCo1H6cQEBCAr7/+GiEhIejbty+uXbuGtWvXYuDAgfjtt9/QtWtXneRCRERERETikwgCJE04Ofd3qv/ft6WlpdZy7MdlamqK8vJyrfP3799Xv0/aDL6YPn/+PMaMGYOuXbsiLS1NY/nBpEmTkJubi5SUFDg7O8PZWfs5jnfv3sWiRYtgZWWFrVu36iRHY2NjjddXr17Fzp07MWPGDI1d8xQKBYYPH46dO3di2rRpOsmFiIiIiIioIeRyOa5evap1/vr16wAAW1vbpk6pWTD4Zd7R0dEoLS1FQkJCjev47e3tMXXq1FqvDw0NRU5ODjZs2AA7O7t693vw4EEIgoCkpCTMmzcPHTt2hLm5OXx8fHD58mWNtn+/Z7qkpAQA8I9//EOjXXX+/MkOEREREREZij59+uDMmTNam5sdOXJE/T5pM/iZ6d27d6N79+5wc3Nr8LWff/45Nm3ahJCQEPj7+zeq/8WLF0MQBMyePRs3b97EypUr4e7ujhMnTtRaFPfo0QOdOnXC8uXL4eDggOeeew7Xrl3DrFmzYGdnp7Gz3V+Vl5drLa9QKpWPvTsfERE1HY7lREQtVCOf9Sxm/7ri6+uLTz75BBs2bMCMGTMAPPz3LDExEa6urg3ayftJYtDFdHFxMa5evYpXXnmlwdeePn0akyZNgqOjI2JjYxudw+3bt3Hq1Cm0bt0aANC3b1/4+/sjPj4eU6ZMqfEaY2Nj7NixA2PHjoWPj4/6fL9+/XD48OFad7GLiopCZGSkxrl58+a1yJv1iYhaKo7lRERkSNasWYPCwkL1jty7d+/GlStXAACTJ0+GlZUVXF1d4efnh7lz5+LmzZuwt7fH559/jgsXLiAhIUGf6Rs0gy+mAagL2fq6f/8+3nzzTSiVSiQlJT3WsurAwECN/n19fSGXy5GamlprMQ0Abdu2RZ8+feDn54cXXngBubm5iIqKgp+fH/bt26feGe+v5s6di+nTp2uc+/vGZkREZNg4lhMRkSH55JNPcPHiRfXrnTt3YufOnQCAt99+G1ZWVgCATZs2YcGCBdi8eTPu3LkDZ2dn7NmzB0OGDNFL3s2BQRfT1bvUVd+DXF/h4eHIzs7G+vXr4ejo+Fg59OzZU+O1IAiwt7fHhQsXar2mqKgICoUCM2fOxP/93/+pzz///PN48cUXkZiYiPfff1/rupoeuP6429ATEVHT4lhORNQyCXpe5t3YvuuqW/5KJpMhJiZGYwNlqptBb0BmaWkJW1tbnDx5st7XbN++HevXr4e/vz8mTJigw+xqt2PHDty4cUNjiTcADB06FJaWlvjxxx/1khcRERERERGJw6CLaQDw9vbGuXPnkJmZ+ci2eXl5CAkJgZ2dHTZs2CBK/2fPntV4rVKpkJubq7F799/duHEDAFBVVaV1bVVVFR48eCBKbkRERERERKQfBl9Mz5o1C+bm5nj33XfVRepfnTt3DrGxsaisrMSYMWNw7949bN26Vb32/3Ft2rRJY5l5cnIyrl+/Dk9Pz1qvefrppwEA27Zt0zj/9ddf4+7du3juuedEyY2IiIiIiJqGRCLo/SDDYtD3TAMPHzP1xRdf4M0338Szzz6LwMBAODk5oaKiAocPH8b27dsRFBSEBQsW4NixYxg+fDjOnj2rNaNc7bXXXoO5uXm9+2/Xrh0GDx6McePG4caNG1i5ciXs7e0REhJS6zUvv/wyHB0d8dFHH+HixYvqDcjWrFkDuVyO8ePHN/h7ICIiIiIiIsNh8MU0APj4+CA7OxsxMTH46quvsG7dOkilUjg7O2P58uUICQnBqFGjAABpaWlIS0urNdb58+cbVEzPmzcP2dnZiIqKQklJCUaMGIG4uDiYmZnVeo2JiQnS09Px8ccfIyUlBVu3bkXr1q3x6quvYsmSJejQoUP9PzwREREREREZHEGlUqn0nYQhOnjwIIYNG4bt27fD19dXb3k0px1glTr4k6SL1SyVOnpCjbEObprQxXdq1JxWCCl1sL+ARAc/Q1Tp6A+VYPB34jQ7ssd4VOLjaE5juaCDP88qHfxZ5lgufkxd/Yewqpl8fl382X8YmGO52Jp6LC8uLn74LOaI3Wglq/+knNge3L+LIxEvo6ioSP3UI9Iv/u0mIiIiIiIiaqBmscxbTBUVFbh9+3adbcTavEwMZQ/E/3Fu2QPd/OR19eFLoscMH9RV9JiTdtT/UWsNsektZ9FjBm7NFj3myy5y0WPqYtYFAP6bdVX0mJ/69xY9ZvTBPNFjAsC84T1Ej1mhgyminaduih4TAMY/J/6fVX3RxVjeSkcb0ZSvny96zNbvLxE95rht4o+PwJM9lnv2bC96TAAomvNP0WN2iUkQPebsfRdFjwlwLG9JY7kg0e9CAy5yMDxPXDF9+PBhDBs2rM42iYmJdT76ioiIiIiIiJ5sT1wx7eLign379tXZxtHREXK5HLydnIiIiIiIiGryxBXTbdu2hbu7u77TICIiIiKiZkTfz3rmc6YND1feExERERERETUQi2kiIiIiIiKiBnrilnkTERERERE1lCARIOhxqbU++6aacWaaiIiIiIiIqIFYTBMRERERERE1UIstpktKShAeHo5u3bpBKpXCxsYGL730ErKysrBq1SoYGRmhsLBQ3X758uUQBAHTp09Xn6uqqkLr1q0xe/Zs9blPPvkEbm5uaN++PUxNTdGvXz8kJydr9S8IAsLCwrBlyxY4ODhAJpOhX79++OGHH3T6uYmIiIiISHyCIOj9IMPSYu+Zfu+995CcnIywsDD06tULBQUFyMjIwKlTp6BQKKBUKpGRkQFvb28AQHp6OiQSCdLT09Uxjh8/jtLSUgwZMkR9LjY2Fj4+PggICEBFRQW2bdsGPz8/7NmzB6NHj9bI4dChQ0hKSsKUKVMglUoRFxcHDw8PHD16FE5OTlo5l5eXo7y8XPNcRRWkUqmYXw0REekQx3IiIqInQ4stplNSUhASEoLly5erz82aNQsAoFQqYWlpifT0dHh7e0OlUiEjIwNvvPEGdu7cidLSUlhYWKgL7EGDBqljnDlzBqampurXYWFh6Nu3L1asWKFVTJ88eRI///wz+vXrBwAYM2YMHBwcsHDhQuzcuVMr56ioKERGRmqcmzVnHmbP++DxvxAiImoSHMuJiFomPmea/q7FLvNu06YNjhw5gmvXrmm9J5FI4Obmpl5yferUKRQUFGDOnDlQqVTIzMwE8HC22snJCW3atFFf+9dC+s6dOygqKoJCoUBWVpZWPwMHDlQX0gDQpUsXvPLKK9i7dy+qqqq02s+dOxdFRUUaR/j/zWj0d0BERE2PYzkREdGTocUW09HR0Th58iQ6d+6MAQMGICIiAnl5eer3FQoFfvnlF5SVlSE9PR1yuRx9+/aFi4uLeql3RkYGFAqFRtw9e/bghRdegEwmQ7t27WBtbY1169ahqKhIK4eePXtqnXv66adx79495Ofna70nlUphaWmpcXBZIBFR88KxnIiI6MnQYotpf39/5OXlYfXq1bC1tUVMTAwcHR3xzTffAAAGDx6MyspKZGZmIj09XV00KxQKpKen4/Tp08jPz9coptPT0+Hj4wOZTIa4uDikpqZi3759GDt2LFQqlV4+JxERERER6Z4gCOpnTevl4AZkBqfFFtMAIJfLERoail27duH8+fNo3749Fi9eDAAYMGAATExMkJ6erlFMDxkyBEeOHMGBAwfUr6vt2LEDMpkMe/fuRXBwMDw9PeHu7l5r/2fPntU6d+bMGZiZmcHa2lrMj0pERERERERNqEUW01VVVVrLrm1sbGBra6veYVUmk6F///7YunUrLl26pDEzXVZWhlWrVqFHjx6Qy+XqGEZGRhAEQeN+5wsXLmDXrl015pGZmalxL/Xly5fx1VdfYeTIkTAyMhLr4xIREREREVETa5G7eZeUlKBTp07w9fWFi4sLLCwssH//fhw7dkxjd2+FQoGlS5fCysoKvXv3BvCw6HZwcEBOTg6CgoI04o4ePRorVqyAh4cHxo4di5s3b2Lt2rWwt7dHdna2Vh5OTk4YNWqUxqOxAGjt8kpERERERIbNSCLASI87aqu4m7fBaZHFtJmZGUJDQ/Hdd99h586dUCqVsLe3R1xcHN5//311u+pi2s3NDRKJRON8Tk6O1uZjw4cPR0JCApYuXYrw8HDY2dlh2bJluHDhQo3F9NChQzFw4EBERkbi0qVL6NWrFzZu3AhnZ2fdfXgiIiIiIiLSuRZZTJuYmCA6OhrR0dF1tvPy8qpx47D4+HjEx8fXeE1wcDCCg4O1zkdERNTYPiAgAAEBAY9OmoiIiIiIiJqNFllMExERERERiUmi52XeSi7zNjgspg2caSvx/9KYttLN5mcfDrfTSVyx/WesbpbZ62J4e9lF/uhGDVRepRQ9JukGn7jXcuhiLNfVf6lM3l+io8ji4lgu/lhe/oCDji5wLCdquVrkbt5EREREREREusSZaR2p6V5sIiIiIiJqnvS9mzeXeRsezkwTERERERERNRBnpomIiIiIiB6BM9P0dw2emY6IiIAgCLh165Yu8lHr1q0bgoKCdNpHUzt48CAEQcDBgwf1nQoRERERERE9Bi7zJiIiIiIiImogLvMmIiIiIiJ6BC7zpr/jzLSIVCoVysrK9J0GERERERER6Viji+nCwkIEBQWhTZs2sLKywrhx43Dv3j31+4mJiRg+fDhsbGwglUrRq1cvrFu3TiuOSqXCokWL0KlTJ5iZmWHYsGH4/ffftdrdvn0bM2bMQO/evWFhYQFLS0t4enri119/1WhXfV/yl19+icjISDz11FNo3bo1fH19UVRUhPLycoSHh8PGxgYWFhYYN24cysvLNWLUN/du3brB29sbe/fuxfPPPw9TU1OsX78eAHDlyhW8+uqrMDc3h42NDaZNm6bVDxERERERETVPjV7m7e/vDzs7O0RFRSErKwufffYZbGxssGzZMgDAunXr4OjoCB8fH7Rq1Qq7d+9GaGgolEolJk2apI6zcOFCLFq0CF5eXvDy8kJWVhZGjhyJiooKjf7y8vKwa9cu+Pn5wc7ODjdu3MD69esxdOhQ/PHHH7C1tdVoHxUVBVNTU8yZMwe5ublYvXo1jI2NIZFIcOfOHUREROCnn37Cxo0bYWdnh4ULF6qvrW/uAJCTk4O33noLEydOREhICBwcHFBWVoYRI0bg0qVLmDJlCmxtbbF582akpaXV+Z2Wl5drFdxKpRJSqbT+vzFERKRXHMuJiFqmVhKglR6XWqu4ptjgNLqYfu6555CQkKB+XVBQgISEBHUxfejQIZiamqrfDwsLg4eHB1asWKEuSPPz8xEdHY3Ro0dj9+7dEISHfzg/+OADLFmyRKO/3r1748yZM5BI/ven6J133sEzzzyDhIQELFiwQKP9gwcPcOjQIRgbG6v72rZtGzw8PJCamgoACA0NRW5uLv79739rFNP1yb1abm4uvv32W4waNUp9LjY2FmfOnMGXX34JPz8/AEBISAhcXFzq/E6joqIQGRmpcW7evHmYP39+ndcREZHh4FhORET0ZGj0zzfee+89jdcKhQIFBQUoLi4GAI1itKioCLdu3cLQoUORl5eHoqIiAMD+/ftRUVGByZMnqwtpAAgPD9fqTyqVqgvpqqoqFBQUwMLCAg4ODsjKytJqHxgYqC6kAcDV1RUqlQrBwcEa7VxdXXH58mU8ePBAfa4+uVezs7PTKKQBIDU1FXK5HL6+vupzZmZmmDBhglaefzV37lwUFRVpHDNnzqzzGiIiMiwcy4mIiJ4MjZ6Z7tKli8brtm3bAgDu3LkDS0tL/Pjjj/jwww+RmZmpcS818LBAtbKywsWLFwEAPXv21Hjf2tpaHa+aUqlEbGws4uLicP78eVRVVanfa9++/SPzs7KyAgB07txZ67xSqURRUZE6Tn1yr2ZnZ6fV98WLF2Fvb6/xAwIAcHBw0Gr7V1KpVGsZIDc0IyJqXjiWExG1TNzNm/6u0cW0kZFRjedVKhXOnTuHESNG4JlnnsGKFSvQuXNnmJiYIDU1Ff/617+gVCob3N+SJUuwYMECBAcH4+OPP0a7du0gkUgQHh5eY7za8qsrbwANzv2vs9hERERERET0ZNDJc6Z3796N8vJyfP311xozxN9//71Gu65duwIAzp49i+7du6vP5+fn486dOxptk5OTMWzYMI37tIGHu4p36NChyXOvS9euXXHy5EmoVCqN2emcnBzR8iQiIiIioqYj0fPMdBVnpg2OTvaEq579rZ7tBR4uj05MTNRo5+7uDmNjY6xevVqj7cqVK2uM+dc2ALB9+3ZcvXpVxMzrn3tdvLy8cO3aNSQnJ6vP3bt3Dxs2bBAvUSIiIiIiItIbncxMjxw5EiYmJnj55ZcxceJElJaWIj4+HjY2Nrh+/bq6nbW1NWbMmIGoqCh4e3vDy8sLx48fxzfffKM12+zt7Y2PPvoI48aNg5ubG3777Tds2bJFY0a7KXOvS0hICNasWYPAwED88ssvkMvl2Lx5M8zMzETNlYiIiIiIiPRDJ8W0g4MDkpOTMX/+fMyYMQMdO3bE+++/D2tra63dtBctWgSZTIZPP/0U33//PVxdXfHdd99h9OjRGu3mzZuHu3fv4osvvkBSUhL69u2LlJQUzJkzR2+518bMzAwHDhzA5MmTsXr1apiZmSEgIACenp7w8PAQNV8iIiIiItI9I0ECI4n+HvZsJPBB04ZGUP197TQZFO4A23zo4i6Wbb/nix6zvKrhGwDqy54T9VsN0hCf+vcWPWb0wTzRYwLA3GE9RI9ZqRR/yN956qboMQFg/HNy0WNamOln00hdjOVP+p1zuvrPy5M8lnvai7cHzV/dnx8keswuMQmPbtRAs/ddFD0mwLG8JYzlxcXFsLKywlvxh2BiZtGkff9Vxb1SbA0ZiqKiIlhaWuotD/of/niDiIiIiIiIqIF0ssybiMShgx8868SfxeU6iVtyt0L0mPcfiP+lFt6rFD0moJuZh4qq5vP571aKP/Omv/kEai50Mex69mwvesxyHYxlSh3N93f2elH8oEYmood867lOoscEAAsT8eeujHSwhOKVZ6zFD4qWtYpG38+Z1mffVDPOTBMRERERERE1EItpIiIiIiIiogbiMm8iIiIiIqJH4DJv+jvOTBMRERERERE1EItpEQQFBaFbt276ToOIiIiIiIiaSLMpps+dO4eJEyeie/fukMlksLS0xKBBgxAbG4uysjJERERAEIRHHk2hoKAAMTExGDJkCKytrdGmTRu88MILSEpKapL+iYiIiIhIXNXLvPV5kGFpFvdMp6SkwM/PD1KpFIGBgXByckJFRQUyMjIwc+ZM/P777wgLC4O9vX2N12dnZyMmJgaurq46yS8+Ph5K5f8e4ZKZmYkPPvgAXl5emD9/Plq1aoUdO3ZgzJgx+OOPPxAZGamTPIiIiIiIiKhpGHwxff78eYwZMwZdu3ZFWloa5HK5+r1JkyYhNzcXKSkpcHZ2hrOzs9b1d+/exaJFi2BlZYWtW7fqJEdjY2ON146Ojjh79iy6du2qPhcaGgp3d3csW7YMs2bNgrm5uU5yISIiIiIi8RkJAoyaaKVrbf2TYTH4Zd7R0dEoLS1FQkKCRiFdzd7eHlOnTq31+tDQUOTk5GDDhg2ws7Ord78HDx6EIAhISkrCvHnz0LFjR5ibm8PHxweXL1/WaPv3e6bt7Ow0CmkAEAQBr776KsrLy5GXl1fvPIiIiIiIiMjwGPzM9O7du9G9e3e4ubk1+NrPP/8cmzZtQkhICPz9/RvV/+LFiyEIAmbPno2bN29i5cqVcHd3x4kTJ2BqatqgWH/++ScAoEOHDjW+X15ejvLyco1zSqUSUqm0UbkTEVHT41hORET0ZDDomeni4mJcvXoVvXv3bvC1p0+fxqRJk+Do6IjY2NhG53D79m1kZGRg2rRpiIqKwqZNm3DmzBnEx8c3OM5nn30GhUJR4ww7AERFRcHKykrjiImJaXTuRETU9DiWExG1TBI9bz4m4QZkBsegZ6aLi4sBAK1bt27Qdffv38ebb74JpVKJpKSkBs8g/1VgYKBG/76+vpDL5UhNTcWUKVPqFUOpVCIgIACFhYVYvXp1re3mzp2L6dOna11LRETNB8dyIiKiJ4NBF9OWlpYAgJKSkgZdFx4ejuzsbKxfvx6Ojo6PlUPPnj01XguCAHt7e1y4cKHeMSZPnoxvv/0WmzZtgouLS63tpFKp1jLAsrKyBuVLRET6xbGciIjoyWDwxbStrS1OnjxZ72u2b9+O9evXw9/fHxMmTNBhdvUTGRmJuLg4LF26FO+8846+0yEiIiIiokbQ97Oe+Zxpw2PQ90wDgLe3N86dO4fMzMxHts3Ly0NISAjs7OywYcMGUfo/e/asxmuVSoXc3FyN3btrs3btWkRERCA8PByzZ88WJR8iIiIiIiLSP4Mvpqufyfzuu+/ixo0bWu+fO3cOsbGxqKysxJgxY3Dv3j1s3boVVlZWovS/adMmjWXmycnJuH79Ojw9Peu8LikpCVOmTEFAQABWrFghSi5ERERERERkGAx6mTcA9OjRA1988QXefPNNPPvsswgMDISTkxMqKipw+PBhbN++HUFBQViwYAGOHTuG4cOH4+zZs1ozytVee+01mJub17v/du3aYfDgwRg3bhxu3LiBlStXwt7eHiEhIbVec/ToUQQGBqJ9+/YYMWIEtmzZovG+m5sbunfvXu8ciIiIiIhIv1pJBLTS41LrKi7zNjgGX0wDgI+PD7KzsxETE4OvvvoK69atg1QqhbOzM5YvX46QkBCMGjUKAJCWloa0tLRaY50/f75BxfS8efOQnZ2NqKgolJSUYMSIEYiLi4OZmVmt1/zxxx+oqKhAfn4+goODtd5PTExkMU1ERERERNSMNYtiGni4q3Zd90EfPHhQJ/22atUKS5YswZIlS2pts3HjRo3XQUFBCAoK0kk+RERERETU9LgBGf2dwd8zTURERERERGRoms3MtFgqKipw+/btOtuItXkZERERERERtUxPXDF9+PBhDBs2rM42iYmJ9Xr0FZEG5QPRQ/4366roMXWh5G6FTuKe+Lb2/Q8aa3772vc7aKxD32aJHhMAWsvEH6LvVVSJHvNw5mXRYwK6+fzTFT1Ej1kfzWlhnkrfCdSTrr7TBzr4Aorm/FP8oDrQ2etFncSVr84XPeYyG+0nvDwuE08P0WMCQJfpdf+/szEe3C8XPWZO0gnRYwJA+/kvix/0n5Hix6wHLvOmv3viimkXFxfs27evzjaOjo6Qy+VQqZrLfymIiIiIiIioKT1xxXTbtm3h7u6u7zSIiIiIiIioGXviimkiIiIiIqKGMhL0vMxb4DJvQ8PdvImIiIiIiIgaiMU0ERERERERUQNxmTcREREREdEjSPS8m7eEu3kbHM5MExERERERkahefPFFyGQyWFhYwMLCAp6envpOSXQttpguKSlBeHg4unXrBqlUChsbG7z00kvIysrCqlWrYGRkhMLCQnX75cuXQxAETJ8+XX2uqqoKrVu3xuzZs9XnPvnkE7i5uaF9+/YwNTVFv379kJycrNW/IAgICwvDli1b4ODgAJlMhn79+uGHH37Q6ecmIiIiIiIyBJ999hlKS0tRWlqKb775Rt/piK7FLvN+7733kJycjLCwMPTq1QsFBQXIyMjAqVOnoFAooFQqkZGRAW9vbwBAeno6JBIJ0tPT1TGOHz+O0tJSDBkyRH0uNjYWPj4+CAgIQEVFBbZt2wY/Pz/s2bMHo0eP1sjh0KFDSEpKwpQpUyCVShEXFwcPDw8cPXoUTk5OTfNFEBERERHRYzPS8zJvffZNNWuxxXRKSgpCQkKwfPly9blZs2YBAJRKJSwtLZGeng5vb2+oVCpkZGTgjTfewM6dO1FaWgoLCwt1gT1o0CB1jDNnzsDU1FT9OiwsDH379sWKFSu0iumTJ0/i559/Rr9+/QAAY8aMgYODAxYuXIidO3dq5VxeXo7y8nKNc0qlElKp9PG/ECIiahI1jeUqjuVERKQHpaWliImJwZEjR3D06FHcuXMHiYmJCAoK0mpbXl6OhQsXYvPmzbhz5w6cnZ2xaNEivPTSS43uf9q0aZg2bRr69OmD5cuXw9nZ+TE+jeFpscu827RpgyNHjuDatWta70kkEri5uamXXJ86dQoFBQWYM2cOVCoVMjMzATycrXZyckKbNm3U1/61kL5z5w6KioqgUCiQlZWl1c/AgQPVhTQAdOnSBa+88gr27t2LqqoqrfZRUVGwsrLSOGJiYhr9HRARUdPjWE5E1DJVz0zr82ioW7du4aOPPsKpU6fg4uJSZ9ugoCCsWLECAQEBiI2NhZGREby8vJCRkdGo7ys6Ohrnz5/HpUuX8NJLL8HT0xMlJSWNimWoWmwxHR0djZMnT6Jz584YMGAAIiIikJeXp35foVDgl19+QVlZGdLT0yGXy9G3b1+4uLiol3pnZGRAoVBoxN2zZw9eeOEFyGQytGvXDtbW1li3bh2Kioq0cujZs6fWuaeffhr37t1Dfn6+1ntz585FUVGRxjFz5szH/SqIiKgJcSwnIiJDIZfLcf36dVy8eLHOH+wePXoU27ZtQ1RUFGJiYjBhwgSkpaWha9eu6tW91QYPHgxBEGo85s+fr243YMAAWFhYwNTUFLNmzULr1q3x008/6eyz6kOLLab9/f2Rl5eH1atXw9bWFjExMXB0dFTf+D548GBUVlYiMzMT6enp6qJZoVAgPT0dp0+fRn5+vkYxnZ6eDh8fH8hkMsTFxSE1NRX79u3D2LFjoVKpHjtnqVQKS0tLjYPLAomImheO5UREZCikUik6duz4yHbJyckwMjLChAkT1OdkMhnGjx+PzMxMXL58WX0+IyMDKpWqxmPRokW19iGRSESpmQxJiy2mgYc/iQkNDcWuXbtw/vx5tG/fHosXLwbw8CclJiYmSE9P1yimhwwZgiNHjuDAgQPq19V27NgBmUyGvXv3Ijg4GJ6ennB3d6+1/7Nnz2qdO3PmDMzMzGBtbS3mRyUiIiIiIh0ykuh7qffDPIqLizWOv+/T0RjHjx/H008/DUtLS43zAwYMAACcOHGiQfEKCwuxb98+lJeXo6KiAv/6179w+/ZtuLq6PnauhqRFFtNVVVVay65tbGxga2ur/sMmk8nQv39/bN26FZcuXdKYmS4rK8OqVavQo0cPyOVydQwjIyMIgqBxv/OFCxewa9euGvPIzMzUuJf68uXL+OqrrzBy5EgYGRmJ9XGJiIiIiOgJ0blzZ419OaKioh475vXr1zXqnmrV52rah6oulZWVmDt3Ljp06ICOHTti9+7dSE1NhZWV1WPnakha5G7eJSUl6NSpE3x9feHi4gILCwvs378fx44d09jdW6FQYOnSpbCyskLv3r0BPCy6HRwckJOTo7XL3ejRo7FixQp4eHhg7NixuHnzJtauXQt7e3tkZ2dr5eHk5IRRo0ZpPBoLACIjI3X34YmIiIiIqMW6fPmyxgyyGLcSlZWV1RhHJpOp328Ia2tr/Pzzz4+dl6FrkcW0mZkZQkND8d1332Hnzp1QKpWwt7dHXFwc3n//fXW76mLazc0NEolE43xOTo7W5mPDhw9HQkICli5divDwcNjZ2WHZsmW4cOFCjcX00KFDMXDgQERGRuLSpUvo1asXNm7c2OK2hCciIiIiaukM5TnT1ftxiMnU1LTG5eL3799Xv0/aWmQxbWJigujoaERHR9fZzsvLq8ab4OPj4xEfH1/jNcHBwQgODtY6HxERUWP7gIAABAQEPDppIiIiIiIiPZDL5bh69arW+evXrwMAbG1tmzqlZqFF3jNNRERERERE9dOnTx+cOXMGxcXFGuePHDmifp+0sZgmIiIiIiJ6BP3u5K3bJea+vr6oqqrChg0b1OfKy8uRmJgIV1dXdO7cWWd9N2ctcpk3kV5IxP/r9Kl/b9Fj6sL9B7p5ZuD89maixwzo33z+MZg9rIfoMSuqxP+9+k8Hc9FjAsC457R3FSXSNSMd/F+1S0yC+EF1wchEJ2GX2dwQPaZfLxvRY0rXjxM9JgAYeb4nekxBpRQ9pvyNn0SPCQBVDkMe3Yh0as2aNSgsLFTvyL17925cuXIFADB58mRYWVnB1dUVfn5+mDt3Lm7evAl7e3t8/vnnuHDhAhISmskYpgcspnWkpT2QnIiIiIjoSSbR8wZkkkb2/cknn+DixYvq1zt37sTOnTsBAG+//bb6cVWbNm3CggULsHnzZty5cwfOzs7Ys2cPhgzhD0Rqw2KaiIiIiIiohbpw4UK92slkMsTExCAmJka3CbUgvGeaiIiIiIiIqIE4M01ERERERPQIRoIAI0GPz5nWY99UM85MiyAoKAjdunXTdxpERERERETURJpNMX3u3DlMnDgR3bt3h0wmg6WlJQYNGoTY2FiUlZUhIiICgiA88tBX7jKZDIIg4Oeff9ZLDkRERERERCSeZrHMOyUlBX5+fpBKpQgMDISTkxMqKiqQkZGBmTNn4vfff0dYWBjs7e1rvD47OxsxMTFwdXXVSX7x8fFQKmt/RMG0adPQqlUrlJeX66R/IiIiIiLSLYkgQKLHpdb67JtqZvDF9Pnz5zFmzBh07doVaWlpkMv/99zRSZMmITc3FykpKXB2doazs7PW9Xfv3sWiRYtgZWWFrVu36iRHY2PjWt/bu3cv9u7di1mzZmHRokU66Z+IiIiIiIialsEv846OjkZpaSkSEhI0Culq9vb2mDp1aq3Xh4aGIicnBxs2bICdnV29+z148CAEQUBSUhLmzZuHjh07wtzcHD4+Prh8+bJG29ruma6srMTUqVMxdepU9OjRo959ExERERERkWEz+Jnp3bt3o3v37nBzc2vwtZ9//jk2bdqEkJAQ+Pv7N6r/xYsXQxAEzJ49Gzdv3sTKlSvh7u6OEydOwNTUtM5rV65ciTt37mD+/PnqB6PXpby8XGspuFKphFQqbVTuRETU9Goay1Ucy4mImj0jAEZ6XGltpL+uqRYGPTNdXFyMq1evonfv3g2+9vTp05g0aRIcHR0RGxvb6Bxu376NjIwMTJs2DVFRUdi0aRPOnDmD+Pj4Oq/7888/8fHHH+Pjjz+GpaVlvfqKioqClZWVxsGHphMRNS8cy4mIiJ4MBj0zXVxcDABo3bp1g667f/8+3nzzTSiVSiQlJT1yBrkugYGBGv37+vpCLpcjNTUVU6ZMqfW62bNno3v37nj33Xfr3dfcuXMxffp0jXN1bWxGRESGp6axXMWxnIiIqMUx6GK6eka3pKSkQdeFh4cjOzsb69evh6Oj42Pl0LNnT43XgiDA3t4eFy5cqPWan376CZs3b8aBAwcgkdR/8l8qlWotAywrK2tQvkREpF81jeX3OZYTETV7EokAiUSPu3nrsW+qmcEX07a2tjh58mS9r9m+fTvWr18Pf39/TJgwQYfZ1W7WrFlQKBSws7NTF923bt0CAFy/fh2XLl1Cly5d9JIbERERERERPT6DLqYBwNvbGxs2bEBmZiYGDhxYZ9u8vDyEhITAzs4OGzZsEKX/s2fParxWqVTIzc2t8TFc1S5duoSLFy/WuHu4j48PrKysUFhYKEp+RERERESke0aCACM9PutZn31TzQx6AzLg4Syvubk53n33Xdy4cUPr/XPnziE2NhaVlZUYM2YM7t27h61bt8LKykqU/jdt2qSxzDw5ORnXr1+Hp6dnrdds2LAB//3vfzWOyZMnAwA++eQTbNmyRZTciIiIiIiISD8Mfma6R48e+OKLL/Dmm2/i2WefRWBgIJycnFBRUYHDhw9j+/btCAoKwoIFC3Ds2DEMHz4cZ8+e1ZpRrvbaa6/B3Ny83v23a9cOgwcPxrhx43Djxg2sXLkS9vb2CAkJqfWakSNHap2rnokeOnQonn/++Xr3T0RERERERIbH4Itp4OHS6OzsbMTExOCrr77CunXrIJVK4ezsjOXLlyMkJASjRo0CAKSlpSEtLa3WWOfPn29QMT1v3jxkZ2cjKioKJSUlGDFiBOLi4mBmZvbYn4uIiIiIiJoHiSBAosel1vrsm2rWLIpp4OGu2nXdB33w4EGd9NuqVSssWbIES5YsqbXNxo0bHxknKCgIQUFB4iVGREREREREemPw90wTERERERERGZpmMzMtloqKCty+fbvONmJtXiYGXSzmUOkgJgFQKUUPGX0wT/SYulB4r1IncQ99m6WTuGL7ZssencS9XVoheszKKvH/nJ49lit6TAC4XdpP9Jixr9X+JAZ6qLksItTVv2WCDsby2fsuih5TF956rpNO4pp4eogeU7p+nOgxn4q/J3pMAHC9Wf9HvNaXbsbyP0WPCQCvv35O9Jj6GsslAmCkx0GSj5k2PE9cMX348GEMGzaszjaJiYno1q1b0yREREREREREzc4TV0y7uLhg3759dbZxdHSEXC6HSsU5XCIiIiIiItL2xBXTbdu2hbu7u77TICIiIiKiZkQiESDR41prffZNNeMGZEREREREREQN9MTNTBMRERERETUUnzNNf8eZaSIiIiIiIqIGYjFNRERERERE1EBc5k1ERERERPQIRnp+zrQ++6aatdiZ6ZKSEoSHh6Nbt26QSqWwsbHBSy+9hKysLKxatQpGRkYoLCxUt1++fDkEQcD06dPV56qqqtC6dWvMnj1bfe6TTz6Bm5sb2rdvD1NTU/Tr1w/Jycla/QuCgLCwMGzZsgUODg6QyWTo168ffvjhB51+biIiIiIiItK9Fjsz/d577yE5ORlhYWHo1asXCgoKkJGRgVOnTkGhUECpVCIjIwPe3t4AgPT0dEgkEqSnp6tjHD9+HKWlpRgyZIj6XGxsLHx8fBAQEICKigps27YNfn5+2LNnD0aPHq2Rw6FDh5CUlIQpU6ZAKpUiLi4OHh4eOHr0KJycnLRyLi8vR3l5ucY5lVIJqVQq5ldDREQ6xLGciIjoydBii+mUlBSEhIRg+fLl6nOzZs0CACiVSlhaWiI9PR3e3t5QqVTIyMjAG2+8gZ07d6K0tBQWFhbqAnvQoEHqGGfOnIGpqan6dVhYGPr27YsVK1ZoFdMnT57Ezz//jH79+gEAxowZAwcHByxcuBA7d+7UyjkqKgqRkZEa5z6YNw/z589//C+EiIiaBMdyIqKWibt509+12GXebdq0wZEjR3Dt2jWt9yQSCdzc3NRLrk+dOoWCggLMmTMHKpUKmZmZAB7OVjs5OaFNmzbqa/9aSN+5cwdFRUVQKBTIysrS6mfgwIHqQhoAunTpgldeeQV79+5FVVWVVvu5c+eiqKhI45g5c2ajvwMiImp6HMuJiIieDC22mI6OjsbJkyfRuXNnDBgwABEREcjLy1O/r1Ao8Msvv6CsrAzp6emQy+Xo27cvXFxc1Eu9MzIyoFAoNOLu2bMHL7zwAmQyGdq1awdra2usW7cORUVFWjn07NlT69zTTz+Ne/fuIT8/X+s9qVQKS0tLjYPLAomImheO5URERE+GFltM+/v7Iy8vD6tXr4atrS1iYmLg6OiIb775BgAwePBgVFZWIjMzE+np6eqiWaFQID09HadPn0Z+fr5GMZ2eng4fHx/IZDLExcUhNTUV+/btw9ixY6FSqfTyOYmIiIiISPeMJILeDzIsLbaYBgC5XI7Q0FDs2rUL58+fR/v27bF48WIAwIABA2BiYoL09HSNYnrIkCE4cuQIDhw4oH5dbceOHZDJZNi7dy+Cg4Ph6ekJd3f3Wvs/e/as1rkzZ87AzMwM1tbWYn5UIiIiIiIiakItspiuqqrSWnZtY2MDW1tb9Q6rMpkM/fv3x9atW3Hp0iWNmemysjKsWrUKPXr0gFwuV8cwMjKCIAga9ztfuHABu3btqjGPzMxMjXupL1++jK+++gojR46EkZGRWB+XiIiIiIiImliL3M27pKQEnTp1gq+vL1xcXGBhYYH9+/fj2LFjGrt7KxQKLF26FFZWVujduzeAh0W3g4MDcnJyEBQUpBF39OjRWLFiBTw8PDB27FjcvHkTa9euhb29PbKzs7XycHJywqhRozQejQVAa5dXIiIiIiIybNzN27AdOXIEX3zxBQ4fPow///wTpqamePbZZ+Hp6Ym33noLVlZWovfZIotpMzMzhIaG4rvvvsPOnTuhVCphb2+PuLg4vP/+++p21cW0m5sbJBKJxvmcnBytzceGDx+OhIQELF26FOHh4bCzs8OyZctw4cKFGovpoUOHYuDAgYiMjMSlS5fQq1cvbNy4Ec7Ozrr78ERERERERE8Qb29vdOrUCS+//DLmzJkDa2tr3L9/H7m5uTh06BB8fX0xefJk+Pj4iNpviyymTUxMEB0djejo6DrbeXl51bhxWHx8POLj42u8Jjg4GMHBwVrnIyIiamwfEBCAgICARydNREREREQGy0h4eOizf6rZf/7zH43HGQOAhYUF+vTpgz59+mDq1KkoLCwUvd8Wec80ERERERERPRkyMjIwc+ZMnD9/vtY2fy+2xdAiZ6aJiIiIiIjoyeDt7Y0ePXrgm2++gUwmq3ElsS6wmCYSiyD+Qo95w3uIHlMXj0SvVOrmOeutZeIPUbOHif+d3i6tED0mALz+/FM6iSu2PVLd/FMyeVA3ncRtKXTztw544lcRPsFjuYWJbhYsdpk+TPSYRp7viR7T9eZJ0WMCHMtb0lgu6HkDMoEbkNXp2WefxbRp0+Di4oItW7bA2dkZzz77LFq10l3Jy2JaR2q6F5uIiIiIiIh0Y/jw4fjxxx8hCAK2bduGtLQ09O/fH++88w7Gjx8ven8spomIiIiIiKjZ27p1K44fP65+ffDgQezevRs5OTlYsGABPv74Y1H74wZkREREREREj2AkEfR+UN1MTU1x9uxZ9esXX3wRaWlpWLZsGVJSUkTvr8HFdEREBARBwK1bt0RP5q+6deuGoKAgnfbR1A4ePAhBEHDw4EF9p0JERERERNSixMXFwd/fH5MmTUJ8fDxmzZoFY2NjCIKAyspK0fvjzDQRERERERE1e3369MGxY8fw4osv4tKlS5DL5UhJScG9e/fg6+sren+8Z5qIiIiIiOgRJAD0udKas6CP5uHhARcXFzg7O8Pf319jN+8PP/xQ9P74eyIilUqFsrIyfadBRERERET0xBk+fDhOnz6N3377DfPmzYOVlRVefPFFJCQk6KS/RhfThYWFCAoKQps2bWBlZYVx48bh3r176vcTExMxfPhw2NjYQCqVolevXli3bp1WHJVKhUWLFqFTp04wMzPDsGHD8Pvvv2u1u337NmbMmIHevXvDwsIClpaW8PT0xK+//qrRrvq+5C+//BKRkZF46qmn0Lp1a/j6+qKoqAjl5eUIDw+HjY0NLCwsMG7cOJSXl2vEqG/u3bp1g7e3N/bu3Yvnn38epqamWL9+PQDgypUrePXVV2Fubg4bGxtMmzZNqx8iIiIiImoejARB7wfVbevWrfjqq6+wdOlS7N69GykpKejXr596N2+xNXqZt7+/P+zs7BAVFYWsrCx89tlnsLGxwbJlywAA69atg6OjI3x8fNCqVSvs3r0boaGhUCqVmDRpkjrOwoULsWjRInh5ecHLywtZWVkYOXIkKioqNPrLy8vDrl274OfnBzs7O9y4cQPr16/H0KFD8ccff8DW1lajfVRUFExNTTFnzhzk5uZi9erVMDY2hkQiwZ07dxAREYGffvoJGzduhJ2dHRYuXKi+tr65A0BOTg7eeustTJw4ESEhIXBwcEBZWRlGjBiBS5cuYcqUKbC1tcXmzZuRlpbW2K+biIiIiIiI6lC9m3fPnj0BPNzNe9q0acjKykK/fv1EfzRWo4vp5557TmO6vKCgAAkJCepi+tChQzA1NVW/HxYWBg8PD6xYsUJdkObn5yM6OhqjR4/G7t27Ifz/n7Z88MEHWLJkiUZ/vXv3xpkzZyCR/G8y/Z133sEzzzyDhIQErZ80PHjwAIcOHYKxsbG6r23btsHDwwOpqakAgNDQUOTm5uLf//63RjFdn9yr5ebm4ttvv8WoUaPU52JjY3HmzBl8+eWX8PPzAwCEhITAxcWlzu+0vLxca/ZapVRCKpXWeR0RERkOjuVERET6Ub2bt5ubG/r06YOzZ88a5m7e7733nsZrhUKBgoICFBcXA4BGMVpUVIRbt25h6NChyMvLQ1FREQBg//79qKiowOTJk9WFNACEh4dr9SeVStWFdFVVFQoKCmBhYQEHBwdkZWVptQ8MDFQX0gDg6uoKlUqF4OBgjXaurq64fPkyHjx4oD5Xn9yr2dnZaRTSAJCamgq5XK6xY5yZmRkmTJigledfRUVFwcrKSuOIiYmp8xoiIjIsHMuJiFomiSDo/aC6NZvdvLt06aLxum3btgCAO3fuwNLSEj/++CM+/PBDZGZmatxLDTwsUK2srHDx4kUAUE/DV7O2tlbHq6ZUKhEbG4u4uDicP38eVVVV6vfat2//yPysrKwAAJ07d9Y6r1QqUVRUpI5Tn9yr2dnZafV98eJF2Nvba/yAAAAcHBy02v7V3LlzMX36dI1zKqWyzmuIiMiwcCwnIiLSn1atWsHPz0+9QriaQe3mbWRkVON5lUqFc+fOYcSIEbh16xZWrFiBlJQU7Nu3D9OmTQPwsDBuqCVLlmD69OkYMmQI/vOf/2Dv3r3Yt28fHB0da4xXW3515Q2gwbn/dRb7cUmlUlhaWmocXBZIRNS8cCwnIiJqWi+99BI+++wz5Ofna5xXKpXIzMxEaGgoNm7cKHq/OnnO9O7du1FeXo6vv/5aY4b4+++/12jXtWtXAMDZs2fRvXt39fn8/HzcuXNHo21ycjKGDRumta15YWEhOnTo0OS516Vr1644efIkVCqVxux0Tk6OaHkSEREREVHTMZI8PPTZP9Vs165d+Oyzz+Dt7Y2bN2+ibdu2KCsrw/379zF06FC8//77cHV1Fb1fnRTT1bO/1bO9wMPl0YmJiRrt3N3dYWxsjNWrV2PkyJHqwnPlypU1xvxrPADYvn07rl69Cnt7+ybPvS5eXl747rvvkJycrF5ecO/ePWzYsEG0PImIiIiIiAgwNzfH1KlTMXXqVFy6dAnGxsaQyWRatw6LTSfF9MiRI2FiYoKXX34ZEydORGlpKeLj42FjY4Pr16+r21lbW2PGjBmIioqCt7c3vLy8cPz4cXzzzTdas83e3t746KOPMG7cOLi5ueG3337Dli1bNGa0mzL3uoSEhGDNmjUIDAzEL7/8Arlcjs2bN8PMzEzUXImIiIiIiOh/PvnkE8TExNR6i9WlS5e09tdqLJ0sFnBwcEBycjIEQcCMGTPw6aefYsKECZg6dapW20WLFiEyMhLHjx/HzJkzce7cOXz33XcwNzfXaDdv3jz83//9H/bu3YupU6ciKysLKSkpWhuKNWXutTEzM8OBAwcwcuRIrF69GosWLcLgwYMRHR0taq5ERERERNQ0JIK+d/TW9zfQPKhUKnz22We1vp+QkFDvSdJHEVR/XztNBuV+WZnoMfkbrhu6GN+KKsTfAVgXf+Mrlbr5U7Xs+3Oix5w9rIfoMd/d+qvoMQHg9eef0klcse05Ic4/SH/3r9ccRY9pb2Mpesz6aE5jeXP5v1pz+vzNZSy3MNHNDZnFK6Y/ulEDtQtfKnrMVz4/KXpMgGN5SxjLi4uLYWVlhf2/nYd5a/38OwIAd0uK4d7bDkVFRbC01F8ehm7atGlYtWoVnn32Wbzyyivw9PSEm5ub+jHLp0+fRmxsLNatW/fYffE2diIiIiIiImoR2rZtC2dnZzg6OuLTTz/F0KFDYW1tjbFjx+KLL77AnTt38M0334jSl07umSYiIiIiImpJJIIAI0F/63ckeuy7OenXrx9UKhU+/PBDKJVK/Pjjj0hNTUVqaiq2bdsGQRDQqpU4ZTCL6SeQrv4acvm4+Cqqmse3qqs871VUiR5TF7lWVom/hFNX/iwuFz1myd0K0WMCQIkOlsa2JPwvVfPRXMZyIx39oXpwX/xxR1CJPz5wLOdYTi3DqFGj8J///AcAIJFIoFAooFAoEBUVhatXr+Kzzz7DkiVLROmLxTQREREREdEjVG8Eps/+6dFatWqFyMhI/PLLL+jXr5/Ge0899RQ+/PBD/P777+L0JUoUIiIiIiIiIgPw9NNP1/l+aGioKP1wAzIiIiIiIiJ6Yrz44ouixOHMNBERERER0SMYSR4e+uyfDAt/S0QQFBSEbt266TsNIiIiIiIiaiLNppg+d+4cJk6ciO7du0Mmk8HS0hKDBg1CbGwsysrKEBERAUEQHnk0hYKCAsTExGDIkCGwtrZGmzZt8MILLyApKalJ+iciIiIiIiLdahbLvFNSUuDn5wepVIrAwEA4OTmhoqICGRkZmDlzJn7//XeEhYXB3t6+xuuzs7MRExMDV1dXneQXHx8PpfJ/2/5nZmbigw8+gJeXF+bPn49WrVphx44dGDNmDP744w9ERkbqJA8iIiIiItIN7uZNf2fwxfT58+cxZswYdO3aFWlpaZDL5er3Jk2ahNzcXKSkpMDZ2RnOzs5a19+9exeLFi2ClZUVtm7dqpMcjY2NNV47Ojri7Nmz6Nq1q/pcaGgo3N3dsWzZMsyaNQvm5uY6yYWIiIiIiOhJ989//hPjx4/HkCFDdNaHwS/zjo6ORmlpKRISEjQK6Wr29vaYOnVqrdeHhoYiJycHGzZsgJ2dXb37PXjwIARBQFJSEubNm4eOHTvC3NwcPj4+uHz5skbbv98zbWdnp1FIA4AgCHj11VdRXl6OvLy8eudBREREREREDVNUVAR3d3f07NkTS5YswdWrV0Xvw+Bnpnfv3o3u3bvDzc2twdd+/vnn2LRpE0JCQuDv79+o/hcvXgxBEDB79mzcvHkTK1euhLu7O06cOAFTU9MGxfrzzz8BAB06dKjx/fLycpSXl2ucUymVkEqljcqdiIiaHsdyIqKWSRAeHvrsn+pv165dyM/Px+bNm/H555/jww8/hLu7O8aPH49XXnlFa3VxYxj0zHRxcTGuXr2K3r17N/ja06dPY9KkSXB0dERsbGyjc7h9+zYyMjIwbdo0REVFYdOmTThz5gzi4+MbHOezzz6DQqGocYYdAKKiomBlZaVxxMTENDp3IiJqehzLiYiIDIO1tTWmT5+OX3/9FUeOHIG9vT3eeecd2NraYtq0aTh79uxjxTf4YhoAWrdu3aDr7t+/jzfffBNKpRJJSUkNnkH+q8DAQI3+fX19IZfLkZqaWu8YSqUSAQEBKCwsxOrVq2ttN3fuXBQVFWkcM2fObHTuRETU9DiWExG1TBIIej+oca5fv459+/Zh3759MDIygpeXF3777Tf06tUL//rXvxod16CXeVtaWgIASkpKGnRdeHg4srOzsX79ejg6Oj5WDj179tR4LQgC7O3tceHChXrHmDx5Mr799lts2rQJLi4utbaTSqVaywDvl5U1KF8iItIvjuVERET6V1lZia+//hqJiYn47rvv4OzsjPDwcIwdO1ZdZ/73v/9FcHAwpk2b1qg+DL6YtrW1xcmTJ+t9zfbt27F+/Xr4+/tjwoQJOsyufiIjIxEXF4elS5finXfe0Xc6RERERERELZ5cLodSqcRbb72Fo0ePok+fPlpthg0bhjZt2jS6D4Ne5g0A3t7eOHfuHDIzMx/ZNi8vDyEhIbCzs8OGDRtE6f/v6+hVKhVyc3M1du+uzdq1axEREYHw8HDMnj1blHyIiIiIiKjpVW9Aps+D6m/q1Km4cuUK1q5dq1FIq1QqXLp0CQDQpk0bnD9/vtF9GHwxXf1M5nfffRc3btzQev/cuXOIjY1FZWUlxowZg3v37mHr1q2wsrISpf9NmzZpLDNPTk7G9evX4enpWed1SUlJmDJlCgICArBixQpRciEiIiIiIqJHi4iIQGlpqdb527dvN+iRyXUx6GXeANCjRw988cUXePPNN/Hss88iMDAQTk5OqKiowOHDh7F9+3YEBQVhwYIFOHbsGIYPH46zZ8/WujPba6+9BnNz83r3365dOwwePBjjxo3DjRs3sHLlStjb2yMkJKTWa44ePYrAwEC0b98eI0aMwJYtWzTed3NzQ/fu3eudAxEREREREdWfSqWq8XxpaSlkMpkofRh8MQ0APj4+yM7ORkxMDL766iusW7cOUqkUzs7OWL58OUJCQjBq1CgAQFpaGtLS0mqNdf78+QYV0/PmzUN2djaioqJQUlKCESNGIC4uDmZmZrVe88cff6CiogL5+fkIDg7Wej8xMZHFNBERERFRMyIRHh767J8ebfr06QAebhy9cOFCjbqtqqoKR44cqfH+6cZoFsU08HBX7brugz548KBO+m3VqhWWLFmCJUuW1Npm48aNGq+DgoIQFBSkk3yIiIiIiIioZsePHwfwcGb6t99+g4mJifo9ExMTuLi4YMaMGaL01WyKaSIiIiIiIqK6fP/99wCAcePGITY2Vv0YLF144orpiooK3L59u842Ym1e9qTRxcqTmu90eHLsPHVT3ynUS+G9Sp3EPZx5WfSY/+lQ/9s86uvssVzRYwLAHqn4Q3TJ3QrRY574tvZbax7HHB18/r2TBokes6V50sddXWguY/krz1jrJG5O0gnRY8rf+En0mGeP/Sl6TIBjeUsay/W9ozZ3826YxMREnffxxBXThw8fxrBhw+psk5iYWK9HXxEREREREZFhmD59Oj7++GOYm5ur752ujRhPXHriimkXFxfs27evzjaOjo6Qy+W17gBHREREREREhuX48eOorKxU/7o2gkjT/E9cMd22bVu4u7vrOw0iIiIiImpGJBAg0cmNjfXvn+pWfb/033+tKxKd90BERERERETUwjxxM9NEREREREQNpucNyDgx/WiPuk/6r3jPNBERERERERHqvk/6r3jPNBEREREREdH/1xT3Sf8Vi2kiIiIiIqJHkAgPD332T4alxW5AVlJSgvDwcHTr1g1SqRQ2NjZ46aWXkJWVhVWrVsHIyAiFhYXq9suXL4cgCBrr7KuqqtC6dWvMnj1bfe6TTz6Bm5sb2rdvD1NTU/Tr1w/Jycla/QuCgLCwMGzZsgUODg6QyWTo168ffvjhB51+biIiIiIiIgLS09Px9ttvY+DAgbh69SoAYPPmzcjIyBAlfostpt977z2sW7cOb7zxBuLi4jBjxgyYmpri1KlTUCgUUCqVGl9ieno6JBIJ0tPT1eeOHz+O0tJSDBkyRH0uNjYWzz33HD766CMsWbIErVq1gp+fH1JSUrRyOHToEMLDw/H222/jo48+QkFBATw8PHDy5Mkacy4vL0dxcbHGUV5eLuK3QkREusaxnIiISP927NiBUaNGwdTUFMePH1f/W1xUVIQlS5aI0keLLaZTUlIQEhKC5cuXY/z48Zg1axa+/vprBAQEwMXFBZaWlurCWaVSISMjA2+88Ya6gAb+V2APGjRIHffMmTNYu3YtJk2ahGnTpiEjIwNOTk417gZ38uRJfPvtt1iwYAFmzZqFH374ASqVCgsXLqwx56ioKFhZWWkcMTExOvh2iIhIVziWExG1TIIBHFR/ixYtwqeffor4+HgYGxurzw8aNAhZWVmi9NFii+k2bdrgyJEjuHbtmtZ7EokEbm5u6iXXp06dQkFBAebMmQOVSoXMzEwAD4tpJycntGnTRn2tqamp+td37txBUVERFApFjb8hAwcORL9+/dSvu3TpgldeeQV79+5FVVWVVvu5c+eiqKhI45g5c2ajvwMiImp6HMuJiIj0LycnR2OFcTUrKyuN230fR4stpqOjo3Hy5El07twZAwYMQEREBPLy8tTvKxQK/PLLLygrK0N6ejrkcjn69u0LFxcX9Yx1RkYGFAqFRtw9e/bghRdegEwmQ7t27WBtbY1169ahqKhIK4eePXtqnXv66adx79495Ofna70nlUphaWmpcUil0sf9KoiIqAlxLCciItK/jh07Ijc3V+t8RkYGunfvLkofLbaY9vf3R15eHlavXg1bW1vExMTA0dER33zzDQBg8ODBqKysRGZmJtLT09VFs0KhQHp6Ok6fPo38/HyNYjo9PR0+Pj6QyWSIi4tDamoq9u3bh7Fjx0KlUunlcxIRERERke5JBEHvB9VfSEgIpk6diiNHjkAQBFy7dg1btmzBjBkz8P7774vSR4t+NJZcLkdoaChCQ0Nx8+ZN9O3bF4sXL4anpycGDBgAExMTpKenIz09Xb0Eb8iQIYiPj8eBAwfUr6vt2LEDMpkMe/fu1ZhlSExMrLH/s2fPap07c+YMzMzMYG1tLeZHJSIiIiIiov9vzpw5UCqVGDFiBO7du4chQ4ZAKpVixowZmDx5sih9tMhiuqqqCqWlpbCyslKfs7Gxga2trXoXN5lMhv79+2Pr1q24dOmSxsx0WVkZVq1ahR49ekAul6tjGBkZQRAEjfudL1y4gF27dtWYR2ZmJrKystC3b18AwOXLl/HVV1/Bw8MDRkZGYn9sIiIiIiLSEQGAPieHOS/dMIIg4IMPPsDMmTORm5uL0tJS9OrVCxYWFqL10SKL6ZKSEnTq1Am+vr5wcXGBhYUF9u/fj2PHjmH58uXqdgqFAkuXLoWVlRV69+4N4GHR7eDggJycHAQFBWnEHT16NFasWAEPDw+MHTsWN2/exNq1a2Fvb4/s7GytPJycnDBq1ChMmTIFUqkUcXFxAIDIyEjdfXgiIiIiIiICAJiYmKBXr146id0ii2kzMzOEhobiu+++w86dO6FUKmFvb4+4uDiN9fHVxbSbmxskEonG+ZycHK3Nx4YPH46EhAQsXboU4eHhsLOzw7Jly3DhwoUai+mhQ4di4MCBiIyMxKVLl9CrVy9s3LgRzs7OuvvwRERERERET6Dp06fXu21NjzZuqBZZTJuYmCA6OhrR0dF1tvPy8qpx47D4+HjEx8fXeE1wcDCCg4O1zkdERNTYPiAgAAEBAY9OmoiIiIiIDJYE+t29ucXuHC2i48ePa7zOysrCgwcP4ODgAODh/lVGRkYajy9+HC2ymCYiIiIiIiL9io6OxurVq1FYWAh7e3v88MMPaN26tc76+/7779W/XrFiBVq3bo3PP/8cbdu2BQDcuXMH48aN01qB3FgspomIiIiIiEhUa9euxbfffosff/wRnTt3xm+//QYTE5Mm63/58uX47rvv1IU0ALRt2xaLFi3CyJEj8X//93+P3QeLaQOni6dXN6edAJtTrrow/jn5oxsZgLuVSp3EbS0Tf4gap4Pv9HapOEuF/m7yoG6ixyypEP/3ao5UN/+UvP78UzqJqw+6GMufdM3p34fmMpbr6jttP/9l0WNWOQx5dKMGev31c6LHBDiWt6SxXBAECHrczluffTdUVVUVFi9ejPT0dHTp0gUAmnzfqOLiYuTn52udz8/PR0lJiSh9cOm9jqhUKqxZs0bfaRARERER0ROqtLQUH374ITw8PNCuXTsIgoCNGzfW2La8vByzZ8+Gra0tTE1N4erqin379jWq3ytXruDevXtITk7GP/7xDzg4ONS6J5WuvPbaaxg3bhx27tyJK1eu4MqVK9ixYwfGjx+P119/XZQ+WEwTERERERG1QLdu3cJHH32EU6dOwcXFpc62QUFBWLFiBQICAhAbGwsjIyN4eXkhIyOjwf1evXoVRUVFOHPmDC5cuIDt27dj3rx5SE9Pb+xHabBPP/0Unp6eGDt2LLp27YouXbpg7Nix8PDwUD+y+HGxmCYiIiIiInoEiaD/o6HkcjmuX7+OixcvIiYmptZ2R48exbZt2xAVFYWYmBhMmDABaWlp6Nq1K2bNmqXRdvDgweol738/5s+fDwAwNTUFACxcuBCmpqZwdnbGmDFjkJqa2vAP0UhmZmaIi4tDQUEBjh8/jhMnTuD27duIi4uDubm5KH00+OaIiIgIREZGIj8/Hx06dBAliZp069YNL774Yq3LEJqjgwcPYtiwYfj+++/x4osv6jsdIiIiIiJqwaRSKTp27PjIdsnJyTAyMsKECRPU52QyGcaPH4958+bh8uXL6Ny5MwDUa6b66aefhomJicZ93k1xz/f06dPx8ccfw9zc/JHPnOZzpomIiIiIiJ4gxcXFGq+lUimkUuljxTx+/DiefvppWFpaapwfMGAAAODEiRPqYro+zM3N4evri8WLF2PVqlXIy8tDUlISkpOTHyvPRzl+/DgqKysBPHzGdG0FvFiFPYtpIiIiIiKiRxCEh4c++wegVdR++OGHiIiIeKzY169fh1yu/eSB6nPXrl1rcMy1a9di/Pjx6NChAzp06ICPP/5YtOc71yY2Nlb9A4GDBw/qtC+AxbSoVCoV7t+/r75HgIiIiIiISEyXL1/WmEF+3FlpACgrK6sxjkwmU7/fUG3atMGOHTseO7eGeO6553D9+nXY2Nige/fuOHbsGNq3b6+z/hq9AVlhYSGCgoLQpk0bWFlZYdy4cbh37576/cTERAwfPhw2NjaQSqXo1asX1q1bpxVHpVJh0aJF6NSpE8zMzDBs2DD8/vvvWu1u376NGTNmoHfv3rCwsIClpSU8PT3x66+/arQ7ePAgBEHAl19+icjISDz11FNo3bo1fH19UVRUhPLycoSHh8PGxgYWFhYYN24cysvLNWLUN/du3brB29sbe/fuxfPPPw9TU1OsX78ewMPt4F999VWYm5vDxsYG06ZN0+qHiIiIiIiaB4kBHABgaWmpcYhRTJuamtZYq9y/f1/9fnPQpk0bnD9/HgBw4cIFKJXiP5P9rxo9M+3v7w87OztERUUhKysLn332GWxsbLBs2TIAwLp16+Do6AgfHx+0atUKu3fvRmhoKJRKJSZNmqSOs3DhQixatAheXl7w8vJCVlYWRo4ciYqKCo3+8vLysGvXLvj5+cHOzg43btzA+vXrMXToUPzxxx+wtbXVaB8VFQVTU1PMmTMHubm5WL16NYyNjSGRSHDnzh1ERETgp59+wsaNG2FnZ4eFCxeqr61v7gCQk5ODt956CxMnTkRISAgcHBxQVlaGESNG4NKlS5gyZQpsbW2xefNmpKWl1fmdlpeXa/0hViqVovwFISKipsGxnIiImhu5XI6rV69qnb9+/ToAaNVahuqNN97A0KFDIZfLIQgCnn/+eRgZGdXYNi8v77H7a3Qx/dxzzyEhIUH9uqCgAAkJCepi+tChQxo/wQgLC4OHhwdWrFihLkjz8/MRHR2N0aNHY/fu3eobwT/44AMsWbJEo7/evXvjzJkzkEj+N5n+zjvv4JlnnkFCQgIWLFig0f7Bgwc4dOgQjI2N1X1t27YNHh4e6i3ZQ0NDkZubi3//+98axXR9cq+Wm5uLb7/9FqNGjVKfi42NxZkzZ/Dll1/Cz88PABASEvLIZ7tFRUUhMjJS49y8efPUW8wTEZHh41hORETNTZ8+ffD999+juLhYYwn5kSNH1O83Bxs2bMDrr7+O3NxcTJkyBSEhIWjdurXO+mt0Mf3ee+9pvFYoFPjvf/+r/g34azFaVFSEyspKDB06FHv37kVRURGsrKywf/9+VFRUYPLkyRo7qoWHh2sV03/9iX5VVRUKCwthYWEBBwcHZGVlaeUXGBioLqQBwNXVFVu3bkVwcLBGO1dXV6xatQoPHjxAq1YPv4765F7Nzs5Oo5AGgNTUVMjlcvj6+qrPmZmZYcKECf+PvTsPi6rs/wf+HhBmQBY3SCgFFEMFoTQlUTSXXJConkR9snjQQgs3NMWlNHBDQVG0MCFF8WtKko+lWGriMii5BEVuCIhLaq6sgoMy5/eHP+ZpGkDAM8wA79d1netqztznc39mtFs+3Pe5j8Zz2v5u7ty5Glu4a3tpAhERiYtjORFR41TxLGVd9q8tI0eOxIoVKxATE4OZM2cCeLLSKi4uDu7u7rXayVvXhg0bBgD49ddfMW3aNP0sptu3b6/2umXLlgCAvLw8WFhY4NixY/j888+Rmpqqdi81AFVBeuXKFQBAp06d1N63srJSxaugVCoRFRWF6Oho5Obmory8XPVeZTeV/zO/igL4n38RLC0toVQqUVBQoIpTk9wrODg4aPR95coVODo6avyFd3Jy0mj7d5Vta1+Xm/2JiEh3OJYTEZE++eKLL5Cfn6/akXv37t34888/AQBTpkyBpaUl3N3d4evri7lz5+L27dtwdHTE5s2bcfnyZbXVyA1JXFyc1vuoczFd1dpzQRCQk5ODQYMGoXPnzoiMjES7du1gbGyMvXv3YtWqVXX6Df3SpUsxf/58jB8/HosWLUKrVq1gYGCAoKCgSuNVlV91eQOode4N5WZ8IiIiIiJqelasWKGaxASAnTt3YufOnQCA9957TzVRGB8fj/nz52PLli3Iy8uDq6sr9uzZg379+ukkbzEcPHgQBw8exO3btzXquI0bNz5zfK08Gmv37t1QKBT44Ycf1GaIDx06pNbOzs4OAJCVlYUOHTqozt+5cwd5eXlqbRMTEzFgwACN34zk5+ejTZs29Z57dezs7HDmzBkIgqA2O52ZmSlankREREREVH8MJE8OXfZfF5cvX65RO5lMhoiICERERNStIz0TGhqKhQsX4pVXXlFtSCY2rRTTFbO/FbO9wJPl0f+cah88eDCMjIywdu1aDBkyRPUBV69eXWnMv8cDgB07duD69etwdHSs99yr4+Xlhf379yMxMVG1AVlJSQliYmJEy5OIiIiIiIgq99VXX2HTpk14//33tdaHVorpIUOGwNjYGG+88QYmTpyI4uJixMbGwtraWrW9OvDk3uiZM2ciLCwM3t7e8PLyQnp6On788UeN2WZvb28sXLgQ48aNg4eHB/744w9s3bpVbUa7PnOvTkBAAL744gv4+fnh119/hY2NDbZs2QJTU1NRcyUiIiIiIiJNZWVl8PDw0GofBk9vUntOTk5ITEyERCLBzJkz8dVXX2HChAmYNm2aRtvFixcjNDQU6enpmDVrFnJycrB//340b95crd28efPwySefYN++fZg2bRrS0tKQlJQk+s5ytcm9Kqampjh48CCGDBmCtWvXYvHixejbty/Cw8NFzZWIiIiIiOqPRIcH1c6HH36Ib775Rqt9SIR/rp0mvaKNHWD5P2PD8biB/N/54JF2HvuzNeMv0WOOe9lG9JghB7JFjwkAU/rYix6zqEz8P6s5358VPSYA/OuV50WPOdHdXvSYNcHdvMXXkP4tayhjuba+U+WOZaLHNPKt+lGjdTV7X47oMQGO5Y1hLC8sLISlpSVy/7yp9gzm+lZYWAiHF2xQUFCg0zwaimnTpiE+Ph6urq5wdXVVe2wyAERGRj5zH1pZ5k1ERERERNSYNNQNyJqqjIwMvPTSSwCAM2fOqL0n1mZkLKaJiIiIiIioUanN05jqTKBG4eHDh8Lnn38uPHz4UK9jaituQ4mprbhNOaa24jblmNqK21Bi6lJD+Y4aSkxtxW0oMbUVtynH1FbchhJTW3H1fSwvKCgQAAhXrt8U8ooe6Oy4cv2mAEAoKCjQ9VdC/x/vmW4kKu7lEPMeCm3E1FbchhJTW3GbckxtxW3KMbUVt6HE1KWG8h01lJjaittQYmorblOOqa24DSWmtuLq+1hekd/VG3/p/J7p9rZt9fZ70gczZszAokWL0Lx5c8yYMaPatrxnmoiIiIiIiAhAeno6Hj16pPrvqvCeaSIiIiIiIqL/7+/3SdfHPdMspomIiIiIiJ6Cu3nTPxnoOgESh1Qqxeeffw6pVKrXMbUVt6HE1FbcphxTW3GbckxtxW0oMXWpoXxHDSWmtuI2lJjaituUY2orbkOJqa24jW0sp6aDG5ARERERERFVoWIDsj9v6n4DshdsuAGZPuEybyIiIiIioqeQ/P9Dl/2TfuEybyIiIiIiIqJa4sx0I2Zvbw8XFxfs2bOn2naHDx/GgAEDcOjQIbz22mv1k1wj89prr+Hu3bs4c+aMrlMhokaGY/mzq+l3SERUHQOJBAYiPVKprv1T7Rw8eBAHDx7E7du3oVQq1d7buHHjM8fnzDRV6ptvvsHq1at1nYaGTz75BF27dtV1GkREDQLHciIiUigUmD17NmxtbWFiYgJ3d3ccOHBA12lpXWhoKIYMGYKDBw/i7t27yMvLUzvEwJlpQr9+/VBaWgpjY2PVuW+++QZnzpxBUFCQ7hKrRFJSEt544w1dp0FEpHc4lhMRUWX8/f2RmJiIoKAgdOrUCZs2bYKXlxcOHTqEvn376jo9rfnqq6+wadMmvP/++1rrgzPTBAMDA8hkMhgY6Pdfh0uXLiEzMxMjRozQdSpERHqHYzkRkXZJJLo/auvkyZPYvn07wsLCEBERgQkTJiA5ORl2dnYIDg4W/0vSI2VlZfDw8NBqH/r9Ly4hIyMDEokEP/zwg+rcr7/+ColEgu7du6u1HT58ONzd3TVipKSkoFevXpDJZOjQoQPi4+PV3j98+DAkEgkOHz4M4Mn9v0lJSbhy5QokEgkkEgns7e1V7RUKBT7//HM4OjpCKpWiXbt2CA4OhkKhqPazrFmzBoaGhsjPz1edW7lyJSQSCWbMmKE6V15eDnNzc8yePVvt+qSkJFhaWqr9Bi09PR3Dhw+HhYUFzMzMMGjQIPzyyy/V5lFBqVRi9erVcHZ2hkwmw3PPPYeJEydWuuzjxx9/RP/+/WFubg4LCwv07NkT33zzjUa7c+fOYcCAATA1NcXzzz+P8PBwjTa3b9/GBx98gOeeew4ymQxubm7YvHlzjXImooaJY/n/VDaWV6Y2+f3f//0fevXqBVNTU7Rs2RL9+vXD/v37Ndo97TsEnhT7vr6+aNWqFUxNTfHqq68iKSmp2lyJiPRVYmIiDA0NMWHCBNU5mUyGDz74AKmpqbh27ZoOs9OuDz/8sNKf18XEZd56zsXFBS1atMDRo0fh4+MDAJDL5TAwMMDvv/+OwsJCWFhYQKlU4vjx42r/owBAdnY2Ro4ciQ8++AD/+c9/sHHjRvj7+6NHjx5wdnautM9PP/0UBQUF+PPPP7Fq1SoAgJmZGYAnBaiPjw9SUlIwYcIEdOnSBX/88QdWrVqFixcvYteuXVV+Fk9PTyiVSqSkpMDb21vts8jlclW79PR0FBcXo1+/fmrX7927F6+//jqaNXvy1/bs2bPw9PSEhYUFgoODYWRkhPXr1+O1117DkSNHKv1h9O8mTpyITZs2Ydy4cZg6dSpyc3PxxRdfID09HceOHYORkREAYNOmTRg/fjycnZ0xd+5ctGjRAunp6fjpp5/w7rvvquLl5eVh2LBh+Ne//oVRo0YhMTERs2fPRrdu3TB8+HAAQGlpKV577TVkZ2dj8uTJcHBwwI4dO+Dv74/8/HxMmzat2pyJqGHiWP4//xzLK1Ob/EJDQxESEgIPDw8sXLgQxsbGOHHiBJKTkzFkyJBafYe3bt2Ch4cHSkpKMHXqVLRu3RqbN2+Gj48PEhMT8fbbb1eZMxFRfSksLFR7LZVKIZVKK22bnp6OF198UeO51L169QIA/Pbbb2jXrp12EtWxhw8fIiYmBj///DNcXV1VP9tXiIyMfPZOBNJ7I0aMEHr16qV6/a9//Uv417/+JRgaGgo//vijIAiCkJaWJgAQvv/+e1U7Ozs7AYBw9OhR1bnbt28LUqlU+OSTT1TnDh06JAAQDh06pNannZ2dRi5btmwRDAwMBLlcrnb+q6++EgAIx44dq/JzlJeXCxYWFkJwcLAgCIKgVCqF1q1bC76+voKhoaFQVFQkCIIgREZGCgYGBkJeXp7q2gcPHggymUyIi4tTnXvrrbcEY2NjIScnR3Xuxo0bgrm5udCvX78q8xAEQZDL5QIAYevWrWrnf/rpJ7Xz+fn5grm5ueDu7i6UlpaqtVUqlar/7t+/vwBAiI+PV51TKBRC27ZthXfeeUd1bvXq1QIA4f/+7/9U58rKyoTevXsLZmZmQmFhYbV5E1HDxbG88rG8MjXNLysrSzAwMBDefvttoby8XK3t38fomn6HQUFBAgC1fouKigQHBwfB3t5eow8iahoKCgoEAMKtv/4SSktKdHbc+usvAYDG8fnnn1eZu7OzszBw4ECN82fPnhUACF999ZUWvzndeu2116o8BgwYIEofXObdAHh6eiItLQ0PHjwA8GSZmpeXF1566SXVLIBcLodEItFYNte1a1d4enqqXltZWcHJyQmXLl2qUy47duxAly5d0LlzZ9y9e1d1DBw4EABw6NChKq81MDCAh4cHjh49CgA4f/487t27hzlz5kAQBKSmpqo+S8UsToXk5GQoFArVDG95eTn279+Pt956Cx06dFC1s7GxwbvvvouUlBSN39r983NYWlri9ddfV/scPXr0gJmZmepzHDhwAEVFRZgzZw5kMplaDMk/blwxMzPDe++9p3ptbGyMXr16qX3Xe/fuRdu2bfHvf/9bdc7IyAhTp05FcXExjhw5UmXORNSwcSzXHMufNb9du3ZBqVRiwYIFGveK/3OMrsl3uHfvXvTq1Uvt+zczM8OECRNw+fJlnDt3rtq8iYjqw7Vr11BQUKA65s6dW2Xb0tLSSmetK36uLS0t1Vqeunbo0KEqj+TkZFH64DLvBsDT0xOPHz9Gamoq2rVrh9u3b8PT0xNnz55V+wGsa9euaNWqldq17du314jXsmXLOm8Hn5WVhfPnz8PKyqrS92/fvv3UzxISEoLS0lLI5XLY2Nige/fucHNzg1wux+uvv46UlBSMGjVK7bqkpCS88soreO655wAAd+7cQUlJCZycnDT66NKlC5RKJa5du1bl8sesrCwUFBTA2tq62s+Rk5MD4MkSzad54YUXNH54a9myJTIyMlSvr1y5gk6dOmn80NelSxfV+0TUOHEs1xzLnzW/nJwcGBgY1OgxWzX5Dq9cuVLpLUJ/H6Nr8u8BEZE2WVhYaCzbroqJiUmle008fPhQ9T7VHYvpBuCVV16BTCbD0aNH0b59e1hbW+PFF1+Ep6cnoqOjoVAoIJfLK72Xy9DQsNKYgiDUKRelUolu3bpVeY/B0+656Nu3Lx49eoTU1FTI5XLVLIGnpyfkcjkuXLiAO3fuqM0eAE9mC8aNG1ennCujVCphbW2NrVu3Vvp+VT/AVUfs75qIGheO5TUfy581v8pwjCaiZyYonxy67L+WbGxscP36dY3zN2/eBADY2to+c1r6LD8/Hxs2bMD58+cBPFml9MEHH8DS0lKU+CymG4CK5cJyuRzt27dX+6FFoVBg69atuHXrlsYmL8/inzOsFTp27Ijff/8dgwYNqrJNdXr16gVjY2PI5XLI5XLMmjULwJPno8bGxuLgwYOq1xXOnDmDq1evqj1GxcrKCqampsjMzNTo48KFCzAwMKj2h62OHTvi559/Rp8+far9jVzHjh1VOTg6Otbuw1bCzs4OGRkZUCqVarPTFy5cUL1PRI0Tx3LNsbwqNc2vY8eOUCqVOHfuHF566aVaf45/srOzq/LflYr3iYgakpdeegmHDh1SbXRZ4cSJE6r3G6vTp09j6NChMDExUW24tmrVKixduhT79+/XeJpGXfCe6QbC09MTJ06cwKFDh1Q/gLVp0wZdunTB8uXLVW3E0rx5cxQUFGicHzVqFK5fv47Y2FiN90pLS1X3AlZFJpOhZ8+e2LZtG65evar2w2RpaSnWrFmDjh07wsbGRnXN3r178dxzz+GVV15RnTM0NMSQIUPw/fff4/Lly6rzt27dwjfffIO+fftWu/xl1KhRKC8vx6JFizTee/z4seqRL0OGDIG5uTnCwsJUy2Eq1GU2w8vLC3/99RcSEhLU+lu7di3MzMzQv3//WsckooaDY7n6WF6Vmub31ltvwcDAAAsXLoRSqT5jU9cx+uTJk6r7vgHgwYMHiImJgb29fY2WkxMR6ZORI0eivLwcMTExqnMKhQJxcXFwd3dvtDt5A8D06dPh4+ODy5cvY+fOndi5cydyc3Ph7e2NoKAgUfrgzHQD4enpiSVLluDatWtqP2j169cP69evh729PV544QXR+uvRowcSEhIwY8YM9OzZE2ZmZnjjjTfw/vvv49tvv8VHH32EQ4cOoU+fPigvL8eFCxfw7bffYt++fU/9QcnT0xPLli2DpaUlunXrBgCwtraGk5MTMjMz4e/vr9Y+KSkJw4cP15idWLx4MQ4cOIC+ffsiMDAQzZo1w/r166FQKCp9vvPf9e/fHxMnTkRYWBh+++03DBkyBEZGRsjKysKOHTsQFRWFkSNHwsLCAqtWrcKHH36Inj174t1330XLli3x+++/o6SkpNbPh54wYQLWr18Pf39//Prrr7C3t0diYiKOHTuG1atXw9zcvFbxiKhh4ViuOZZXpqb5OTo64tNPP8WiRYvg6emJf/3rX5BKpTh16hRsbW0RFhZWq+9rzpw52LZtG4YPH46pU6eiVatW2Lx5M3Jzc/Hdd99p7HdBRE2LRFBCosNl3nXp293dHb6+vpg7dy5u374NR0dHbN68GZcvX8aGDRu0kKX+OH36NGJjY9UexdisWTMEBwfX6Be7NSLKnuCkdYWFhYKhoaFgbm4uPH78WHX+//7v/wQAwvvvv69xjZ2dnTBixAiN8/379xf69++vel3Z41SKi4uFd999V2jRooUAQO3RKmVlZcLy5csFZ2dnQSqVCi1bthR69OghhIaGCgUFBU/9LElJSQIAYfjw4WrnP/zwQwGAsGHDBtW5/Px8oVmzZsK3335baay0tDRh6NChgpmZmWBqaioMGDBAOH78+FNzqBATEyP06NFDMDExEczNzYVu3boJwcHBwo0bN9Ta/fDDD4KHh4dgYmIiWFhYCL169RK2bdumer9///6Cs7OzRvz//Oc/Go+luXXrljBu3DihTZs2grGxsdCtW7enPiaGiBoHjuWVj+WVqU1+GzduFF5++WVVu/79+wsHDhxQvV/T71AQBCEnJ0cYOXKk0KJFC0Emkwm9evUS9uzZU+O8iajxqXg01u0bfwoPiwt1dty+8acAoEZj9N+VlpYKM2fOFNq2bStIpVKhZ8+ewk8//aSlb0t/WFtbC/v27dM4/9NPPwnW1tai9CERBO68Qfrr22+/xdixY3H37l3RNgogIqL6xbGciBqywsJCWFpa4vb1qzXeRVtbeVg/3x4FBQU6zaOhmDp1Kv773/9ixYoV8PDwAAAcO3YMs2bNwjvvvIPVq1c/cx9c5k16rUWLFlizZg1/+CIiasA4lhMRUX1bsWIFJBIJ/Pz88PjxYwiCAGNjY3z88cdYtmyZKH1wZpqIiIiIiKgKnJlu2EpKSpCTkwPgyVMgTE1NRYvNmWkiIiIiIqKnEYQnhy77p2rNmDEDixYtQvPmzTFjxoxq20ZGRj5zfyymiYiIiIiIqMFLT0/Ho0ePVP9dlZo8WaImWEwTERERERFRg3fo0KFK/1tb+MBEIiIiIiKipxGUuj+oxq5evYqqtge7evWqKH1wZlrP9QzZL3rMlOk9RI8JAPg1SfyY3YeLHlI4vUf0mAAgcX9L9JhlO1eLHtNo1BzRY2rrDh5xFuCo00au2siTtPNnZWJiooWoT6eNsVw+q7foMQHgx9xi0WN6tBN/oxzLU9+KHhPgWN5QcNxtOBrTWE4Ni4ODA27evAlra2u18/fu3YODgwPKy8ufuQ/OTBMREREREVGjIghCpfdGFxcXQyaTidIHZ6aJiIiIiIieQiIIkOhwqbWEu3nXSMUu3hKJBPPnz1d7FFZ5eTlOnDiBl156SZS+WEwTERERERFRo1Cxi7cgCPjjjz9gbGyses/Y2Bhubm6YOXOmKH3VupgOCQlBaGgo7ty5gzZt2oiSRGXs7e3x2muvYdOmTVrro74dPnwYAwYMwKFDh/Daa6/pOh0iIiIiIqopXW8Cxg3IaqRiF+9x48YhKioKFhbi79tRgTPTRERERERE1KjExcUBAM6dO4erV6+irKxM7X0fH59n7oPFNBERERERETUqubm5eOutt/DHH39AIpGoHpNVsSkZd/PWM4IgoLS0VNdpEBERERGR2HT9jOkmtMw7PDwc7dq1g7m5OV5++WUUFRXVOsbUqVPh4OCA27dvw9TUFGfPnsXRo0fxyiuv4PDhw6LkWediOj8/H/7+/mjRogUsLS0xbtw4lJSUqN6Pi4vDwIEDYW1tDalUiq5du2LdunUacQRBwOLFi/HCCy/A1NQUAwYMwNmzZzXa3b9/HzNnzkS3bt1gZmYGCwsLDB8+HL///rtau8OHD0MikeDbb79FaGgonn/+eZibm2PkyJEoKCiAQqFAUFAQrK2tYWZmhnHjxkGhUKjFqGnu9vb28Pb2xr59+/DKK6/AxMQE69evBwD8+eefeOutt9C8eXNYW1tj+vTpGv0QERERERHR/3z55Zf46aefcOzYMRQWFmLz5s1qm4jVVGpqKhYuXIg2bdrAwMAABgYG6Nu3L8LCwjB16lRRcq3zMu9Ro0bBwcEBYWFhSEtLw9dffw1ra2ssX74cALBu3To4OzvDx8cHzZo1w+7duxEYGAilUolJkyap4ixYsACLFy+Gl5cXvLy8kJaWhiFDhmisab906RJ27doFX19fODg44NatW1i/fj369++Pc+fOwdbWVq19WFgYTExMMGfOHGRnZ2Pt2rUwMjKCgYEB8vLyEBISgl9++QWbNm2Cg4MDFixYoLq2prkDQGZmJv79739j4sSJCAgIgJOTE0pLSzFo0CBcvXoVU6dOha2tLbZs2YLk5OS6ft1ERERERESNWnl5OZYsWQK5XI727dsDAFxdXescy9zcHADQpk0b3LhxA05OTrCzs0NmZqYo+da5mH755ZexYcMG1et79+5hw4YNqmL6yJEjMDExUb0/efJkDBs2DJGRkaqC9M6dOwgPD8eIESOwe/du1fr1Tz/9FEuXLlXrr1u3brh48SIMDP43mf7++++jc+fO2LBhA+bPn6/W/vHjxzhy5AiMjIxUfW3fvh3Dhg3D3r17AQCBgYHIzs7Gxo0b1YrpmuReITs7Gz/99BOGDh2qOhcVFYWLFy/i22+/ha+vLwAgICAAbm5u1X6nCoVCY/Za+bgMBs1q/5sYIiLSDY7lRESNlK6XWtdT38XFxYiIiMCJEydw8uRJ5OXlIS4uDv7+/pW2VygUWLBgAbZs2YK8vDy4urpi8eLFeP3112vd959//omSkhIkJiYiMjISLVq0wMyZMxEQEFDrWC4uLvj999/h4OAAd3d3hIeHw9jYGDExMejQoUOt41Wmzsu8P/roI7XXnp6euHfvHgoLCwFArRgtKCjA3bt30b9/f1y6dAkFBQUAgJ9//hllZWWYMmWKqpAGgKCgII3+pFKpqpAuLy/HvXv3YGZmBicnJ6SlpWm09/PzUxXSAODu7g5BEDB+/Hi1du7u7rh27RoeP36sOleT3Cs4ODioFdIAsHfvXtjY2GDkyJGqc6amppgwYYJGnn8XFhYGS0tLteNmSkK11xARkX7hWE5ERA3Z3bt3sXDhQpw/f/6pk4EA4O/vj8jISIwdOxZRUVEwNDSEl5cXUlJSat339evXUVBQgIsXL+Ly5cvYsWMH5s2bB7lcXutYn332GZTKJ7+AWLhwIXJzc+Hp6Ym9e/dizZo1tY5XmToX0xXT7hVatmwJAMjLywMAHDt2DIMHD0bz5s3RokULWFlZYd68eQCgKkivXLkCAOjUqZNaLCsrK1W8CkqlEqtWrUKnTp0glUrRpk0bWFlZISMjQ6PArSw/S0tLAEC7du00ziuVSrUYNcm9goODg0bfV65cgaOjo9ovCADAyclJo+3fzZ07FwUFBWqHTd/R1V5DRET6hWM5ERE1ZDY2Nrh58yauXLmCiIiIatuePHkS27dvR1hYGCIiIjBhwgQkJyfDzs4OwcHBam379u0LiURS6fHZZ58B+N+k5oIFC2BiYgJXV1eMGTNGtbK4NoYOHYp//etfAABHR0dcuHABd+/exe3btzFw4MBax6tMnZd5GxoaVnpeEATk5ORg0KBB6Ny5MyIjI9GuXTsYGxtj7969WLVqleo3BLWxdOlSzJ8/H+PHj8eiRYvQqlUrGBgYICgoqNJ4VeVXXd4Aap3732exn5VUKoVUKlU7x2WBREQNC8dyIqJGSlACdahjRO2/HkilUrRt27ZGbRMTE2FoaKi2Alcmk+GDDz7AvHnzcO3aNdVkZk1mql988UUYGxurTUr+c4LyWbRq1Uq0WICWnjO9e/duKBQK/PDDD2ozxIcOHVJrZ2dnBwDIyspSW7d+584d1Qx3hcTERAwYMEDtPm3gya7ibdq0qffcq2NnZ4czZ85AEAS1P3yxbnQnIiIiIqKmqeK22gqV/RK3vqSnp+PFF1+EhYWF2vlevXoBAH777TeNlcHVad68OUaOHIklS5ZgzZo1uHTpEhISEpCYmFij62fMmFHjviIjI2vctipaKaYrZn8rZnuBJ8uj4+Li1NoNHjwYRkZGWLt2LYYMGaIqPFevXl1pzL/HA4AdO3bg+vXrcHR0rPfcq+Pl5YX9+/cjMTFRtQFZSUkJYmJiRMuTiIiIiIiann8Wp59//jlCQkJ0ksvNmzdhY2Ojcb7i3I0bN2od88svv8QHH3yANm3aoE2bNli0aBE8PT1rdG16enqN2ok1262VYnrIkCEwNjbGG2+8gYkTJ6K4uBixsbGwtrbGzZs3Ve2srKwwc+ZMhIWFwdvbG15eXkhPT8ePP/6oMdvs7e2NhQsXYty4cfDw8MAff/yBrVu3irYTW21zr05AQAC++OIL+Pn54ddff4WNjQ22bNkCU1NTUXMlIiIiIqL6IRGUkOhwN++Kvq9du6Y2E1zdrLRSqdR45HBVpFJprYvM0tLSSvuXyWSq92urRYsW+O6772p9HVC71cRiqPMGZNVxcnJCYmIiJBIJZs6cia+++goTJkzAtGnTNNouXrwYoaGhSE9Px6xZs5CTk4P9+/ejefPmau3mzZuHTz75BPv27cO0adOQlpaGpKSkWi0bEDv3qpiamuLgwYMYMmQI1q5di8WLF6Nv374IDw8XNVciIiIiImpaLCws1I7qiumjR4/CxMSkRkddbkk1MTHReBwkADx8+FD1fmMmEf65dpr0Ss+Q/aLHTJneQ/SYAIBfk8SP2X246CGF03tEjwkAEve3RI9ZtnO16DGNRs0RPaa2BhHxtpv4H23kqo08STt/Vrr6R10bY7l8Vm/RYwLAj7nFosf0aGfx9Ea1ZHnqW9FjAhzLGwqOuw1HYxjLCwsLYWlpibvZGbAwN6/XvtXyKCpCG0dXFBQUaNyjXJW//voLP/30U43avv3226onIFU4ffo0evbsWeVzpl9//XVcv34d586dUzt/8OBBDB48GD/88APeeOONGvWvDXK5HOvXr0dOTg4SExPx/PPPY8uWLXBwcEDfvn2fOb5WlnkTERERERGRbrVt27bSIlgsL730Eg4dOoTCwkK1Av/EiROq93Xlu+++w/vvv4+xY8ciPT1dNYNeUFCApUuX1ulxW/+klWXeRERERERE1LiNHDkS5eXlahstKxQKxMXFwd3dXfRbcmtj8eLF+OqrrxAbGwsjIyPV+T59+iAtLU2UPjgzree0sSTbfdkJ0WMCwLHuNdugrTbuK8VfxtO2i3aWRpYayESPuddtwtMb1dJbokdsWMvtGlKuXJLeeGhjSfari+WixwSAbdOefdnbP7UsLxI9ZrnioegxASC7WPx5BsXAINFjOoseUXvjQ0NZPt6QblkiHRGEJ4cu+68nX3zxBfLz81W7ce/evRt//vknAGDKlCmq5eDu7u7w9fXF3Llzcfv2bTg6OmLz5s24fPmyxiON61tmZib69euncd7S0hL5+fmi9MFimoiIiIiIiFRWrFiBK1euqF7v3LkTO3fuBAC89957avdWx8fHY/78+diyZQvy8vLg6uqKPXv2VFrI1qe2bdsiOzsb9vb2audTUlJEeyIUi2kiIiIiIiJSuXz5co3bymQyREREICIiQnsJ1UFAQACmTZuGjRs3QiKR4MaNG0hNTcXMmTMxf/58UfpgMU1ERERERPQ0gvLJocv+qcbmzJkDpVKJQYMGoaSkBP369YNUKsXMmTMxZcoUUfpgMU1ERERERESNxqNHjzBs2DB89dVXmDVrFrKzs1FcXIyuXbvCzMxMtH5YTIvA398fhw8frtVyCCIiIiIiIhKfkZERMjIyAADGxsbo2rWrVvppMI/GysnJwcSJE9GhQwfIZDJYWFigT58+iIqKQmlpKUJCQiCRSJ561Id79+4hIiIC/fr1g5WVFVq0aIFXX30VCQkJ9dI/ERERERGJSyIIkAhKHR4NZW98/fDee+9pfUfxBjEznZSUBF9fX0ilUvj5+cHFxQVlZWVISUnBrFmzcPbsWUyePBmOjo6VXp+RkYGIiAi4u7trJb/Y2Fgolf+7hyE1NRWffvopvLy88Nlnn6FZs2b47rvvMGbMGJw7dw6hoaFayYOIiIiIiIiAx48fY+PGjfj555/Ro0cPNG/eXO39yMjIZ+5D74vp3NxcjBkzBnZ2dkhOToaNjY3qvUmTJiE7OxtJSUlwdXWFq6urxvUPHjzA4sWLYWlpiW3btmklx78/BBwAnJ2dkZWVBTs7O9W5wMBADB48GMuXL0dwcLDGHyYREREREekxbkDWoJw5cwbdu3cHAFy8eFHtPbFWLOt9MR0eHo7i4mJs2LBBrZCu4OjoiGnTplV5fWBgIDIzM5GQkAAHB4ca93v48GEMGDAA27dvx++//46NGzeiqKgIgwYNwpdffol27dqp2v7znunK+pFIJHjrrbeQnJyMS5cuoVu3bjXOhYiIiIiIiGru0KFDWu9D74vp3bt3o0OHDvDw8Kj1tZs3b0Z8fDwCAgIwatSoOvW/ZMkSSCQSzJ49G7dv38bq1asxePBg/PbbbzAxMalVrL/++gsA0KZNm0rfVygUUCgU/zwJqVRap9yJiKj+VTaWC4/LOJYTERHVk7/v5t2pUyet9aPXG5AVFhbi+vXrdZrFvXDhAiZNmgRnZ2dERUXVOYf79+8jJSUF06dPR1hYGOLj43Hx4kXExsbWOs7XX38NT0/PSmfYASAsLAyWlpZqR3jk6jrnTkRE9a+ysTxixUpdp0VERM+qYpm3Lg+qkb/v5q1Nel9MA4C5uXmtrnv48CFGjx4NpVKJhISEWs8g/52fn59a/yNHjoSNjQ327t1b4xhKpRJjx45Ffn4+1q5dW2W7uXPnoqCgQO0InhFU59yJiKj+VTaWz5r5ia7TIiIialKa/G7eFhYWAICioqJaXRcUFISMjAysX78ezs7Oz5TDP5cFSCQSODo61uqZ0lOmTMFPP/2E+Ph4uLm5VdlOKpVqLANUCI9qlS8REelWZWP5wwe1+3eMiIiInk2T383bwsICtra2OHPmTI2v2bFjB9avX49Ro0ZhwoQJWsyuZkJDQxEdHY1ly5bh/fff13U6RERERERUF7peas1l3rXC3bwBeHt7IyYmBqmpqejdu3e1bS9duoSAgAA4ODggJiZGlP6zsrLUXguCgOzs7Eofw/VPX375JUJCQhAUFITZs2eLkg8RERERERFVrz5289bre6YBqJ7J/OGHH+LWrVsa7+fk5CAqKgqPHj3CmDFjUFJSgm3btsHS0lKU/uPj49WWmScmJuLmzZsYPnx4tdclJCRg6tSpGDt2rChLCIiIiIiIiEh/6P3MdMeOHfHNN99g9OjR6NKlC/z8/ODi4oKysjIcP34cO3bsgL+/P+bPn49Tp05h4MCByMrK0phRrvD2229rrJevTqtWrdC3b1+MGzcOt27dwurVq+Ho6IiAgIAqrzl58iT8/PzQunVrDBo0CFu3blV738PDAx06dKhxDkREREREpFsSQQmJDpda67Lvhio/Px8bNmzA+fPnAQBdu3bFBx98INrEq94X0wDg4+ODjIwMRERE4Pvvv8e6desglUrh6uqKlStXIiAgAEOHDgUAJCcnIzk5ucpYubm5tSqm582bh4yMDISFhaGoqAiDBg1CdHQ0TE1Nq7zm3LlzKCsrw507dzB+/HiN9+Pi4lhMExERERERacnp06cxdOhQmJiYoFevXgCAVatWYenSpdi/f7/qfupn0SCKaeDJrtrV3Qd9+PBhrfTbrFkzLF26FEuXLq2yzaZNm9Re+/v7w9/fXyv5EBERERERUfWmT58OHx8fxMbGolmzJ2Xv48eP8eGHHyIoKAhHjx595j4aTDFNRERERESkM0rlk0OX/VONnT59Wq2QBp5MlAYHB+OVV14RpY8mV0yXlZXh/v371bYRaw09ERERERER1T8LCwtcvXoVnTt3Vjt/7do1mJubi9JHkyumjx8/jgEDBlTbJi4uDvb29vWT0NP8miR6yGPdb4oeEwBaLat807dn8aD3NdFjnp0+XfSYAOC0aYfoMUcaXXx6o1p6hFdFjynOk/rqh6CFmNr6/A3pe9WGxvT5f8wtFj3mtml9RY8JAC+NmCF6zKL9C0WPOfR8F9FjAsDeAcaixzx3t1T0mA2JNv5f1sZYri0NKVd6CkF4cuiyf6qx0aNH44MPPsCKFSvg4eEBADh27BhmzZqFf//736L00eSKaTc3Nxw4cKDaNs7OzrCxsYHAv7BEREREREQNzooVKyCRSODn54fHjx8DAIyMjPDxxx9j2bJlovTR5Irpli1bYvDgwbpOg4iIiIiIiLTE2NgYUVFRCAsLQ05ODoAnj12u7qlMtdXkimkiIiIiIqJaE5RPDl32TzUWFhaG5557DuPHj0e3bt1U5zdu3Ig7d+5g9uzZz9yHwTNHICIiIiIiItIj69ev19h8DHhyS+9XX30lSh8spomIiIiIiKhR+euvv2BjY6Nx3srKCjdvirMhM5d5ExERERERPYVEUEKiw6XWuuy7IWrXrh2OHTsGBwcHtfPHjh2Dra2tKH2wmCYiIiIiIqJGJSAgAEFBQXj06BEGDhwIADh48CCCg4PxySefiNJHo13mXVRUhKCgINjb20MqlcLa2hqvv/460tLSsGbNGhgaGiI/P1/VfuXKlZBIJJgx43/P1ywvL4e5ubnazekVzylr3bo1TExM0KNHDyQmJmr0L5FIMHnyZGzduhVOTk6QyWTo0aMHjh49qtXPTURERERE1NTNmjULH3zwAQIDA9GhQwd06NABU6ZMwdSpUzF37lxR+mi0M9MfffQREhMTMXnyZHTt2hX37t1DSkoKzp8/D09PTyiVSqSkpMDb2xsAIJfLYWBgALlcroqRnp6O4uJi9OvXT3UuKioKPj4+GDt2LMrKyrB9+3b4+vpiz549GDFihFoOR44cQUJCAqZOnQqpVIro6GgMGzYMJ0+ehIuLi0bOCoUCCoVC/WTZI0iNjUT8ZoiISJsqG8sflSlgZCzVUUZERCQK7ubdoEgkEixfvhzz58/H+fPnYWJigk6dOkEqFe/f40ZbTCclJSEgIAArV65UnQsODgYAKJVKWFhYQC6Xw9vbG4IgICUlBe+88w527tyJ4uJimJmZqQrsPn36qGJcvHgRJiYmqteTJ09G9+7dERkZqVFMnzlzBqdPn0aPHj0AAGPGjIGTkxMWLFiAnTt3auQcFhaG0NBQtXOf+r2F+f95+9m/ECIiqheVjeWjPp6BMYEzdZQRERFR02VmZoaePXtqJXajXebdokULnDhxAjdu3NB4z8DAAB4eHqol1+fPn8e9e/cwZ84cCIKA1NRUAE9mq11cXNCiRQvVtX8vpPPy8lBQUABPT0+kpaVp9NO7d29VIQ0A7du3x5tvvol9+/ahvLxco/3cuXNRUFCgdgT/27vO3wEREdW/ysbydz6couu0iIjoWQnC/2andXIIuv4G6B8abTEdHh6OM2fOoF27dujVqxdCQkJw6dIl1fuenp749ddfUVpaCrlcDhsbG3Tv3h1ubm6qpd4pKSnw9PRUi7tnzx68+uqrkMlkaNWqFaysrLBu3ToUFBRo5NCpUyeNcy+++CJKSkpw584djfekUiksLCzUDi7xJiJqWCoby7nEm4iIqPFptMX0qFGjcOnSJaxduxa2traIiIiAs7MzfvzxRwBA37598ejRI6SmpkIul6uKZk9PT8jlcly4cAF37txRK6blcjl8fHwgk8kQHR2NvXv34sCBA3j33Xch8DdFRERERERETUajLaYBwMbGBoGBgdi1axdyc3PRunVrLFmyBADQq1cvGBsbQy6XqxXT/fr1w4kTJ3Dw4EHV6wrfffcdZDIZ9u3bh/Hjx2P48OEYPHhwlf1nZWVpnLt48SJMTU1hZWUl5kclIiIiIiJtEsoBpQ4PQfM2UdKtRllMl5eXayy7tra2hq2trWqHVZlMhp49e2Lbtm24evWq2sx0aWkp1qxZg44dO8LGxkYVw9DQEBKJRO1+58uXL2PXrl2V5pGamqp2L/W1a9fw/fffY8iQITA0NBTr4xIREREREdE/yOVyvPfee+jduzeuX78OANiyZQtSUlJEid8oi+mioiI8//zz8Pf3x6pVqxAbG4vRo0fj1KlT+Pe//61q5+npiczMTFhaWqJbt24AnhTdTk5OuHjxosb90iNGjEBJSQmGDRuGr776CgsXLoS7uzscHR0rzcPFxQVDhw7FokWLEB4eror3z11eiYiIiIiISDzfffcdhg4dChMTE6Snp6smVQsKCrB06VJR+miUxbSpqSkCAwPx22+/4fPPP8f06dORmZmJ6OhozJgxQ9Wuorj18PCAgYGBxvl/FtMDBw7Ehg0b8NdffyEoKAjbtm3D8uXL8fbblT+6qn///li9ejW2bNmCBQsWoFWrVvjxxx/h6uoq9kcmIiIiIiItEpRKnR9Uc4sXL8ZXX32F2NhYGBn9b1PnPn36VPokprpolM+ZNjY2Rnh4OMLDw6tt5+XlVenGYbGxsYiNja30mvHjx2P8+PEa50NCQiptP3bsWIwdO/bpSRMREREREZEoMjMz1fa/qmBpaYn8/HxR+miUM9NERERERETUdLVt2xbZ2dka51NSUtChQwdR+miUM9NERERERESiqthVW5f9U40FBARg2rRp2LhxIyQSCW7cuIHU1FTMnDkT8+fPF6UPFtP6rvtw0UPeV5qIHhMAHvS+JnrMAdv+Ej3moVWrRI8JAI8l4i/0uPt8L9FjthA9IqCtp6xLGkjMhvT5tZWrNmjj8+uKRzsL0WO2LC8SPSYAFO1fKHrMQRszRY/506RXRY8JAEVl4t+T2Pmg+P/uCGPmiR5TWxrKWK4t2hh3m/q/D0Q1MWfOHCiVSgwaNAglJSXo168fpFIpZs6ciSlTpojSB4tpLansXmwiIiIiIiLSPolEgk8//RSzZs1CdnY2iouL0bVrV5iZmYnWB4tpIiIiIiKip+Ey7waltLQUgiDA1NQUXbt2xZUrV/D111+ja9euGDJkiCh9cAMyIiIiIiIialTefPNNxMfHAwDy8/Ph7u6OlStX4s0338S6detE6YPFNBERERER0VMI5eU6P6jm0tLS4OnpCQBITEzEc889hytXriA+Ph5r1qwRpQ8W0yLw9/eHvb29rtMgIiIiIiIiACUlJTA3NwcA7N+/H//6179gYGCAV199FVeuXBGljwZTTOfk5GDixIno0KEDZDIZLCws0KdPH0RFRaG0tBQhISGQSCRPPXSVu0wmg0QiwenTp3WSAxERERERUVPh6OiIXbt24dq1a9i3b5/qPunbt2/DwkKcp2w0iA3IkpKS4OvrC6lUCj8/P7i4uKCsrAwpKSmYNWsWzp49i8mTJ8PR0bHS6zMyMhAREQF3d3et5BcbGwulsupHaUyfPh3NmjWDQqHQSv9ERERERKRlSuWTQ5f9U40tWLAA7777LqZPn45Bgwahd+/eAJ7MUr/88sui9KH3xXRubi7GjBkDOzs7JCcnw8bGRvXepEmTkJ2djaSkJLi6usLV1VXj+gcPHmDx4sWwtLTEtm3btJKjkZFRle/t27cP+/btQ3BwMBYvXqyV/omIiIiIiOh/Ro4cib59++LmzZtwc3NTnR80aBDefvttUfrQ+2Xe4eHhKC4uxoYNG9QK6QqOjo6YNm1aldcHBgYiMzMTMTExcHBwqHG/hw8fhkQiQUJCAubNm4e2bduiefPm8PHxwbVr19TaVnXP9KNHjzBt2jRMmzYNHTt2rHHfRERERERE9Gzatm2Ll19+GQYG/yt7e/Xqhc6dO4sSX+9npnfv3o0OHTrAw8Oj1tdu3rwZ8fHxCAgIwKhRo+rU/5IlSyCRSDB79mzcvn0bq1evxuDBg/Hbb7/BxMSk2mtXr16NvLw8fPbZZ9i5c+dT+1IoFJpLwRUKSKXSOuVORET1r7KxXKF4zLGciKihUyp1/JxpLvN+mhkzZtS4bWRk5DP3p9fFdGFhIa5fv44333yz1tdeuHABkyZNgrOzM6Kiouqcw/3793H+/HnVTnDdu3fHqFGjEBsbi6lTp1Z53V9//YVFixZhxYoVNb7BPSwsDKGhoWrnPp09E/PnBNc5fyIiql+VjeWfzJ6LWXM/1VFGRERETUN6enqN2om1MbXeF9MAVIVsTT18+BCjR4+GUqlEQkLCU2eQq+Pn56fW/8iRI2FjY4O9e/dWW0zPnj0bHTp0wIcffljjvubOnav525TSwlrnTEREulPZWJ7/8LGOsiEiImo6Dh06VK/96XUxXTGjW1RUVKvrgoKCkJGRgfXr18PZ2fmZcujUqZPaa4lEAkdHR1y+fLnKa3755Rds2bIFBw8eVFuf/zRSqVRjGaBCyR3AiYgaksrG8lLhgY6yISIisQjKcgg6XOaty76pcnpfTNva2uLMmTM1vmbHjh1Yv349Ro0ahQkTJmgxu6oFBwfD09MTDg4OqqL77t27AICbN2/i6tWraN++vU5yIyIiIiIiauwWLlxY7fsLFix45j70upgGAG9vb8TExCA1NVX1bLCqXLp0CQEBAXBwcEBMTIwo/WdlZam9FgQB2dnZlT6Gq8LVq1dx5cqVSncP9/HxgaWlJfLz80XJj4iIiIiI6oGg4+dMC9yArDb++9//qr1+9OgRcnNz0axZM3Ts2LFpFNPBwcHYunUrPvzwQyQnJ+O5555Tez8nJwd79uxBYGAgxowZg5KSEuzbtw+Wlpai9B8fH4+5c+eq7ptOTEzEzZs3MXv27CqviYmJQUlJidq55ORkrF27FitWrBBtK3YiIiIiIiLSVNlmZIWFhfD39xftOdN6X0x37NgR33zzDUaPHo0uXbrAz88PLi4uKCsrw/Hjx7Fjxw74+/tj/vz5OHXqFAYOHIisrCyNGeUKb7/9Npo3b17j/lu1aoW+ffti3LhxuHXrFlavXg1HR0cEBARUec2QIUM0zlXMRPfv3x+vvPJKjfsnIiIiIiKiZ2dhYYHQ0FC88cYbeP/99585nt4X08CTpdEZGRmIiIjA999/j3Xr1kEqlcLV1RUrV65EQEAAhg4dCuDJDHBycnKVsXJzc2tVTM+bNw8ZGRkICwtDUVERBg0ahOjoaJiamj7z5yIiIiIiooaBG5A1DgUFBSgoKBAlVoMopoEnu2pXdx/04cOHtdJvs2bNsHTpUixdurTKNps2bXpqHH9/f/j7+4uXGBEREREREVVqzZo1aq8FQcDNmzexZcsWDB8+XJQ+GkwxTURERERERFQTq1atUnttYGAAKysr/Oc//8HcuXNF6aPJFdNlZWW4f/9+tW3E2rxMDMLpPaLHbNul+l3R6+rs9Omixzz0j/8JxND8zZWixwSAe/K1osdsdS5J9JjlL48QPaZE9IgNS0P6/A0p18bE8tS3oscsVzwUPSYADD3fRfSYP016VfSYrTyniB4T0M5YbuzkJnpMbSz21Nb4IGgprti09fkbyrjbUPLUKWX5k0OX/VON5ebmar2PJldMHz9+HAMGDKi2TVxcHOzt7esnISIiIiIiIhKFUqlEREQEfvjhB5SVlWHQoEH4/PPPYWJiInpfTa6YdnNzw4EDB6pt4+zsDBsbGwhCQ/ldKhERERERES1ZsgQhISEYPHgwTExMEBUVhdu3b2Pjxo2i99XkiumWLVti8ODBuk6DiIiIiIgaEqXyyaHL/ump4uPjER0djYkTJwIAfv75Z4wYMQJff/01DAwMRO1L3GhEREREREREOnL16lV4eXmpXg8ePBgSiQQ3btwQvS8W00RERERERNQoPH78GDKZTO2ckZERHj16JHpfTW6ZNxERERERUW0J5eUQynW3o7Yu+25IBEGAv78/pFKp6tzDhw/x0UcfoXnz5qpzO3fufOa+WEwTERERERFRo/Cf//xH49x7772nlb5YTBMRERERET2NUqnj50xzA7KaiIuLq7e+Gu0900VFRQgKCoK9vT2kUimsra3x+uuvIy0tDWvWrIGhoSHy8/NV7VeuXAmJRIIZM2aozpWXl8Pc3ByzZ89WnVuxYgU8PDzQunVrmJiYoEePHkhMTNToXyKRYPLkydi6dSucnJwgk8nQo0cPHD16VKufm4iIiIiIiLSv0c5Mf/TRR0hMTMTkyZPRtWtX3Lt3DykpKTh//jw8PT2hVCqRkpICb29vAIBcLoeBgQHkcrkqRnp6OoqLi9GvXz/VuaioKPj4+GDs2LEoKyvD9u3b4evriz179mDEiBFqORw5cgQJCQmYOnUqpFIpoqOjMWzYMJw8eRIuLi4aOSsUCigUCrVzQtkjSI2NxPxqiIhIiziWExERNQ2NtphOSkpCQEAAVq5cqToXHBwMAFAqlbCwsIBcLoe3tzcEQUBKSgreeecd7Ny5E8XFxTAzM1MV2H369FHFuHjxIkxMTFSvJ0+ejO7duyMyMlKjmD5z5gxOnz6NHj16AADGjBkDJycnLFiwoNIb3sPCwhAaGqp27tP3ffCZ31vP/H0QEVH94FhORNRIKct1vMybG5Dpm0a7zLtFixY4ceJEpc8TMzAwgIeHh2rJ9fnz53Hv3j3MmTMHgiAgNTUVwJPZahcXF7Ro0UJ17d8L6by8PBQUFMDT0xNpaWka/fTu3VtVSANA+/bt8eabb2Lfvn0or2Q3vrlz56KgoEDtmDVmhEY7IiLSXxzLiYiImoZGW0yHh4fjzJkzaNeuHXr16oWQkBBcunRJ9b6npyd+/fVXlJaWQi6Xw8bGBt27d4ebm5tqqXdKSgo8PT3V4u7ZswevvvoqZDIZWrVqBSsrK6xbtw4FBQUaOXTq1Enj3IsvvoiSkhLcuXNH4z2pVAoLCwu1g8sCiYgaFo7lRERETUOjLaZHjRqFS5cuYe3atbC1tUVERAScnZ3x448/AgD69u2LR48eITU1FXK5XFU0e3p6Qi6X48KFC7hz545aMS2Xy+Hj4wOZTIbo6Gjs3bsXBw4cwLvvvgtBEHTyOYmIiIiISPsEpVLnB+mXRltMA4CNjQ0CAwOxa9cu5ObmonXr1liyZAkAoFevXjA2NoZcLlcrpvv164cTJ07g4MGDqtcVvvvuO8hkMuzbtw/jx4/H8OHDMXjw4Cr7z8rK0jh38eJFmJqawsrKSsyPSkRERERERPWoURbT5eXlGsuura2tYWtrq9phVSaToWfPnti2bRuuXr2qNjNdWlqKNWvWoGPHjrCxsVHFMDQ0hEQiUbvf+fLly9i1a1eleaSmpqrdS33t2jV8//33GDJkCAwNDcX6uERERERERFTPGuVu3kVFRXjhhRcwcuRIuLm5wczMDD///DNOnTqltru3p6cnli1bBktLS3Tr1g3Ak6LbyckJmZmZ8Pf3V4s7YsQIREZGYtiwYXj33Xdx+/ZtfPnll3B0dERGRoZGHi4uLhg6dKjao7EAaOzySkREREREeo67edM/NMpi2tTUFIGBgdi/fz927twJpVIJR0dHREdH4+OPP1a1qyimPTw8YGBgoHY+MzNTY/OxgQMHYsOGDVi2bBmCgoLg4OCA5cuX4/Lly5UW0/3790fv3r0RGhqKq1evomvXrti0aRNcXV219+GJiIiIiIhI6xplMW1sbIzw8HCEh4dX287Ly6vSjcNiY2MRGxtb6TXjx4/H+PHjNc6HhIRU2n7s2LEYO3bs05MmIiIiIiL9Jeh4ZlrgzLS+aZT3TBMRERERERFpE4tpIiIiIiIiolpqlMu8GxOJ+1uixyw1kIkeEwCcNu0QPeZjifi/77knXyt6TAD4zzbN++af1bd9bZ7eqJYeauERhdJHxeIHBZAHU9FjtlIWiR7zkcxS9JgA8Fgp/vPrZeWloscUjMX/cwIAKB9rJ64OaGMszy7Wzu/D9w4wFj1mUZn4Aw/HctFDamXMAQAzxX3RYwrS5qLHfGyonZ+POJY3nrFc18965nOm9Q+LaS2p7F5sIiIiIiIiahy4zJuIiIiIiIioljgzTURERERE9DRKpY6fM81l3vqGM9Mi8Pf3h729va7TICIiIiIionrSYIrpnJwcTJw4ER06dIBMJoOFhQX69OmDqKgolJaWIiQkBBKJ5KlHfXn48CHCwsLQtWtXmJqa4vnnn4evry/Onj1bbzkQERERERGRdjSIZd5JSUnw9fWFVCqFn58fXFxcUFZWhpSUFMyaNQtnz57F5MmT4ejoWOn1GRkZiIiIgLu7u1byi42NhfIfyy7Gjh2LH374AQEBAejevTtu3LiBL7/8Er1798Yff/wBOzs7reRCRERERERaoCzX8TJvHfZNldL7Yjo3NxdjxoyBnZ0dkpOTYWPzv8dLTJo0CdnZ2UhKSoKrqytcXV01rn/w4AEWL14MS0tLbNu2TSs5GhkZqb2+fv06du7ciZkzZyIiIkJ13tPTEwMHDsTOnTsxffp0reRCRERERERE2qf3y7zDw8NRXFyMDRs2qBXSFRwdHTFt2rQqrw8MDERmZiZiYmLg4OBQ434PHz4MiUSChIQEzJs3D23btkXz5s3h4+ODa9euqbX95z3TRUVPnmP73HPPqbWryN/ExKTGeRAREREREZH+0fuZ6d27d6NDhw7w8PCo9bWbN29GfHw8AgICMGrUqDr1v2TJEkgkEsyePRu3b9/G6tWrMXjwYPz2229VFsUdO3bECy+8gJUrV8LJyQkvv/wybty4geDgYDg4OGDMmDGVXqdQKKBQKNRPlikglUrrlDsREdU/juVERI2TUF4OoVx3S6112TdVTq9npgsLC3H9+nV069at1tdeuHABkyZNgrOzM6Kiouqcw/3795GSkoLp06cjLCwM8fHxuHjxImJjY6u8xsjICN99951qJrtdu3Zwd3dHcXExjh8/jhYtWlR6XVhYGCwtLdWO8JWr6pw7ERHVP47lRERETYNez0wXFhYCAMzNzWt13cOHDzF69GgolUokJCQ807JqPz8/tf5HjhwJGxsb7N27F1OnTq3yupYtW+Kll16Cr68vXn31VWRnZyMsLAy+vr44cOAAZDKZxjVz587FjBkz1E+WldQ5dyIiqn8cy4mIGimlUrfPeuZzpvWOXhfTFhYWAP53D3JNBQUFISMjA+vXr4ezs/Mz5dCpUye11xKJBI6Ojrh8+XKV1xQUFMDT0xOzZs3CJ598ojr/yiuv4LXXXkNcXBw+/vhjjeukUqnGMkBFEZdzEBE1JBzLiYiImga9XuZtYWEBW1tbnDlzpsbX7NixA+vXr8eoUaMwYcIELWZXte+++w63bt2Cj4+P2vn+/fvDwsICx44d00leREREREREJA69LqYBwNvbGzk5OUhNTX1q20uXLiEgIAAODg6IiYkRpf+srCy114IgIDs7W2337n+6desWAKD8H5sECIKA8vJyPH78WJTciIiIiIionlQ8Z1qXB+kVvS+mg4OD0bx5c3z44YeqIvXvcnJyEBUVhUePHmHMmDEoKSnBtm3bYGlpKUr/8fHxasvMExMTcfPmTQwfPrzKa1588UUAwPbt29XO//DDD3jw4AFefvllUXIjIiIiIiIi3dDre6aBJ4+Z+uabbzB69Gh06dIFfn5+cHFxQVlZGY4fP44dO3bA398f8+fPx6lTpzBw4EBkZWVpzChXePvtt9G8efMa99+qVSv07dsX48aNw61bt7B69Wo4OjoiICCgymveeOMNODs7Y+HChbhy5YpqA7IvvvgCNjY2+OCDD2r9PRAREREREZH+0PtiGgB8fHyQkZGBiIgIfP/991i3bh2kUilcXV2xcuVKBAQEYOjQoQCA5ORkJCcnVxkrNze3VsX0vHnzkJGRgbCwMBQVFWHQoEGIjo6GqalpldcYGxtDLpdj0aJFSEpKwrZt22Bubo633noLS5cuRZs2bWr+4YmIiIiISOcEZTkEHS611mXfVLkGUUwDT3bVru4+6MOHD2ul32bNmmHp0qVYunRplW02bdqkca5ly5aIjIxEZGSkVvIiIiIiIiIi3dH7e6aJiIiIiIioaXjttdcgk8lgZmYGMzOzaveq0rUGMzMtlrKyMty/f7/aNmJtXkZERERERI2DoFRCUCp12n9T8fXXX+O9997TdRpP1eSK6ePHj2PAgAHVtomLi6v20Vf1qWznatFj7nXTzvO3RxpdFD3m3ed7iR6z1bkk0WMCwLd9bUSPaTJmg+gxH/wkfp5K05aixwQAqzvnRI/5qG1X0WMapmwVPSYAGDx6JHrMQk8/0WOa7lkjekwAMLRsLX7QIR+KH7MGtDGWKwYGiR4TAM7dLRU9ZueDq0SPaezkJnpMoGmP5YoDW0SPCQAXBwWJHlMoEz0kOp3hWK4NjWksJ/qnJldMu7m54cCBA9W2cXZ2ho2NDQRBqKesiIiIiIhInwlKAUK5Lmem66c2KS4uRkREBE6cOIGTJ08iLy8PcXFx8Pf3r7S9QqHAggULsGXLFuTl5cHV1RWLFy/G66+/Xuccpk+fjunTp+Oll17CypUr4erqWudY2tTkiumWLVti8ODBuk6DiIiIiIhI79y9excLFy5E+/bt4ebm9tSNnv39/ZGYmIigoCB06tQJmzZtgpeXFw4dOoS+ffvWuv/w8HB07doVhoaGWLt2LYYPH44LFy7A3Ny8jp9Ie7gBGREREREREQEAbGxscPPmTVy5cgURERHVtj158iS2b9+OsLAwREREYMKECUhOToadnR2Cg4PV2vbt2xcSiaTS47PPPlO169WrF8zMzGBiYoLg4GCYm5vjl19+0cpnfVZNbmaaiIiIiIiotoRypW6XeddT31KpFG3btq1R28TERBgaGmLChP/tySSTyfDBBx9g3rx5uHbtGtq1awcASElJqVM+BgYGenv7LWemiYiIiIiIGojCwkK1Q6FQ6CyX9PR0vPjii7CwsFA736vXk02Ef/vtt1rFy8/Px4EDB6BQKFBWVoZVq1bh/v37cHd3FytlUbGYJiIiIiIiaiDatWsHS0tL1REWFqazXG7evAkbG82nC1Scu3HjRq3iPXr0CHPnzkWbNm3Qtm1b7N69G3v37tXbRxdzmTcREREREdFT6Mtzpq9du6Y2EyyVSqu8RqlUoqysZs+Sk0qlkEgktcqptLS00v5lMpnq/dqwsrLC6dOna3WNLjXamemioiIEBQXB3t4eUqkU1tbWeP3115GWloY1a9bA0NAQ+fn5qvYrV66ERCLBjBkzVOfKy8thbm6O2bNnq86tWLECHh4eaN26NUxMTNCjRw8kJiZq9C+RSDB58mRs3boVTk5OkMlk6NGjB44eParVz01ERERERI2XhYWF2lFdMX306FGYmJjU6MjMzKx1LiYmJpUuM3/48KHq/cas0c5Mf/TRR0hMTMTkyZPRtWtX3Lt3DykpKTh//jw8PT2hVCqRkpICb29vAIBcLoeBgQHkcrkqRnp6OoqLi9GvXz/VuaioKPj4+GDs2LEoKyvD9u3b4evriz179mDEiBFqORw5cgQJCQmYOnUqpFIpoqOjMWzYMJw8eRIuLi4aOSsUCo2/jGWPHkNq1Gj/mIiIGh2O5UREpC86d+6MuLi4GrWtbLl2Ta65fv26xvmbN28CAGxtbWsdsyFptP+yJyUlISAgACtXrlSdq9ieXalUwsLCAnK5HN7e3hAEASkpKXjnnXewc+dOFBcXw8zMTFVg9+nTRxXj4sWLar9hmTx5Mrp3747IyEiNYvrMmTM4ffo0evToAQAYM2YMnJycsGDBAuzcuVMj57CwMISGhqqdm/NmP8x7+7Vn/TqIiKiecCwnImqcGuJu3m3btoW/v7/4yfx/L730Eg4dOoTCwkK1pecnTpxQvd+YNdpl3i1atMCJEycqvendwMAAHh4eqiXX58+fx7179zBnzhwIgoDU1FQAT2arXVxc0KJFC9W1fy+k8/LyUFBQAE9PT6SlpWn007t3b1UhDQDt27fHm2++iX379qG8vFyj/dy5c1FQUKB2fOJd+wedExGR7nAsJyKipmLkyJEoLy9HTEyM6pxCoUBcXBzc3d1Vj8VqrBrtzHR4eDj+85//oF27dujRowe8vLzg5+eHDh06AAA8PT0REhKC0tJSyOVy2NjYoHv37nBzc4NcLsfrr7+OlJQUjBo1Si3unj17sHjxYvz2229qy/gqu1m/U6dOGudefPFFlJSU4M6dOxrPb5NKpRr3PBRxWSARUYPCsZyIiBq6L774Avn5+aqJyd27d+PPP/8EAEyZMkW1u7a7uzt8fX0xd+5c3L59G46Ojti8eTMuX76MDRs26Cz/+tJo/3UfNWoUPD098d///hf79+9HREQEli9fjp07d2L48OHo27cvHj16hNTUVMjlcnh6egJ4UmTL5XJcuHABd+7cUZ0HnsxU+/j4oF+/foiOjoaNjQ2MjIwQFxeHb775RlcflYiIiIiItKwhLvOuqxUrVuDKlSuq1zt37lTdpvree++pPaoqPj4e8+fPx5YtW5CXlwdXV1fs2bNHbd+pxqrRLvMGntwQHxgYiF27diE3NxetW7fGkiVLADx5kLixsTHkcrlaMd2vXz+cOHECBw8eVL2u8N1330Emk2Hfvn0YP348hg8fjsGDB1fZf1ZWlsa5ixcvwtTUFFZWVmJ+VCIiIiIiIlFcvnwZgiBUetjb26u1lclkiIiIwM2bN/Hw4UOcPHkSQ4cO1U3i9axRzkyXl5ejuLhY7Tcm1tbWsLW1VS3Nlslk6NmzJ7Zt24arV6+qzUyXlpZizZo16Nixo9qudoaGhpBIJGr3O1++fBm7du2qNI/U1FSkpaWhe/fuAJ48E+7777/HsGHDYGhoKPbHJiIiIiIiLRHKy6GsZN+j+uyf9EujLKaLiorwwgsvYOTIkXBzc4OZmRl+/vlnnDp1Sm13b09PTyxbtgyWlpbo1q0bgCdFt5OTEzIzMzV2vhsxYgQiIyMxbNgwvPvuu7h9+za+/PJLODo6IiMjQyMPFxcXDB06VO3RWAA0dnklIiIiIiKihqVRFtOmpqYIDAzE/v37sXPnTiiVSjg6OiI6Ohoff/yxql1FMe3h4QEDAwO185mZmWr3SwPAwIEDsWHDBixbtgxBQUFwcHDA8uXLcfny5UqL6f79+6N3794IDQ3F1atX0bVrV2zatAmurq7a+/BERERERESkdY2ymDY2NkZ4eDjCw8Orbefl5QVBEDTOx8bGIjY2ttJrxo8fj/Hjx2ucDwkJqbT92LFjMXbs2KcnTUREREREeksQlBCUOtyATNBd31S5Rr0BGREREREREZE2sJgmIiIiIiIiqqVGucy7MTEaNUf0mG+JHvGJR3hV9JgtRI8IlL88QgtRgYdaWHnz4CebpzeqJY912aLHTJneQ/SYAPD48nnRY0pa2YseUzDQzu782S/7ih7zBQOJ6DHTenwgekwAcDmw8umNakkmesSa0cZY7ix6RO0RxswTPaa29rRtymO5fNYM0WMCQFZusegxPdpZiB4THMtFjwk0rrG8KT1nmmqGxbSWVHYvNhERERERETUOXOZNREREREREVEucmSYiIiIiInoKLvOmf6r1zHRISAgkEgnu3r2rjXxU7O3t4e/vr9U+6tvhw4chkUhw+PBhXadCREREREREz4Az00RERERERE8hKAXdPmdayT2Z9A3vmSYiIiIiIiKqJRbTIhIEAaWlpbpOg4iIiIiIiLSszsV0fn4+/P390aJFC1haWmLcuHEoKSlRvR8XF4eBAwfC2toaUqkUXbt2xbp16zTiCIKAxYsX44UXXoCpqSkGDBiAs2fParS7f/8+Zs6ciW7dusHMzAwWFhYYPnw4fv/9d7V2Ffclf/vttwgNDcXzzz8Pc3NzjBw5EgUFBVAoFAgKCoK1tTXMzMwwbtw4KBQKtRg1zd3e3h7e3t7Yt28fXnnlFZiYmGD9+vUAgD///BNvvfUWmjdvDmtra0yfPl2jHyIiIiIiahiU5UqdH6Rf6nzP9KhRo+Dg4ICwsDCkpaXh66+/hrW1NZYvXw4AWLduHZydneHj44NmzZph9+7dCAwMhFKpxKRJk1RxFixYgMWLF8PLywteXl5IS0vDkCFDUFZWptbfpUuXsGvXLvj6+sLBwQG3bt3C+vXr0b9/f5w7dw62trZq7cPCwmBiYoI5c+YgOzsba9euhZGREQwMDJCXl4eQkBD88ssv2LRpExwcHLBgwQLVtTXNHQAyMzPx73//GxMnTkRAQACcnJxQWlqKQYMG4erVq5g6dSpsbW2xZcsWJCcn1/XrJiIiIiIiIj1S52L65ZdfxoYNG1Sv7927hw0bNqiK6SNHjsDExET1/uTJkzFs2DBERkaqCtI7d+4gPDwcI0aMwO7duyGRSAAAn376KZYuXarWX7du3XDx4kUYGPxvMv39999H586dsWHDBsyfP1+t/ePHj3HkyBEYGRmp+tq+fTuGDRuGvXv3AgACAwORnZ2NjRs3qhXTNcm9QnZ2Nn766ScMHTpUdS4qKgoXL17Et99+C19fXwBAQEAA3Nzcqv1OFQqFxuy1oFRCKpVWex0REekPjuVERERNQ52XeX/00Udqrz09PXHv3j0UFhYCgFoxWlBQgLt376J///64dOkSCgoKAAA///wzysrKMGXKFFUhDQBBQUEa/UmlUlUhXV5ejnv37sHMzAxOTk5IS0vTaO/n56cqpAHA3d0dgiBg/Pjxau3c3d1x7do1PH78WHWuJrlXcHBwUCukAWDv3r2wsbHByJEjVedMTU0xYcIEjTz/LiwsDJaWlmpHREREtdcQEZF+4VhORNQ4VTxnWpcH6Zc6z0y3b99e7XXLli0BAHl5ebCwsMCxY8fw+eefIzU1Ve1eauBJgWppaYkrV64AADp16qT2vpWVlSpeBaVSiaioKERHRyM3Nxfl5eWq91q3bv3U/CwtLQEA7dq10zivVCpRUFCgilOT3Cs4ODho9H3lyhU4Ojqq/YIAAJycnDTa/t3cuXMxY8YMtXO63H6fiIhqj2M5ERFR01DnYtrQ0LDS84IgICcnB4MGDULnzp0RGRmJdu3awdjYGHv37sWqVaugrMMPFUuXLsX8+fMxfvx4LFq0CK1atYKBgQGCgoIqjVdVftXlDaDWuf99FvtZSaVSjWWAD7k7OBFRg8KxnIiIqGmoczFdnd27d0OhUOCHH35QmyE+dOiQWjs7OzsAQFZWFjp06KA6f+fOHeTl5am1TUxMxIABA9Tu0wae7Crepk2bes+9OnZ2djhz5gwEQVCbnc7MzBQtTyIiIiIiqj+6XmrNZd76RyvPma6Y/a2Y7QWeLI+Oi4tTazd48GAYGRlh7dq1am1Xr15dacy/twGAHTt24Pr16yJmXvPcq+Pl5YUbN24gMTFRda6kpAQxMTHiJUpEREREREQ6o5WZ6SFDhsDY2BhvvPEGJk6ciOLiYsTGxsLa2ho3b95UtbOyssLMmTMRFhYGb29veHl5IT09HT/++KPGbLO3tzcWLlyIcePGwcPDA3/88Qe2bt2qNqNdn7lXJyAgAF988QX8/Pzw66+/wsbGBlu2bIGpqamouRIREREREZFuaKWYdnJyQmJiIj777DPMnDkTbdu2xccffwwrKyuN3bQXL14MmUyGr776CocOHYK7uzv279+PESNGqLWbN28eHjx4gG+++QYJCQno3r07kpKSMGfOHJ3lXhVTU1McPHgQU6ZMwdq1a2FqaoqxY8di+PDhGDZsmKj5EhERERGR9gmCUqcbSgoCl3nrG4nwz7XTpFca0qY12viLJHl6k1rT1l/4R1oY30yKa7YaojY81mWLHjNleg/RYwIAfk0SP2b34aKHFE7vET0mAGR1/ZfoMV+wMHp6o1o6c7vk6Y3qwOXAStFjtpwYJnrMmmhIY7k2NKQfNJryWC6f1Vv0mADwY26x6DE92lmIHtPy1LeixwQ4ljeGsbywsBCWlpY4N9sP5lLjeu3774oUZei6PB4FBQWwsBD//wGqPa3MTBMRERERETUm3ICM/kkrG5ARERERERERNWacmdZzDWXptLbiNqTPL30k/jI2pWlL0WNqY0m2+7IToscEgGPdxV8aeV8p3rPhK7Ttop2lkY7p34ge07Cn+Mvc3Y5seHqjOlhkO1b0mBGiR6yZhjSWNRTa+vyPleL/aSkObBE9pnzWDNFjvrpYLnpMANg2ra/oMVuWF4kes1zxUPSYAHDqeoHoMe32xYoe836vQNFjAsA214mix9ROpkS1x2KaiIiIiIjoKbjMm/6Jy7yJiIiIiIiIaonFNBEREREREVEtcZk3ERERERHRUyiVSih1+JxpXfZNlePMtAj8/f1hb2+v6zSIiIiIiIionjSYYjonJwcTJ05Ehw4dIJPJYGFhgT59+iAqKgqlpaUICQmBRCJ56lEf7t27h4iICPTr1w9WVlZo0aIFXn31VSQkJNRL/0RERERERKRdDWKZd1JSEnx9fSGVSuHn5wcXFxeUlZUhJSUFs2bNwtmzZzF58mQ4OjpWen1GRgYiIiLg7u6ulfxiY2PVll2kpqbi008/hZeXFz777DM0a9YM3333HcaMGYNz584hNDRUK3kQEREREZF2cDdv+ie9L6Zzc3MxZswY2NnZITk5GTY2Nqr3Jk2ahOzsbCQlJcHV1RWurq4a1z948ACLFy+GpaUltm3bppUcjYyM1F47OzsjKysLdnZ2qnOBgYEYPHgwli9fjuDgYDRv3lwruRAREREREZH26f0y7/DwcBQXF2PDhg1qhXQFR0dHTJs2rcrrAwMDkZmZiZiYGDg4ONS438OHD0MikSAhIQHz5s1D27Zt0bx5c/j4+ODatWtqbf95z7SDg4NaIQ0AEokEb731FhQKBS5dulTjPIiIiIiISPeezEyX6/DgzLS+0fuZ6d27d6NDhw7w8PCo9bWbN29GfHw8AgICMGrUqDr1v2TJEkgkEsyePRu3b9/G6tWrMXjwYPz2228wMTGpVay//voLANCmTZtK31coFFAoFGrnlEolpFJpnXInIqL6x7GciIioadDrmenCwkJcv34d3bp1q/W1Fy5cwKRJk+Ds7IyoqKg653D//n2kpKRg+vTpCAsLQ3x8PC5evIjY2Nhax/n666/h6elZ6Qw7AISFhcHS0lLtiIiIqHPuRERU/ziWExERNQ16PTNdWFgIADA3N6/VdQ8fPsTo0aOhVCqRkJBQ6xnkv/Pz81Prf+TIkbCxscHevXsxderUGsVQKpUYO3Ys8vPzsXbt2irbzZ07FzNmzNC4loiIGg6O5UREjZOgVELQ4Xiuy76pcnpdTFtYWAAAioqKanVdUFAQMjIysH79ejg7Oz9TDp06dVJ7LZFI4OjoiMuXL9c4xpQpU/DTTz8hPj4ebm5uVbaTSqUaywBLS0trlS8REekWx3IiIqKmQa+XeVtYWMDW1hZnzpyp8TU7duzA+vXrMWrUKEyYMEGL2dVMaGgooqOjsWzZMrz//vu6ToeIiIiIiIhEoNfFNAB4e3sjJycHqampT2176dIlBAQEwMHBATExMaL0n5WVpfZaEARkZ2er7d5dlS+//BIhISEICgrC7NmzRcmHiIiIiIjqn6BUqp41rZODy7z1jt4X0xXPZP7www9x69YtjfdzcnIQFRWFR48eYcyYMSgpKcG2bdtgaWkpSv/x8fFqy8wTExNx8+ZNDB8+vNrrEhISMHXqVIwdOxaRkZGi5EJERERERET6Qa/vmQaAjh074ptvvsHo0aPRpUsX+Pn5wcXFBWVlZTh+/Dh27NgBf39/zJ8/H6dOncLAgQORlZWlMaNc4e2330bz5s1r3H+rVq3Qt29fjBs3Drdu3cLq1avh6OiIgICAKq85efIk/Pz80Lp1awwaNAhbt25Ve9/DwwMdOnSocQ5ERERERESkX/S+mAYAHx8fZGRkICIiAt9//z3WrVsHqVQKV1dXrFy5EgEBARg6dCgAIDk5GcnJyVXGys3NrVUxPW/ePGRkZCAsLAxFRUUYNGgQoqOjYWpqWuU1586dQ1lZGe7cuYPx48drvB8XF8dimoiIiIioIfn/y6112T/plwZRTANPdtWu7j7ow4cPa6XfZs2aYenSpVi6dGmVbTZt2qT22t/fH/7+/lrJh4iIiIiIiHRP7++ZJiIiIiIiItI3DWZmWixlZWW4f/9+tW3E2ryMiIiIiIgaB2W5EkodLrXWZd9UuSZXTB8/fhwDBgyotk1cXFyNHn1VHyS6TkDHGtLnz0PV99HXldWdc6LHfHz5vOgxj3W/KXpMAGi1rPKNBJ/Fg97XRI95dvp00WMCgFNcgugxyw9tET3m1Z/TRI8JAHP7lmkh6nItxNQNQUtxtTHuaiOmtj6/maL6X7jXxcVBQaLHzMotFj3mtml9RY8JAC+NmCF6zKL9C0WPOfR8F9FjAsCe16xEj/m94QTRY248IP6/uQDwmvNzWolLpA+aXDHt5uaGAwcOVNvG2dkZNjY2EARt/VNNREREREQNiaDU7bOe+Zxp/dPkiumWLVti8ODBuk6DiIiIiIiIGjBuQEZERERERERUS01uZpqIiIiIiKi2BB0/Z1qnz7imSnFmmoiIiIiIiKiWWEwTERERERER1RKXeRMRERERET2FUC5AKNfd03502TdVrtHOTBcVFSEoKAj29vaQSqWwtrbG66+/jrS0NKxZswaGhobIz89XtV+5ciUkEglmzPjfsxDLy8thbm6O2bNnq86tWLECHh4eaN26NUxMTNCjRw8kJiZq9C+RSDB58mRs3boVTk5OkMlk6NGjB44eParVz01ERERERETa12hnpj/66CMkJiZi8uTJ6Nq1K+7du4eUlBScP38enp6eUCqVSElJgbe3NwBALpfDwMAAcrlcFSM9PR3FxcXo16+f6lxUVBR8fHwwduxYlJWVYfv27fD19cWePXswYsQItRyOHDmChIQETJ06FVKpFNHR0Rg2bBhOnjwJFxcXjZwVCgUUCoXaOUGphFQqFfOrISIiLapsLFdyLCciImp0Gm0xnZSUhICAAKxcuVJ1Ljg4GMCTH2osLCwgl8vh7e0NQRCQkpKCd955Bzt37kRxcTHMzMxUBXafPn1UMS5evAgTExPV68mTJ6N79+6IjIzUKKbPnDmD06dPo0ePHgCAMWPGwMnJCQsWLMDOnTs1cg4LC0NoaKjauU/nzcNnn3327F8IERHVi8rG8nkcy4mIGjylUgmlDnfUViq5m7e+abTLvFu0aIETJ07gxo0bGu8ZGBjAw8NDteT6/PnzuHfvHubMmQNBEJCamgrgyWy1i4sLWrRoobr274V0Xl4eCgoK4OnpibS0NI1+evfurSqkAaB9+/Z48803sW/fPpSXl2u0nzt3LgoKCtSOWbNm1fk7ICKi+sexnIiIqGlotMV0eHg4zpw5g3bt2qFXr14ICQnBpUuXVO97enri119/RWlpKeRyOWxsbNC9e3e4ubmplnqnpKTA09NTLe6ePXvw6quvQiaToVWrVrCyssK6detQUFCgkUOnTp00zr344osoKSnBnTt3NN6TSqWwsLBQO7gskIioYeFYTkTUOAlKQecH6ZdGW0yPGjUKly5dwtq1a2Fra4uIiAg4Ozvjxx9/BAD07dsXjx49QmpqKuRyuapo9vT0hFwux4ULF3Dnzh21Yloul8PHxwcymQzR0dHYu3cvDhw4gHfffReCwL/cRERERERETUWjLaYBwMbGBoGBgdi1axdyc3PRunVrLFmyBADQq1cvGBsbQy6XqxXT/fr1w4kTJ3Dw4EHV6wrfffcdZDIZ9u3bh/Hjx2P48OEYPHhwlf1nZWVpnLt48SJMTU1hZWUl5kclIiIiIiKietQoi+ny8nKNZdfW1tawtbVV7bAqk8nQs2dPbNu2DVevXlWbmS4tLcWaNWvQsWNH2NjYqGIYGhpCIpGo3e98+fJl7Nq1q9I8UlNT1e6lvnbtGr7//nsMGTIEhoaGYn1cIiIiIiLSMmU5oCwXdHjo+hugf2qUu3kXFRXhhRdewMiRI+Hm5gYzMzP8/PPPOHXqlNru3p6enli2bBksLS3RrVs3AE+KbicnJ2RmZsLf318t7ogRIxAZGYlhw4bh3Xffxe3bt/Hll1/C0dERGRkZGnm4uLhg6NChao/GAqCxyysRERERERE1LI2ymDY1NUVgYCD279+PnTt3QqlUwtHREdHR0fj4449V7SqKaQ8PDxgYGKidz8zM1Nh8bODAgdiwYQOWLVuGoKAgODg4YPny5bh8+XKlxXT//v3Ru3dvhIaG4urVq+jatSs2bdoEV1dX7X14IiIiIiIi0rpGWUwbGxsjPDwc4eHh1bbz8vKqdOOw2NhYxMbGVnrN+PHjMX78eI3zISEhlbYfO3Ysxo4d+/SkiYiIiIhIbwnlSggGunvWs6DDZ1xT5RrlPdNERERERERE2sRimoiIiIiIiKiWGuUy78ZEG0+vlmghJtCwctWGVsoi0WM+attV9JiSVvaix7yvNBE9JgA86H1N9JgDtv0lesxDq1aJHhMAHhkaix7zQf9xosfs/PIg0WMCwOM/jmolri40pLGsqY/lgrS5+DHLRA8Jj3YWosdsWS7+v2MAULR/oegxB23MFD3mT5NeFT0mADQrfyh6TI92LUSPOfrd9qLHBIC7Rm20ElcXhHIBgoE2Rsma90/6hcW0llR2LzYRERERERE1DlzmTURERERERFRLnJkmIiIiIiJ6CmW5AKUOl3krucxb73BmmoiIiIiIiKiWWEyLwN/fH/b29rpOg4iIiIiItEQoV+r8IP3SYIrpnJwcTJw4ER06dIBMJoOFhQX69OmDqKgolJaWIiQkBBKJ5KmHrnKXyWSQSCQ4ffq0TnIgIiIiIiIi8TSIe6aTkpLg6+sLqVQKPz8/uLi4oKysDCkpKZg1axbOnj2LyZMnw9HRsdLrMzIyEBERAXd3d63kFxsbC6Wy6t8UTZ8+Hc2aNYNCodBK/0RERERERFS/9L6Yzs3NxZgxY2BnZ4fk5GTY2Nio3ps0aRKys7ORlJQEV1dXuLq6alz/4MEDLF68GJaWlti2bZtWcjQyMqryvX379mHfvn0IDg7G4sWLtdI/ERERERFpl1IQoFTqcAOyJvbo3dTUVPTp0wcLFy7EZ599put0KqX3y7zDw8NRXFyMDRs2qBXSFRwdHTFt2rQqrw8MDERmZiZiYmLg4OBQ434PHz4MiUSChIQEzJs3D23btkXz5s3h4+ODa9euqbWt6p7pR48eYdq0aZg2bRo6duz41D4VCgUKCwvVDs5mExE1LBzLiYiIno1SqcT06dPRs2dPXadSLb0vpnfv3o0OHTrAw8Oj1tdu3rwZ8fHxCAgIwKhRo+rU/5IlS5CUlITZs2dj6tSpOHDgAAYPHozS0tKnXrt69Wrk5eXV+DcpYWFhsLS0VDsiIiLqlDcREekGx3IiIqJnExMTA3d3d3Tp0kXXqVRLr4vpwsJCXL9+Hd26dav1tRcuXMCkSZPg7OyMqKioOudw//59pKSkYPr06QgLC0N8fDwuXryI2NjYaq/766+/sGjRIixatAgWFhY16mvu3LkoKChQO2bNmlXn3ImIqP5xLCciaqTKBQg6PFBPz5kuLi7G559/jmHDhqFVq1aQSCTYtGlTle0VCgVmz54NW1tbmJiYwN3dHQcOHKhz//fu3cPq1asRGhpa5xj1Re+LaQAwNzev1XUPHz7E6NGjoVQqkZCQABMTkzrn4Ofnp9b/yJEjYWNjg71791Z73ezZs9GhQwd8+OGHNe5LKpXCwsJC7ZBKpXXOnYiI6h/HciIiasju3r2LhQsX4vz583Bzc3tqe39/f0RGRmLs2LGIioqCoaEhvLy8kJKSUqf+P/30UwQFBaFFixZ1ur4+6XUxXTGjW1RUVKvrgoKCkJGRgdWrV8PZ2fmZcujUqZPaa4lEAkdHR1y+fLnKa3755Rds2bIFq1atgoGBXn/FREREREREKjY2Nrh58yauXLny1NuUTp48ie3btyMsLAwRERGYMGECkpOTYWdnh+DgYLW2ffv2rfLxxRW3xaanp+PUqVMICAjQ2ucTk17v5m1hYQFbW1ucOXOmxtfs2LED69evx6hRozBhwgQtZle14OBgeHp6wsHBQVV03717FwBw8+ZNXL16Fe3bt9dJbkREREREVHvKciWUkqofh1sf/dcHqVSKtm3b1qhtYmIiDA0N1eoumUyGDz74APPmzcO1a9fQrl07AKjRTPWRI0eQmZmJ559/HgBQUFCAZs2aIScnB3FxcXX4NNql18U0AHh7eyMmJgapqano3bt3tW0vXbqEgIAAODg4ICYmRpT+s7Ky1F4LgoDs7OxKH8NV4erVq7hy5Uqlu4f7+PjA0tIS+fn5ouRHRERERERNR8WtsBWkUqnObidKT0/Hiy++qLFHVK9evQAAv/32m6qYrokJEyZgzJgxqtfTpk2Dg4MD5syZI07CItP7NcjBwcFo3rw5PvzwQ9y6dUvj/ZycHERFReHRo0cYM2YMSkpKsG3bNlhaWorSf3x8vNoy88TERNy8eRPDhw+v8pqYmBj897//VTumTJkCAFixYgW2bt0qSm5ERERERFQ/dLn5mGoTMgDt2rVTe2JEWFiYzr6TmzdvVvr44opzN27cqFU8U1NTtG3bVnWYmJjAzMxMb++f1vuZ6Y4dO+Kbb77B6NGj0aVLF/j5+cHFxQVlZWU4fvw4duzYAX9/f8yfPx+nTp3CwIEDkZWVpTGjXOHtt99G8+bNa9x/q1at0LdvX4wbNw63bt3C6tWr4ejoWO06/iFDhmicq5iJ7t+/P1555ZUa909ERERERFTh2rVrajPB1c1KK5VKlJWV1SiuVCqFRCKpVS6lpaWV9i+TyVTvP4vqdhHXB3pfTANPlkZnZGQgIiIC33//PdatWwepVApXV1esXLkSAQEBGDp0KAAgOTkZycnJVcbKzc2tVTE9b948ZGRkICwsDEVFRRg0aBCio6Nhamr6zJ+LiIiIiIioNiqeFFETR48exYABA2rU9vz58+jcuXOtcjExMYFCodA4//DhQ9X7jVmDKKaBJ7tqV3cf9OHDh7XSb7NmzbB06VIsXbq0yjY1+Y2Jv78//P39xUuMiIiIiIjqjVAuQJDUz7Oeq+q/tjp37lzjjbsqW65dk2uuX7+ucf7mzZsAAFtb21rHbEgaTDFNRERERERENde2bVutTui99NJLOHToEAoLC9Vmy0+cOKF6vzFrcsV0WVkZ7t+/X20bsTYvE0Pt7lrQLW3kqo3f/WnrO30kE//vjWGK+JvVCQaGosds26X6nfbr6uz06aLHPLRqlegxm7+5UvSYAFAY0U/0mCb3booe88Kuo6LHBADjVdtEj/mi6BF1R3dzI/pBW2P5Y0OZ6DE7ndHCxqNaGMvLFQ9FjwkAQ893ET3mT5NeFT1mK88poscEtDOWt9XCWH6xAY3lpD9GjhyJFStWICYmBjNnzgQAKBQKxMXFwd3dvVY7eTdETa6YPn78+FPvG4iLi4O9vX39JERERERERHqvqTxnGgC++OIL5Ofnq3bj3r17N/78808AwJQpU1STj+7u7vD19cXcuXNx+/ZtODo6YvPmzbh8+TI2bNhQb/nqSpMrpt3c3HDgwIFq2zg7O8PGxgaC0NR/709ERERERE3NihUrcOXKFdXrnTt3YufOnQCA9957T20lb3x8PObPn48tW7YgLy8Prq6u2LNnD/r1E39Vhr5pcsV0y5YtMXjwYF2nQUREREREpJcuX75c47YymQwRERGIiIjQXkJ6qskV00RERERERLUlCAIEpQ538+aqWb1joOsEiIiIiIiIiBoaFtNEREREREREtcRl3kRERERERE+hLBeg1OGDCZXlXOatbzgzTURERERERFRLjbaYLioqQlBQEOzt7SGVSmFtbY3XX38daWlpWLNmDQwNDZGfn69qv3LlSkgkEsyYMUN1rry8HObm5pg9e7bq3IoVK+Dh4YHWrVvDxMQEPXr0QGJiokb/EokEkydPxtatW+Hk5ASZTIYePXrg6NGjWv3cREREREQkPqFcgFCu1OHBmWl902iXeX/00UdITEzE5MmT0bVrV9y7dw8pKSk4f/48PD09oVQqkZKSAm9vbwCAXC6HgYEB5HK5KkZ6ejqKi4vVnpEWFRUFHx8fjB07FmVlZdi+fTt8fX2xZ88ejBgxQi2HI0eOICEhAVOnToVUKkV0dDSGDRuGkydPwsXFRSNnhUIBhUKhdk5QKiGVSsX8aoiISIs4lhMRETUNjbaYTkpKQkBAAFauXKk6FxwcDABQKpWwsLCAXC6Ht7c3BEFASkoK3nnnHezcuRPFxcUwMzNTFdh9+vRRxbh48SJMTExUrydPnozu3bsjMjJSo5g+c+YMTp8+jR49egAAxowZAycnJyxYsED10PO/CwsLQ2hoqNq5T+fNw2efffbsXwgREdULjuVERERNQ6Nd5t2iRQucOHECN27c0HjPwMAAHh4eqiXX58+fx7179zBnzhwIgoDU1FQAT2arXVxc0KJFC9W1fy+k8/LyUFBQAE9PT6SlpWn007t3b1UhDQDt27fHm2++iX379qG8vFyj/dy5c1FQUKB2zJo1q87fARER1T+O5UREjdOTZd66PUi/NNpiOjw8HGfOnEG7du3Qq1cvhISE4NKlS6r3PT098euvv6K0tBRyuRw2Njbo3r073NzcVEu9U1JS4OnpqRZ3z549ePXVVyGTydCqVStYWVlh3bp1KCgo0MihU6dOGudefPFFlJSU4M6dOxrvSaVSWFhYqB1cFkhE1LBwLCciImoaGm0xPWrUKFy6dAlr166Fra0tIiIi4OzsjB9//BEA0LdvXzx69AipqamQy+WqotnT0xNyuRwXLlzAnTt31IppuVwOHx8fyGQyREdHY+/evThw4ADeffddCAJ/U0RERERERNRUNNpiGgBsbGwQGBiIXbt2ITc3F61bt8aSJUsAAL169YKxsTHkcrlaMd2vXz+cOHECBw8eVL2u8N1330Emk2Hfvn0YP348hg8fjsGDB1fZf1ZWlsa5ixcvwtTUFFZWVmJ+VCIiIiIi0iJluaDzg/RLoyymy8vLNZZdW1tbw9bWVrXDqkwmQ8+ePbFt2zZcvXpVbWa6tLQUa9asQceOHWFjY6OKYWhoCIlEona/8+XLl7Fr165K80hNTVW7l/ratWv4/vvvMWTIEBgaGor1cYmIiIiIiKieNcrdvIuKivDCCy9g5MiRcHNzg5mZGX7++WecOnVKbXdvT09PLFu2DJaWlujWrRuAJ0W3k5MTMjMz4e/vrxZ3xIgRiIyMxLBhw/Duu+/i9u3b+PLLL+Ho6IiMjAyNPFxcXDB06FC1R2MB0NjllYiIiIiIiBqWRllMm5qaIjAwEPv378fOnTuhVCrh6OiI6OhofPzxx6p2FcW0h4cHDAwM1M5nZmZqbD42cOBAbNiwAcuWLUNQUBAcHBywfPlyXL58udJiun///ujduzdCQ0Nx9epVdO3aFZs2bYKrq6v2PjwREREREYlOUCohSCQ67Z/0S6Mspo2NjREeHo7w8PBq23l5eVW6cVhsbCxiY2MrvWb8+PEYP368xvmQkJBK248dOxZjx459etJERERERETUYDTKYpqIiIiIiEhMynIBSuhuEzBuQKZ/GuUGZERERERERETaxJnpJkhbv9PSxh0kursrpfYeK8X/Zg0ePRI9ZvbLvqLHdEz/RvSYAOAUlyB6zEeGxqLHLIzo9/RGddD3aFvRY6ZMHyF6zE6tbZ7eqA5KTPlPVHW0NT5q498IbcTU1udvymP5qesFT29UB3teE/9xoM3KH4oek2M5x3Ki2uLfbi2p7F5sIiIiIiJqmASlAEGHy7wFLfyyj54Nl3kTERERERER1RKLaSIiIiIiIqJaqnUxHRISAolEgrt372ojHxV7e3v4+/trtY/6dvjwYUgkEhw+fFjXqRARERERUW2UKyHo8EA5nzOtbzgzTURERERERFRLLKaJiIiIiIiIaom7eYtIEAQ8fPgQJiYmuk6FiIiIiIhEpCwXoNThE3uU3M1b79R5Zjo/Px/+/v5o0aIFLC0tMW7cOJSUlKjej4uLw8CBA2FtbQ2pVIquXbti3bp1GnEEQcDixYvxwgsvwNTUFAMGDMDZs2c12t2/fx8zZ85Et27dYGZmBgsLCwwfPhy///67WruK+5K//fZbhIaG4vnnn4e5uTlGjhyJgoICKBQKBAUFwdraGmZmZhg3bhwUCoVajJrmbm9vD29vb+zbtw+vvPIKTExMsH79egDAn3/+ibfeegvNmzeHtbU1pk+frtEPERERERERNUx1npkeNWoUHBwcEBYWhrS0NHz99dewtrbG8uXLAQDr1q2Ds7MzfHx80KxZM+zevRuBgYFQKpWYNGmSKs6CBQuwePFieHl5wcvLC2lpaRgyZAjKysrU+rt06RJ27doFX19fODg44NatW1i/fj369++Pc+fOwdbWVq19WFgYTExMMGfOHGRnZ2Pt2rUwMjKCgYEB8vLyEBISgl9++QWbNm2Cg4MDFixYoLq2prkDQGZmJv79739j4sSJCAgIgJOTE0pLSzFo0CBcvXoVU6dOha2tLbZs2YLk5ORqv1OFQqFRcAtKJaRSac3/YIiISKc4lhMRETUNdS6mX375ZWzYsEH1+t69e9iwYYOqmD5y5IjacufJkydj2LBhiIyMVBWkd+7cQXh4OEaMGIHdu3dDIpEAAD799FMsXbpUrb9u3brh4sWLMDD432T6+++/j86dO2PDhg2YP3++WvvHjx/jyJEjMDIyUvW1fft2DBs2DHv37gUABAYGIjs7Gxs3blQrpmuSe4Xs7Gz89NNPGDp0qOpcVFQULl68iG+//Ra+vr4AgICAALi5uVX7nYaFhSE0NFTt3Kfz5uGzzz6r9joiItIfHMuJiBonoVyAoMNl3gKXeeudOi/z/uijj9Ree3p64t69eygsLAQAtWK0oKAAd+/eRf/+/XHp0iUUFBQAAH7++WeUlZVhypQpqkIaAIKCgjT6k0qlqkK6vLwc9+7dg5mZGZycnJCWlqbR3s/PT1VIA4C7uzsEQcD48ePV2rm7u+PatWt4/Pix6lxNcq/g4OCgVkgDwN69e2FjY4ORI0eqzpmammLChAkaef7d3LlzUVBQoHbMmjWr2muIiEi/cCwnIiJqGuo8M92+fXu11y1btgQA5OXlwcLCAseOHcPnn3+O1NRUtXupgScFqqWlJa5cuQIA6NSpk9r7VlZWqngVlEoloqKiEB0djdzcXJSXl6vea9269VPzs7S0BAC0a9dO47xSqURBQYEqTk1yr+Dg4KDR95UrV+Do6Kj2CwIAcHJy0mj7d1KpVGMZ4MPS0mqvISIi/cKxnIiocVIKOt6ATId9U+XqXEwbGhpWel4QBOTk5GDQoEHo3LkzIiMj0a5dOxgbG2Pv3r1YtWoVlMraP3B86dKlmD9/PsaPH49FixahVatWMDAwQFBQUKXxqsqvurwB1Dp37txNRERERETU9Gjl0Vi7d++GQqHADz/8oDZDfOjQIbV2dnZ2AICsrCx06NBBdf7OnTvIy8tTa5uYmIgBAwao3acNPNlVvE2bNvWee3Xs7Oxw5swZCIKgNjudmZkpWp5ERERERESkO3W+Z7o6FbO/f79Bv6CgACpvCfMAADpmSURBVHFxcWrtBg8eDCMjI6xdu1at7erVqyuN+c8b/nfs2IHr16+LmHnNc6+Ol5cXbty4gcTERNW5kpISxMTEiJcoERERERHVm3JB0PlB+kUrM9NDhgyBsbEx3njjDUycOBHFxcWIjY2FtbU1bt68qWpnZWWFmTNnIiwsDN7e3vDy8kJ6ejp+/PFHjdlmb29vLFy4EOPGjYOHhwf++OMPbN26VW1Guz5zr05AQAC++OIL+Pn54ddff4WNjQ22bNkCU1NTUXMlIiIiIiIi3dDKzLSTkxMSExMhkUgwc+ZMfPXVV5gwYQKmTZum0Xbx4sUIDQ1Feno6Zs2ahZycHOzfvx/NmzdXazdv3jx88skn2LdvH6ZNm4a0tDQkJSVpbChWn7lXxdTUFAcPHsSQIUOwdu1aLF68GH379kV4eLiouRIREREREZFuSARdPiyNnkobO8Bq6w9c8vQmjZqiXPxv1vjIZtFjZr/8rugxHdO/ET0mAEj6i5+rYGgsekyD1B2ixwSAvkfbih4zZXoP0WPi1yTxYwIo6TXy6Y1qqaWZblYINaTdvBvKDwXa+jenKY/lp64XPL1RHYzsaiV6TKnyoegxcWq3+DHBsbwxjOWFhYWwtLTE5jZOMDWofDPj+lCiLMd/7maioKAAFhYWOsuD/kcrM9NEREREREREjRmLaSIiIiIiIqJa0soGZKTfGtJybG0sN9TW55eVi7+Ms9DTT/SYLxiI/w0Y9hwuekwAKD+0RfSYD/qPEz2myb2abU5YWynTR4ge033ZCdFjHuuunc9v+qhIG1G1EJOepiH9u9OUx3K7fbGixwSA7w0niB7To10L0WO25VguekygcY3lut5Rm7t56x/OTBMRERERERHVEmemiYiIiIiInqJceHLosn/SL5yZJiIiIiIiIqolFtMi8Pf3h729va7TICIiIiIionrSYIrpnJwcTJw4ER06dIBMJoOFhQX69OmDqKgolJaWIiQkBBKJ5KlHfbh37x4iIiLQr18/WFlZoUWLFnj11VeRkJBQL/0TEREREZG4lP9/AzJdHUpuQKZ3GsQ900lJSfD19YVUKoWfnx9cXFxQVlaGlJQUzJo1C2fPnsXkyZPh6OhY6fUZGRmIiIiAu7u7VvKLjY2FUqlUvU5NTcWnn34KLy8vfPbZZ2jWrBm+++47jBkzBufOnUNoaKhW8iAiIiIiIqL6offFdG5uLsaMGQM7OzskJyfDxsZG9d6kSZOQnZ2NpKQkuLq6wtXVVeP6Bw8eYPHixbC0tMS2bdu0kqORkZHaa2dnZ2RlZcHOzk51LjAwEIMHD8by5csRHByM5s2bayUXIiIiIiIi0j69X+YdHh6O4uJibNiwQa2QruDo6Ihp06ZVeX1gYCAyMzMRExMDBweHGvd7+PBhSCQSJCQkYN68eWjbti2aN28OHx8fXLt2Ta3tP++ZdnBwUCukAUAikeCtt96CQqHApUuXapwHERERERHpXjn+t6O3Tg5dfwGkQe9npnfv3o0OHTrAw8Oj1tdu3rwZ8fHxCAgIwKhRo+rU/5IlSyCRSDB79mzcvn0bq1evxuDBg/Hbb7/BxMSkVrH++usvAECbNm0qfV+hUEChUKidE5RKSKXSOuVORET1j2M5ERFR06DXM9OFhYW4fv06unXrVutrL1y4gEmTJsHZ2RlRUVF1zuH+/ftISUnB9OnTERYWhvj4eFy8eBGxsbG1jvP111/D09Oz0hl2AAgLC4OlpaXaERERUefciYio/nEsJyIiahr0ema6sLAQAGBubl6r6x4+fIjRo0dDqVQiISGh1jPIf+fn56fW/8iRI2FjY4O9e/di6tSpNYqhVCoxduxY5OfnY+3atVW2mzt3LmbMmKF2TvjbxmZERKT/OJYTETVO5YKAcuhuR+1y7uatd/S6mLawsAAAFBUV1eq6oKAgZGRkYP369XB2dn6mHDp16qT2WiKRwNHREZcvX65xjClTpuCnn35CfHw83NzcqmwnlUo1lgE+LC2tVb5ERKRbHMuJiIiaBr1e5m1hYQFbW1ucOXOmxtfs2LED69evx6hRozBhwgQtZlczoaGhiI6OxrJly/D+++/rOh0iIiIiIiISgV4X0wDg7e2NnJwcpKamPrXtpUuXEBAQAAcHB8TExIjSf1ZWltprQRCQnZ2ttnt3Vb788kuEhIQgKCgIs2fPFiUfIiIiIiKqfzrdyfv/H6Rf9L6Yrngm84cffohbt25pvJ+Tk4OoqCg8evQIY8aMQUlJCbZt2wZLS0tR+o+Pj1dbZp6YmIibN29i+PDh1V6XkJCAqVOnYuzYsYiMjBQlFyIiIiIiItIPen3PNAB07NgR33zzDUaPHo0uXbrAz88PLi4uKCsrw/Hjx7Fjxw74+/tj/vz5OHXqFAYOHIisrCyNGeUKb7/9Npo3b17j/lu1aoW+ffti3LhxuHXrFlavXg1HR0cEBARUec3Jkyfh5+eH1q1bY9CgQdi6dava+x4eHujQoUONcyAiIiIiIt3S9bOeOTOtf/S+mAYAHx8fZGRkICIiAt9//z3WrVsHqVQKV1dXrFy5EgEBARg6dCgAIDk5GcnJyVXGys3NrVUxPW/ePGRkZCAsLAxFRUUYNGgQoqOjYWpqWuU1586dQ1lZGe7cuYPx48drvB8XF8dimoiIiIiIqAFrEMU08GRX7erugz58+LBW+m3WrBmWLl2KpUuXVtlm06ZNaq/9/f3h7++vlXyIiIiIiIhI9xpMMU1ERERERKQrfM40/VOTK6bLyspw//79atuItXkZERERERERNU5Nrpg+fvw4BgwYUG2buLi4Gj36iujvBOOq76OvK9M9a0SPmdbjA9Fjuh3ZIHpMALj6c5roMTu/PEj0mBd2HRU9JgB0am0jesxj3W+KHrPVsso3fHxWha33iR90oJ/4MemptDGXItFCTKBpj+X3ewWKHhMANh4Qf4wY/W570WNe5FguekyAYzk1bk2umHZzc8OBAweqbePs7AwbGxsIXEpBREREREQAlDrezVvJ0kTvNLliumXLlhg8eLCu0yAiIiIiIqIGzEDXCRARERERERE1NE1uZpqIiIiIiKi2uJs3/RNnpomIiIiIiIhqiTPTRERERERET1Gu4w3IyjkxrXc4M01ERERERERUS422mC4qKkJQUBDs7e0hlUphbW2N119/HWlpaVizZg0MDQ2Rn5+var9y5UpIJBLMmDFDda68vBzm5uaYPXu26tyKFSvg4eGB1q1bw8TEBD169EBiYqJG/xKJBJMnT8bWrVvh5OQEmUyGHj164OhR7TzDkIiIiIiIiOpPo13m/dFHHyExMRGTJ09G165dce/ePaSkpOD8+fPw9PSEUqlESkoKvL29AQByuRwGBgaQy+WqGOnp6SguLka/fv1U56KiouDj44OxY8eirKwM27dvh6+vL/bs2YMRI0ao5XDkyBEkJCRg6tSpkEqliI6OxrBhw3Dy5Em4uLjUzxdBRERERETP7Mkyb11uQKazrqkKjbaYTkpKQkBAAFauXKk6FxwcDABQKpWwsLCAXC6Ht7c3BEFASkoK3nnnHezcuRPFxcUwMzNTFdh9+vRRxbh48SJMTExUrydPnvz/2rv38Jqu/H/g731CbuQiCAlBNMSXoHUfFepSVeoyfTAuU8UMWr1IixYdFVOtukxU01JMCB1tR+m3yki1VNvo0Hbw1SpVRIiiQjlxSYJk/f7oz5mcnCRyYu/svfZ6v57nPM/k7J113h+fdVZn5ZyzD9q0aYOkpCSPzfSBAwfwn//8B23btgUADBs2DLGxsXjxxRfxwQcfeGTOz89Hfn6+232isBB+fn53/g9CRESVgms5ERGRGmz7Nu/Q0FB8/fXXOH36tMcxh8OBzp07u95yfejQIVy4cAHTpk2DEAK7du0C8Nur1XFxcQgNDXX9btGN9MWLF+F0OhEfH4+9e/d6PM7vfvc710YaABo0aICBAwdi69atKCjwvHzB3LlzERIS4nZbsGBBhf8NiIio8nEtJyIiUoNtN9Pz58/HgQMHEBUVhQ4dOiAxMREZGRmu4/Hx8dizZw9yc3ORnp6OiIgItGnTBq1bt3a91Xvnzp2Ij493G3fz5s3o1KkT/P39ERYWhtq1a2Pp0qVwOp0eGZo0aeJxX9OmTXHt2jVkZ2d7HJs+fTqcTqfbberUqXf6T0FERJWIazkRkT0VCPNvZC223UwPHToUGRkZSE5ORmRkJBYsWIAWLVogLS0NANClSxfcuHEDu3btQnp6umvTHB8fj/T0dPz444/Izs5220ynp6djwIAB8Pf3x5IlS7BlyxZ8+umnGDFiBIQOX6Lu5+eH4OBgtxvfFkhEJBeu5URERGqw7WYaACIiIjBx4kR8+OGHOH78OGrWrImXX34ZANChQwf4+voiPT3dbTPdtWtXfP3119i+fbvr51s2bNgAf39/bN26FWPHjsWDDz6IXr16lfr4R44c8bjvp59+QmBgIGrXrq1nqURERERERFSJbLmZLigo8HjbdXh4OCIjI10XhfH390f79u3x7rvv4uTJk26vTOfm5uL111/HXXfdhYiICNcYPj4+0DTN7fPOmZmZ+PDDD0vMsWvXLrfPUmdlZWHjxo3o3bs3fHx89CqXiIiIiIgMViCE6TeyFltezfvy5cuoX78+Bg8ejNatW6N69erYtm0bvv32W7ere8fHx+PVV19FSEgIWrZsCeC3TXdsbCwOHz6M0aNHu43br18/JCUloU+fPhgxYgTOnTuHN998EzExMfjuu+88csTFxeGBBx5w+2osAJg9e7ZxxRMREREREZHhbLmZDgwMxMSJE/HJJ5/ggw8+QGFhIWJiYrBkyRI8/vjjrvNubaY7d+4Mh8Phdv/hw4c9Lj7Wo0cPpKSk4NVXX0VCQgKio6Mxb948ZGZmlriZ7tatG373u99h9uzZOHnyJJo3b47U1FS0atXKuOKJiIiIiIjIcLbcTPv6+mL+/PmYP39+mef17du3xAuHrVixAitWrCjxd8aOHYuxY8d63J+YmFji+SNHjsTIkSNvH5qIiIiIiCxLACg0+fFVMH78eGzatAlXr15Fw4YN8corr6B///5mxyqRLT8zTURERERERPJ59tlnkZmZiZycHKxcuRJ//OMfceHCBbNjlciWr0wTERERERHpqUAIFJj4+rAqFyBr1qyZ639rmobr16/j559/Rs2aNU1MVTK+Mk1EREREREQAgCtXrmDWrFno06cPwsLCoGkaUlNTSz0/Pz8fzz//PCIjIxEQEICOHTvi008/vaMMEydOREBAANq3b48ePXq4LhZtNXxl2iAlfRa7QuPoMkrl0CQZ0zCFN3Uf0idE/7/AxX36t9uf5KWXIo25LsD0Ltd1H/Pm91/qPqbvond1HxMArgXqv0QH3ris+5g5NbfqPiYAdPmyru5jfttD9yHLRaa1XHkKr+Xvtpqg+5gAcF+LOrqPeb5qLd3H5FrOtZx+c/78efz1r39FgwYN0Lp1a3z++edlnj969GisX78eCQkJaNKkCVJTU9G3b1/s2LEDXbp0qVCGJUuWIDk5GZ9//jkOHDgATbPmroCvTBMREREREd1GgTD/VhkiIiJw5swZnDhxAgsWLCjz3G+++Qbvvfce5s6diwULFmD8+PH47LPP0LBhQzz33HNu53bp0gWappV4+8tf/uIxto+PD3r27Ilt27Zhy5YtutaoF74yTURERERERAAAPz8/1K1bvncUrF+/Hj4+Phg/frzrPn9/f/zpT3/CjBkzkJWVhaioKADAzp07K5Tn5s2bOHr0aIV+12h8ZZqIiIiIiEgSOTk5brf8/HzTsuzbtw9NmzZFcHCw2/0dOnQAAPzf//2fV+M5nU688847uHLlCm7evIn3338fO3bsQNeuXfWKrCuvN9OJiYnQNA3nz583Io9Lo0aNMHr0aEMfo7J9/vnn0DTttp87ICIiIiIiaykQwvQbAERFRSEkJMR1mzt3rmn/JmfOnEFERITH/bfuO336tFfjaZqGFStWoH79+qhZsyZeffVVvPPOO7j77rv1iKs7vs2biIiIiIhIEllZWW6vBPv5+ZV6bmFhIa5fL98FXf38/Ly+0Fdubm6Jj+/v7+867o3g4GDs2LHDq98xEzfTREREREREkggODvZ4W3VpvvzyS3Tv3r1c5x46dMjtO57LIyAgoMS3mefl5bmO2xk30zoSQiAvL8/2k4aIiIiISDUFAigw+fG91axZM6xatapc55b0du3y/M7PP//scf+ZM2cAAJGRkV6PKZMKX4Ds0qVLGD16NEJDQxESEoIxY8bg2rVrruOrVq1Cjx49EB4eDj8/PzRv3hxLly71GEcIgTlz5qB+/foIDAxE9+7d8cMPP3ic9+uvv2LKlClo2bIlqlevjuDgYDz44IPYv3+/23m3Ppe8bt06zJ49G/Xq1UNQUBAGDx4Mp9OJ/Px8JCQkIDw8HNWrV8eYMWM8/ppS3uyNGjXCQw89hK1bt6Jdu3YICAjAsmXLAACnTp3CoEGDUK1aNYSHh+OZZ54x9eIARERERESklrp162L06NHluoWEhHg9/t13342ffvoJOTk5bvd//fXXruN2VuFXpocOHYro6GjMnTsXe/fuxd///neEh4dj3rx5AIClS5eiRYsWGDBgAKpUqYJNmzZh4sSJKCwsxBNPPOEa58UXX8ScOXPQt29f9O3bF3v37kXv3r093tufkZGBDz/8EEOGDEF0dDR++eUXLFu2DN26dcPBgwc9/uoxd+5cBAQEYNq0aTh69CiSk5NRtWpVOBwOXLx4EYmJidi9ezdSU1MRHR2NF1980fW75c0OAIcPH8bw4cMxYcIEjBs3DrGxscjNzUXPnj1x8uRJPP3004iMjMTbb7+Nzz77rMx/0/z8fI8Nd2FhYZmfgyAiImvhWk5EZE8FQqAAlfRlz6U8vtUMHjwYCxcuxPLlyzFlyhQAv/13cNWqVejYsaPra7HsqsKb6XvuuQcpKSmuny9cuICUlBTXZvqLL75we7vzk08+iT59+iApKcm1Ic3Ozsb8+fPRr18/bNq0yfWB9xdeeAGvvPKK2+O1bNkSP/30ExyO/76Y/sgjj6BZs2ZISUnBzJkz3c6/efMmvvjiC1StWtX1WO+99x769Onj+tLviRMn4ujRo1i5cqXbZro82W85evQoPv74YzzwwAOu+xYvXoyffvoJ69atw5AhQwAA48aNQ+vWrcv8N507dy5mz57tdt+MGTNK/BJzIiKyJq7lREQkuzfeeAOXLl1yXY1706ZNOHXqFADgqaeecr2K3bFjRwwZMgTTp0/HuXPnEBMTg9WrVyMzM9Ntr2hXFX6b92OPPeb2c3x8PC5cuOB6ib/oZtTpdOL8+fPo1q0bMjIy4HQ6AQDbtm3D9evX8dRTT7ldOS4hIcHj8fz8/Fwb6YKCAly4cAHVq1dHbGws9u7d63H+qFGjXBtp4LdGCyEwduxYt/M6duyIrKws3Lx503VfebLfEh0d7baRBoAtW7YgIiICgwcPdt0XGBjo9mXmJZk+fTqcTqfbberUqWX+DhERWQvXciIikt3ChQsxc+ZM10ddP/jgA8ycORMzZ87ExYsX3c5ds2YNEhIS8Pbbb+Ppp5/GjRs3sHnzZst+N7SeKvzKdIMGDdx+rlGjBgDg4sWLCA4OxldffYVZs2Zh165dbp+lBn7boIaEhODEiRMAgCZNmrgdr127tmu8WwoLC7F48WIsWbIEx48fR0HBfz/+X7Nmzdvmu/XXk+JvNQgJCUFhYSGcTqdrnPJkvyU6OtrjsU+cOIGYmBiPS8vHxsZ6nFuUn5+fx9sAvb2cPBERmYtrORGRPRWafAGywkp8l3dmZma5z/X398eCBQuwYMEC4wJZVIU30z4+PiXeL4TAsWPH0LNnTzRr1gxJSUmIioqCr68vtmzZgkWLFqGwsNDrx3vllVcwc+ZMjB07Fi+99BLCwsLgcDiQkJBQ4nil5SsrNwCvs/PK3UREREREROox5KuxNm3ahPz8fHz00UdurxAX/wLuhg0bAgCOHDmCxo0bu+7Pzs72ePvA+vXr0b17d4/33l+6dAm1atWq9OxladiwIQ4cOAAhhNur04cPH9YtJxEREREREZmnwp+ZLsutV39FkSvOOZ1Oj+8469WrF6pWrYrk5GS3c1977bUSxxTFrmD3/vvvl/i9ZneivNnL0rdvX5w+fRrr16933Xft2jUsX75cv6BERERERFRpCoQw/UbWYsgr071794avry/69++PCRMm4MqVK1ixYgXCw8NdX+AN/PbZ6ClTpmDu3Ll46KGH0LdvX+zbtw9paWkerzY/9NBD+Otf/4oxY8agc+fO+P7777F27Vq3V7QrM3tZxo0bhzfeeAOjRo3Cnj17EBERgbfffhuBgYG6ZiUiIiIiIiJzGPLKdGxsLNavXw9N0zBlyhS89dZbGD9+PCZNmuRx7pw5czB79mzs27cPU6dOxbFjx/DJJ5+gWrVqbufNmDEDkydPxtatWzFp0iTs3bsX//rXv3T/7jJvspcmMDAQ27dvR+/evZGcnIw5c+agS5cumD9/vq5ZiYiIiIiIyByaKP7eabIUma4Aq93+FHsrvHn7c7z11T91HzL3+DHdx3wlcqTuYwLA9FNv6z5mYCN9380CACfbDtd9TACoHaj/m4cCb1zWfUzs26r/mAC6fFlX9zG/Teyt+5jlIdNaLgvD/puj8Fr+bqsJuo8JANlX8nUfc1y7erqPeeWG9xfILQ+u5fKv5Tk5OQgJCcEYRMHXmNciy+U6CrEKWXA6nQgODjYtB/2XebOBiIiIiIiISFKGfGaaiIiIiIjITq7DmHcvyPL4VAJBtpCXlydmzZol8vLyLD2mUePKMqZR46o8plHjqjymUePKMqaZZPk3kmVMo8aVZUyjxlV5TKPGlWVMo8a1+lqem5sr6tatKwCYfqtbt67Izc01+5+E/j9+Ztombn2WQ8/PUBgxplHjyjKmUeOqPKZR46o8plHjyjKmmWT5N5JlTKPGlWVMo8ZVeUyjxpVlTKPGlWEtz8vLw/Xr182OAV9fX/j7+5sdg/4/vs2biIiIiIioDP7+/tzEkgdegIyIiIiIiIjIS9xMExEREREREXmJm2mb8PPzw6xZs+Dn52fpMY0aV5YxjRpX5TGNGlflMY0aV5YxzSTLv5EsYxo1rixjGjWuymMaNa4sYxo1rt3WclIHL0BGRERERERE5CW+Mk1ERERERETkJW6miYiIiIiIiLzEzTQRERERERGRl7iZJiIiIiIiIvISN9NEREREREREXqpidgBSixAC2dnZAIDatWtD0zSTE5VMlpyAXFmNIEv9suQ0iur124lMvZQlqyw5jSJT/TJl1ZvKtROVhq9MEwAgNzcXP/zwA3755ZdSzzl+/DjWrFlTofEPHjyIwYMHIzg4GBEREYiIiEBwcDAGDx6MAwcOVDS2m6ysLISFhSEtLa3CY+iZMysrC4sXL8by5cuRk5MDALh+/TqWLVuGUaNGYcSIEVi4cCF+/fVX07MagXOq8nLeKSN7JUP9diJ7L/V4zumZVfV1HOCcqsysd0L2PhHJit8zLZEvv/yyQr/XtWvXMo/Pnj0b8+bNQ35+vuv85ORkxMXFuZ23du1ajBo1CgUFBV49fnp6Oh588EEUFhZi4MCBaNq0KQDg8OHD+Oijj6BpGj7++GPEx8eXOc7evXvLPH769GkMGDAASUlJrprbtGlT6TmB3/7D07lzZ9f/+brrrrvw1VdfYfDgwdi5cyeCg4NRUFCAq1evol69eti5cycaNmxY6Vk5p+SYU0b1CTC2VzLUX9lU76XRzzk9s6q+jgOcU3pmVb1PdlrHidwIkoamacLhcLhuxX8u7VaWf/7zn0LTNNGzZ0+RnJwsZsyYIerUqSP8/f3F2rVr3c79xz/+cdvxStK2bVsRHR0tTp486XHs5MmTolGjRqJdu3a3Hae89Rb9tzEjpxBCDBkyRNSpU0fs2LFDHDp0SNx3332iffv2onbt2uKLL75wnffhhx+KgIAAMXLkSFOyck7JMaeM6JMQxvfK6vWbgb009jmnZ1aV13EhOKf0zso+2WcdJyqKn5mWyI4dO9x+zs/Px3PPPYdr165h/PjxiI2NBQD8+OOPWLFiBapVq4b58+eXOeaiRYvQo0cPbNu2zXXflClTMGLECDzyyCM4ffo0pkyZcke5f/jhB7z00kuIioryOBYVFYXHH38ciYmJtx3H19cXvr6+eOaZZ9C4cWOP49nZ2Xjuuefw1FNPef1XZz1zAsC///1vPPnkk7jvvvsAAPPmzUOnTp3wt7/9ze2vrAMHDsQTTzzh9duu9MrKOSXHnDKiT4DxvbJ6/WZQvZdGP+f0zKryOg5wTumdVfU+2WkdJ3Jj9m6eKu6ZZ54R7du3F7m5uR7Hrl69Ktq1ayeeffbZMscIDQ0VS5Ys8bi/sLBQTJw4UTgcDjF58mQhRMVfRYyNjRVz5swp9fhLL70kmjZtettxjh07Jvr37y/8/f3FtGnTxOXLl92OZ2ZmCk3TxMaNG73OqGdOIYQIDAwUKSkprp9PnTolNE0TH330kce5y5YtEwEBAaZlLYpzyrpzqig9+iSE8b2yev1WoFovjX7O6ZlV5XVcCM4pI7IWpVqfirPTOk5q42ZaYuHh4eL1118v9fjixYtFeHh4mWPUrl27zDESExOFpmli1KhRYtWqVRXa+Kxdu1aEh4eLffv2eRzbu3evCA8PF++88065x/v4449Fs2bNRN26dcXf//531/13+h9MPXM2b95cPPnkk66fN23aJDRNEy+88ILHuWPGjBHNmjUzLWtRnFPWnVNF6dEnIYzvldXrtwJVe2nUc07PrCqv40JwThmZVQh1+3SLndZxUhvf5i2xq1ev4syZM6UeP3PmDK5du1bmGP/zP/+DHTt24Kmnnirx+KxZs1CrVi1MmjQJW7durVDO3bt3o06dOmjbti06d+6MmJgYAMCRI0ewa9cuxMXFYdeuXdi1a5frdzRNw+LFi0sc74EHHsD333+PRYsW4dlnn8Wbb76J1157zasLvxid849//CMSExNRrVo1hIeH429/+xvuuusuHD58GIsWLcKAAQNQUFCA9957D2vWrEFCQoJpWYvinLLunCpKjz4BxvfK6vVbgaq9NOo5p2dWlddxgHPKyKyAun26xU7rOCnO7N08VdzAgQNFYGCg2LBhg8ex9evXi4CAADFo0KAyx5g/f77w8/Mr8cISRb333nvC19e3Qq8iaprm9a28j3PmzBkxatQo4ePjI+677z7hcDgq/NdnPXPm5eWJhx9+2HVeVFSU+Pbbb8WRI0dE3bp13S7AERcXJy5dumRa1qI4p6w7p4rSo09CGN8rq9dvBar3Ugh9n3N6ZlV5HReCc8rorKr3yU7rOKmNm2mJnTp1SjRt2lQ4HA5Rr1490a1bN9GtWzdRv3594XA4RJMmTURWVlaZY1y4cEFs3rxZZGZm3vbxvvnmG5GamqpXfF3t2rVLxMfHi0aNGolPP/3U7DguP//8s/jxxx/FjRs3XPc5nU6RkpIi5s6dKzZs2CCuX79uYkJ3nFP/ZdU5JYQ+fRJC3l7pVb8VqN7Loqz6nFNxHReCc8poqvfJTus4qY3fMy25vLw8LFu2DGlpaThx4gQAoGHDhujbty/GjRuHgIAAkxOSbDin5KB6n+xUv51qIWvgnJKD6n1SvX6yB26mJZWXl4fly5fj7rvv5hfaky44p+Sgep/sVL+daiFr4JySg+p9Ur1+shdupiUWEBCA119/HePGjavQ70dHR8PhcODHH39E1apVER0dDU3TyvwdTdNw7Ngxrx8rLS0NSUlJ2Lt3L5xOJ0qadgUFBaZnvdOcsmUtjnNKjT4BrN8qVOol1wf9c5aEc8qac6o4lfpUEjut46Q2Xs1bYnFxccjMzKzw73fr1g2apsHhcLj9rLcNGzZg6NChaNGiBYYNG4alS5dixIgREEJg48aNaNKkCQYNGmR6Vj1yypa1OM4pNfoEsH6rUKmXXB/0z1kSzilrzqniVOpTSey0jpPiKuOD2WSMrVu3ipo1a1ruohrFtW3bVnTq1EncvHlTZGdnC03TxPbt24UQQhw/flzUqVNHrF692uSU8uQUwrisnFP6Yp/Urr88ZKlFluecEPJkVf35IUufhDAmq+p9kqV+otvhK9MSe+ONNxAWFoYHHngA0dHRiI6O9rhYg6Zp2Lhxo0kJf3Pw4EHMnTsXPj4+qFLltyl348YNAECjRo0wceJEzJs3D6NGjTIzpjQ5AeOyck7pi31Su/7ykKUWWZ5zgDxZVX9+yNInwJisqvdJlvqJboebaYl999130DQNDRo0QEFBAY4ePepxjrdv98nPz8eKFSuwZcsW19tvGjVqhL59++LPf/4z/P39vc4ZGBgIX19fAEBoaCj8/Pxw5swZ1/E6derg+PHjXo+rd1ajcsqUlXNK3T4BrN8MqveS64M8zw9Z6pdlTqneJzut46Q4s18aJ+vIysoSzZo1E5qmicjISNG1a1fRtWtXERkZKTRNE7GxsRX6zr/OnTuLJ5980vVzp06dRI8ePcSNGzdEbm6u6Nq1q4iNjTU9qxE5ZcuqN84pOfokBOu3E1l6yfVBnueHLPXLNKeMIEufiOyEm2lyGTBggAgICBDvv/++x7F169aJgIAAMWDAAK/HXbBggYiKihJ5eXlCCCE2bdokHA6HqFatmqhevbrQNE2sWrXK9KxG5JQtq944p+TokxCs305k6SXXB3meH7LUL9OcMoIsfSKyE341lk1cvnwZTqcThYWFHscaNGhQrjGqV6+OSZMm4eWXXy7x+PTp05GcnIwrV67cUVYASE9PxwcffAAfHx/069cP3bt39+r3KyvrneaULWtRnFPGZLVinwDWbwWq9ZLrg/45i+OcMianHlmLUq1PxdlpHSf18DPTklu6dCmSkpKQkZFR6jnl/e6/oKAghIeHl3q8bt26CAoK8jpjSeLj4xEfH1/h36+srHeaE5ArK8A5VRo79wlg/WZStZdcHzxZ9fkhS/0yzSlA3T7dYqd1nNTlMDsAVdxbb72FJ554AjExMZgzZw6EEEhISMC0adNQt25dtG7dGikpKeUeb8yYMUhNTcW1a9c8jl25cgWrVq3Cn/70J69zTp8+HR9//DFycnK8/t3SGJHViJyAXFk5p9TsE8D6zaJyL7k+yPP8kKV+meaUyn0C7LWOk9r4Nm+JtWjRAg0aNEBaWhouXLiA2rVrY9u2bejRowecTifatWuHxx57DJMnTy7XeOvWrcPLL7+Mixcv4tFHH0VMTAwA4MiRI1izZg3CwsIwY8YM11cj3PLwww+XOW5QUBCuXbsGh8OBuLg41180u3btijp16lSodiOyGpFTtqycU2r2CWD9ZlG5l1wf5Hl+yFK/THNK5T4B9lrHSXHmfFSb9ODn5yfefPNNIYQQTqdTaJom0tLSXMdfffVV0bhx43KPp2nabW8Oh8Pj59spKCgQ//nPf0RSUpJ4+OGHRXh4uOt3mzRpIsaOHStSU1O9qt2IrEbklC0r55SafWL95lG5l1wf5Hl+yFK/THNK5T4ZVT+RGfiZaYmFhITg5s2bAIDg4GAEBgYiKyvLdTwoKAhnz54t93g7duzQPSMAOBwOtG3bFm3btsUzzzwDADh8+DC2b9+O119/HatWrUJqaioeffRRU7MakVO2rJxT1s8J6N8ngPWbReVecn2Q5/khS/0yzSmV+wTYax0ntXEzLbG4uDjs37/f9XOnTp2wdOlS9O3bF4WFhVi2bBmaNm1a7vG6devm1ePn5eVh3bp1+OWXX8r1Vp9r165h165dSE9PR3p6Onbv3o3c3FzExsZ6fSELI7PqmVO2rJxTxmS1ep8A1m8WlXvJ9UH/nADnlFE59c6qcp8Ae63jpDizXxqnilu5cqXo0KGD67v/du7cKfz9/YXD4RAOh0P4+fmJzZs3G/b4Z8+eFQ6HQ2zfvr3M8yZPniw6dOggqlatKnx8fESbNm3EpEmTxIYNG8S5c+cMy+dtVivkNDsr55S+We3aJyFYv16sUIss6yPXh/LhnNI3p1FZVe+TFeon0gM30zZz7Ngx8dprr4nk5GRx+PBhQx/r7NmzQtO02/5HSNM0UaVKFfGHP/xB7Nu3z9BMpSlPVivkFMJ6WTmnSqZyn4Rg/UZSvZel4fpQcZxTJbPanFK9T3Zax0kd3ExThZX3P0ILFy4UgwYNErVq1RIOh0PUq1dPDBs2TLz55pviu+++s0xWK+SULaveOKfkoXr9diJLL7k+yEOW+mWaU0aQpU9EVsavxrKJwsJCOJ1OlNTOsLAwQx7zl19+QUREhOurDMrj4MGDSE9Px86dO5Geno6srCyEhITg3nvvxaZNmwzJWZGsZuW0UlbOKX2z2qlPAOs3guq91DunTFnt9vywSv165zQqq+p9stM6TurhBcgkduPGDcybNw8rV65EVlYWCgsLSzyvoKCgkpOVrnnz5rjrrrsQGxuLJk2a4N1338Xhw4exZcsWs6O5kSUnoG9WzinjsE9q118aGWuR5TkHyJNV9eeHLH0C9Muqep9krJ+oJNxMS2zChAlYvXo1OnXqhEGDBiEkJMTsSCXKyclx/RXzyy+/xJ49e3Djxg1UrVoV7du3x+9///sKXQlS1ZyAcVk5p+TIqXqfZKm/PGSpRZbnHCBPVtWfH7L0CTAmq+p9kqV+otvhZlpi77//Ph555BGkpqaaHaVMYWFhEEIgKCgInTt3xqxZs9ClSxd06NABfn5+ZsdzkSUnYFxWzil9sU9q118estQiy3MOkCer6s8PWfoEGJNV9T7JUj/R7XAzLbHAwEB06tTJ7Bi3tWjRIsTHx6N169bQNM3sOKWSJSdgXFbOKX2xT2rXXx6y1CLLcw6QJ6vqzw9Z+gQYk1X1PslSP9HtOMwOQBU3fPhwbN68udIeLzc3FydPnnT9HBYWhh07dqBt27Zl/l6XLl1w6NAht0V469at6Nq1Kzp27IjFixdbIqsZOa2WlXNK36x26RPA+o2iei/1zilTVjs9P6xUv945jcqqep/stI6T4irz0uGkr/z8fDFy5EjRr18/sWHDBvHNN9+IPXv2eNzK4nA4ROfOncWJEydu+3j/+Mc/hMPh8Drn/fffLwYOHOj6OSMjQwQEBIj69euLDh06CIfDIZYtW3bbcYzOqldO2bIWxTmlb1Yr90kI1m8FqvWS64P+OYvjnNI3p55Zi1KtT8XZaR0ntXEzLbGcnBwxfPhw4XA4SrxpmnbbRVPTNKFpmqhRo4ZYv359medW9D9C4eHhYsGCBa6fExMTRfXq1UV2drYQQoihQ4eKe+6557bjGJ1Vr5yyZS2Kc0rfrFbukxCs3wpU6yXXB/1zFsc5pW9OPbMWpVqfirPTOk5q42emJTZ27Fj87//+L4YNG4aOHTtW+EqIU6dOxcaNGzF06FCMHz8er732mq4X/3A6nahZs6br5y1btuD+++9HrVq1AAD3338/0tLSTM+qZ07Zst7COaVWnwDWbzYVe8n1Qf+cRXFOWXtO3aJin4qy0zpOijN7N08VFxQUJBISEu5oDE3TxNq1a8XVq1fFqFGjhKZpolWrVuLQoUMe51b0L7qNGjUSU6dOFUIIcfr0aeHj4yOWLl3qOr5o0SIREhJiela9csqWtSjOKXX6JATrtwLVesn1Qf+cxXFOWXdOFaVan4qz0zpOauMFyCQWHByMmJgYXcYKDAzE6tWrsWrVKmRkZKBdu3ZISUnRZeyBAwciOTkZTz/9NAYNGgQ/Pz/8/ve/dx3fv38/GjdubHpWvXPKlhXgnFKxTwDrN5OqveT6IM/zQ5b6ZZpTgLp9usVO6zgpzuzdPFVcYmKiuPfee8XNmzcrPMatv2gWdejQIdGqVSvhcDjE8OHDRU5OjhCi4n/RvXz5shgxYoQIDQ0VjRo1EuvWrXMdczqdonr16uL55583PateOWXLWhTnlDp9EoL1W4FqveT6oH/O4jinrDunilKtT8XZaR0ntfEz0xJr3rw5Nm7ciDZt2uDRRx9FVFQUfHx8PM57+OGHvRq3WbNm+OabbzBp0iQsX74c3377Ld59990K56xevTrWrl1b6rFTp04hMDCwQmPrmdXInLJk5ZxSu08A669sqvdS75wyZZXx+SFD/XrnNCqr6n2y0zpOijN7N08Vd+sKjmXdynPl5eJ/0Sxq3bp1IjQ0VPj5+YlevXqZemVFZjUe55Q7K2UtSo8+3RpH5fqtQLVeypJTCLmyFsU55c4qOYtTrU/F2WkdJ7XxlWmJ7dixw/DHGDJkCNq2bYthw4Zh+/bt0DTN8MesKGa9c5xT7qyatTL6BLD+yqB6L4uTJSdg3aycU+6smlP1PtlpHSfFmb2bJ3MlJiaK77///rbn3bhxQ0ybNk3cd999lZCqZMwqB5lqlymrEVSv305k6aUsOYWQK6sRZKlflpxGUb1+IrPxat6Ke/755/HGG28gOTm5zPOWLFmCS5cu4ZNPPqmkZJ6YVQ4y1S5TViOoXr+dyNJLWXICcmU1giz1y5LTKKrXT2Q2vs1bcmfPnkVKSgr27t0Lp9OJwsJCt+OapmH79u2l/v7y5cuRmpqKgwcPlvk4/fr1w3PPPYdWrVrh8ccf1yW7t5i1cnBOebJC1uLutE8A67cKlXopS05ArqzFcU55MjtnSVTqU0nstI6Twsx+aZwqbv/+/aJGjRrC399ftG7dWjgcDhEXFyfq168vNE0TMTExonv37mWOce+994oRI0aU6/FGjhwp4uPj9YheIcxqPM6p0pmdtSg9+iQE67cC1XopS04h5MpaFOdU6dgn+9VPZDZupiX24IMPiqioKHHixAmRnZ0tNE0T27dvF0L8dvXGmjVriq+//rrMMYKDg8WSJUvK9XhLliwRISEhdxq7wpjVeJxTpTM7a1F69EkI1m8FqvVSlpxCyJW1KM6p0rFP9qufyGz8zLTEvvrqK0yYMAENGjSAw/FbK2+9RWbIkCEYOXIkpk6dWuYY169fh6+vb7kez9fXF/n5+XcW+g4wq/E4p0pndtai9OgTwPqtQLVeypITkCtrUZxTpWOf7Fc/kdm4mZZYYWEh6tSpAwAIDQ2Fj48Pfv31V9fxli1bYs+ePWWOERkZiQMHDpTr8Q4cOIDIyMiKB75DzGo8zqnSmZ21KD36BLB+K1Ctl7LkBOTKWhTnVOnYJ/vVT2Q2bqYlFh0djePHjwMAHA4HoqOjsW3bNtfxf//73wgNDS1zjF69emHNmjU4d+5cmeedO3cOa9aswf3333/HuSuKWY3HOVUyK2QtSo8+AazfClTrpSw5AbmyFsU5VTKzcxanWp+Ks9M6Tooz+33mVHGTJ08WTZo0cf2clJQkNE0TPXv2FD169BAOh0NMnTq1zDGOHTsmAgMDRYsWLcT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      "text/plain": [
       "<Figure size 1000x1000 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, grid = plotting.plot_cumulant_function(\n",
    "    cumulant_function=np.array([infid for infid in infids.values()]).squeeze(),\n",
    "    n_oper_identifiers=infids.keys(),\n",
    "    colorscale='log',\n",
    "    cbar_label=r\"Pulse correlation infidelity $\\mathcal{I}^{(gg')}$\",\n",
    "    basis_labels=pls,\n",
    "    basis_labelsize=12,\n",
    "    figsize=(10, 10)\n",
    ")\n",
    "\n",
    "cb = grid[-1].images[0].colorbar\n",
    "cb.ax.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As we can see from the strictly positive correlation infidelities in the case of $1/f$ noise without the echos, the long noise correlation times aversely affect the algorithm and degrade its fidelity. Incorporating echo pulses introduces negative correlation infidelities between pulses before and after an echo, similar to the way that for a single Hahn echo the two periods of free evolution have negative infidelities. The magnitude of these corrections is on the level of the total infidelity itself!\n",
    "\n",
    "For white noise, the situation is different. Here, without echo pulses there are many negative contributions for different pairs of pulses. Adding the echos produces a reverse picture to the case before: contributions that were negative before turn positive and hence deteriorate the fidelity!\n",
    "\n",
    "This example shows that, depending on the actual noise in a system, one should carefully design one's quantum circuits in order to minimize errors."
   ]
  }
 ],
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