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{
"cells": [
{
"cell_type": "markdown",
"id": "a5e60c5d-0373-42ef-94b2-f3523416baa7",
"metadata": {},
"source": [
"# PyDevice IOC calculation"
]
},
{
"cell_type": "code",
"id": "b9e7a8bc-0f95-4a43-b865-3ef104a06ca3",
"metadata": {},
"outputs": [],
"source": [
"import epics\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"import time"
]
},
{
"cell_type": "code",
"id": "0f2830ba-a556-43df-8266-faa53fe194f8",
"metadata": {},
"outputs": [],
"source": [
"energy_list = [i for i in range(6,26)]\n",
"energies = np.asarray(energy_list)"
]
},
{
"cell_type": "code",
"id": "aa5ccd9c-1d4d-479f-8d2b-ef089de58051",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Horizontal slits size: 0.001 m\n",
"Vertical slit size: 0.0005 m\n"
]
}
],
"source": [
"slitH = epics.caget(\"100idPyCRL:testSSH.VAL\")\n",
"slitV = epics.caget(\"100idPyCRL:testSSV.VAL\")\n",
"print(f'Horizontal slits size: {slitH} m\\nVertical slit size: {slitV} m')"
]
},
{
"cell_type": "code",
"id": "0f4e6fcc-c322-438b-b44c-8eefed926d69",
"metadata": {},
"outputs": [],
"source": [
"fSize_array = np.empty([len(energy_list),1024])\n",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" time.sleep(1)\n",
" fSize_array[i-6,:]=epics.caget(\"100idPyCRL:CRL1:fSizes\")"
]
},
{
"cell_type": "code",
"id": "8b2b34e6-2b8c-4a16-af96-dcb83e359918",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(np.linspace(0,1023,1024), fSize_array.T)\n",
"plt.yscale('log')\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "960d2960-6819-4433-8cdd-b698755b42af",
"metadata": {},
"source": [
"# Xianbo Calculation"
]
},
{
"cell_type": "code",
"id": "3958c22c-5db9-4b09-8dbb-6767ec140290",
"metadata": {},
"outputs": [],
"source": [
"from scipy.optimize import root_scalar\n",
"import xraylib"
]
},
{
"cell_type": "code",
"id": "bf5d208e-1db5-40d9-ad5e-7bc43a253360",
"metadata": {},
"outputs": [],
"source": [
"# Lookup table where each entry is a tuple (column1, column2)\n",
"Lens_diameter_table = [\n",
" (50, 450.0),\n",
" (100, 632.0),\n",
" (200, 894.0),\n",
" (300, 1095.0),\n",
" (500, 1414.0),\n",
" (1000, 2000.0),\n",
" (1500, 2450.0),\n",
" ]\n",
"\n",
"# Convert the lookup table to a dictionary for faster lookup\n",
"Lens_diameter_dict = {int(col1): col2 for col1, col2 in Lens_diameter_table}"
]
},
{
"cell_type": "code",
"id": "b14894a8-8afc-4000-aabf-fb56a8973070",
"metadata": {},
"outputs": [],
"source": [
"def lookup_diameter(lens_radius):\n",
" # Convert the input float to an integer\n",
" input_int = int(round(lens_radius*1.0e6))\n",
" return Lens_diameter_dict.get(input_int, (lens_radius*1.0e6)**0.5*63.222+ 0.73)/1.0e6"
]
},
{
"cell_type": "code",
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"id": "d24d7d73-530d-438f-9e31-01d8b15bc06a",
"metadata": {},
"outputs": [],
"source": [
"def index_to_binary_list(index, length):\n",
" \"\"\"\n",
" Converts an index number to its binary representation as a list of digits,\n",
" and pads the list with zeros in front to achieve the desired length.\n",
"\n",
" Parameters:\n",
" index (int): The index number to be converted.\n",
" length (int): The desired length of the binary list.\n",
"\n",
" Returns:\n",
" list: A list of digits representing the binary representation of the index.\n",
" \"\"\"\n",
" # Convert the index to a binary string and remove the '0b' prefix\n",
" binary_str = bin(index)[2:]\n",
"\n",
" # Pad the binary string with zeros in front to achieve the desired length\n",
" #padded_binary_str = binary_str.zfill(length)\n",
"\n",
" # Reverse the binary string\n",
" reversed_binary_str = binary_str[::-1]\n",
"\n",
" # Convert the reversed binary string to a list of integers\n",
" binary_list = [int(digit) for digit in reversed_binary_str]\n",
"\n",
" # Pad the list with zeros at the end to achieve the desired length\n",
" while len(binary_list) < length:\n",
" binary_list.append(0)\n",
"\n",
" return binary_list"
]
},
{
"cell_type": "code",
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"id": "fdd4556b-c715-452b-b33f-42cac4d41766",
"metadata": {},
"outputs": [],
"source": [
"def binary_list_to_index(binary_list, length):\n",
" \"\"\"\n",
" Converts a list of binary digits in reverse order to its integer representation,\n",
" padding the list with zeros at the end to have a fixed number of elements.\n",
"\n",
" Parameters:\n",
" binary_list (list): A list of digits representing the binary number in reverse order.\n",
" length (int): The fixed number of elements the list should have.\n",
"\n",
" Returns:\n",
" int: The integer representation of the binary number.\n",
" \"\"\"\n",
" # Pad the list with zeros at the end to achieve the desired length\n",
" while len(binary_list) < length:\n",
" binary_list.append(0)\n",
"\n",
" # Convert the binary list to an integer\n",
" index = 0\n",
" for i, digit in enumerate(binary_list):\n",
" index += digit * 2**i\n",
"\n",
" return index"
]
},
{
"cell_type": "code",
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"id": "5e670a97-7a09-4e8f-b356-391355c3425b",
"metadata": {},
"outputs": [],
"source": [
"def materials_to_deltas(material_list, energy):\n",
" \"\"\"\n",
" Convert a list of material names to a list of delta values at a given energy.\n",
" Parameters:\n",
" material_list (list): A list of material names.\n",
" energy (float): The energy in keV.\n",
" Returns:\n",
" list: A list of delta values for the given materials at the given energy.\n",
" \"\"\"\n",
"\n",
" # The list to store delta values\n",
" delta_list = []\n",
"\n",
" # Iterate through each material in the input list\n",
" for material in material_list:\n",
" # Compute the delta value for the current material at the given energy\n",
" Z = xraylib.SymbolToAtomicNumber(material)\n",
" density = xraylib.ElementDensity(Z)\n",
" delta = 1.0-xraylib.Refractive_Index_Re(material, energy, density)\n",
"\n",
" # Add the delta value to the delta list\n",
" delta_list.append(delta)\n",
"\n",
" return delta_list"
]
},
{
"cell_type": "code",
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"id": "4806ed83-6433-4ee6-9088-1ff85250e805",
"metadata": {},
"outputs": [],
"source": [
"def materials_to_linear_attenuation(material_list, energy):\n",
" \"\"\"\n",
" Convert a list of material names to a list of linear attenuation coefficients at a given energy.\n",
" Parameters:\n",
" material_list (list): A list of material names.\n",
" energy (float): The energy in keV.\n",
"\n",
" Returns:\n",
" list: A list of linear attenuation coefficient values (in m^-1) for the given materials at the given energy.\n",
" \"\"\"\n",
" # The list to store linear attenuation coefficient values\n",
" mu_list = []\n",
"\n",
" # Iterate through each material in the input list\n",
" for material in material_list:\n",
" # Compute the delta value for the current material at the given energy\n",
" Z = xraylib.SymbolToAtomicNumber(material)\n",
" density = xraylib.ElementDensity(Z)\n",
"\n",
" # Compute the mass attenuation coefficient in cm^2/g\n",
" #mass_attenuation = xraylib.CS_Photo(Z, energy)\n",
" mass_attenuation = xraylib.CS_Total(Z, energy)\n",
"\n",
" # Convert mass attenuation coefficient to linear attenuation coefficient in m^-1\n",
" mu = mass_attenuation * density * 100.0 \n",
"\n",
" # Add the linear attenuation coefficient value to the list\n",
" mu_list.append(mu)\n",
" \n",
" return mu_list"
]
},
{
"cell_type": "code",
"id": "61fe72cd-5aca-431c-b9d8-ffb23c5a9bce",
"metadata": {},
"outputs": [],
"source": [
"def absorptionaperture(x, n1mud, sigma, n1mur):\n",
"\n",
" numerator = np.exp(-(x**2/(2*sigma**2))) * np.exp(-n1mur*(x**2) - n1mud)\n",
" denominator = np.exp(-n1mud)\n",
"\n",
" return numerator / denominator - 0.5"
]
},
{
"cell_type": "code",
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"id": "6a268126-2cad-4450-b2bb-b5f97ac702d9",
"metadata": {},
"outputs": [],
"source": [
"def fSize_xs(energy, slit1_H = 500.0e-6, slit1_V = 300.0e-6, flag_HE = False):\n",
" '''\n",
" energy [eV]\n",
" slit1_H [m]\n",
" slit1_v [m]\n",
" ''' \n",
" \n",
" energy_keV = energy/1000.0 # Energy in keV\n",
" wl = 1239.84 / (energy * 10**9)\n",
" d_StoL1 = 51.9 # Source-to-CRL1 distance, in m\n",
" d_StoL2 = 62.1 # Source-to-CRL2 distance, in m\n",
" d_Stof = 66.2 # Source-to-focus distance, in m\n",
"\n",
"# slit1_H = 500.0e-6 # H slit size before CRL 1\n",
"# slit1_V = 300.0e-6 # V slit size before CRL 1\n",
"\n",
" # CRL input block\n",
" d_min = 3.0e-5 # Minimum thickness at the apex in m\n",
" stack_d = 50.0e-3 # Stack thickness in m\n",
" L1_n = np.array([1, 1, 1, 1, 1, 1, 2, 4, 8, 16]) # CRL1 number of lenses in each stack\n",
" L1_R = np.array([2.0e-3, 1.0e-3, 5.0e-4, 3.0e-4, 2.0e-4, 1.0e-4, 1.0e-4, 1.0e-4, 1.0e-4, 1.0e-4]) # CRL1 lens radius in each stack\n",
" L1_mater= np.array([\"Be\", \"Be\", \"Be\", \"Be\", \"Be\", \"Be\", \"Be\", \"Be\", \"Be\", \"Be\"]) # CRL1 lens material in each stack\n",
" L1_loc = np.array([4.5, 3.5, 2.5, 1.5, 0.5, -0.5, -1.5, -2.5, -3.5, -4.5])*stack_d # CRL1 lens stack location relative to center stack, positive means upstream\n",
" L1_HE = np.array([1.0e-6, 1.0e-6, 1.0e-6, 1.0e-6, 1.0e-6, 1.0e-6, 1.4e-6, 2.0e-6, 2.8e-6, 4.0e-6]) # CRL1 lens RMS thickness error\n",
"\n",
" # Source size input block\n",
" L_und = 4.7 # undulator length\n",
" sigmaH_e = 14.8e-6 # Sigma electron source size in H direction in m\n",
" sigmaV_e = 3.7e-6 # Sigma electron source size in V direction in m\n",
" sigmaHp_e = 2.8e-6 # Sigma electron divergence in H direction in rad\n",
" sigmaVp_e = 1.5e-6 # Sigma electron divergence in V direction in rad\n",
"\n",
" sigmaH = (sigmaH_e**2 + wl*L_und/2/np.pi/np.pi)**0.5\n",
" sigmaV = (sigmaV_e**2 + wl*L_und/2/np.pi/np.pi)**0.5\n",
" sigmaHp = (sigmaHp_e**2 + wl/L_und/2)**0.5\n",
" sigmaVp = (sigmaVp_e**2 + wl/L_und/2)**0.5\n",
" L1_D = np.zeros(L1_R.size) # CRL1 diameters for each stack\n",
" for i in range(L1_R.size):\n",
" L1_D[i] = lookup_diameter(L1_R[i])\n",
" L1_delta = materials_to_deltas(L1_mater, energy_keV) # delta values for CRL1 stacks\n",
" L1_mu = materials_to_linear_attenuation(L1_mater, energy_keV) # mu values for CRL1 stacks\n",
" L1_Feq = L1_R/(2*L1_n*L1_delta) + L1_loc # CRL1 equivalent f in m for each stack\n",
" L1_index_n = 2**L1_Feq.size # Total number of combinations for CRL1\n",
" L1_invF_list= np.zeros(L1_index_n) # List of equivalent 1/f in m^-1 for CRL1\n",
" for i in range(L1_index_n):\n",
" L1_invF_list[i] = np.sum(index_to_binary_list(i, L1_Feq.size)/L1_Feq)\n",
"\n",
" # Sort the L1_invF list (to avoid zigzagging)\n",
" L1_invF_list_sort_indices = np.argsort(L1_invF_list)\n",
" L1_invF_list_sorted = L1_invF_list[L1_invF_list_sort_indices]\n",
" q1_list = 1/(L1_invF_list_sorted - 1/d_StoL1) # focal position of CRL1 for all configurations (sorted)\n",
" dq1_list = q1_list - (d_Stof - d_StoL1)\n",
"\n",
" # Start generating focal size list as a function of CRL1 setting\n",
" sigma1H = (sigmaH**2 + (sigmaHp*d_StoL1)**2)**0.5 # sigma beam size before CRL1\n",
" sigma1V = (sigmaV**2 + (sigmaVp*d_StoL1)**2)**0.5 # sigma beam size before CRL1\n",
" L1_n1mud_list = np.zeros(L1_index_n) # List of n1*mu*d_min for all possible CRL1 configurations\n",
" L1_n1muR_list = np.zeros(L1_index_n) # List of n1*mu/R for all possible CRL1 configurations\n",
" aperL1H_list = np.zeros(L1_index_n) # absorption H aperture of CRL1 for all configurations\n",
" aperL1V_list = np.zeros(L1_index_n) # absorption V aperture of CRL1 for all configurations\n",
" diameter1_list = np.zeros(L1_index_n) # CRL1 diameter for all possible configurations\n",
" FWHM1H_list = np.zeros(L1_index_n) # H focal size at the focus of CRL1\n",
" FWHM1V_list = np.zeros(L1_index_n) # V focal size at the focus of CRL1\n",
" Strehl_list = np.zeros(L1_index_n) # Strehl ratio based on lens thickness error\n",
"\n",
" for i in range(L1_index_n):\n",
" # absorption aperture is a function of CRL absorption/physical aperture, incident beam size, and physical slits\n",
" L1_n1mud_list[i] = np.sum(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)*np.array(L1_mu*L1_n*d_min))\n",
" L1_n1muR_list[i] = np.sum(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)*np.array(L1_mu*L1_n/L1_R))\n",
" solution = root_scalar(absorptionaperture, args=(L1_n1mud_list[i], sigma1H, L1_n1muR_list[i]), bracket=[0.0, 2*sigma1H], method='bisect')\n",
" aperL1H_list[i] = solution.root*2.0\n",
" solution = root_scalar(absorptionaperture, args=(L1_n1mud_list[i], sigma1V, L1_n1muR_list[i]), bracket=[0.0, 2*sigma1V], method='bisect')\n",
" aperL1V_list[i] = solution.root*2.0\n",
" mask = (np.array(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)) == 1)\n",
"\n",
" if np.all(mask == False):\n",
" diameter1_list[i] = np.inf\n",
" else:\n",
" diameter1_list[i] = np.min(L1_D[mask])\n",
" aperL1H_list[i] = min(aperL1H_list[i], diameter1_list[i], slit1_H)\n",
" aperL1V_list[i] = min(aperL1V_list[i], diameter1_list[i], slit1_V)\n",
"\n",
" phase_error_tmp = np.linalg.norm(index_to_binary_list(L1_invF_list_sort_indices[i], L1_Feq.size)*np.array(L1_HE*L1_delta)*2*np.pi/wl)\n",
" Strehl_list[i] = np.exp(-phase_error_tmp**2)\n",
"\n",
" # FWHMbeam size at CRL1 focus\n",
" FWHM1H_list = ((0.88*wl*q1_list/aperL1H_list)**2 + (2.355*sigmaH*q1_list/d_StoL1)**2)**0.5\n",
" FWHM1V_list = ((0.88*wl*q1_list/aperL1V_list)**2 + (2.355*sigmaV*q1_list/d_StoL1)**2)**0.5\n",
" if flag_HE:\n",
" FWHM1H_list *= (Strehl_list)**(-0.5)\n",
" FWHM1V_list *= (Strehl_list)**(-0.5)\n",
" FWHM_list = (FWHM1H_list*FWHM1V_list)**0.5\n",
"\n",
" return FWHM_list\n"
]
},
{
"cell_type": "code",
"id": "57faa922-8607-440a-b353-30f8cabb406a",
"metadata": {},
"outputs": [],
"source": [
"fSize_array_xs = np.empty([len(energy_list),1024])\n",
"for i in energies:\n",
" fSize_array_xs[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV)"
]
},
{
"cell_type": "code",
"id": "4963838c-066b-4e51-9d09-325235fdbdef",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
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"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(np.linspace(0,1023,1024), fSize_array_xs.T)\n",
"plt.yscale('log')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "518ae6e7-b743-4a96-bb60-4718579f0eb8",
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"id": "bada7867-3eeb-4d71-a5b7-737c48babf48",
"metadata": {},
"source": [
"# Comparison"
]
},
{
"cell_type": "markdown",
"id": "fede3052-6caf-40af-8cd3-09cbc734a4dc",
"metadata": {},
"source": [
"## 100 um x 100 um"
]
},
{
"cell_type": "code",
"id": "9d467ddb-c7dd-48c3-b911-e6951f62ba7c",
"metadata": {},
"outputs": [],
"source": [
"slitH = 0.0005\n",
"slitV = 0.0003\n",
"\n",
"epics.caput(\"100idPyCRL:testSSH.VAL\", slitH)\n",
"epics.caput(\"100idPyCRL:testSSV.VAL\", slitV)\n",
"\n",
"energy_list = [i for i in range(6,26)]\n",
"energies = np.asarray(energy_list)\n",
"\n",
"fSize_array_A = np.empty([len(energy_list),1024])\n",
"fSize_array_xs_A = np.empty([len(energy_list),1024])\n",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" time.sleep(1)\n",
" fSize_array_A[i-6,:]=epics.caget(\"100idPyCRL:CRL1:fSizes\")\n",
" fSize_array_xs_A[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV)\n",
"ratio_A = fSize_array_A/fSize_array_xs_A"
]
},
{
"cell_type": "code",
"id": "0a229b04-a66c-4cdd-8fa0-427cd2448ddf",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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2a5lm48aN5OXlMXz4cLRaLVqtlmXLlvH666+j1WqxWq2Nus6YMWPYv3+/13aDweAocCaFzoQQQogTm1/LNFOmTGH79u0ut91www307duXf//7341OSt28eTPJycn+PLQQQgghTlB+BSORkZEMHDjQ5bbw8HDi4+Mdt8+cOZOsrCzmzp0LwKuvvkpqaioDBgzAZDIxb9485s+fz/z58wP0FIQQQgjRngX8bJrs7GwyMjIc35tMJu6//36ysrIIDQ1lwIABLFiwgGnTpgX6oYUQQgjRDvmVwNpaGpsAI4QQQgj/fPxXOumFlVw0LIVBKdEBvXaLJLAKIYQQ4sTyy45sZq+yByStRYIRIYQQ4iRmttoXSHSa1gsJJBgRQgghTmJmqw0Ag1aCESGEEEK0ApPFHozIzIgQQgghWoXJWhuMqFptDBKMCCGEECex2mUavSzTCCGEEKI1yDKNEEIIIVpV7W4amRkRQgghRKuonRnRy8yIEEIIIVqDI4FVZkaEEEIIEWyKotQlsMrMiBBCCCGCzWJTqD2hToIRIYQQQgRd7awIgE4rdUaEEEIIEWRmi+L4WmZGhBBCCBF0RqsVAJUKNGqZGRFCCCFEkDmf2KtSSTAihBBCiCAzH68xYmjFJRoAbas+uhBCCCECRlEU7vpsMzFhOp69cJBb+7++3orZamNg52he/G1vXSn4VqwxAhKMCCGEECeMQwWVLNieDcAzFwx0WXopqzHz9cajAHy/5ZjL/YoqTcEbpAeyTCOEEEKcIJy36toU1zaLtd4NTh6Z3q+lhtQoEowIIYQQJwjFKd6wKa7Bh8Vmw5swfesulEgwIoQQQpwgfAUjZh8zIzpN6+2kAQlGhBBCiBOGQl3AUX8ipDZZ1RN9KyewSjAihBBCnCB8zYz4CkYMEowIIYQQItDcl2m8ByO6Vq4zIsGIEEIIcYJwmRmpF3sYZZlGCCGEEC3NJWfEj2Wa1jwkDyQYEUIIIU4YNp+7aXws08jMiBBCCCECweoUjVhlZkQIIYQQweYcjNSLRTD5mBmR3TRCCCGECAjnYER20wghhBAi6JwDEGu9w2lkN40QQgghWpzF1zKNBCNCCCGEaKxD+RW89NseiitNft3P1k6XaVr3mD4hhBBCuDnvfyupNFnZn1vBe9eOcGmzWG1c9f5aeiZGoFWr+GTNETrHhNK7YwRL9+Y7+j23cDe/7cylY5SBAZ2iWbwnz+vjtfZuGglGhBBCiDam0mQFYMORYre2tYeLWJdu/6iVVVJNVkm1S7/fduYCkFtmJLfMeyASH64nRCfBiBBCCCE8UOonfuA798NfWx+bSphBg0qlCtg1m0KCESGEEKKNcg9FXJNUmysqVNvqgQg0M4F11qxZqFQq7r33Xp/9li1bxvDhwwkJCaFHjx688847zXlYIYQQ4qTgYWLEbctuc7SFQASaEYysX7+e9957j8GDB/vsd/jwYaZNm8b48ePZvHkzDz30EPfccw/z589v6kMLIYQQJwVPyzSBDEbaiiYFIxUVFVx99dW8//77xMbG+uz7zjvv0LVrV1599VX69evHzTffzI033sjLL7/cpAELIYQQJwtPYUf9M2dOBE0KRu68806mT5/OGWec0WDf1atXM3XqVJfbzjrrLDZs2IDZbPZ4H6PRSFlZmcuHEEIIcdLxuEwTuATWtsLvYOSLL75g06ZNzJo1q1H9c3Jy6Nixo8ttHTt2xGKxUFBQ4PE+s2bNIjo62vHRpUsXf4cphBBCtHseZ0ZOvFjEv2AkMzOT//u//2PevHmEhIQ0+n71E2Rq18C8Jc7MnDmT0tJSx0dmZqY/wxRCCCFOCJ5yRmwnYM6IX1t7N27cSF5eHsOHD3fcZrVaWb58OW+88QZGoxGNRuNyn6SkJHJyclxuy8vLQ6vVEh8f7/FxDAYDBoPBn6EJIYQQJ5yW3trbVvgVjEyZMoXt27e73HbDDTfQt29f/v3vf7sFIgBjx47lp59+crnt999/Z8SIEeh0uiYMWQghhDg5eMpV9XXGTHvlVzASGRnJwIEDXW4LDw8nPj7ecfvMmTPJyspi7ty5ANx222288cYbzJgxg1tuuYXVq1fz4Ycf8vnnnwfoKQghhBAnpvqH3UFgK7C2FQEvRp+dnU1GRobj++7du7Nw4UKWLl3K0KFDefrpp3n99de5+OKLA/3QQgghxAnF04KM6WSfGfFk6dKlLt/PmTPHrc/EiRPZtGlTcx9KCCGEOLl4iEZOxJkROZtGCCGEaEFbMktIjQ8jJkzv1rbtaAmdY0KpMFoor7FQbbZisdZFIIqHaERmRoQQQgjRaMv35XPtR+uID9ez8dEzXdo2ZxRz4Vt/+by/osCna4+wbG8+8REG0jpG8PbSgy055FYhwYgQQgjRQn7fZS9tUVhpcmtbvs9z4U9nCvDwdzsCPSwANOq2cUgeSDAihBBCtBhfx8g0pqy7p900TTW6exyvXD6UfbnlqFUq+iZFBuzazSXBiBBCCNFCfNUna8yBd4E8E++q0V3pFBNKp5jQwF00QAK+tVcIIYQQtbxHE8GupGrQtt2X/LY7MiGEEKKd87lMYw1uMKKXYEQIIYQ4+fgMRgK5BtMIeg9HtrQVEowIIYQQLcRTnZBa1mAv0+ja7kt+2x2ZEEII0c75mvwIds6IXtN2X/Lb7siEEEKIds5XvGELdjAiOSNCCCHEyactLdNIMCKEEEKcjHwWPZOtvbXa7siEEEKIds5XuBH03TQSjAghhBAnH1/l3INe9Ey29gohhBAnH1+TH5LAWkfOphFCCCF8MFqs6NRq1F5OuS2vMfPsgt38bUgnVhwoYH9uBUnRBhIjQ/hx6zFHv9cX7Wfb0VISIvWkxIbxy46cYD0FQIIRIYQQol0qrzEz+rlFDE6J5ot/jPXY55U/9vPF+ky+WJ/p81r//WNfSwyx0TRegqm2oO2GSUIIIUQrW76vgCqTlTWHirz2OVRQEcQR2Y3v3cHx9eS0BJe2CX0S0GnsgcfMc/oyolssFw7rHNTx+UtmRoQQQggvzFZbg32CvUX3s5tHM65XXTCyaHcuS/bmA7B65ukkR4e69L91Ys+gjq8pZGZECCGE8KItBiP1cz/Uqrrll7a8FOOLBCNCCCGEF2Zrw4FG0Lfoautt0XWKP7Tq9vmy3j5HLYQQQgSBxdb2ZkbcTt91eniNSmZGhBBCiBOKydJwMNLap+86n3+j0UgwIoQQQpxQGrNME+ziZfVnRpwnb7SSMyKEEEKcWCyNSGBt/ZmROmpZphFCCCFOLI3ZTRP8mRHXBFbFqea8zIwIIYQQJxizU6CheDlopjFJroHkc2ZEghEhhBDixGJ2SmD1duhdsHfT6Oolqfo6jK+9kGBECCGE8MI5H8TmdWYkuNGASlU/GGn/0YgEI0IIIYQXJqecEW8xR7BzRtwev/3HInI2jRBCiJNLeY2ZyBCdz7YKowWDVk1BudHRZlMUbDaFp37exaGCSrrFhRGq13CstCZYQ/dIof1HIxKMCCGEOGl8s/Eo93+9lYem9eUfE1wPkPt1Rw63zdvIJcNT+GbjUbf7Kgos3pPHnL/SW2Rsp/aKZ9WBQr/v115LwDuTYEQIIcRJ4/6vtwLw3MI9bsHIw99tB/AYiIB9ZqS02hywsTw8rR/nD+vEkcIqrDaFvkmRDH3qD5c+WrWKML2Gx84bwLw1R5jQJ8HtOlP6JTIqNY4hXaIDNrZgk2BECCGEAKwNJILaFCWgp+KeNSCJxMgQEiNDANeaJo9M78fN43u49L9keIrH6+g0ar66bWzAxtUa2v/cjhBCCBEA1gZKv9sUAhqM1C/r3l4PuQsECUaEEEIIGt6iqyhKQCucGrSuL8HOBctOgN26fpFgRAghhKDh4mUBnxnRary2eatpcqLyKxh5++23GTx4MFFRUURFRTF27Fh++eUXr/2XLl2KSqVy+9izZ0+zBy6EEEIEUkNl3QOdM6LXen8JPrlCET8TWFNSUnj++efp1asXAB9//DHnn38+mzdvZsCAAV7vt3fvXqKiohzfJyS4ZwMLIYQQramh4mE2RQlogTFfgc1JNjHiXzBy3nnnuXz/7LPP8vbbb7NmzRqfwUhiYiIxMTFNGqAQQgjRFigKWIN0KN6JUMjMH03OGbFarXzxxRdUVlYydqzvLUXDhg0jOTmZKVOmsGTJkgavbTQaKSsrc/kQQgghWpNNUYJ2Ds3JNjPidzCyfft2IiIiMBgM3HbbbXz33Xf079/fY9/k5GTee+895s+fz7fffktaWhpTpkxh+fLlPh9j1qxZREdHOz66dOni7zCFEEKIgLIpwTuh90Q4/M4ffhc9S0tLY8uWLZSUlDB//nyuu+46li1b5jEgSUtLIy0tzfH92LFjyczM5OWXX2bChAleH2PmzJnMmDHD8X1ZWZkEJEIIIVqVzaZgaaAWScAe6+SKRfwPRvR6vSOBdcSIEaxfv57XXnuNd999t1H3HzNmDPPmzfPZx2AwYDAY/B2aEEII0WKUoM6MBOVh2oxml4NXFAWj0dhwx+M2b95McnJycx9WCCHESexAXjmgoldiRNAec9m+PH7amh2UxzrZElj9CkYeeughzjnnHLp06UJ5eTlffPEFS5cu5ddffwXsyytZWVnMnTsXgFdffZXU1FQGDBiAyWRi3rx5zJ8/n/nz5wf+mQghhDgp1JitnPFfe+7h3mfOdisetiOrlFf+2MfN43swe9VhMoqqGN09jt055S79bp+3kcMFlQzrGktOaXWDj/voDzsD9yQaIMs0PuTm5nLNNdeQnZ1NdHQ0gwcP5tdff+XMM88EIDs7m4yMDEd/k8nE/fffT1ZWFqGhoQwYMIAFCxYwbdq0wD4LIYQQJ42ymrqTcytqLBgiXIORS99ZTbXZyqI9eY7b9tQLRAB+2ZHjtc0ffTpGcOnwLqw4UEBChIGdx0od1xySEs3fhnZm2b58OoTrueHU7ny27gjTBnleIegQoaegwsSZ/To2a0ztjUppBym7ZWVlREdHU1pa6lI8TQghxMknv9zIyGf/BGDDI2fQIcI1xzD1wQUBeZzU+DBeuXwo1360jvIai9d+e54+mxBdXUB088cb+HN3LgDpz0/36zErjBZyy2romRC85aeW1NjX72bnjAghhBDB5Hy4bUu+nR7TI55hXWPRa3xXwajf3pz3+BEGLREnSCDiDzkoTwghRLvifIhcS07um49v41WpfJ9Ho65X1r3NLze0QRKMCCGEaFec44+WrIhaW/rd37Px2kH2Q5sjwYgQQoh2xbnWR0vW/agNdPw9qfdk2wkTCBKMCCGEaFecA5CWnRmxX1vdwDJNfRKL+E+CESGEEO2Kc85IS56iWxvo+BmLyDJNE0gwIoQQol0J1syIxVqbM+LnzIjEIn6TYEQIIUS74jwz0pIH11kcyzT+3e9kK+UeCBKMCCGEaFdsQdtN07SckRZcOTphSTAihBCiXXHdTdMGc0ZkZsRvUoFVCCFEqzmQV86fu/O4flyqS0l1gCOFlSzcnsMFwzrx3eYsjGYbOo2KeWvqzkCzWJUWSxitDXr8vbrkjPhPghEhhBCtpvb03bJqMw+c3del7ZzXVlBlsvLCr3u83n97Vin/+GQjpdVmeiSEcyi/MmBjqw1GfF0zMdLgdtu4nh1Ye7gIncbPKZWTmAQjQgghWt3mjBK326pM1gbv98yC3Y6vAxGIdIkLJbOomgiDlmcuGOjW/uTfBqBRqzh7YBK/7shhSr9Etz63TepBQqSB8b07NHs8JwsJRoQQQrQ6f/MyWsKh56ahUtUts9Q/cwbgunGpjq//Pqabx+sYtBquGt21JYZ4wpJgRAghRKvzd8dKi4zhePDhbSj+bvEVjSe7aYQQQrS6NhCLNEinkZfMliI/WSGEEK1O1Q6iEb1WXjJbivxkhRBCtLq2H4qAXmZGWoz8ZIUQQrS6djAxIjMjLUh+skIIIVpdW0hgbYgEIy1HfrJCCCFaXdsPRSSBtSXJT1YIIUSrq5/A2lIl3ptDckZajvxkhRBCNNlfBws4938r2Ha0pFnXqV/Dw2Rte0ff6mSZpsVI0TMhhBBNdtX7awG4cc56Njxypsc+pVVmDuRXMLBzFFsyStBq1HSJDWVvbrmjj01RWHOoEL1WTafoULZkFgdl/P4wyMxIi5FgRAghRLOVVVu8tk17fQVZJdXEhespqjR57PPn7jz+3J3XUsMLiO4dwlt7CCcsCfOEEEI0m68TarNKqgG8BiKtaUhKNAC3Tuzhtc9nN4/molM689C0fsEa1klHZkaEEEI0W1vKp1j578noNGpUQLXZysSXljraVjwwmRCdBpuiUGWykhofxsH8Snr4mPUY16sD43rJCbwtSYIRIYQQzdaWdpqkxIZ5besS597WKzGiJYcjGqHt/OsRQgjRbgWjBkdbCnhEYMlvVgghRLMZgrBM4ysvRbRvEowIIYRotmDMjLSlvBQRWPKbFUII0Wzezm2x2QJXSVXKsZ+45DcrhBCi2bwtoRgtgauk2phFGk39Uq6iXZBgRAghRLN5mxmpMVsD9hi2RpxXo5VgpF2SYEQIIYSDxWqjyuS5mqrNplBhtLeV15gprzE72vRajcf71FgCF4xYG7HkI8FI+yR1RoQQQjic+7+V7MkpZ+tjU4kO07m0XfH+GtYdLuKS4Sl8s/GoS5ve2zKNOXDLNI1JP5FlmvZJghEhhBAOe3Lsh9etPlTA2QOTXdrWHS4CcAtEAKJC7YHLwfwKPll9hEqjhbE943nh1z0BG1tjkmElybV9kmBECCGEB37OMByPEy58cxVlNfalnK89BC3N0Tc5kvXpvk/zjak3m+MsOtR7m2hdfoWQb7/9NoMHDyYqKoqoqCjGjh3LL7/84vM+y5YtY/jw4YSEhNCjRw/eeeedZg1YCCFEy/N3tcN6PLm0NhAJhK9uHcucG0by0fUj+OSmUfRPjvLYb0iXGF65fAhpHSN58+pT3Nrn3jiKPh0jmHvjqICNTQSWXzMjKSkpPP/88/Tq1QuAjz/+mPPPP5/NmzczYMAAt/6HDx9m2rRp3HLLLcybN49Vq1Zxxx13kJCQwMUXXxyYZyCEECLgVCrXaKShJZIAlhMBoEtcKKO6x7nctmh3nuPr9Oenu93nwmEpHq81oU8Cv/eZGNgBioDyKxg577zzXL5/9tlnefvtt1mzZo3HYOSdd96ha9euvPrqqwD069ePDRs28PLLL0swIoQQbYxzwFF/YqSheiGN2XbrD53afeJeJbmpJ6wmZ/pYrVa++OILKisrGTt2rMc+q1evZurUqS63nXXWWWzYsAGz2ezxPgBGo5GysjKXDyGEEC3L4hSM1I8FGqoXogQ4GNF62J2jlmjkhOV3MLJ9+3YiIiIwGAzcdtttfPfdd/Tv399j35ycHDp27OhyW8eOHbFYLBQUFHh9jFmzZhEdHe346NKli7/DFEII4SeLrW72o/4yTUP1QhpTA8QfWk8zIwF9BNGW+B2MpKWlsWXLFtasWcPtt9/Oddddx65du7z2r/8PujZ6rn+7s5kzZ1JaWur4yMzM9HeYQggh/GS2el+mqWmgXkigc0Y8lZeXiZEW8tvDMPcCOLS01Ybg99ZevV7vSGAdMWIE69ev57XXXuPdd99165uUlEROTo7LbXl5eWi1WuLj470+hsFgwGAw+Ds0IYQQzWCxep8ZqTYFe5nG/b2yLNO0kGOb4cgqOOXaVhtCs6vDKIqC0Wj02DZ27Fj++OMPl9t+//13RowYgU4n+72FEKItcV5qqZ+Q2tAyTaBnRjxWUpVYpGUY7YXuMES22hD8CkYeeughVqxYQXp6Otu3b+fhhx9m6dKlXH311YB9eeXaa+siq9tuu40jR44wY8YMdu/ezUcffcSHH37I/fffH9hnIYQQwsFksbFkT57jHJnGMjsHI/Wii4YSWAOdM+JpmUZmRlqIqcL+WR/RakPwa5kmNzeXa665huzsbKKjoxk8eDC//vorZ555JgDZ2dlkZGQ4+nfv3p2FCxdy33338eabb9KpUydef/112dYrhBAt6D9/7OXdZYcY1zOez24Z49b+2A87yCquZlLfRJ5dsIvoUB1jesTzw5Zjjj7fbDzKvV9uQatWMaFPgkubJ4He2isJrEFkPB6MGNpJMPLhhx/6bJ8zZ47bbRMnTmTTpk1+DUoIIUTTfbHOnvT/18FCtzZFUZi7+ggAi/bYi4jVmI1uwcYvO+ry/RoKRAAO5lXw3MLdTR5zfTIzEkRtYGZEThQSQogTjK9S7s47Zprrk5tG8eyFAwE4VlrDe8sPBezagzrHuN0mB/K2AJsVzFX2r9vLMo0QQoi2z1fphOoGcj/80SkmlNJq7wUsa712xVAyCquoMlvpHh/OA/O3Odr+c+kQcspqqDRaSI4JZViXGBbvyeMfE3q4XefvY7vx4crDTBuU7NYmmshUWfd1e1mmEUII0fb5mkBoKBHVHzq1usGlk3MHJ3P+0M4ut9UGIxcO68zFw93PkxnYOdrjtRIjQ9jy+FR0Hrb9iiaqXaJRaUAb0mrDkGBECCFOML5mRgIZjGg0qgaDEV+BQ1NWXSQQaYCiwKeXQGgsXPyBe9tX14LVDJ1PgSXP1rUZIlq1qpwEI0IIcYLxlVsRyGUanVrVYB6Hx3ohx/kKmkQTFeyDA3/av77wPddDhqqLYfeP9q/3/eJ6v9odNa1EQkwhhDjB+HqNb6isuz+0moaXaXzNZEhCaguwmuq+ttWrM2Ou9n6/6f9pmfE0kgQjQghxgvEVIDRU1t0fGrXK7XTf+jxt0a0lW3VbgOIUbNrqJRebfMx+hES1zHgaSYIRIYQ4wQQtgbUROSO+l2kCNhRRyyUYqTcz4mspxiDBiBBCiAAKVgKrthG7afS+ElglGAk8m1MwYq0XjJjKvd+vFWuMgCSwCiFEm/bhysMkR4d4rK3x6dojhOo0xIXr+W1nLpEhWvLLjWSV1OUGWG0K5TVmbArEhuk4Wuwjb8BPWnXDMyNaH8s0ksDaApyXZuov0/icGZFgRAghhAd7csp4+uddAKQ/P92lLae0hoe/29HgNa79aC2rDriXhQ8EdSNyRjQ+OkgCawvwlcBq9DEz0oon9oIEI0II0Wbllxu9thVXmby2OQtkIDJ9cDLpBZXsPFbGtWO7AQ0noep9zYzI0XfeZa6Dv/4HU5+B2G7u7YeWQVg8qNT27byKDRL6wpJZdX3ydtuvgwKJ/WHRk94fTy/BiBBCCA9sPo6RsfpqbAH3nN6LGVPT3G73FozEhukorjIzpV9Ht7bU+DDSC6s4d7CUdffqwzPtn8tz4OY/XNuKDsHcvzV8jU8vafzjyTKNEEIIT2yK94DDbA1cvZDGCNV7frlwzk+98dTuXD8ulRCdmlC9hvxyIz0S3F/kFv7feI6VVNMrsXXfjbcLhQfcb8vfF7jrx3SDiQ+A1hC4azaBBCNCCNFWOcUiNpuC2inJwmQJcjCi85z74ZyEemqveLrGhzm+jwzRebxPmF4rgUhjKR5+z1bvy3d+u3dbw32CQLb2CiFEG+U8M2KptyxTE+RgxKDTeLzdeZkm1Esf0QyeZscsjcsXak8kGBFCiDbK+XWo/pJNICupNoa3su7OO2JC9BKMBJzi4fdslWBECCFEkDgHIPUTVgNZvKwxvJV1l5mRFuZpmcZSE/xxtDAJRoQQoo1yjj/qL9ME8vTdxtB6qRciwUgL87RMY6oM/jhamCSwCiFEG6U4vRDZ6gcjQV6m8VZJ1TlGCZVlGnc2G2z5FLqMhoQ+rm2KAlu/gKSBUJkPRYfthcqMZU59rPbTdq1m+/JMSDQU7g/ucwgCCUaEEKKVbT9aSodIPWaLQn6FEZPFRtf4MH7YcszRJ7O4ioP5FZisNrp3COerDZlBHaO3ZRrn5aMQmRlxt+1L+PEu+9dPlLq27fsNvr/N9/0VG7w6GCrzWmZ8bYQEI0II0YIenL+NokoT714z3ONZLAfyKjjvjZUNXudvb6xqieE1mrdlGqPTrh5ZpvEgc633tqwNDd/fZg1sIDL4Cji6DsqOwZTHA3fdZpJgRAghWojFauOL9fYZjPTCKrp3CHfrs+lIcbCH5SImTEdJldljW6/ECIwWK5lF1QzrGuOxj9FcF4x4mz05qXlKQK1laUy9kABW2r18HvQ7L3DXCyAJRoQQooVUOSWZar2cCme2BbdeyH1n9OHu03tRVmNGrVZRWGFi8stLAXjtiqGcO7gT5TVmNGoVIToNigImq40Ig+eXi+ToEMfXcgqvB5625tYK9hbdVj4MzxcJRoQQooXUOCWZarwEIxZrcM+Y6RwbilqtIiZMD0B5Td3Jrh2jQtA4tdXSa71vvEztEM4H146gQ2TrlhNvs3yU9G/czEgASTAihBAnH+ftt97OmQn2GTNh9Xa8aJxmM5q6zHJGf/fD8MRxvpZpgj4zEhXcx/OD1BkRQogWUuU0M+JtNaZ+/ZCWVj/J1HnGxluSqmgGmyzTNIbMjAghRAtxnhmxepkZsQT99F3vwYi3paSTXk0ZaENAq/fcbrXYt/Cmngq5u6CmBNRaCE+A7V/V9dv/5/GdMSqIToHtXwdj9HUkGBFCiJOPc2Gy+uXca5mCnDPiNjPitEyjlgRUd5WF8FIPSOgHd67x3Gf9+/Drgw1f69OLAzs2f+nCGu7TSmROTgghWohzMOItZ6TVZ0ac8kQkFvHg4GL75/zd3vvs/yM4Y3E26FIIjbNXZB1wYb22yyAy2R58TP8v9DkbRv2jTf+CZWZECCFaSFUbTGCVmRE/masa7hPs3I+bF0HKiLrv9/0OO7+zf33/fohIdO0/8qbgja2JJBgRQgg/1JitXsue15itGLRqzFYFjVpFcWXdi1TtMs3iPbkcyq9Eo1bRIyGC91ccDsq4a9Ufu3POqkbmyt01JhgJ+hZdH7tiNF7yWto4CUaEEKKRdh0rY9rrK7hubDeePH+gS1t6QSWTXl7KRcM6s+pgAbllri9QNhsYLVZunNOIEuAtqH7NEOcdNFK0zIPGnJBrbeV6Ic6F1bTts96LBCNCCNFIr/65D4CPVx9xC0beX3EIgG83Z3m8r1VRMFkCtyQTYdDy/rUj2J5VgtmqcEa/jpz16nKXPiE6NTVmG/ee0ZvNGSUYtGqiQlz/7GvUKqYPTqas2kwPD+XqT3ptcWYkpN7MiPP2YY0EI0IIcULzVRKkodwPq00JaLXVN64axtie8YztGe/WNjI1lq9vG9foa7151SkBG9cJx1xd97XN5rquVSvYwUj9XTHOhdXaaa0YCUaEEKLRvAcTDQUaiqIENFk1TO/9z3eQ66i1L+YaOLQEUseDIcK1zWKCg4ug2zg4ttl+25q36tptFkALfzwKJRkQ3QX0YVAc3Lwft10xvs6/aSckGBFCiEbyOTPSQARgtSkN9vFH/bLuzrzt3BHY64FsnA1p0+DKz13blj0PK/4DKo3nF3ibBQ4thdVvtMzYuk+Aw8sb7ldfeELgxxJkEowIIUQj+XqRb6heiFVRMAcwZ6R+vRBnMjPiw8bZ9s97F7q3rf/Q/tnbTIPNYq+uGihnPgUDLoLC/fYD9TqfAi+k1rUPvtx+u0YPo26Gnd9Dl1Hu1+l2Kkx8EBLSAje2IPMrGJk1axbffvste/bsITQ0lHHjxvHCCy+Qlub9B7B06VImT57sdvvu3bvp27ev/yMWQohW4jtnxHcEYLOBxdsBNU3ga2ZEkZmRpmmoXojNEtits8OugbA4iOli/9759zb1GRh3t2v/TsM8X0elgskzAzeuVuBXpsuyZcu48847WbNmDX/88QcWi4WpU6dSWdnw1qe9e/eSnZ3t+Ojdu3eTBy2EEK3B14t8gwmsioLJEsBlGp3395ISizSRpcZ3u2ILbDBSf4uucy6IrwP2TkB+zYz8+uuvLt/Pnj2bxMRENm7cyIQJE3zeNzExkZiYGL8HKIQQbYWvF/mGZj1sNiWgMyO+l2kkGmkSpYHfj81yPIk1QDQ6H2M5uYKRZu0BKi0tBSAuLq7BvsOGDSM5OZkpU6awZMkSn32NRiNlZWUuH0IIEShWm0J5jdnv+/l6kTc3MOtRWm3mWEkD77z9UL94mTPJGWkhNkvwSr83FBidYJqcwKooCjNmzOC0005j4MCBXvslJyfz3nvvMXz4cIxGI5988glTpkxh6dKlXmdTZs2axZNPPtnUoQkhhE8XvbWKrUdLWffQFBKjQlzaCiuMPPnTLq4Y2YUF27M5lF9Jt/gwwvRa/jpY6Oj39M+72HmslJTYMBIiDaxLL/L5mPd+uaUlnopHJ0XOSG39D11o8B6zMh8KDwbnsU6G36GTJgcjd911F9u2bWPlypU++6WlpbkkuI4dO5bMzExefvllr8HIzJkzmTFjhuP7srIyunTp0tShCiGEi61H7bO6f+7O46rRXV3aHv9xJz9vy+bHrccct60+VEh9H66srS3hOwhpjOmDk/lzVy6heg3Du8ayaE+eS9vyfflYbQqPnduf77dkMahztMfrjOoex7rDRVwx8gT/e2m1wIs97F8/mAmaei9lmevg90fgtBnw1+uQuwN6ToGcba795pwLOdsh9TQoPdrw4743KSDDbxSZGWnY3XffzY8//sjy5ctJSUnx+/5jxoxh3rx5XtsNBgMGQ/ssaSuEaD88LbscyKsI2PU/uHYE//ljH7uzvS81L7jnNAZ0qgsuvt6Q6QhGdjx5FhEG1z/TV4xyDZ6cfXzDKHZllzGsS0zzBt7WVRXWlWmvKYHwDq7tH55p//z55XW37fzW/TrpK+yf9/zc/DH1Pdd+nfjeYCyDity6tv7nw64fIDYVTn/UHiCdcp3n63QcBLnbYcCFzR9TO+JXMKIoCnfffTffffcdS5cupXv37k160M2bN5OcnNyk+wohRKB4Ws6wBCjhIlyv4Yz+HZ1mUDyrX0nV+dF1Gv8OrgvVaxjeLdav+7RLKqd8mZbcdZI8FC6bC+9PtgdA3jxW7FqG/bPLYd/xDR9PlLr3H3SJ92vdshiqiyGyY5OG3F75FYzceeedfPbZZ/zwww9ERkaSk5MDQHR0NKGh9nW7mTNnkpWVxdy5cwF49dVXSU1NZcCAAZhMJubNm8f8+fOZP39+gJ+KEEL4x1PcEaiS7bV1Rxo6KiS83q4Y5wBJ107PGWlxNqfk45ZMKO3QG2K7gdrHrhdw/yU3J0DS6k+6QAT8DEbefvttACZNmuRy++zZs7n++usByM7OJiMjw9FmMpm4//77ycrKIjQ0lAEDBrBgwQKmTZvWvJELIUQzeVqmCdRhdubj23jV9c8Rqaf+Fl3nAEmt9m9m5KRhdQpGWvKQutq6I2o/MxpOsnyPQPB7maYhc+bMcfn+gQce4IEHHvBrUEIIEQwtOTNS++dS00BAUX+ZRmqENIJzrQ9rSwYjx6+t9l7TxaOTrEZIIMgcoBDipOXpDVYgT9YF0DQwM1I/WJEaIY3gMjMSuNotbpo6M3KSVU8NBDkoTwhxUnEOQDxNQjR0xoy//F1qOSlqhDjb9SOs/wAufBei6m1s2P8nrHoVTrsXVrwCBXvt+RvldduuqS6GVa/bc0cS+kLersCNrXZmpLamSWOdbL/DAJBgRAjRruWW1dCxXuGyWjmlNXSMMlBQYSJEpz5eebVuit/TkkiwZ0bqs51sUyNfXWP//NtDcOls17ZPL7Z/rt2C68mfT7rXDwmU1PH2z87BT60ek+DQUhhylXvb2DvhyEroc07LjOsEJMGIEKLdenPJAV76bS8zz+nLrRN7urR9sjqdR3/YyRn9OvLn7lyP9zdabNw+byP78yoY2CmKGrMNoyWwwYjR4t+Uva8zZ05ovrbO+hLIQGTqM5DQDwr325dmhv3dvc8/99prnMT1gKLDEOOh7kvfafB/WyHK/zpcJysJRoQQ7dZLv+0FYNYve9yCkUd/2AngNRAB+GpDJkeL7VPwgSx2BnDLeHsdprxy1wTLHgnhPHBWGrNXpTNtkHu9pfOHduanrdmc2quDW9sJzd8k0ZYw7m77595neG7XhUFkUt33cT5qbcWmBmxYJwMJRoQQJy3nJZvm+vjGUQzvFkt+uRGTxUbvxAgAasx1MyPpz093fH32QM+FH0N0GubdPDpg42o3VO1gP4U+vLVHcMKSYEQIcdLSBrCOx4husYQbtG7l2wO97HPCUrWBmZGGSDDSYtpBKCqEEC1D5WdyqS+hOs8vpjXmEzwYKc2CZS9CZUHzrlN/ZsTWBn9u+ojWHsEJS2ZGhBAnscDtXPG2hdd5meaE9PF5UHQQjm6Aq7/y3Gff7/aD6kbcBKvfgMp86HUGbPuyrk/JEfjmRijPgZ6nw5ZPgzN+f8jMSIuRYEQIcdIKxi7aEz4YKTpo/3x4ufc+n11q/7z187rbjqxy7ZO3q65GSP22YEgc4L2t0ylwbBMMvz5owznZSDAihDhpVZtaPlAI1CnAbZ6hDS1hTH4YwuLsW28NUbD0ubq20+6zb8vN32tfdhlyOWyeZ5+18ea6HyF3F3QZ1fJjP0lJMCKEOGlVn+izFsEUjCUMjaFxZ9FMrHcemnMwcsYT7v2nPOb7eoZI6Hri7nD6YPsHpJemc0mfSxiaOLRVxiDBiBCiTTuUX8FnazO4cnRXvlyfSXmNmYGdo9mRVebSb9YvuymrttAvOZJD+ZWtNNqTmLfkzkCWRteHQ3ULHox3klqZtZKNuRs5LeW0VhuDBCNCiDbtorf/oqTKzAcrDzvdmunW791lh4I3KD+cPSCJX3fmcO5gz3VFThjeZkYCeZCdRt9wn/awRbiNKaopAiDOENdqY5BgRAjRanJKa3j8xx1cNy6VcT09VxwtqTJ7vL2ldI0L48z+HVmyJ49u8WFsPVpKUaUJgOToEM4b0ok/d+eSEhvGbRN78NHKw1w5ykNJ8ONevmwI5+3txKS0hGA9hebZMR8K9sPEf0P9rc97FsDR9dD/fFj3AZQdrWvzFozUlAZubLZG/FvQej6nSHhXXFMMQFyIBCNCiJPQv77Zyor9Bfy2M9elOmlrWv7AZAAePbc/AOe/sdIRjKyeOQWAh6b1c/T3FkTVijBomd6eZkW+udH+uftE6DbWte2L44fCrXzF/X4hMfbPh5bBrzOhqgDSpsHG2e59m8raiGBEJ8GIPyw2CyXGEgBiQ2JbbRwSjAghWk17yO04WTbDuPH34LraJZS5f6u7LZCBCED3CbDnZ999BlzkflvKKDi6DgZeHNjxtFHb8rdh0BhIi0tza9tVuAubYiMuJI7dhbs5XGZf/lShIsYQE+SR1pFgRAjRatpDDQ5bIBMw2zrn51q/Iqq1gXN8bIE758fhX4fsSzPaELCaYMV/6tom/AuiOtuDII0euo+Hfb/BoEvdr3PlF/YgZsCFgR9jG1NSU8LVC68GYNu121yqDButRi7/+XKP9wvXhaNpxcMKJRgRQrSa9hGMtPYIgshqqvu6/gtTQ7kfgQ5GEvtDeLzrbc7Jqac/4n6f4dd5vlZ4vPe2E0xuVd0p1WabGb1T0m9tbognp3Q8pUXH1RA5m0YI0Wpq2sEhcsrJNDPivPOl/q6UmhLf9w10MKI1uN+mlpeshliVugDf5BxcUrdrxpNL+3iYUQoi+c0KIVqNtR1MO7TLZRpFgaJD/h82Z/axDbe6xPd9Ax6MeEhErb90JNxYnH4PxnoF4nwFI625kwZkmUYI0YZUm6z8tPUYCgo9EiLYmRXAbaFN1A7iJXcbPoIFM2DEjXCuh50v3/4DSjKgz1nw5xOg1tmTQw8uquuz7l349HjCZ4/JcGiJ78e0GO2H3AWKx2Dk5Koh8tPBn+gW1Y3BCYPd2g6VHCJCH4EKFQXVBRitRrpGdeX39N8dfXKrcsmpysFsNdMtqhvfH/je62NJMCKEEMe98Ose5vyV3iLXHtg5yq1qa2OE6trhC+Cip+yfN3zkHozYrHWn5WasPn6b2TUQAdhf96LWYCBS2+c/7rs3miwi0f22k2hmZEveFh5a+RAA26/b7tKWV5XH+T+c3+A1vCWretLawcjJ85sVQrS4vw4U8Oj3O6gyuU/ZbzxSxMPfbWfXsTJmfruNaz9a59bnj125brc11T2n9+I/lw7hzsk9uX9qH+6a3Mtjv9T4MP5z6RBS48N475rhbu0vXzqE7h3Cee2KoQEbW4vztSsikEXI/rEULny34X5p06HzCHsw0b/ei2ivM6DLaPusR++pcN7r9lNyz3zK/TrD7LtE6D6x2UNv6w6WHPTatr1gu9e2prhz6J2E6cICek1/ycyIECJgrvpgLQAxYTr+OdX1XfLFb9vfhX+6NsPtfpEG+58inUbl1tZUM+o9/qoDBY6vV888neToUNfxDU/xeJ20pEiW3D8pYOMKCl/LGdXed1T4LawD6NxL87sYdBlc/L7rbU9E2z8PvgIu8hDMeNv5EtcDHswAfaT/Y21nnBNR66u2VAfscerPurQWCUaEEAGXUVTlV/+u8fZ3ZTpNy03WOl9bow5c0NMm+ZoZaSgR1R+6UFA38DLiqyJqU+pahET7f592yOIjITiQwUhbIcGIECLg1PXPNGlA7a4avbblghHnAER7om8R9ZVb4aPWhN+0hoaDEW2o97aTIAfEptj4au9XDEsc5lYRVVEUvtn/Df3j+pNfnc+RsiNo1Vq6RXVj1rpZjn5Hyo5QZizDaDWSEpnCV3u/CvbTaHESjAghAq6pwUhLzow4T4a0m5kRRYFFT0JMV/vOmPqWvWg/oC6iI2z+BMLiofgIlGXV9SnYDxlr7LMQHQfAzzMCNz5tKGiCPDPSzvxw4AeeXfss4L4ksjhzMU+t9pAbU8+5353bImNrSyQYEUIEnL+v9cGfGWknwcixzXWH0tUPRoqPwJJnG77GGyMCP65aGm0zZ0ZO/GBka/5Wr23b8rcFcSR2/xz+T7YVbKPUWMoVfa8I+uN7I8GIECLg/J4ZOV5YTN+iMyNOwUgAE2VbVLX3IlV+H2QXCJfMhrzdYKqErqPttzUUjPSc7H6bLhzMlfbdMyc4X4moVWb/cqua66OzPmJk0sigPmZjSTAihAi4+ikZpgbKvh8prGLSS0tIL2y5P87O8VG7yRlxrqBqs7n+YM1BTmI8axYM9HAirnMw0u88GH07hMZCaAwUp0PXMe73+b8tkL8HUse30GDbDpvi/d9+lSW4wUh8SHzDnVqJBCNCCBeKorAjq4xuHcKICtE16RqqejMjnuqO1BeIQMSgVWO02Lh2bDe3tkhD3XNpL6s0OL+rtplB7XReSyDrhTSGwct2Wue8jzF3QLdxdd9HdfJ8n4hEz0XN2qglGUtIDE9kQPwAj+1V5ir+t/l/TE2dyvqc9RwpO0JcSBwJoQn8ePBHR7+Pd37M3qK9xITE0Dmis0tbMMSHSjAihGgnlu8v4LqP1tEpOoS/Zk5xa3/1z338sOUYt4zvwZM/7cRosTGuZzx/HaxbNli5v4BBT/xGeY2FMT3iWHPIx3JDA+bfPg6VCswWGzYFrnx/jaPty3+MIVSvodpkxWJTGNY1hrWHixjX0/2Pbtf4MP5vSm+iQ3VuwVKbZXMKRqwm18PjAlkvpDF0XnI/nGdGQmODM5Yg2lu0l3uW3AN4r8nx9ta3mbd7HvN2z/N5rZc3vBzw8fkjSh/Vqo/viwQjQggXv+7IBuBYqedD0179cz8AD31X94fZORAB1zojzQlEQnRqhnfz/AIXptcwuod70DE5zfs77vvO7NPksTSZxWg/RE4f7r3P4eUQ1dnetzTT3j++F6x+o65P7k57jRCbBRLSYMlzLT50F96CEeck1BMwGNlRsKPBPoGuiNqQGEMMT457ki35W0CBaEM0r256FYB+cf24fcjtbC/Yjslq4pzu57CraBdxIXFtOgiXYEQI4SJYf7BeumQwAzpFM+31FV77+Nrq62+SbKtQFPhvfzBXwb/TXWc2auXsgI/Pa/haH50V8OH5RR/h+Xbn3JWQmKAMJZhKTQ0vhwW7CNnn0z8nJTKF07ueDsDyo8sdbXPOnkOYLozJXesShwd08Ly81Ja0kywuIUSwBCufIj5CT6je99ZOg4+tvu0i78NUCVUF9mCk9KjnPkfdz+hpcf0vsJdWBxhc7zC1/udDh+PFucbeBaNuhZ5TIPU0z9dynjHxVVOknSoz1h2uqCiej3AOdjBSP/fDbDM7vg7xdNpxOyAzI0IIF75mHLz9MW4KnUbdYL0PX1t91e0hGnHO69DoPfcxe14OazEXfQCDL637vjSr7hTfG35xTUBtjKSBMOUxiHFPGm6LMsszeXvL21w/8Hr6xLou2+VW5vLapte4LO0yfjz4I9mV2azMWulotygWbDYb//j9H2zK28SQhCEoisLh0sNBfQ6h9Wq3WJ1yi9TttKqtBCNCCBe+gpEqk/eaCf7Sa9QNBhS+iqC1i2Ua5zohTu9eXViCHIzUz+vQOO2Yauq76vH/bPp4guz/lvwf+4v3szRzKX9d9ZdL28OrHmZt9lp+OvSTx/uarWZWZK1gU94mwHdBs6aI1EdSbir32JYYmkhedZ7Htn5x/QI6jtbgVzAya9Ysvv32W/bs2UNoaCjjxo3jhRdeIC0tzef9li1bxowZM9i5cyedOnXigQce4LbbbmvWwIUQLcPXi3yFseEtuo2l0zY8M9Luc0acZ0asXn52wQ5GwnwEIw0VMDsB7C+2J2CXm91f9Lfm+Q4uzN4Cyib66YKf6BrVlXJTOYqi8Pnez3lry1sAvDb5NQZ1GOSYdRnYYSAHSw6SFJ7kdp0uUV348twviQuJC+j4gsmvf3nLli3jzjvvZOTIkVgsFh5++GGmTp3Krl27CA/3nCl++PBhpk2bxi233MK8efNYtWoVd9xxBwkJCVx88cUBeRJCiMDxFR+U1wQuGLHZlAYDii5xYV7bOsf6KDPekuoXH/PUZrPZq6w5V0mtfSEry7bnkFhq7GfKHPiz5cfszG1mxGn56CQ4K8aXGqvvwNBsM6NVBS5g6xbVDZVKRbTBfhKx83JLbXJqQliC47ZBCYO8Xqt/fP+Ajas1+PVT/fXXX12+nz17NomJiWzcuJEJEyZ4vM8777xD165defXVVwHo168fGzZs4OWXX5ZgRIgW9uD8bWQWVzH3xtFuh8M99dMuth4t4cJhnXnix52oVSpMVtdqkQfyyvlqw1HMVhujUuN47MedARubyWJzmxnp0SGcfp2iuGhYZz5Zc4RnLxzodr/PbxnDO8sO8tT5rbBDoPAgfDAFxtwJE//l2lZ2DN45DYZcCYeXQU697Z42i3125L99gzdeT+rveFG3z5kRi83C4dLD9Irp5XEHmNlmRqfWYbaZ0ag02BQbCopbH29tnuwq3MWKLO+7v/xVf9y+Ssef6Jr1L6+01L7lKS7O+9TQ6tWrmTrV9fyBs846iw8//BCz2YxO517h0Wg0YjQaHd+XlZW59RFCNOyL9ZkAbDtawrCuru+IP1pln/7deKR2KcH9j/HZr67AcvwQu9mr0gM6ts6xoS45I/86K407J/dyfD+lX0eP9xvbM56xHoqaBcUfj9mXXpY84x6MLH/ZPhPiXBvEmdUCporAjmfCA5Cx2l6Ndfw/4evrPPcbcwdkrrNvLfaUM9Jjkv0a8b083r0tembNM8zfP5/7R9zPdQNcn/cvh3/h4ZUPc8vgW/ho+0fUWGuIMcRQYixx6Tf+i/FUmiuJ1EV6XLap785FdwbyKbhpr8mngdDkYERRFGbMmMFpp53GwIHu715q5eTk0LGj6x+Vjh07YrFYKCgoIDk52e0+s2bN4sknn2zq0IQQ2JdBatUPMxq7K8ZiC9zumS/+MYbCChMKCuEGLd3iw6l0ykEJ0bWDJQKbj2UqU2UD9zUHNj/khl+h21jX274+/jllJNz0R93tKpW95knt185UKrjme89tbdj8/fMBeGfrO27ByAPLHwBw5F8AboEIQKXZ/jtrTCDiS4whhvN6nsfSzKWkRKSQWZ7J0Qr7Vu5oQzQX9rqQpZlLSQxL5OZBN/PZ7s84t+e5bte5ut/VLDi0gOk9pjdrPO1Rk4ORu+66i23btrFy5coG+9afiqr9Q+ituNLMmTOZMWOG4/uysjK6dOnS1KEKcVJyXnKpn5sRyF0xjTGqexxjPFRLdV46Cm0XwYiPn1tDJ7BazQ338UeYj2RFxeY56PCmHQUh9WlaMM/l7NSzeWniS5z+1enkV+d77bfiCvvSzQMj7UHQ7X/e7ghGVl5hf43854i6HUdjO9ULIo+LC4nj14t/9dh2omtSMHL33Xfz448/snz5clJSUnz2TUpKIicnx+W2vLw8tFot8fGep1oNBgMGg4dKhUKIRjOanYMR17ZA7oppDG/Fy5yDkbAGCqC1Cb7W9Bua9bCZA1tTJNRHMOIraDrBaFQt9++m9lRdndq/AyOtJ9HPP1D8CkYUReHuu+/mu+++Y+nSpXTv3r3B+4wdO5affnLds/37778zYsQIj/kiQojAMFq9/0EM5K6YxvBWvEzj9I48qMs05TlQng2dhnluN1fbK4uaa+y7TawmUKnB6DSdbzHakz+tRnviZ2WB78fMWOt6/+bydQ5MO0qEXJ+znu8PfM8DIx9w7CqptTV/K1/u+ZKr+l3Fp7s/Jb8qn9HJo/nrWF19ELPNzMc7P8ZsM9Mjugf7ivcFbGy1yziNSW51djInojaVX8HInXfeyWeffcYPP/xAZGSkY8YjOjqa0FD7NruZM2eSlZXF3LlzAbjtttt44403mDFjBrfccgurV6/mww8/5PPPPw/wUxFCODNZ6mZG6ud+BHtmxFvxMnVrzYz853htpNtXQ8d6WyIz18GHU2HsnbDlU3vCqsZgDzqcvToYKnI8t3my7PnAjL2Wxsef73ZUEvzG324EwKAx8NjYx1za/r7w7wAuRcjW5qx16VNuKm+x03BHJo0EILsy260tOTyZ7MpsxiSPcWs7t8e5rMtZR9+4Vt451Y74FYy8/fbbAEyaNMnl9tmzZ3P99dcDkJ2dTUZGhqOte/fuLFy4kPvuu48333yTTp068frrr8u2XiFamEswYq0XjAR7ZsRHJdVaESGtsK004y/3YGTBDEBx3RXjKdioyPHe5q+pz8KhJfbAJiIBNs6x364NsZdaP7zcngcy9i7Y9yskeqm4ecE79qDnb/9r/piC7Gi5l7N7gmjG8Bn0jOlJemk6GrWGi3u7v059cs4nmG1mhiYMZUv+FgbEu28xP7/X+XSJ7EJanO+CoG1Fze7dKDYbhtRU1F5qhrU0v5dpGjJnzhy32yZOnMimTZv8eSghBLA+vYhNR4q5ZXwPr6XT7/96K9VmK8O6xPD8L3tIig5heLdYfthyzNHn49XpXPfROqJCtYzpEe/SFgy+zpi5dmw3jpVUMzQlJngDquXpb5o5QIee6cLg4WyYcy6k+6hNce92iOkK4+6yf7/pk7pgZOZR+9bbsU5bSntM9H6toVfaP9qhlkxEbawbBt4AwIQUz3WzEkITGJo41PF97cxJfWqVmhFJIwI+vpaS98orVC5fQdLTTxF76aUN36EFtJ8KN0KchC59ZzUAKbFhTB/svg2+0mjhm432d5QLttmnko8WV3O02PUFtbat2mwNeiAC+KwL8tT53ksDtDhPiYaBCkZqd85oGsiNC6v3s3HON2jovm3A1vytvLH5DR4Y+QC9Y3t77FNpruRo+VF6xvRkb9FetGotSeFJpJelO/qoULGzYCd6jZ740HgyyzOD9Awar35Oy4nCnGX/m6Dv3LnVxiDBiBDtwNFiz1tCg537AfD1bWNJL7An9nWOCeWqD+rW8D+/ZQzHSqpRgA4RerrGhbEl017ltU3yVDckUMFIrYZ2Yujqlbz3VcukDarN63hg+QN8d/53Hvtc98t17C3eS9+4vuwp2uOxz4qsFQGtbtoS2suyiz8URcGclQWAroHdsS1JghEh2oFQL8mdwd4V848JPRiZGsfIVPdtpbdO6OFxBqRHQkTLDagsGzbPg1Ouhch6FVsrC2HDRzD4Utj1A5iq7C/0+U4vhooVMtfbd8qo1YDK9aTdQGhodqN+jY92ui20qMb7z21v8V4Ar4FIoEXpo0iJTGFX4S66R3d3HDYH9m26A+IHsCV/C6lRqdw06Cbe3fouj4551Ov13pryFt/u/5Z/j/x3MIbfbPmvv446PIL4m250ayt4510UqwVDz54Uz/uU6m3bUEwmUKnQJbkfwhcsEowI0UaZnYqWeSsIVl4T2FNEG+KtXgjgNaelRX1xJRzbDAcXwY31ikV99w/7IXRLnvF+/6Pr7SXeW0L08UKNDW35rS+xfR541paWMFZducrl+0Ef1x0wt+ka9/zFC3pd4PN641PGMz5lfEDG1tJMmZkUvGXfbBJ3/XWoNHV/O6wlJeQfPyeuPpVej0qv99gWDBKMCNFGOZdKbyszI74SUTWtUcXz2Gb754zV7m2NOQ338PLAjSUiCcbdbX/c8A4w/n777VVOwciZT4M+HPqeCwcXQ6eh7tfpPh4u/hA69Anc2Pywq3AXOZU5jlNjne0r3sfh0sMMSxzG8qPLqbbULWnFGjzXPamt1REsLVkErT2wOp3lZquuRhNRNzNpOr4c40niA//y2hYMEowI0UY5Bxr1y7nXCnolVZ2PmZH2WFHcz8qaPt23w74kU7srplaN00Gfp95T97WvXS+DLgncuPx0+c+XA/Dt3751S0i9+EfvJRniQuxLd38c+YOHVjxEjbWGMcljWJO9puUG60FY/Rycdqz8zz/RpaQQ0te9XknN3r32QEOtxpKbi81kQt8tldIffnD0MWdkYKwxopjN6LunUvThh14fK2z48BZ5Do0lwYgQbVSZ0xKM9XjRMpPFRoXRgtlqIz5cz56cAFb0bASD1vu7Tm9nTZ00vOWGGNvnqeMZ5RkuwUhDpR0MWvsRHjOW1p0rFohAxKAxYLQaPZ6662xg/EB2FO7grqF3ubVdnnY5X+79kjuHtuypu4FUvX07R++6G4B+e3a7tJmzszl8/gUNXuPwRY2v59WayasgwYgQQWO22rhxznqGdonhn1Nds/KtNoVbP9lA17hwQnRq3l520KUERm0wcsGbq9iV3Xovbr6Kl2na49RIIMuzexPIk3pbmMlqcnytVbm+PJQaS33e12wNbP5Sx7COLLxoITbFhl6jx2wzM2JeXe2OhRcttB9HrQKLzUJKZAoHSw7SJ9Z9eevBUQ9ySZ9LPLa1VTW7dnttq96yJaCPlTBjhstyTmuQYESIIPljVy4r9hewYn+BWzCy8Ugxf+7O83rf2nLugQxELj4lhf155ezLLefm03rwxpIDHvt1iNCTEBnC7uwypvRNdGs/pWsMmzJK+NuQTgEbm4ud38GvM2HiA7DsRfuZMslDIXuLa7//DoCyo5A4APJ2Nu7agaie2kbtKdqDVbF6rBBaZirDZDURrY8mtyoXm2IjOSKZ7QXbXfpllmeCAknhSQ3OcphsJp/t/uoY1hG9pi6h0qCpOzy1T2wfukS6n+Turfy6Vq1t1dLstspKVGFhHmcPbZWVqEJDUSz2JVfFZEYdYsBaVOjo4zwrpVKpsJYG7u9A/VmX1iLBiBBBUmXyvmWzwuj7XaXVZvPZ7q8nzuvP9ae6HnTpHIxsevRMbIqCQatGp1GjUauoMlqJDnNfivjq1rFUGC3EhDUhE7/wIMy/CU6bAf3/5rnP19fbP/98X91t9QMRsAci0PhAJBA6pEHBXujifj6Jw8Ufwve3w0XvBW1YZquZS3+yV9Jce9VatzyKSV9OwmwzMyxxGJvzNnu8xv3L7qfG2vhZnaWZS112rTSXr9wPrbr9vHQZDx3m0LRpRF9wAZ2en+XSZs7O5uA504iYOBHjvn2YDh/2eI3MW2+lcvkKNDExaDslY/Qxa9JetZ/fqBDtnM3HmrvzOTKe1D/orrkiQ3wnbsaFuwcW0WGel2i0GnXTAhGAb2+x74j56hp4wvcyQNDcvBiiU+y7YCw19iAoe6u97aY/Ia67fXbGYrLvhsnZ5nvny6BLoN/fQBu8bZMV5grH1+WmcpcX9gpTBWabPfj1FogAfgUigdQhtAMF1QUez4WJ1EdSbirn1E6ntsLImqZo9mwASr//3i0YKf70U5SaGsp/+83nNSqX24vBWUtKsJaUNGs82k7JWI7ZKzLHXHF5s64VSBKMCBEkNh8BhbGBYMQa8GCkjfzXL05v7RG4Szm+q6C2iJri9LvpcvwskvAOdbd1GtbwNYMYiIDrdlqL4rrjKq/K+3Kgv/685E+2F2znvqX3ee2jVWv58fwfKagpQK/WE6IN4YIfLgDsSy9fn/c1ZaYytGotWpWW5Ihk9hfv55TEU9yu9fV5X7MqaxXn9zo/YM+hpSlm77OegVxuaYxu8z4hbMQIx5hUurZz3EAb+YskxInP6jQzoiiKy/pxtY8lHLCfumuxBm6pJsLQRv7r17SDnSYBXiLzV25lLqG6UKL0UW5tBdUFaFQaDBoDhTWFmKwmOkd0ZmPuRkefGkuNI7lUp9FxtCJwp+OG68Jd8jo8ubj3xXSJ6kKXKPccj+k9ptM9urvb7cM7et5m2jmiM5elXda0wTZD5dp1lP7wAx0f/DeaKPffg6WggKz7ZhBz6SWUL1pM1dq1hPTvjzoqivJf64rxHfv3v6lYugxDv35oO3Sg7Oefg/k00He3/6zbUhBSq438RRLixGertztGq6kLRhoqXma1KZgCGIwYvFR0DTpbvXeNNaWw/kOwGCFpEBxd1zrjctaKZ8UU1xRzxjdnoFFp2HLtFpe2KnMVk7+aDEC3qG4cKTvi8RoPrXyIXYW7AEgMTSSvOnAzI2G6sAbzNyJ03ndptJcCZRnXXQeASq8j+Ykn3NrzXnqZqvXrqVq/3nFb5V9/ufUr/eFHAKrWBK/2ijYhAUt+PgCaOPdjHNoKCUaE8NOfu3L5Yn0mL1w8iPgIg0uboijM35RF36RIiipNpBdWolap6NEhnEe/3+Hot+JAARmFVahV0CsxkmcX+k5Ie3bh7gb7+MNXWfdmKTwI6Sth6NWgqffnpfiIvWx73/Ng9w9g9fAi//sjsGluy4wtdTykN3QQm4ftyQl97EmqrWB3of13blXcZ86cz1vxFogAjkAEaHYgMjhhMMcqjlFQXcCZ3c5ErVKjV/ueGRmRNMJ7W0fvbW2R6XC6x9uNhw4FdRwJ/3cP0RddjOmw/XEt+fkc+9cDACQ9/RQREydiOj4mQ1oaltxc1OHhbboWkAQjQvjp5rkbAHh2oZb/XjbUpW3pvnzu/3prg9e4Yfb6BvsEWmyYjuIq+0xEaodwt/bxvTuwYn8BfZMim/4g/zu+zm8zw8ibXdveGgvmStddMQ7H/0gGsjz79P/az4cpzbQfhBfV2TUY6T3VPusR2QlG3Qxr34Mxt3u+jiEKRrgfOtbSnPM9zDYzOqeKsQ3V/Qi0h0c/zBV9r3C73XmZJi02jWv6X0NyeDJxIXEcKDnAaZ1Pc7vPTxf8xI7CHZzT/ZwWHbMn1vJyyn7+mcipU9HGux7saKuqovSHH4g4fQqVf/2FYjJRvc3p/7PViqIoFL77Hpb8fLQd4lGHhVGzfTvBFHfTTaj1enQd7Vvty/74w9EWc8klqFQqdIl12/C1sZ5L9bclEowI0UQ5pe67DbZlBu4FYlJaAkcKqzhc4P1sjxtP7c79Z/Uho6gKnUZNWbWZC9+yTw8/+bcBXDI8hYyiKgxaNR0iDZgsNsxWm8eckdeuGMaX6zO56JTOzR98xlr3YMTXGSUdB9o/B7KU98ibXL8/4nR+zf37IaJezZQL3/Z8nYhEuOCtJg9DURQUFNQq77NRxTXFhOnCsNqsmG1maiw1xIbEkl6a7uhTZixDrVJjspqIC4ljU577gW8tKVLvOUh1DpCeH/88vWJ7Ob53/tpZanQqqdGpAR1fY2U/9hjlv/xK6c8LSP10nktb7osvUvLFl/DkUx7vq1itVK1b7/WwuWBR1zvQTpeU7Pi6Lc9++CLBiBBN5GmHi9ESuOPf59wwisd/2OEzGJnQpwNhei19k+xJdQfz67Z0juoeR7hBS79k94Q7T+LC9dw+qWfzBl3L3zoQtbkjLXmuiHOiZQNJl4GiKAq3/HELJTUlfHnul2jU7jkSeVV5TPl6CmmxaRQbi73udjn/h/ODPhvizFswYnPabdQxvGOwhtNk5b/YE0qrN250ayuZ/63P+yo2K9bi4oCNpcPddxF5xpkY9+wGtZrqrdsonmcPkKLPP5+oc6dTtXEjKq2O6HOnU7F8BSH9+7ldJ3TQQJKefBJ9V/ck4fZCghEhmshT2ZCGtuj6S6P2ndsRFeqaFa9z6t9ieSGN4eFF16eaMvsptlkbWmY8AM4/S63Be78AqjBXsDZ7LQDHKo95rBq6OGMxAHuLfeelBDIQ6Rndk4OlBwEYlTSKdTl1icK9YnqRXpaOxWZharepmG1m0svSGZ082uO1nHf5+EpWDTRLcTEVS5YSdfZZqMNcg1ib0Uj15i2EnjKMmm3bUOn1qCMisJa6/gyrNm1CpdOh0htQjDXgYxsuQM3WbeS99FLAnkPCnfazckLS7HVqjPvrCg92euF5ACLGj3fcFpea6vVasZcHf5dRIEkwIkQTeSpi1lDxMn8577jxJKpe8TKdtq5/k3fM2Gyw/StIGQnxHmZKjBVQdgziekD+bvvJt9GdodCpnLxKBTnbQWOw1+vI2eF+HWflx+CTC5s2Xk/iPIy7FWZGcipzHF+rPCXH4lqgLBhenfwqU7pOccxoFFYXcvrXpwPwyTmfMDRxqKP8uEqlcvnaky5RXXhp4kskhCYEdYkg87bbqNm6jeptW912uOQ++xwlX32Fvls3TEe8J/ceuepqvx/XnJXl930aS5uQ0GLXbuskGBGiiTwFI4FcpoGGD5+LCnX9L+zcX69p4szI9q/gu1vtX3uqivreRHvg0WmYvXqqJ5vmBm5XzOArQBcKuTvtAdC2L+ra+p1nT0A9thliutrzRNa8DVMed79OQj/7jpqweP9nbpzUTyT11GaxWVCr1Bwtr6vpUXsIXUlNiSMvJCYkxmcV1JaQHG7PL6jNYTE4zRKFaEMA18CjMQHG2alnB3KIjVKzdRsAZQsWugUjJV99BeAzEAmk6AsvJGL8aVRt3oI6PIzK5Suo2WXfxRR9/t+ImDyZqo2bUIeFEXPxRZT+9BMREya4XSfm8ssw7ttLxMSJQRl3WyLBiDhplVSZeOHXPVwyPIXh3Vz331caLTyzYDfnDk5mzaFC9uaUY7UpZDslrVoV2JBeRHGVGatNoXNMKF9tCFxBKQBtQ8FI/bLuTvGRroFZFa8yVvtur50B8RaI+EOldq1wWp8+Ei561/W22mBEHwmXz3O/T7dxnq+lVsP1zSsydajkEFcsuIK/9/s795xyj0vbsYpjXPTjRUzvPp11OetIL0t3aTfZTFhtVsZ/OZ7WlBjmmrgbqgl1fO0tyGpJ1tJSanbtImz0aFT1liWt5eVUb91G2MgRVK3fgEqnQ9cxEVNGhqOPSqfDlJ6OKiQElcGArTxwJzGHTxhP1NnnkP3QQz77dZr1HABR06YBcGRr3Q6cTi+8YG87uy5gq12eqU+t15P89NPNGnNTLPlkN7lHyhl1bnd6DG2d2RkJRsRJ69kFu/l641E+X5dJ+vPTXdpeX7yfz9dl8Pm6DC/3htIqE5e808ALdzOpPbwr1WvUjgJoIfWWYpzPnAnTN/G/t6/kUx/n6/jt6m/sMx2124E90ftIaG0gn6YlvLLpFaot1by//X23YOTdbe9Saa7kq31febyv0Wqk3BS4F0qAq/tdzcbcjZSbyhnbaSzf7PvG0XZK4ilsy9+GRbFw08Cb2FawDb1aT3yI63ZWrVrLpC6TKDOWeayG2tKOXHMtxn37SH72GWIudj2P5ugdd1K1fj26Tp0wHzvm8f7WoiIOnt0yW4Q10TGomjDDqE9NpWp18AqbNVfukXIKjwZ3ubA+CUbESWtfnvf/fPtyGn7RKKoM7JHpr10xlHWHi7ApcPlIe6Kj846d/142hIRIA/2To8gurSHcw/bcUL2G3+6dgFoF+qYmsPqqimkM4IupLqzh3A1fu2ta4eRWi49qrA0FGiariXJz4H5+8/82nz6xdQf07SzY6QhGFl26yG0GxBuVSsX/Tv9fwMblL+O+fYB9uaV+MFJb0dRbIBJouq5dCRs5gsrlK9D36kniffdStclpBlClInzsWLTJScRdfTVFn31G7OXuh80l3nsvWCxEX3BBUMZdX9GxSjQ6FdEJ7v9/inMqURQICddRmleFsdriCEQ6pAQvAbk+CUbESUvx8S6/MbtiAnmS7s93n8bAztGcP9S1xkeFse7F74KhnVEfX7apX/nVWZpz0bK83fadKl097IQoOAAVOZDQt25pRhsC65yOurfZ7MmlKjWEJ0KW+3bIJlNrGw5GYlO9t0V2avJDW2wW1mWvY0jiEMJ17gXgsiuySQxLpNhYjE6tw2Q1oVPrOFRSV2mzqKYIjUpDjaWGEG0I2wt8F75afWw1ZabAncVTm/tRS3FaowvmrhbjocMUzf2YDrfcgq6z5xo11rIyTEeOEJKWRvWOnah0WnTJyRgPOlUuVaup2rQZlU6HtmOi12qnLanX7+6n56qcllz67d7l0tbpmWc8XkcTHd0qyy0ANZVmPn/KvoPrjrcnu+T8WExWPnvC3hYeY6CyxOho0xo0RMaFBHewTiQYESctXyfh1pgbTkStauBwO39Eh3peq690CkbUDeSPePTWGPvnGXsgyvXFizeOH0am1no/f+XXB2Hdu57bmk0BTb3nbYiGLqNg6JX2iqjnveZ+t6vnw/IX4W9vNPmRP9j+AW9ueZOxyWN5b+p7Lm1LMpZwz5J7mJQyiaVHl3q9xsQv/UsyfH/7+00Zqlf16344n/MSqg2t373FpF92GbaKCswZmXT96EOPfY78/RqM+/Zh6NcP427PxxpUrlxJ5cqVLTnUJtG0YvXS+gdqNkZZQbXja7PRit7phO7inCrH186BCEDXfnGomvI3JkAkGBEnLV/BSKDrhTSkfr2QWs0KeGxO9y3NdA1GnNt8HQQXyEAkbToYyyB7G3QfDymjXKuynvUcjHVK7Bt4sfs1AHqfYf9ohs/3fA7A6mz3nJ/XNtkDIF+BSKDNHDWTtdlr0Wv0RBui+XLvlwDEh8Rz25DbWJ+zHpti4+p+V7M8azk9o923LveN68s53c8hKTwpqFtsbRX2KX7jgQNe+9QuxXgLRALN0LsX2k6dqFq9hpDBg6jeUDejp0tJIaRfXyqWLSdkwADibryBwvc/oOO/H/B4rbDRo4m96ioMvT1Xk20pphoL3zy/geTeMUy+uq9Lm9VqY+Fb24hJDEOlUbH1z0xik8OJ7xTOgY11RfNWfLWfPX9lE50QSsfuUexbl+v18cZc0KPFnktjSDAi2i2z1cazC3Zzaq8OnNnf/8qPnrbm1gp2MBLpIf8DXJdp/GZyeqGvv5W1qrDp122K7hPgys/cb3depgkN3jtQTwfP1QpkXsf267Zz6x+38tcx9xNca625ag3hunCu6ncVAF/v+9rRtuSyJahUKpczYbwdPKdSqXhxwovNHnPpzwswHjxAwj33uAU1Zb//TvWWrUSdczbF8+ZhzqrL5dAmJQH2gmM127eDWoO+axeqNgW3bD1Aj59+cvl+d9+6qqW9/vyjfneizjzT67VUKhVJjz0auME10sFNeRTnVFGcU+UWjGTuKiJjp/2jVnF2JcXZrtWa9/yVDUBpfjWl+dV4Ex5jIDqxBasfN4IEI6Ld+mJdBnP+SmfOX+luu2Fq7c8t594vt/CPCT2Yt+YIG44UM7p7HNUmK/ty6xJYr3p/DasPFTKiWywqlYoDPpJbW4K3JZgqU4CCkfoqAneMfKPoveQwOG8lDYnx+7J5VXnM3zefS/pcQkKY65bEopoivtjzBef1PI/f0n+jylxF54jOlJpKXaqZLslYgk2xEaINQYXKazn2pmroVNv6OSvOSbKtcc7IsfvvByDitNMIGz7cpS3rnv8DoOijj9zupzsejOQ+8wwlX3/j1h4shr59vbZpExuX1BtINquNzX9k0DktlqTu0S5tik1h8x8ZdOweRWWJkcKsCrR6DTEdw1g8d4+jX9beYopz7UssHVIi+OXdwB3Md/0Lp2II0zZtGTiAJBgR7dbBfB8vtsfd/flm9uSU839fbHHctuZQkVu/vw7aZwrWpwfu3IlAmDE+mUeO7GDkiDHeO6WvBKvp+Km0K+05IEmDYLlT2er8vXBsi32GJGkw/HxvSw/dlbddMc7bcyP8n926e/Hd7CrcxZrsNXx8zscubTNXzOSvY3/x9lYvB+Add8+Se3y2N1W/OPu78SKj+783X3rH9G6J4TSKYqkLhOqXTrdW+A7QVVr77FsgA5HYq69GMRkxpR9B37OH/RC740JHDEcdFkb1xk2EDB5E7OVXUDRnDsnPPet2na5zPyb/v6+Q9PhjARtbY+1aeYw139sTde9853SXtn3rc1n93cEGr/H9Ky1XGC88OjhHIzREghHRbjVmCSOnzP1k3ZZ0w6mpXDGyK7uzy1CrVezMKuXd5fY/RI9M78fEPgnsPFaGSgWn9urAtqMldIt3381Ra+zCqSwy5KGMW+G5g8UIczzPCrn4/vamPJ3AifNRv2Lig/YdO5191BvxYlehfXeDpxNsfS2NtITRyaO5oNcFrM9ZT4QuwrHs4jzT8q8R/yJMF8akLpNYfWw1/eP7u11nRNIIXpr4Et2jmlfzI+epp7GZjB53fBTNnYs5N5ewESMo+ngu6rAwwoYPdzl3pWr9Boo//Qw0asJHjSLv5f/4fDxjejpFn37arDE7Cx0yhKRHH3G5rTYYMaSlkTrPveBd1NlnebxW+KhRhH/xebPGYzZa0erVXmerygqrCY8xYKy0oFKD1WxDq9ewZ03dkQDV5fZyABazDUOoll0rg7NluZYhXMvUmwaQc6gMq9lK9yFtp/y8BCOi3apsRDDSmF0xgfR/U3oTE6Z3bK/NKKybvbl5vD1BrHfHul0Qp/dtYDag0v5Cpjq8DJIHe2jPb+aIm2Dc3VB0GIrTofdUWPnfurYxd0LZUSg6BN1Ote+M2fk9nHaf9+tNntnSIw6KD6Z+AMC5Pc51ub2wui4/59oB1zq+Pq/neV6v1dzy6tbycoo/s+foJNxzDzqn5Qmb0Ujuc7MAKPqwbrmlYvFil2sUzZ7t+LpyuZdg2Ilx125yd3ne6toUofWWiJzpu3YN2OM0Rml+NZ89vobeozpyxvXuAWTW3mK+f2UzPYYlcGR7IVYvOWfzHl2NqSa4f5Oc/f2psYSE6+jaP77hzkEmwYhotxozM1JjDnIiar3y7NbmPLzzjhdv+RQV3rPjW8T4f8KUelPdtcHIqffCmU+638fbrpjjimuKiTHEeH3HuSprFa9teo2bB93MB9s/YHfRbiZ3mcyGHNcTfq/8+Up2FO5gfOfxDZ6AG0xmm++TYFuC8xKLYnItzhfI81oS//1vrGWlFL79ToP9zEePYi0uwtCvH/n/qQtgE+//J5b8fCz5Bei7dyds9CjKf/2VhLvcS6Z3ef89ij/9jI6PPOLW1pK2LcnEZlPYuybHYzCy+nv7Usuhzb7fHAQyEEkd3IH0bQVuXwN0HRBP1t5irBYbYy/qyZHthUTGhxASHvxy/40lwYhoU8przG4v6PXbymvM6LVqjpV4zw5vLfUPtvO1Y6dBlXV/XDBEeu5TEeSZEb33JaWmVERdlrmMuxbfxS2DbnErr17rtj9vA+Cfy/7puG1J5hK3fjsK7ScDr8hq+F18oPSM7snB0oMMTvAwa3Xcw6Mf5tm1z/LgqAf9vr5iNnPk2uvQp6Y6zj9xtFmtZNx8M5qICHSdUyiaMwd1dDShA/pT+VfdluXCDz6g/I8/0SYmEjp4MCVffln/YZos9sorqFq/Hl97s2KvvYb4G653ua02GIm59FLib77Z7T7ho0Z5vFbE+PFEjG/e2T5F2ZWs/vYAI6Z3p2NqlEtbaX41K77ax+DJKexelU1pfjX5Ga67qyxmKwve3EbW3mKSe8Wg1WvIPRy4YnaN8Y/XJ6LT1+2QO7g5zxGM3PHWZLd6IadM7RbU8TWFBCOizXh32UFm/bKH168cxt+GuFbX/GxtBg99t53rx6Uy5690j/dXFIU1h4rQaVQYtBpM1tabDq3lFoxs+9peVbTLSPfOO7+H8A72F/WsjbBnYV1b7VbUHd/C1i/sJ892Gga//Kulhu6Zt10x0KRg5MnV9pkUT2e9tJY5Z8+hc0RnCqsLMdlMPLvmWcdMy+yzZtMtqhu5VbmYbWYGdhjIrsJd9IrxXoPiir5XcEa3M+gQ2sHvsVRt2ED15s1Ub95M8nPPuswe1ezZ43b+ia201CUQgbo8C2thYUDrfGgTElAfP5zOl7BTvC+3hAwaGLDxNNbCt7ZRml/N0b3F3Pr6JJe2Pz7aSe7hMo5s9x5eZews4ugee6L7sf0lAR2bzqDBbPT8d6tzWgxZe0uIiDO4BCKAI6jSaNWtWrisOSQYEW3GrF/sW9nu/3qrWzDy0Hf2rWzeAhGA5fsLuO6jdS0ytnC9hsomFCDTOu8WOboRvj3+LvAJ150KFByAr6/zfiHL8an2b26ou22rh7odLa3jgKa1eVFY4/pHX1EUdhftJkQTQpQhKuDbbBtjeEf7i2dSuH2rqnNNktoaH87biIckDGnwmvUPp6vPVl2NSq8Hmw3FZgOLBVVoKJb8upkvpboaRa0GqxVVaCjGffsb/6QCIPaaa0i8714sRUWo9HrUofYqr+qQuhLi6qgo4q69FkOvXmgTE6nZsZ3Is6a6XSv1m2+oWrfO7Swaf5QVVLN3bQ6DJqYQEuE6m1pTaebAxjx6Dkvg8LYCUCAi1kBFsdFRb8NisrH7r2wURSE0Uo9iUxo1w/HLO4HdVhsaoaOm0oLNqrB92VE2/WpfRrv4geHEJYdTVliNYsPxdWik+1bxiNgQrn5qDCFhTVuGqSorxRAWjkbbeiGBBCOizfE3sNcfP1Vzxb7ALVkM7BzFRcNSWHWggPgIPRcOS+HK991P4YwJ0/HQtH68s+wgV450T6q7flwqC7YfY/qgTpDvI1AqbOCFxRrYQ/noNAwu/RgKD9hLskd3gdeH1rWPvasuTyV5iH15pmAfpJ7mfq2bF0HWJuh3HnuK9rAqaxXX9r8WXb1S7wdLDrI4YzHTe0znx4M/UmWuwqa4JtV8s/8bnlr9VGCfazN5OrvGH+WLF5P98CN0evEFj0sMluJiDp59DqGDB2MtKbEXDANUoaEo1XVLkelXXOmoZKoKCUGpCe5OsfDRo1CHhaEPq7dNW1UXcPdcuABth7oZoLBThnm8VujAAYQO9D94dfb9K5spL6yhKLuSs252nWH5/cOdZO4qYtlnvnOHFs8NTkVYb2q31YZF2QOMuOS6f2tJPew1STqk1C3RxiZ5/7cY04yiZUs/fp/961cz5YbbGDjZewG4liTBiGhztH4eDW+22V/QQnQ+Tpv10093nYZKpeLG0+zbKwsq6s5x+OSmUYzv7bol7rIRXTxeJzpMx+/3HT/DZKOPraa+CpRB4IOR02ZAbDf7hydnuddqIPVUz31TRtg/gEt/uhQAnVrnsnME4IIfLgDg9c2vu12i9lyVD7d7PtukKYZ3HE6f2D5szN1Il8guLMpY5GhTq9SMThrN6uzV9IjuwS2Db+H9be9z7yn3ul3nyXFPcv+y+7l1yK1NGsfRO+yJmJm3/IN+e9xf/Mp+XmBfXlnhmuviHIhAXUl1oNmBiK5TJ8dJuKGnnEK1U5VUXUoK5qNHAYg4/XQUsxnTkSOEn+r5969NrPu/oIn3f5eGqcZCcXYViamRbknMZpOVwqMVJHaLJO9IORqtmtBIHRXFRsoL7T+DzF1FlBVUo9Gp0erUWMw2Mnf5V9uluU69pBdJPaLJzyhHpVaxZ3W2Y5Zl9N960DktloJMe1uPoQmkby+gU68Yt+v0HtmRyhIjnXq7t/nDajEDKo8zHTabFdXxAFKx2VAUhYMb12ExGomMb72tvhKMiDbH35kRRQGbTSFE518Q40v9P4oGbd21bQpgtYDGz/8+zmfA2GyuBb+qGyi2ZqkBY+DKlBPWslv7/N3N0j3aHvRF6aPIIisgY5hz9hyX7wd9PMjx9dZrt1Jf/S25tXrG9OS7879zfG/OykKbmIhK5z4lbs7KQpOQYD+vRVGwFrm/KJrS07GWl6OYTGg7JlEcwNocjdF19keEjx2LcjynylpWxv6x4wBI/epLQgcPdrQ5/o3abKg0noN9XceOdPvsUzQx3ndE+fLzG1vJPlDK1JsH0HuE61b3Pz/axaEt+ST3jCb7YKnH+xurLHzyiPsZQ4GQNjqJvWtzGuw39Az7rGjtbEZ+RrkjGBkxLRWA5J511Vf7n+r5xGm1WsUpZzUv2dRqMTP7vtvQh4VzzfOvufxObFYr82bei81qJalnb3YuqwvQVWo1yX3SmvXYzeF3MLJ8+XJeeuklNm7cSHZ2Nt999x0XXHCB1/5Lly5l8uTJbrfv3r2bvj7K9or2y2SxoVWrmlxeuP6OlMYw22wYtIGbGanPedaly7b/wdcfwM1/uOdJmKrg00uh1xQoPGjP60geap+B2Fn3gsbP98LmT+yVUuN7wY75vgfw+yP2j0DxtjvnOJPVRJmpzGvSpcVmQavWOkqXO39d/3uNSoNF8b0N+0DJAYbMHeK2bNPWVK5ZS8b11xMxeTJd3n7Lpa16+w7SL72UsLFjqN6wEcXsvqVXMZs5ePY5wRquR4Ze9mTb2uBCHV439a+JinJpq2vw/n/LYrJSFJZKcrcYn49rtdrQaNRYj+93V6tV2GwK2QfsQcbuVcfoMSzB0aZSqTi0xb706i0QCbSYjmF07B7F4a0FxHcOZ9R53d2CkY7do4iIMTBkShe2Ls5k8OQUt+uMOb8HphoL/cd5DjoaK+fgfsJjYomMd/9/WF5UgFZvX+YxVlZiqq4iOrEjO5ctpjTPvuW/vLAAFAVTTTWR8QnsXrmU/COHASg8muFyvcTUnuhDgnfac31+ByOVlZUMGTKEG264gYv9SD7au3cvUVF126gSEtpO5TcRONUmK+NfXEKvxHC++MdYt/ale/N4e+lBbpvUk7eXHuRgXgVn9OvI4r11iYrFVWaueG81+3MrmJSWyPr0hqdcK41W8iuMDfZrKq1TgNRjx/Fj7X99EK5zPZCLjXPgyEr7R61jm+wfzjYdL12evdX+0RwpI+05G4oVep0BB/50ahsFuTvAXAUjb4bSo1BV5DnZdPp/YcEMOP1RLv/5cg6UHOCXi34hJdL1j+0za55h4eGFXNP/Gt7aYn9B7hzRmayKuhmNRRmL+Hb/t4A9ETSnsuF3l4EIRNJi09hbvJdbB7svqZyTeg6/pP/CxJSJTb5+4Wx7kbCKJe5bi4s+tv9O6+9wcWYpCuxxA4n/up+qTZuxVVUSOmQIhe/UnbIce9VVVG3ZjCUvnw533I5x925UOj3aen971Xo9cdddh7WiHF03/9+VL/5kD/vX5zL6/B6MOCfVY5+V3+xn54pjDD2jCxsWpAMQFq2nqrRu+TFzdzHv3LkUqEs2Dbarn/R+7EJIhI6bXnbN+Un2sNQCEBqpd8tj8Vfh0Uw+feg+VGo1Mz7/0aWtoqiQ926/nviUrqg1GkeAUd/nj95PRVHjDsX82z8fatZ4m8vvYOScc87hnHP8j+wTExOJiYlpVF+j0YjRWPcPsawsuHu4RdOtSy+ioMLokmPh7PrZ6wFYe7guwPhyQ6Zbv9rzY+ZvOtqoxz3lafeTOAPJ4/SzzcOLZyCLkN23E5a9WBe4ePL3b+2zMLVbiAsPwhvHt1LetgqSBta11T4HRan72tnIm6DfeRCRyIHjL6xLM5fy9/5/d+lWe7x9bSACuAQigMtBdI0JRHz5/vzvUaHCptiwKlYu+ekSR9v8v83HoDFgtpox2Uz0junNzsKdDOzg/kLw+LjHmdBlAhNTJmItLaXo44+JOu88DN1dy64rJhMl331PxPjTqN66FVtlJSpDCOqIcCqXLXf0K//zT6wlJaDRou3QgbKff27wuRw8u3mVVZ31XrUSbXw88TfZv6/evsMRjPRZvw5NpO/ZL2cdZ9bVQLFZbVgtCjqD+2yIzaZgMVnRGTSYaqxotCr2r7f/m9+25KjXYGTrn/b/47WBCOASiNQXiEBEH2Ifo6ftsoYwLcYqCxqdmlOmdmXjr0eYcl0/j9c565aBrPhyH2fd0rTgQrHZ2LboVzqn9adD11S39j1/LSe+cxeqy8sozj6GzWohNrkz8597zHH/vPRDlBcWYDEZiU/pyrfPPwG4z27U19hAZPSFlxPVoXUnCIKWMzJs2DBqamro378/jzzyiMelm1qzZs3iySc9VHIUbZ7G6UVOUZQWO3X07AFJ/OvsNKb8Z1mDfYd3i2XjkWI6x4SSVa9Q2qjucaw7XERSVAgzzuzD/5bs5/+m9PF4ndgwHcVVTlPvNg9LD6YAnvYbndLgcgqR9u2njuBC61TzwRDh2lbL1+8kIhHFqTaKTu2aF2EKYCLtu2e+S5fILkz7dprXPknhSfSM6emxLdoQTZ9Y99/V0MShHvuH68IdeSFZD/2Lsp9/pvjzL+iz2jWxuOCddyl46y1Pl3Bx9K67G+xTX/2k1ObQxMW5fh8b4/haHeGjHkwDvv/vZgqPVXLtc+MwhLq+RCx8axtZ+0voOyaJHctcA9CYRPsUf8bOQpZ9vpfqcjO9RiSye1V2k8fSVHe+czpWq82+FGRVeOeupY62296chAr7GwybTUGjVTP8nFQ0Ws85Z72GJ9JreNNP+925fDF/fmD/9/TPL10D1v3r/mLBay82eI1P/t1yNXjqj6m1tHgwkpyczHvvvcfw4cMxGo188sknTJkyhaVLlzJhwgSP95k5cyYzZsxwfF9WVkaXLp53K4i2xTkn02ixBXSHi7NBKdH0TIhApap74+9J+vOuh8iNnbWI7FJ7Fn76U5Ngzdtw0XmQYE/cumzk8X9nFhOs/h/0OhOObYayLNaPrsFSng87jl/MZrHXDqkptpduj+oM6z8I7BPV+D5+noikev2dggd9BB/t+IicyhxmjprpFhh+uvtT9hXvY0rXKby/7X3UKjVjksfw1ta6F+L0snSeXfMsZpuZEUkjeGXjK819Rg4GjYEQTYjPPoM6DPLa5ikQaazKlfZlNGux+7JJyfffud3WVI3Zghtz+eXEXHopNTt3glqFJS+Pgv+9AUD8bbcSeeaZ1OzaBYpCxGmnUbN7N9qOSW6/T31KCsnPPoMmNg6VSmUPKhX8KoKl2BRHfkbW3mJ6DK17t2wxWTmyw/5Ou34gAhARYw+Ef/pf3bJjIAMRjU6N1cfxDl36xZK5u5iJV9r/XWiOb/nXaFUMPj2FbYuPMvr8Ho7boS4/zVsgUstqsfDXV/PoNngYXQe615Ux19Sw7NPZpI09jaO7d5B76ADh0bGExcSyZn7dAX3rf5xPzsH9hEXHEJ3YkWWfBG73WGNodXrOve/fZO+3J5h3HzoiqI/vS4sHI2lpaaSl1WXojh07lszMTF5++WWvwYjBYMDQQFU/0TY5z4zUmK0tFowYjx+Ap1WrMFsbX3LdYnPqu+Q5WP0GLH7avQjZX6/bb19UV/NCS73/MNVF8IHrkeABp2mgiFForOv3TuXaFV2YI3i4qPdF9I2rSxhXFIXn1z0P4MjtAPfTb+ftrjsZdf7+BpJs/ZQUnoRB6/r//JTEU+ge3Z2zu5/N/H3zPZZQnzdtHvN2zeOfI/5J5bp15D79DEmPP0bYCNc/rNVbt5L9yCPE/+MfFM35mJqdOwkbORLzsWP25ZXjjt59DzX79hI6YCC2mhosxwL3Apr65RccPv8Cn32SnngclUrlqLtRNK9ud03ivfcCEDqgLsdH18l7UmRtETFFUZj/4kasFhuXzhzplkz+2wc7qCgy0m1gPGt/tJ8q3Tktlqy9dcHZrpXHHAW+al/ofTm4KZ/371vus48/DOFarn1mHBazDa1OjdVi46N/1eVi/f3pMY43IjarQnRCKEXHKumQ4j4rdOrFveg7JtljW2PsWPI76374hnU/fONxJmHZvI/Y+sdCtv6+wOd1ln8622d7SwiPiaWyxP67u2vOV2i0WnoOHx30cTSkVbb2jhkzhnkejn8WbY/NpnjdFVPbZjv+Aq+uFxhUm63EOPVXmnNOSz3VjmBEjdmPsu8252DkiI+6H+mNON8k0OfCnP+mfUw2qz1/A8DsNK0//n6ISISeU+xF0kKiXaeiwL6s8/dvQa2hkrp3kWar686O+pVPg2HuOXMprrH/UQzThdE5ojNGa11uwFPjnuLC3hc6vh+T7DmZcEjCEIZMtL873X2tfbk34x+30nfTRpd+Gbf8A1tZGcf+9YDjtqr1692uV/6HPd/IfMT3+ru/OtxzN+pwzy9+sVddRcnXXxMxaaLbDEfk1DPJfeYZt+DKH9XlZsfW0soSI5FxdTNQVWUmDmywJ4znHKoLwp0DEcAxCwI0GIiA/f+WqbrhwysbEtUhhLKCGiZc3gd9qBa90waPmI5hlORWMeaCHkQnuBf5SujqeVlTrVE72nIPHWDRh28z/qrr6DLA9Uyh4pxj/P7u64w49yK2LfqVY/v2UFPumrNoNhn5/oUnydixjU59+mExm8g7fLCZz9o/Yy+5iv7jJ1OYlYlKpaKsIJ9FH9pnNCdcfQM9ho8i/8hhdAYDHbv3orywAH1oaKtWWG1Iq4xs8+bNJCcnt8ZDCz88t3A38zceZeH/jadjlOt0+it/7OPj1encMaknzy3c4/H+O7LKeOCbbWQWVXFGv4585SFRtalqT+PV+rkN2OocEPk6TdXYiNwPUwDrftyzBeK6wzDXZNHSylwKdFp6mi0w5dG6hg51Z6HsLNiJ2WamQ2gH+2FxWugT250vnIqLZVdm25NMVfbljTc2vxG4sTfClK5TGJboXo1Tr65bhvK2jVgxmTAePIghLQ3j/v2oDQZUYWHYnE+mraqiZt8+e5tej62qCluQE99Tv/kGfWo3LHn5KGYzhl49sZXX/RvpOvsjQvr3R7HZ0MbGkvB/93jM7dAlJtJn/TrUYWHYrDYWvLmN6MQwJlzhuixlsyn88s52DKFaIuND2LAwncj4EBK7RnLQ6fTYLX9kcGhLPmFRejr1jmHLn4H7f3j986eSn1HOgre2ee2jM2i47OGRVBQbUWtU6AwavnrWHhSqVHD5o6MwVppRqVRodGqi4kPJP1pOSlqs27UumDGMrL3F9Bxuz22qKi0hPMa9H9iLe6nVGhSbDdvx4l6KYuPb55+gqrSEr59+hPs++96e26ZWoyg2vnz831SWFHN01w6P1wTY/MtPZOywP99j+5pfwTUkPIKaSvvfm7DoGKpKSzz2GzzlbHavXEqntH6Mu/QqAGKS7K+jVWWlLPrwLWKTOzPyb/bZsfjOdakNEXG+6wqVr8rCkldF+Mgk9CmNT3wOJL+DkYqKCg4cOOD4/vDhw2zZsoW4uDi6du3KzJkzycrKYu7cuQC8+uqrpKamMmDAAEwmE/PmzWP+/PnMnx/YKV8ReO8tt0/ffrjyMA9Nc800f22RvXy5t0AE4Ja5dUe8f7DS89azpvrb0E5gMfGw9S2Wqwez0OZ9Sx7FR+zlzitySNRUoaMSBRXkOY29PNe+JGIx2j9nbfR+vZYQmeTx5gvK1lOQ0on5R7PxlCFhspq4YsEVDV7e+cTb1uAtCdWSn88TCyP4dbjace5LfTmzZlHy+ReEjxvrdgics8N/Oz8gY22q2mUWjVOA4VzDQ9e5M5rousJXzl/XV7sTJmtvMRm7imBXEeMv7+0yi5KfUe5ybDxAeWGNozJprW1L7DvSKoqN5B0JXAAdEWsgLFqPLsT3UuyZNw0gJjHMY7nyKdf3J76Te0DWpW+c221gL5/eZ5T9/8rqbz7nr68/Zfr/PUDfca5L/rtXLWPh6y9x2hXXsuqreSg2GxqdDqtT7RdFsfH69ZdiMRrRGUIwGxtX1XbFZ3Ma1a8x7pn7DVq9AavFPqO0/sdv+Osr+zLdTa9/QFSHBCqKi9BotYRGRjH+quvR6N2XbsOiorn9/U/RHT8nSDHbQAUqD7kwisVmryypAqwKik2hYnkW1lIj+q5R7ScY2bBhg8tOmNpE0+uuu445c+aQnZ1NRkbddKfJZOL+++8nKyuL0NBQBgwYwIIFC5g2zXsGvWhb2sIZkMv+NQm9Vo1Nseei9EyIgDVvc4V2KVewlNQaezDSJS6UOyf14n+LD/DMBQNh65fw3T+gz9mw71d+B6id5HHOhftP05MhA0LnXmxIURQKsP+RWhca4jEYOVZxrIUH5u6GATeQWZ5JZnkmE1Im8P729x1t1/a/luzKbDLLMxnRcQRDEobw+5HfuWngTR6vlf3gg/TfWkL/rRD6gOeCSyWffwHgMxAJtIgpU6hYtAhD794Y09PB6UUscupUyn//HX337iTcczeF739A7DXXeLyOSqejw513sjUjCsshNYPcjy/CarWxaM5uErtFYqy2sG9tDjEdw4hNCmfrorpZjLU/HmL/+lyiOoSS2C2KTb8dCfTT9mnIGV0YNb07laVGNDo1eoMWlUrlsgW4c1osfUZ2JCLOQGiknsKsClIHub8rv/Kx0eQcLqXPqI6UFxWQtXsnfcachrpecbWaigqObN9CzxGjObhhDSq1msj4DhRlHeWvr+0v2n+89wZhUdFo9QZCIyOpKCpk4esvAbDyi7mOa1k9FKGzHC8h0dhAxJcBE8/g4KZ1RMbGUVVeRmVxXfmCtLHjObhpHVEdEpl4zY2s/3E+/Secjs5g/2OkPV7Nd8iZ09izchlp4yYQ09EedDlvuQ3xsUsqLMoe3CoWGzn/2YA6REvi/w1zCWAVq43c/20Gm4KucwTVW5yWmlUQ4mE2Klj8DkYmTZrkc+1/zpw5Lt8/8MADPPDAA547i3ahqZVUA6lbvIcDovJ2Ob4c1Dman+6uO8TtilHH/+q/ONP+ed+vLTk8Vx0HQe7xkz0T+kF+3VSukjwYVfbxKe0pj8OG2dBzkr3t+P+r2p0QRTV1f8ziR90OgNVmpdpSjVWxEqmPZHtB4E4QbYw7h97JbUNuc7mtNhi5ZdAt3D30LqylpWhj6/6ond3dXltDsdmwFhejjY/HUlCAOjTULcCw5OeT/8abWIsKCRszhqr1Gwi2+ufHHDrvPIz7D3hsA4hqoO6S6sLr2fvMOvZ+sY+BEzu75Ygc2JDH/vW5jnodAGUFNWTsdC32t/GXI4622iPsW5rzDpbBk1OO53C4vmzoQ+q+P++eIS67VRK6eH6XHdcpnLhO9v/Tnz/6L8oL8qmuKGfYWa4l+b959hFyDx0gIi7ea80MU3UVXz/9sP9PrhGGn3shG3/2vbtKrdFy32ffu9y24rM5rPvhG8Dz1tkew0Z6vFZYVDQ3vPIOYN/ZVPLjQfSdIwgf6Tpzqij22QxNjB5UKmr2FaPSqdF3iqB4vn3W2oqRqk15GA+XotKo0HeNovjruvONLPmu28z1qVFoIhrYvdeC2m42i2gzNPX+eJosbaRkd1XdH+vIEC//lBuT+xFI/z4CoTF1+41XvAyLnwGg6qFjXPrzZQztfyfPnvasfcH8tPtApcJoNXLFz1fQNbIrBq2BXw7/4nJZpZM93+LeJfey9OhSwF5m3fl4+2CIMcR4bdNpdBy7/37KFv5C6jffuJ3KmvvMMxR/9jmxV11J8Wefe7xG7gsvOoqHlf/xp8c+LSlkoHthq4jJp2PcfwBdSgoWk5V1Px2mx7AExzkktaxWG+t+PEyX/nEUHaugOKeK3MNl5GfULY2Ya6xsX3aUo3uKCY8xEN8pgr++PVD/IVvU4NNTGHZmN4pzKlFrVBjCdHz5jP1E6SGnd2HIGV0oyatCo1ERERuCooCp2kJUvOeZq6KsnahtnzLibze5BCLO0rdt5sC6vxg6dTrrfvgGq9lMp7T+7Fq+mPIC+7vzrb8vJGf/XswmIyn9BrF75RJyD9l/No0t3tVcfU+dSOe0/mQf2Is+NJRxl1zpEozEJnei54gxaLRahp19Hpt//ZkBk6a4XWf0hZcB0GesvWKrKasCbXwIag9/p8z5VWjCddjMNhSTFcVsQxOho2xxJpVrsqkEQgfEo5htKBYb6nAdlWuzKf0l3e1a9Y/bdA4+Khs4Y6fDdc07Rbm5JBg5wTVUeKzaZKWoykRSVAgZRVVoVCo6RhvILKpy9FGp4FB+BTqNmoRIA5uOtMy7sjjKOEuznp+sY6mgbn1Zr1HbD5Lb+R30+xvs/cVe+nxP3TuOqBAvW2CtQS4pHXL8Bar2Z26rCxYWZS4mozyDjPIMnh3/nEu/ddnrOFBygAMlnl+Yaned1AYiQLMDkUldJpFemk56WTrn9TiPnw7VlbZPiUghryoPk83E6KTRxIfGszF3I9N7THe7zuVpl/PHkT+4PO1ychfaT3Yt+vhjOr/kWsypNgDxFIjoUlKwVVd7LLPeVF0++ABtXCzW0lIUi4XMW/7haOv42KMYevTAlGlfBok84wzKf/+DyCnuW7U73HE7+q5dCB8/gY2/HmHzHxls/iODO99x7btt8VE2/XbE5/JJWWE1a74/FKBn2HgarX1rLNhPkdWHaImItW+rdt5hNnxaN9RqCzGJNiLj3BOKTdVVmI1GQiLsyyEqlYrvXrAXqNy76mtGnjvO4+PPf9aefL31j7oge9/aVS59Co9mOCqK7l/rY6dbgMV17kJRVib9J5zOOXfa0w6GnlX377zfaZPYvXIpYy+5knGXXu1y39Ou8Lw8pw8NY/xV1wNgPFRC/nvb0XWJpOOdQ136mY6Wk/fGFvSpUVgKqrFVeE6qz/3fZqwtVB4/5vyeGHpEewyUgkmCkRPYp2uP8N/f9zH3plEM6OQ5We7s15ZzpLCK0d3jXEq0O/vf4gP8b3HLv3ubrX+RIepDjFDv45/m2x23hxk0MP9m+5krP9/n8b6RIVp7EuqHZ0BJBsT3huL0Fh+zm/qBn9OWWl/VS4uNvgO8GmtNQLdGvzr5VaZ0rXtHZ7KaHMHIfyf9l1Fbq6nct56Ojz2KWmsP9BQU1Co1lWvWUPnXaqLPO5fiL7/ixqpq7hx1H+V3/dtxPUt+PjnPPYetvILw006l7CffVR7NR4+yd9gpAXt+qrAwIk7zfOQ9QMi5l7D+58P0Hz/AsZQQe7n93azZaGXT70fodUoimbuLqC43YYgaiWGfmQ0L0x3X2L70KBXFNehCtEQnhPLX/Ib/j3z5jPvW4qY69ZJe9B7ZkaLsSns1UYvNUXBs6Bld6HdqJwqP2mcGE1OjqCo1otaoXZZVwL4Me+nMEVjMNkIj9Lx7+y1UFBVy27ufuO1Umf/c4+SlHyJt7GkuJ74CqI8fVFmbPGp/3J7kpQd32yvA5U88j1ZvwFRdhaIofPNM3SGTFz74OCHhkZiq7PMIKf0Hkb51E92HDfd4rTNvvZtBp08luiSOgjk7ibuqL2q9a26LtcxI0Rd7CRvekZq9RdTsKULfLQqVRk3NHvvfVXNmOUVf7aV6ewH6LpGow7RUH98+bUr3vfMrkIFIxITOmI6UoxgtRJyWQni9k5Jbi0oJ5F+4FlJWVkZ0dDSlpaUuh+0J31IftBfgGZUax1e3uR9a59wnWNQqiArVUVJlpmOUgdyyuv9k6SH27WrVip5TtZ9x46mpvLX0IB9dP5Ixc3v4vO7bkzZxu/VTWPGfwA02omPdWTNnvwC/2l9si9VqbkhO5NyKKm4uLYMek+DQUug6FuN1P/CvZf9ibKexZJZn8tvBBfQqzqKLNoIv9XUzGTcMuIEFhxbQPbo7qdGpjvNegmXetHkMSairJKkoCoPn2msuvDnlTRLOsB801+k/LxM93XU2ZHdfz2d4tBRD376oDHpqtm4jpH9/ezXS47QJCei6dqV640YMaWnE3XA9he+9T/IzTxN2imtwU750Kcce+DfJzz7Div0dSd9WgFan5tb/TXLpt/zzvWz3UGG0LQiPMVBZYv8/c8fbk11mPSuKjXw8c5WjbeeyRdisFgZPcT8P58i2LRirKojrlEL6ts2gKCSk9mDLbz9zYL39oL8JV9/guH5Szz6s/vYLMrZv8Tq2lH4DGXzmOY5AJBD0oWEYwsMpL8h3zGA4M4SFY6yqJCQ8gqFn2ZeALnn4abf6IdsW/cafH7zJeTNm0nPIKGr2FBHSJ9ZtNkCxKdTsLsTQIwZTVgXYFBSrDUtRDaU/2We0oqd3R5sQhmKyotKpUenUFHzgfStwMGii9Vi9nPUT0j8eU3opqhAtSfeP8FiRt7y8HL1e3yLFRhv7+i0zIycBrcbzMo3VFtw4NCkqhFUP2qe2NWoVVptCz4cWAtA5JhSOJ7SHGAysf/AMNGoVt0/q5SjZ7MuNp3aDFQGs9vpoAai1defPGMsdwcjsIedwsGQ7r8XpufnviyC+F5SkQ2Qnvtn3DUsyl7Aks265IS8sFHBdUpm9016JMa86j7U5a5s11DBtGFUW+7Jan9g+7CuuWydOtIRirq6iOFLF5C6TyanModRYSr+4fljLyrCVl6NNSMCUmUmPYj2ZEUbSCvTUzpFZS0vt1UpVKtSRkViLGj5BudHjHjuGiNPGk/eS9xcvbWIiPeqVZ68NhtTR0XT87je2LMpk6GtdiOpgz2mIueACwP7ivOnXdAZM6Mye1dnUVCQS89SXbC81k77N/qJmMdvY/EcGpmoLYVF6tHpN0AORCVf0odugeAoy7bMYRdmVrP3B/sI36eo0UvrGUZhlb0vuGU1xTiVhUQa35deIWAPT7xxMSLgOc001v739KgC9R59KaERdIqm5poZvnn2EhvhbLfTo7h0c3R24F+UhZ07jjJvvcLntP5fbE1z7jD6Vc+6+HzVq0IBKpUalUjHu0qtR1S8ECAyechb9xk9Cq9NT8sNBKtdkEzokgfgr+7r0K/0tnYplR9F2CMVS4PkcoaqNeZhz6mdnBFfiXUPRJoY5lnUsxTUUvG9PZk+8exjahFB7mxp7PorRikqt8no0wOLFi9mxYwfnnHMOp5wSuBlKf0gwchLwltxZVu2j6FcznK9eSR6xrLa5JkRFhWrRmMogcz2knoomfRVj1TvJU2IYRd00pUqtRnNoEWj0aMIToLThFweDWqk7GC4Qasuw137W11273OC0syfh+IbbOPvMzdHyxp0y3BhfnPsFn+/+nB8O/uC1zztnvMO4TuOotlSjUqkoqCpg2nfTHPdXn3YpKApdVy0jNK4DVsWKoijoNXr2TZuCtaCA8FNPpXLVKp4/fs0ibnBcv+iDD8l96mkAVAYDijFw08UJ99yDvmtXj8GIOjwcW2Ulsdf83a0tbMQIqjZsIPayS/n5ja32RNFDpVw603WHwm/vbyfnUFmDwUVjlleaoveIRLIPlno8gTYsSk9VmQm1VsWgSSkAjgTRiFiDIxjpOzaRL594kJikTky7y14rJjTSvuPBZrXy/YtPoQ8LJ6pDAut/nE9IRCQde/TiyLbNjsda+fnH7Fu9EkNEBJ379GPXisDl5fQcMYaQ8Aj+v73zDpPrKu//59wyd/rsbO+rVe+yiiW594LBYKppxsQE4tAMDqEmgZAQHAgECC0kphscwMYYMO5dlpt6r9t7mZ0+c9v5/TGrlVa7Ei4rC37cz/P4sXbOmVvO3PI973nLrsdO7mx80fXvZWygn1xyjNo583jsp9+faDv3re8in0mTGR2hsqmFxoVL2P/MBs57+/VTtvPGz/wL2+6/h4tvuJHC5mHG7j5ExbsWE1hQyktyRIjkd40w+sv9xK5oIfVgJ27WQqsKTIogyW8boq89iZM0UePGpKWQEwkRYEaFSGBJBaF1dZidpeefPVYk93zJGmvMjhFaW4vZVXKADq2tJb97FF9DeCIXiFJemoCpcYPoZS1o1UH0+hC/+93v8Pv9XHbZZaX28bIcUkoeGM84XFlZycaNGxkaOhreW1Fx8uRopxJPjPwFEDmBc+dobuYqsPp1hYLlMkf08HVfKS3xrMLPJvUJ6Cr8/O3Q8SQEKyA3ws+PRJIdG+ZfSMJP3/jiDuBfps/eeTIGVJV/rCrnbakMF+UmP3wShQSffOKTvHbOa3mi5wme73+e+TVVxB2Huweenuj3ve3fY8fwDioDlTSGGyfVcnm5LKlYcsKspEdYUL4AIQRBveTwe2ytl2oRY3h8FVbp6kWpqEYRpYe1k0ziDJcSZmU3bOBEWL1H85i8XCESOvssnGSqVCNm/XoCy5bhmibpcCOhbB/+liZqPv0pEAr+xYvIPfcckUsvZbQ3y45Hu1l6QQO7Hu8hd/bNlK0fpsuoJXGg9CAd7Ejz+P/tp5A2qWqOkkkU6D/8ymZgXffa2TQtLmegLYWiCuauqub/vlCKUpFOijWvnkvt7Fpsy6VpUZy+Q0nK60rCdqS7EyMUxnVsBFnOfn2I6tYGHvnh9+g7sI++A/s4963vopjNYObzlNXW8exvfkXb1snJ+QqZ9CQhArD9wVJYeyGbITlw8oiKP4YQpUylADWz5/K6j32Gnn27pxUj8bp6En29vPWfv0TDwsWT2rbc93tSQwO84VP/TH10LtnNA5S9txUlWHpWNS4uRTWZPRmyz/QRPr+R9KNdREw/F5/1bvK/7qEwnr5+9Od7Ca2tRVouvoYwZmea7LOl8xz7zVF/leNDWYGJpY2Z8MnwtUQxO1IIQ0U6Eo6JOvTNimK2pxC6Qtlr55B+rJvgmhqiF5aypPrnl3xznFSRwp5RgmdUEX11Kw8++CC1LbUsX15adtJrSteLlJJnnnmGaDSKEIK2tjZUVaVRaeTOf/0OzniJjPr6ejo6OlAUhYaGhpMmGw2FQjQ3T5MI5xXCEyN/RmzqSGDaLmfNmapet3ePMZazmF0VYuOhEUazR4XGEcvIls4EP9nYAQLWt1bw8TtOnML5xaKrJTFSK46a8QUukqMm04BPLQkRgNwMhOrVrYC+bX+83wn4YkWcjYEAGwMBdrR1wsrrYMtPYO3f8PXNX+ep3qd4qveoV/9AcGpo439t+a+XvP+TcaRarT9jcuPvHR5ZobCvsWRiXVW9is2Dm9EUjQp/BQNf/jIyX8C/ZDGp//4en3ds9jUKhr942cT2kr+/h95PfwYlFCJ09tmM/Pd/n5LjPhGRyy6l8b+mjtXejQM8t+ZTNPQ8wWWfvpzQWUd9m6JXlnwd7vjyU5h5m52PH2vhUIHJtYF2jGcaPTBed+WVQCgC6UoCEZ01V80CoGbW0XXxxefW88xvdlNM/S9P3a5w8+13T7TNWlYSmsNdHfzoYx+grLaOQjo9kRr8eH7wkb/BtmZuAvFiufL9H2XB2efjWGbJeqmVkp5p+JgTWUFHZg/nvOOdNCxagj8URvcHyCZGqZk9FzdnYQ3n8dWHMTtTXPuhfyWZHqTS38TQ90rPIcVQCSypQBgaaljHGswxfGtp2eeIuADIH5d1VhYcMuPXxkwvngTOqJqcGOwYjLllFA+O4V9YTuW7J1uBs5sHSPxiP3pThKq/Xc5zzz1HyzXzqK0t5Qs5kjdESsm2bduoqakhm82SSCRwLxfU1Kj871e/SiZTuhbi8ThjY2NYlkVNTQ133XXXJIvGifjlL3/5gs/1hhtuOGnk5anGEyN/JtiOyxu/U3oxbvuny4kFJ1s7XvvNE89ujXEv99d/++iL9c7NM7suXh0xSBdsbHn0kgpRmBSiu7olDjOVMPTCT8OFnyD3+XL8rsP02Q2Ajx0sVbJ1bbAL8N3zIFN6sPXUL4fkuIn+YwdKRegu+ScIVXHoD++aoQN9Ybxv+ft48/w3c2isNJNbWlmaGTb95FFmb5dcvN3B9/Tv0BWd2lAtyWISn+rDGRlh9NbvT9rWQmBhz2R/oMRPfjLx78KOU5cozdIC5II1RFPtCECrqcEeGKDsTW/CLNiMDeSobIow2J5CN1Qeva1Uyryn4TyCa9dSyFhs/PVBLNOlbk6Mjp0jM1J87cVw4TsWUF4fJtFXerVtured1HDJdLf+mmb69t9HWe1S4nVzmbOymsPbhmhcGMd1HJ6+83aal65gtKeboc42evbtoZgsLblI6WIVCux45AG69+wgEI5S0dTMIz/8HgBj/SevFjyTQuSsN72NvgP7KOayzFm9blKm0nXXXMtwezvZTIJF516E69ikhgZZdN6FCFegaH6EpiBNB9e2cX4xzJrKK2lqWcbqq98waT/heGn5ZOjWnVg9GfwL4hMWDQGMsGuib2ZDL5kNr3xG4WOpeNditHI/TtosWVoaIxNiRLu0hnyZpKGmHrdoY8wuo3g4iW+8AF9bWxvV1dUkk0nsChvz6nL0pjg//vGPaW9vB+DGG2/ENE0cxyEcDvO73/2Ojo4/nkn31ltvPWXnfPHFFzN37tzTukQDnhj5syFnHXWATBWsSWIkZ578Ye24Ly1J2WLRzhplHz9xLptk4QB46J3VuIcfIdFyFQ3dv+eJPd0cUm3erx2d+d24JsZ8tY/5dXEeHvDzzrrdx+/ipVNM0ZXu4urmei7P5vjS0PSWlj5sbnnyU7xt0du46+BdtJWpLPCXYyPYmzzqK/BP277JvsQ+ZsdmY6gGW4e2ztyxHkPToCQVhGR48gzkxuU34rZ3sjY4G1QV+2A32dRuZh9T02dO2RzMjg4KzzyG4bj4Fy6g78v/cUqO80T4WlpouvVWrO4uhM+HGo1y+DVXAyXhseX8fyExZHHplWFaFkbRqqooHjpEaO1a7v7GVrp2j9K8pHxKdlEAoao88cu97H+mtGZ+bEbSU4GUJkKU1gmNkEYxa9OwIM6S8xqAkrMoQC5V5Jm726hoDJIfe4p9G/4A/GEis+bic+oBePqO29n4q5+z8VfTJ3QD6Nm3m0d+eGqsUqqmTdQ4OZ5JZeR/8AuM4NFJgus6E2Lkb//nNjK3tdNanEPdZ86cWDY5wvCPd1FsSxJcWU326cniqSE8D4Dc9iFGf1aq+3Rk6eIIhX2nJkfR8QSWVKDGDIpdafTKALktR61lvrkxipUKereFXhEgcm4DqUe7iF3egl4TIp1OE6qOUSgUKGKjX1yH6RT50aZfk8/nec973kNZTRlmJg3VClYxx+MPPM5zzz2Hoii4J3nefve7330lTv+EVFdXc/nll9Pd3Y0Qgjlz5tDY2EgytY3hkf1UlE+tIv1K4YX2/pkwmCqw9t9Kcf1PfPwimsqPPky6RnOc96UTO6W9++xZfO61S150GO+RUNubzPfzG/doqvU3rGzgq3su+OMbGK8Hc0q4/Av8qzI2ERK7o2368u9/tf4NPD/wyqcUn46aUcl//beDI+Btn9QIaAHydmkde/OVD3HwggtA10vVWo+pSHuERXv3sGfpMjjBC2cmyYTqyQZrqRnaPOnzhq9+BfXsSxgbzFHVHKH3wBhdN/4twdwgXP9Rnt5buj/nrKpm4fpadL9KpNxP/+EkD3x/BsXoC+BNn1iD5lMw8zaO7fKbr22daFtxseTZO7/GovPfxNy1V9KypIL2ncM0L64gOdjJLz//aVZd9Vp2P/EIyYF+jFAMq5DBdY5OCioamxnp7sQfieKY5ozUN3kxXPKe9zNv7Vkk+nvRNJ1CNsMd//ZPAJz95nfQml9EMZ2Fc4LEGxooZDIIIahqaSX1YAdOxsJojZJ+rBvbNpHVGuw86lcROrMWszcDAow5ZWQeO7lztjBUlKA248m5hF9FFhzUMgNnbPK2bc1FsxWEoRJaV0vmiR4q/2op/vnxiYSPUkoyT/eRvPsQ5W9fyD67m9/85jdcfvnlnDW+LHjkBbx9+3buvPNOlixZwt69eyd8L46lpaWFrq6uk4qOV4IrrriCjo4OpJRUVVXx5JOlJXDDMLjoojPo7OzBtoOceeaZdHd3EwwGWbduHYViP0iJqoYwzSFMa5SdOz+MaQ4yu/WjtLZ+cEaP0wvt/f+MnHn0pigel459JHty863lvLybZpHSyW+O2UTQeIEhtC9BiKSFIDKdPl7zHlLBCqIjB0gFyjBWXceeh94/tR/Auhvhme/Clf/Olv2nZiYiXImcJkzuo6s/yoVNF3IgcQCBYPvQdn60+0cAfFy7CvgtqoSvXPAVzqw9kz0je2iINJB7YjwZlmVNK0QApG3PqBCp//dbyO/YiTM2RnDdWvr/8Z8m2p49s1TrI5KuYtZFS1GiUQo7dhK54gr+92MbMPM28dogif4cLBtPUHdMEeRDmwc5tPnU+25IN4tj7kb1LUEoQZqXVNC5a4R1r5tNeZ2P7Q/dy8JzLuDQ889S09xL70GLmlaNZ+4ohQvvfuyXzD1zPoc378UIhujb382dt3wOYJKFo5id+pscyRZaSL98R9m5Z66nfetmFE2jZvZcunYd9edau+y19Hbuo7/QzgXvfA8HntlARVMzZ1x+FfldI1Tq9QifSrE3yapZV+LGJHOGFmN2pFCBystm4XSYBO0AvoYwwz/cNZGIa5J1Y3BydF32uaN+Glb3Hy+rIIsOTvHllydQYwZOskjZNXMIry9ZnY4Ii/7/3IQ9kCNySTN7Qn3c98B9vPXt1zJ/wXxQBLHLZiF0hR07dnDXXXdx0UUX8eijj2LbNtHKCKk7jiZqu//++3n88ccpFAr4/X4KhaNicteuXVOO6wgvZFnlxbB+/XoOHjyIz+cjEAhw6NBRp9u1a+s5dKgfx4ly6aWXsm3bNpqamjj//PPJZg+zclUrAkGhMMLIiI+KioUsW+Zj564PUltXzrq1v8eyElRVRQgGZ9Hb9yv27PnECY5Eobb29FW+9iwjrzBF22Fr5xirWuLo09RxOFL3RVMERdtFIgnoKps6Erzpu6WiYr//8Lm0Vpa8qgO6yu+29/Ghn2+Zsq0jXDC/imvPbOL9t20+YZ/pOGIZ+ab9Ov7Dvnbi8785r4VPPXfi7JYvlR9FI/xHRZz/GBjiiuOiW+54+/f53MbPcd3i67htz224crLA2pHUyL3nAT6z8bO0Z3tZWjaPESvDEz1PzPhxlqck/3Grw2NLBT+6bLIw23rNk3S8852Ezjsf8/BhMo8+ymAMRiOw8JiJ5ZHKr1p1Nb7Zs8k9/TSnguGKpZi+KPV9k9Nrt/zsZyRCs0iPFqhpjXJw0yCD//Vtoul2klf9LR3juaVWv6qFaEUAoUBlY4RdT/ay6/GZ8zeqmxOj79D04usI1/3rWbhO6THlOC63f/7ZibayinvpP7ibpiWruPiGjxOvCzLSnaGyKcLdX/lXDj3/8nK4vBxmrzqTwfbDE3VV/GqYgjP+Uhdion7R3/3f73BSJsKngCvp2bWL33/tPyg6Od77ie8y+n8lv5r6z51V8tMwXdSITmFvgtGf7512368UVe9bhp0oTqqBcjxqmUHlu5fgpExQBEpAY/C/Ss8rJerj8MoCz+x4jmsveQNVVZVocT9WXxb//DibN2/m0Ucf5cILL+T++++nUCjQWF5H9+jkJaLy8nJGR0dpaWmZcbHwQjmy70AggBCCXO5oSY3FSzQOHEghKONVr3oVGzZsYOXKlZxzzjkkEs/i9zdgO2lSyV5+f89dzGo5k1mtnXR1fR+fr5LVq36BZY/h2BkCgVn09v6c9o7vzOjxNzXdwPx5M19w8IW+vz0x8grzyTu2c/tzXRNLJ8diOS7n/fsjRPwac6rC3LurNDPxacqk4nRzq8McHCw91MKGRqY4/Wy5gSEuUrfyK+d8CkyfWe8SZROrlAPc46znneoDGMJio7uYt6qPsFopVX/8rbOelAwREnk2uEv5x9h9RHMzf8Mvay2FlflcyaYjb0MARWdZS91Jv7vDv4IfLb2M/3j+1PtQ/NX9Dq/aVLpt3vIpjTKjjLHiGHEjzp2JtzH09W+c8mM4Fv/y5RS2l2bSR3KGAEgEj1z4TQDWP/1Z6q++EKu3DyeZpPm22/juTU++osd5PG//3DpUzeb7N38F1bcERSuVSvcFNOatqWbXk7287iMryY/t4eEffY9zr72OJ2//cakmilqLdCaHqcZqakkO9J+2FORLLriUheecz8Dhg0jXZdklV/Dzf/wYycEBlscvYFHZepLLMliVLvPWnU3H9i1Ut86hLFjNwNc3o9eFcXPWtCGoAGq5H2f0lV0KOp7KG5Zi9mYQAvS6MP75cbY9sYl7H7yPi82l1Mk4/gVxjHlx1JiB2Z4k9qpWNm/bwo4dOzjrrLN44IEHyKWzzAk2sCNx1G+rsrISRVFIpVLMnz+f7dtnLtrvpXLllVdy770lC69hZDGMDKlUKX36JZdcwiOPPMKll17KWWedxdDQ/USjy8nl2xka7OLBBx9k0aJ1RGP3k0w+Tyg0j4UL/hXLSiCli99fx/4D/0Iy+eImiaeC+pabmNf6IbRTUKHdEyN/ohzrt9F+y+Q02wcG0lz2n4/P2L62Gu+lTGT5uv0G/tN+07R9jlg/ZpKMEOzz+VhZLE6JcnGAXk2lyXbo0lT8UhJwJUlV4cqmkuNg2HX5ZU8ffinRpSS76LVckTux5QdgW8Xl/HfjXL697dsv+DgjOclfPeDy0BmCXS2Tj/T2C28l9PXbsC45C/uZTfRueoIDgRSJMFzz9NFbJnnjG6nvMxnS81QtWU32n//9Be//jzH/uWfZf+ZaBqpWUTTiNHc/NKXP7D/cw/4OHcd2KasJsuvhNnKPPkIs3c6BuUd/8/XXzGa0t1TDpG5ubCKKZaaRUoIsIhT/lLYr/2YJmUQWpI4v4DJ3TS23/+PfM9h+GESYS9/7ZeavreLQ809hhEMEwnGSg13c++3/PCXHejJO5AwaUMOcW/tGDiW3cDiznfVvuJZnfv1LznztGzj7tW9n9Gd7CSytxOxKk9syiPQJhHn0elHLDHwtUfLbhtCqAqgRH8XDJ7cMnQqCq2swu9O4aZPgqhoyTx61dm1q6GEwOcwV9kpiZzeAK7FHC5S/ZQGPPvEYnZ2dnHHGGdx3332TZv/1/ire+4n309vby0MPPYRt28yZM4cnnngC+xXwc3qhCOFQWdXB6EgjjuOjtbWVtrY2zj77bM4//xxGR++nrOwcUqktSGny+3t+j8+XoaGhZJleecZPsKwkjptFEQE0Lcj2He9HytMXdv1imD/vH0mmtuK6Rerq3kRV5SV8qa2P3wyM8a/zGrioYmbfsZ4Y+RPlZGJkS2diUvjty2Hvv1yJ/wulsLqNzmLeZk1N//xPV83nhofXzMj+juUddTVs9xt8fmiE12cmR/7/65pr+L+RzVwZmsW92fYZ3/eL4YN3O5y/66iF41ge6LyWxG23nY7DAsBYvIjWO+5gz6LFPHLhtwA487l/I5LtwTd3DubB0sy/eeNmfvipjaftOI/Hyj6IY+7EF30Hilo1EaVyxXuX0rfvHp67+07Wvf7NPH3n1Fo8N/3kN2y5964XnYb8pWAoQZaUnc2h9DaS1uR8DR/83/+j8PQQxqJS6OahJ5+hu20XlltgXdVrJvpFrp4FGQepgR7zk/jVgVN+3McjfCpy3J9MbwhjjaeNl0g2aPtwcDnfXkRgSSVWXxYhoOajq3n0icfI5XI0NzezYcMG5GCRBlnOZnmsv8Jaurq6EELQ2trKhpMkxztCMBicJFBOJbqep7rmMH2983FdHZ/Ph2maLFmyhIsvPotE4veUl1/FyMh9HDrcxt69Q8xqiROJ/gqA8vJXEQ6txu/XsawQht9m795PviLH/kJJE0HHxM9kx12/v4mq5pvIpUtWFT24kH2HvkKQLFbwTL7ifphKhvjHsqeIVl9DIrWHCiOMHb+Kv97ZjgRmBwzuGZ4shP9nySyuri6b0XPwxMifKCcTIw/vHeCGH85M5EfbF69C/HMZUFpm+ZD14Sl9vnFVFa99+LIpn78khALjfhxHlltW5wv8sP8YJ8aapSwLzlxWTM2WvPdel22zBU8tnj7TiG5Lztsp2TxXsLhTojlQ8IEr4ON3HF36+o83KJwXP5Onhp/jzEWXcu4t98/YcR7BFQp7Fl5HJN1Jc/fk6Kfy976PPbHz8edHUBRJ+2iUoZ7J5vrLrwwwloRdu2z8fqhpCrF709iMHyeAY+7HtfvQAuchxNGx1XSF864N07FjBy1L19G58wn2buxD0WpxrT04ZullVt26hMrm2Wg+hVC8maG25yYKsM0kqtCpCbQwkG/HkZNn3+tffy1VWhODhU6CZpidj92P7VoIoXBZfSmPjK3Y9DZ3svCcC9j15MMsPvciCnf0Iwt/GjN5ieQ57RBhabDYaUIJ6xP1SOo+u56Hn3wUv88gFAqzZfNm6MpT65bxnH5UVFx56RUc7mhDU1UaG5u4/8GZv7ZfDsFggsqqTro6lyLlUR+sJUuWcO65cxkavpvKijcxMvJLDhzYQ29vgIbGPNFo6VkZi12FT68nEPBhmpX4jH46O793uk5nWnaxlHp6iDM5tLmm5mo6w2+hrLiLtKuSEVEO9/ySWvrYEryen+VXs9IY5e/ju9DiV9A3to2FsQbuzbfytY4BZvLlvTwc4L4182c8tNcTI68Ag+kCsYA+kVTsWIYzRcKGhuNKCpZDwXZRhWD9F4+a2ttvefVEWXghBL94ruukWVHfr95FUBQnOZMe4Qb1DzSKITa4S3if9nvWhQYgX7rwf2BfwT/b1/N65Qk+p/8IieAJdxlXqyd/ORzWNXYZPl6TyXH85dmlaTzvN7gwl+fBUACp+pmfT7PJb/C18lJq49X5An+dTKFJSb3tcLB+GTepM5B5Fbhh6Q1ctynM0Fe/Cky1bBzh7o7XU/jZC89C+EKRCMSLfBQMVS5nx9JSNdyLH/3ApLbQnU/y22+cPJvsle9byr3fe3GFyKS0QNoIZWr2WCktwAV0YlWC5GAehB/cDMXU/wKgh15DWe0i/BEfg+05rv2Hlfz4Y69sQjgATTWwnSKBQASzkMeVDgLBuqqraQ4vZH/yeXamn2LVq67m2bt/xWs+/HEqOivJbxtCjfpKzpOnkVGR4aDaz0q7FZ3Jz4vo1a08m9xNhR7DtEwOd7cjOvNUyihP6kcdVF+9/jLaEt1orkJ9fQP3Pnb6RcX111/PyMjztLV/g8OH1pDPx6b0mT17NueeW87wyEPEYleTTt/B4cP7GBmpoaWlD8Mo+Z9FI69GCAdFtRBiAY7zDMnkpinbO10cYg7tzOZiHpjyPKxv+Si/sc5ird7BjrxOt+XDStxHJcN8U9wMwDxfgbfHhxjQlqAUDzE31szNh05cA+eVZJ3i4x2hCG9e3eiJkZPxpyhGOkayXPDlR5lfE+b+j07OuXEkJ0hLRZBMwT5h6O0bVzVyx+ZuArrKnOoQO3tObDUwMNnnfzcA6wrfZIDyiTYVh0P+60743e/aV3OL/bYX7R9yxMLx1YEhLjsuumXlrCbsGb5oYxnJWXsljy0V5P3HVSTNSc7bJXlqkWDtfsllrVcw67t/mGg/IkZqRiW2BhKQAv77my8/1PB4CkacZ9d8mtqBZ5h/8FeTG+csYsviG6nItpFTo/RaNfjMFL5ikkykaaJbg9ZHj12HX7WIlakMjJwwh+xLRkqJmboV6eYxyv5mIsEXwMXvWsiWe77KaE83rSvPZO+G6fPURCprSA+Xko/p/gBWYeYenrNWrGL2vNWIDTn2JJ+hNze1YF3ryjVccvYNpO/pIHR+HdnHS1EUtmuhKdPXXDqVuEh2qp00uhWUy8mFGZVKP/vrR6jKhEnJLNkGQfbpPopY7NZKoVSLymbTHKklES8ih01qWur53cb7XvHzOBktLVsJBpPs3XseUh69Ls877zzq6p9nbGwz8fiVDA5+B9s+OrkYGmohFPwoDQ0mheLPEFio6lIy2TuQ8k/D0gQwSDU/5zpez69oZrIjfrj1S3xrrJU3Rof43ViAfXYFdnY33TRjilIQwD83JHk+o7KpUMZyI4mrVXH/6CuzNPVCUXpzoAnc6smTEAFc6xq05U20oEb5iImbtXlob8mC/ZFL5/GRS+fP6LF4YuQU893HDnHLH0qzluOXW37xfBcf/9XMeoJXMcZz/lJejXOLX6NbVk+0NTDEBv9NJ/zu9+0r+bz9rpcsRv5qLMXNibGjDbPOY5mY+WiaL/7AZk4/PLZU8K2rJ88ev3F3BbW7TpyR8y2f0mgZkHz5+y9cfEggG6onkB9Edac+LHOBKoxiElsL4CoarqKh2QW2L/0b0tEWAM5/4mak0JBCoLgWfTffNuOZQx1zD9JNo/nXTtseDO8hNZxDqHECgUNkkg6KWoudf3iij+Y/h2hlDseS6IEmhtt/O6PHeIRKo4GG4Dx2jj05Zdlk7ty1VLkNbOt8iDVzrmL20jXkN5f8NaSU/KL9S6y75M009DejFzSy0SyhZIgZtUWPY+OwW+1mtlNDmMnOtg4uBytHqB8JM+TPUDAL6FLDh8YDvtJ9LaTgErkcuSyCfSBJ+eI6fr31VFkqjgzAVPEvhIuUYuLfwLiAkCxb9hAS2LnjkknfXb9+HeUVt1EoJAn4l5JKlyyHY4layuJHI5T8xgoKxZK1zuebg2memgglG5U00SlLGAAugmGqqGaQQaoxKGBgkiPIY1zEA7yKj/IlKhnEh4WKjRJYxK7yT/KjQZ3LYhZ/GFNJOAo1so8BMTkqr0pzGbIVylSXMWfmJwQTFBzQFVCnmcDl7VKbK0GCcCRSVxBZG333GG6lgT07Ump3JOgKrw6E6N46CLqCEIK9hxNIv4r0qyhjRye/C1rL2Nc2RiSoUxby0TV04uo9IZ/Kg393AXWxqVbUl4OX9OwU47gnfkLmzRO/EAUuc0Qvh2T9lBTrABqlB7iNioGFQFLAR7U4eqP6MTEwx9sMvnShAdOsuLTpGveFglSOjrLhnVH41dQ+DwYDbPYbvCqT47ZYBFMI1uUL/CJydNbXoWt8prKcjKKwPl/gR+pAybp/AiI5yYLukp+Ge1yomGFKZg3AwXqY2wuWBskgVKZgzvhzcP1eyYMrJaYGWQMCJicVIgDn1J3NZzsbGeNnJ+13LINVq9i15D1UDW1h2a7/ndSWaFzFlrnvoSq9l9HwHBwx/Sz82fWfpaAfY5r+I0JEunkQOkJMvfWkWwAxLsKkzYKzKtm3sR8rW7IAKVorQo2CNJHSQihhLnpHkHu/ddRCZI2nsXCZnO3ULmxgdCLPydaTHiNATK8kolfQnZsadRNQI0R9FYwUeqkJtOBIm7SVoNrfxNqqq0rHIU2S5jBGNMjgcAeXXv0+jPHdNjfNB5MJIQKlZcq3r/0szuGjoauhsdAfPU4TmwNqH/OcOnzHPc4sbPapvcxxaulQh3CRhKSBjcMjvlJSq/1qH6vtVrQ5UeShLIEVlfxmzyOQAQxKOmCan14KyYNiGxOlVbb+sXo/LppmYdvTh9jregHHURGC8aUKB9sy8AfSrFhxH5lMObt2XoSqOiiKjWX5OfvsFjT9W7iuQFXj2Pb0E4QLLnwQ1z32uvwp6fT4GFl7Jj49VogAE0IEOKkQSRNhA+dxPo8SZHoLwSjlHGIuy9jOFlbjo0gdfexjIT/iPVjC4FPyc6SIEVRVKpzDjJS/l59kl9Fvnjxp4+f44uQPCkzUwPrZyNEf73ghAjBkl57BL0SIiLSFSFu4dYFSnphjcSVqVxa3wij1KzigCqRfRduXQsnZOLUBnJoAs6RCh2mxuDJMZtcofYmTWxuVtIXWNjnp3NS4OhAFp7TfY9jXNgZAOmeRzlnTfKvESnGAby1upy500UmP5VTiWUZeIt946ABffaCU6Od4y8i3Hz3Il+6dPnTy49rtvF+7m/+03sjXnTdOatOwecD39xQwOCTreI1aStiUlEFi4uhNvsdtZpHSOW3bsSyf1YQUgveMJflIYvrwwSPWj5nkq9+zaRyBWy9XuG/15Jv87+5wWLdfsr8e5r/Mmliu0Ng/782UJ/ZSPTR96K8rFPpqz6JyZAdjsbnYWgDVMRHSYdeS90z0W7bze1jjbZpTYNvyD0y7vZeDdLMUk/+NUOswom87ri2PU/gJQkRAaFj5rinf98ffBM5mCqnDL3ifPsWPKnTyTnpKm64YqELHdPME1FKxr4KTJazFuLKxNDYP991G2kogpcRyC9TUzeF8/xumbOvlMCoyRGUAjekz+xaxOKwOMNep5ZA6gCoVIjJAWuR5zFcSXbOdahrdCoSmErR0rDqNB0eem9HjPEIgkKRYDOK6U1VKIJDENAOomoUiHBTFBSFpnbWF8ooetm+7jEIhjKraqKpFsRhizRoXVfv1KTnWl8IjXEIf9byNn0yxxTyhXcMhp44z5RPcq99ArzKb/vHJ15vkz3k9v6KXeu5T3gBqlLn2szwV+Gu250/BkpqUYLngO0FGaMsFTYAtS4YhRYArESkL7VAae14UGdJKbaLUpiVNyrryJOI60YRJcSiP41MQxaOCyJkTIZyyyQ/lCVb4CUvB4Oip8f2oZ5gMflKEp7TVMEoBHxIIUSQoCvTLcmaJfv5O+yUHZAPftF9PlCwBUaRXVrJQdPKp6L1g5ei0y7lK30Tg2GfDeX9XKhY6g3jLNDPEnr4UjfEAYzmLou1StB0qwwYfuG0zz3eUrBUbP3Ux2aJNwXKpifp574+fZ2vX2LTbO3apZFZh8ix+oejkXmPmQsuOCI1zc3m+MzC13HRaCM6e1TTl8yP4LEk8DQPlU02LPktSkYL+cmgcBkuFsRBUJeErt5YeTjubBV+7RsFWwdTAZ8MP/3PmfDi6lr6ZA5UXAlMdQo+wb95b6Gl4AXV0XgRSmljZe1D1eajGkuPaHOz8oyhaA9JN41odoIRQlDh24WjYtha4CNc6BCKAolVh509NArLXN9+ET/VzZ8fXsNzJ4YGvX/BRVFMh4Q5SqdRP+33TLeCbJmfIibBxyAuTiJxq6nVwSYs8MRlkTGTRUNka72ZfrpNldjPr7Hm4uBxUBtBRCMsAI0p6khPnzOFSUdFNMlkzjbVCEo/3kk5XEggmUcaXQhxHp7FpF9XV7QwMzKa3dwGqYoOQ2JbBsuVd6PrMJ+pKEkXHntbqkCSKiouKTZ4gJj7KSDBMNd/iJqKk+Cj/ToEADipRkgxRww/0T5NyoEkeYiOlbMq1spd+cfQ6qJfd9IpGAGIiT3Ka33RGyNuoo0Wc+uBUi0PBQR3M49QFUftyIARuWENJWWj7kggJ5opyhO0iFYEMqCgZm4qePKnkzNbI+WMouLiUlsgEEgG4KBiY3KTdyePucp52F6GML7u5CMLk+bD2a7a4c6kRCc5RdtEtKzkoG/iCXqrGvdOdxQ+dK7hA2caQLKNd1vBP+m0TVvSZICMEu8obWffeDeCf6oT8cvDEyAzwXPsob/7uRupjfnqTM5P58GRi5DxlOz/x3XLC7/5beZycIviX4dEpM5avxsvo0VTOzRf4eryMkWMifN6SSvOPIwl+EQnzL5Ulx9e1+QLPBk7+krnlBzaz++ET71Zpq5u8x0/f7nBGm+SZBYJ1+2bmEhqsWsn+uW9iye4fEE9OdmYcjS9gz4LrmN32W9pnvYp8oGpS+8WPfgBH0dg3/23kAtXEUu0UjRiD1atPuD8pJa7dhqLWTRtt4lpdCLUC6WaAIyZOHTPzG5Cl2YQvekOpTboIJYCQD1JItb+MUZhKTWAW66tew6bhB6YsmwgEF9W9HQWF0WIf82Kl800UB4gbNRP9BvId1ARKfi4ZO0FYi590n0UsTGFPKyosHIpYBPGRFgVUqeBHJy0KPKzvIKFkeW1xDQY6qlTwoZERBZ6M7GfQTBCWfjJi6v202prN/lA/afOFOwOqqklt7UEGBuZMERWqalJbd4ChwVYqKrpQVJtiIYyi2ixYUBKGw8NNjAw3o6g2tmUghMuChRsQYmYfi2ki7GUxq3l24mV0LJtZTQXD2OgMUoOJjxbaeZjLeEhcQbNs52/4Jj00YOGjhTb+wNVsEDMrtIGSRcGVMF0NKtsttRsqIl+aWCgDedT+PNbiMmSZb9xiMW6NUAVYLmpPDmWkgFsdQO3OIkwXt9JA6ctzZKidCgNhuYicjVvmQx0pnhJ/IR8Wr1Ke4SF3FRmCk9oMTF6lPMtj7nLOVPYhEShImsQgH9Z+TQY/byz+M8uUw0RFjowMkCTEteojXKPOTI6oY3FhmsX8Es4xbUfsNiqlIfttOETIdbkkl8c5ps0B7oyE0CXU2DYPh4IkFYVHwmFMBP9w1j/w5vlvntFz8MTIDPDpX+/gZ89MXw1WweWftB/znLuQ37vrj2uVfEa7jX2yCT8mlyvPkyFAkxhkmdI+0es685OcpewmL33skS38r+8rJzyWnBCsG7di3N/ZQ90x1STzQrD2BBYO4UquT6X5u8TYtEsywpUYVin3RmB8IpE3Sv/+0bgV4+51gjvOVkCU+vks+MlXTmzhsFU/6XAjZclDU8JfXaGSC1QTyvWRDdahukVUp4jpi00UZzMKo5yx/Zsoro3qmNhagKfXfXbafZXCUzUueeyDtDdfzuHZL7zQk13Yip1/GKE1YEQmh0s7xT1YuT8g1EqkM3ySregcFSonR6CwrurVJIoD7Es9e1ybYFXFZWTtJK50mB1ZgVQhSBifelQ0bhl5iAWxtRSdHCPFXuZGV550n3lMXFxCTBWeBSwsYROQJVEhgKA0SIocv/NtwhEubyquR0UBCQF8JEWOB307SIs8ETdAWnl55mkhHKprDpMYrcc0p/cRCQSSNDTsoadnMfUNe9C1IslkDaHwKHV1JdE6MtJIoRDGp+dJZyoIBpPU1s68w6WJj1/xVlbzDAuYLAwLGNzBtSxjG900s49F+MkzQiV7xFIArpU/RcdiGyupYJhq+vmFeOeMHyeA0p8HKXHrglPbBvNgS2RYQx0oIAXIuA+1K1v6WwFrVSXKeAVeN+ZD7cygDp/Y2uCGNNy4D7U/j7Bf+GvFT5FZYoC9curzScdmsWhnm5zDGeIQKYKkZZAqMcar1ac5X9nOx6wbUZBk8FOQBn5R5HxlB29WH2WTu4D1ym4WiU52yRbqxQgVojSRGJRl9MlyViiH2eM2EyZPkzLVgvxCkZT017FnLigJgF9EwqwsFlloWpPabeD2aITFRZMRVWG34SPiuswzLb4Tj7HTMLgwm+PadIYdhg+/lCwoWvw8GuaZgJ+8MjNOt4GCZE2Hxvtv/ilLK5fOyDaP4ImRGeAjt2/hrq3TOzZcozzJ13yl1OPHWzguVLbyQ9+XTrjdTk0jIF2qpqmmmxYCBdClJK0oWEJQ6Ths8RvcUFea6d7V3UvMdbERVDkOjwQDfLSmasq2IjnJV/7HoX+WQ9W6JH9bWz2lz8d/6bC0Q/LoMsGVm0uXgqWCfozWyPghPD6RLWpg/BHr4KaVN5OMzWHRnh9RNzD5pbt3/tvorT+X2v6n6a89XsS9OFwngZn+GYo+G1/oVdP3sQexsr9F9a/BKe5AOoMItbpk7ZBHZ+BCrUM6fQilArCR7olTdCsorCi/iL78YfrzbVPaF8bWMlocwK8GKTdqcaRNojjIOTXXTPTZMPBrKv0NuNIlYQ5wdvWJRZREkhYFItKPmCaiIkdx3M9SJS9MHFzC0s+YyHK38TyqVHhL8Sxs4ZaEifQzrKS5T9+KI1x0qWKJmVk+C4eHKa/ooatz2aSwUIBQeISqqnb6+ubTUL8XTS9SU1Mav6GhFvbuOR/Dn2b+/I34/RkSo/WUV/RgGCe2lEggQTlxploLAYappJwRkpShYU+Y0veymJ/xLt7KT1nK9gnRLBHsYQm/4O0sYxt7WUy7mE2T7MBCn7SMMUfu55CYT63sJU+ApDiJtcmViIKDDE4fMyByNlITE9EU2LIUGZGx0PaM4cYN7LmR0kvedpEBDWXMRDuYAlcifSrqaLFUSdqnTHJkdOM+lISJVAXSp6DkT/5bByigY0/rp2BgEibPGGEqSWKisVbZyxvVJ7jFfhuHZT0gCVFAIsjjw4fNlcqzrFf28IC7mjepjxMnwxPuMq5Un2W5UroGvma/gTmilxqR4Hl3AauUA6xX9kw5hpdLXgh+Fw5yeTZH7LhAhJwQ/DYc4uJcjqcDfqzxq6pb1/hBLEqN7fDDvgGe8xuMqiplrkvIdflVJMyG4MwvY1WNSXIGZANTr+6KpMTUS/dAwAS/BcNRqB+Bi7e5dFcKHlsmCOdLbX3lUDdaatOd0rL6wi5oGJGUj/vH1vzjP1D+jnfM6Dl4YmQGeN+Pn+f+3dNHR7xfvYuP678ApoqRd6v38jn9x9N+b1RRuKCltA67o22y1aUgBOc3N1DmurRYFk8Hpr+46y2bXv2PB0K95hmXdz1cEjxH8nAo4zefqwh0W3Lbl0/8YBqNL2A0vojZbXejHFclNxmZxXDlcur7NtDdcCFSKETSHQxVrWS4cjkA4XQnVcPbEFISyXQxXLH0pP4brj2AXXgOLXAuilo2uc1JYOefQvOfiVPcgusmkfbRMrj++M1IKXGKW0BaCCWKlAXs/PT5M6AkKmZHVtCXP0zWnio+WsPLGCp0EdEr8KtBXFzydpqL6o46nz7cdxuGEkQIhayd5LyaN+JXTxwFkqOIhjol8uNIm4qCQGBhYwobn9TYpXWzXetgrTWXBU49BWFh4RCRfvqVsYlwU0UK3BlaXqit2080OsiB/WdNyooJUF19iHh5L/39c2lp3o6iOIyMNtLQsAddL4UV9vfPwW9k0TSTxFgddXX70bSpFiQJtDGHerqnpLw+QpYgz7OOdTzFc6zHh0k5wwxTxU/5K8ZEOe+V30aniIpLGQkSlHMH19InGmZkPCZwJWpHBrfSj4zoU9vaM7jlBiJro6RLVWoxXbSekqAyzygHR5bCLzWBDGlou8cQJw8YOSElcSUo2d1KG3HHjfdvUh9DIPmlcyGTw4Mlb1SeICCK7HcbeZ36FCYaT7uL+SvtXtYreyhInQ9aH+YCZRsSwfPuAl6rbuBSdXpHcQlsc2dzSDbwGmUjhnjh/gwDqsozAT+vyWSnLEkMqCqPB/28KpPjnnAIBclc02K/z8cPYxF6NY3/6R+kR9NQgAbLpk9TeSQY4MFQkDrboecFPCtfKHN7JF1VUPQdJw6kZFEXdFaVIgM1B1QX0gFY2iG5cLvLvasV2moFAbPUPhyFxZ2Ss/aUREUkX/LRszRwFWg95tXz/FxBzZikoEMqKFh96OT3uaPoCClRpsnvIhG4iobi2riKhhQqY2Vz6Wm+iFd/6gIiy5dMs8WXjidGXgK3P9tJb7JA0KdSF/Nz0+1bmS+66JUVxMjiEzY+LEZllP/y/deEal9X+CYhUcCPyYCM823f11mnTO90t9Fv8L5xC8eWts5Jr6Ttho931NdOf3BS8olfufhNyeffriKPc/T6yF0O1QnJpnkK1z4x9cn2lk+qvP4pydseL7X1xaFualj/0d3BRE2UBft+RkPf5LoUD4+3TftdN4tr96DocyelEi+dhoVr96JoTbh2ZykRlwgi3VGszF0ACK0BzX9WKfxV+JFuFiszfRbVxuACUtYwhcA1OOZ2nMLUCIoqfxOJYj8RvWLcqcxBSslZ1a8l5qsiY42xYfDXKKhIJK60WV99NWW+qZakI4yJLAHpw5gm7jMt8hhSx8HFwcUWDn7pY2BcOFS7MS43l2PjYgmboDToUUZ52FfKrjq9qBg3Ah+xBR+DEM54rgmBopTEpeuqJf+HBRvQ9CK7dl484QfhuiqqajF/wQb8/ixjiToam0pRKcmxamJlR1P4J5PVRCJDKIoklawiGju5GbuLJnaygiu4Z+LleIQeGniedVzAwzzMZRTw83txDQCXy3u4nltJUMbPuJ4kZSxiJ9tZyX6x6MQ7lBIxZiJjvtKL/wRtIm2V2kv+hSgDebTOLNbCWElUCDjyolYGCqjdWWSo5CgpTBfpU8CWiGNm0tKvlqwdqijt6ySCopIk5yg7+K179oRYOOZAuUp5hk5ZjR+TeUqpaN1ut4W3qw9zrfYojzor+E/7jSxV2hFItrjzeJP6GK9TN1AuMlN3+DLYZvgYUlUuPS7RoaT0jGrXdc4sFLg/GKSgCDYG/BzQfXxpaJhz8wXGFIVHggEEsNA02WwYPBoKsDEQoMmy6NJnJrLGMCWrDkmenS9wjsvfYZiSlYckm+YKzmiTOALGwoJQQXL+zlLqge+8WiVQLDmapgMCny1Z0SZZeVCSDAkaRiSqWxIV4eNcnNJ+UCQICZkAVP+RWoepSDOB/Ai6PTXPRyZUj1FMYKsBHM2PpQUJFEZIR5rprzmTitHdVIzsxFH9OIqOYSZJRltJxBfiKipCSgr+OEJKhGszVL1qYtsNPY9RNOII6aBZOfrqz5n2+KS0cK3DnHn15Zz1+jkvaPxfKJ4YeZG0DWe56D8enfTZKrGfO43PccitY47SN6nNAb5SXsbKQnFKdlIJfC0eY65lURCCxwMBKlyXeabJLRXlJQcv4JahEXYZPoKuZGnR5EO1U5dajhDOSb7/9dKL5gN/qzJUdvTmi2Yl//uN6S0cnY2X0F+7lu+d/W3+9xtT75gDc95AIr6A+t4N7J9f8puIjR0kWTa3dC7SJZQbJB+sQgqVsrEDjJXNm5TGfvK/XczUj5HuKFrgYjT/GZP2Z6bvxLXbEWo90pm8BKYKjUqjgcFCF/K4F5lAUOVvYrjQTdyow5UOy8svoDYwi5yd5rddpSUzvxpCSonERaCwovxCWiPLKDp5DHWqpWlIpIjJ4LSWimGRIiID5IWJi8RFYqCxX+1li9ZOvVPO+dYiHFESHYbUOaj285x+ECEFchorhc+Xw3E0HMc3bZvrqkgp0DQLVTWxHR/V1W20tm5h755zSSTq0bQiqmZRLISJRIdYsGADum5SLAanLGnY4+c1nee9jYaLgoZFAT8CiZ9CSSTwOjqYxYf4T47MqnUsivj5A69hPwtZwzPcy2vIEGY1z/GIOFrn6Az5PCNUMUo5i9jF8+IES3K2i9qdw632H13COPJIGhfcImWidmVxmkKo3TlEwZnI53DE4mC3hsGRiLyDG/OhZC3UvpP5s0jWib1sl63kp/jTSFaJA+yTTTSJIQQSBUkWg3OVndyg/oHvOlez2Z2HDxsNh2EZY52yh7/S7mVAxqkXIyxROkjIMPFjxMJTzmIqRZL5Sg8JGSaLn0Yx1SfpWM35UDBA3HFZVSxO6fNAMEBISiKuy7N+Pz5ZepbcEQlxdyTMGYUinx4Z5Xm/HwXJ8oLJPeEgTwQDdOg6qpQ4x01sjrWeHo9wS/WdLA0MqzSD91mw5oBkOAq7ZikT/QCkIhBuKbfQ3D7J1tklh3fdgb2NguVtLlc9L3EU+PIbVWb3S3wWtNfA7H5Y0iFZ2ilJBSA6zc/pCmXCanu8s+eRNnd8QiTGrytHNRioWUP14GZUpzCpj60FGa5YSnxsP+lwM0Ujhs9MI6RDX905JMrmMffwXfjMFKYvim6mcVUfQ5UryITqcBUd0yjDVxzDNMqO/lbSnZiYGYVRikZZaRtGGVK6HPU2EceciYtrdyGU8Pjy8eRfvzSZK1lhpTtcWuJTK3GtNhxzD4reimosQdqDIFSEUoZjHUS6Y6XPlCBIG+kmQBaJ6VWsu+EdLLv40qkD/TLwxMiLZFvXGK/71uTZ/5e0/+Yt2mPT9v99KMgnqyuBqcstjwf8fGAa/wwoFXe75YcOgzHBl9482fwtXMknfuli6SXLxTVPl27Cw7UldV8wypBCZUvrKGfvkeR8sKepZLIz9QiOoqPbWYpGGa7iw1YNtqz8KADNnQ/Q0nkf2WAp8U+gMMxI+WL2LjxxGnkr9xCOuRcjeh1CmTzuVv4JnOJ2NP9a7PwTpeNXokg3hSJUIlqcpDU63ttFqFVIpzSrDqoRck6aoBbFcS0c6aApOudUv55KfwPbRx+jPbMLVzq40kZTDNZWXUVtYNYkUSGRdChDlMkQ9x3+JpVGA5fUT3YGlEj6lASVbpQxUZqVKCgIYLN2mA51mDlODcvsZtzxijMqCpu0Q3SoJ3ZcjZd3k8vFKBYiU9rKyvrGc0lY6L4CqmKTy8WoqT1IU9NuUskqDhxYh8/Io6kW2WwZ9Q17qa/fP+2+bFR2soIlbEefRlS004qDQpQUXTTjoNFEB9tYyY/FX1Muh/kU/0wf9bioNNHBM5zNPVxNRpzgfjIdhOUiQ9PMYm13wv9BZKxScidDRWRs1J4sStrCPKMCYTqgKkifgshaqL151KECToWBOnDUydHAJFcewa32oyTNaUSEZJbop13W0iwGyUk/JipBipyp7ON16gZusd9GAR8FaeAgUJGsUA7ydvVhnnYXsVbZyxKlnR3ubGIiO2HVfNZdQL8sZ5k4zC7ZSpACF6tbT/i7u8Dvw0FWFoo02pMnADbw+3CIZcUiPZpGv6aiSRhRVX4eDZMXCt/rH2RMVTik6+hSMtey+FUkzMaAnzF1+nwZ0azEUplSIgEgli3N+m0VQkXQbUiESzP1c3a7jIUED68QhAqltuEYlKfh/J2SgCnpLxMsby9tfygGZ+2V1I/ftj+5SGF2v0QKGCgrCY6WExjGssEaVKfIcHiMxmnKTzmKTtGIE8gPkg2VnkFGMUk+UEUq0kImXM/cQ3dRMOKorolm5yj4K0mHG0nGWglnekmHG7H1IEYxRS5QSaK8ZDGr69uAkC6OYqDbOfKBSkYqTuyEKaVE2j0IrQ4h1OPaXKQzMO5XlpgkjKU9iGMdRvOvAjEeNTT+k7h2P9LuHbfkHsnb4QAS1yrlBRJKFKEeSbzmIoQPx9zNyUKGynxVFJ08eWeq9Suil0+E6wfUMCDI2SnKjToagnMZKfbRkztAWIshhELGSlDlbybqqyCoRii6efxqkLAWJ6LHyWuS8qsaaDz/jBMez0vBEyMvkufbR3nTdyeXYv9v/aucpW8i5EqK446lRQEBV/If5XF+Hg2DEDzX3oUETCEIui7fjMf4fixamtkdO7xCsKTD5bM/Kyn5t35CnTT7aO2T/PsPp7dwuELh0Qv+C4ALHv8oqns05a9E8Pi5X56wXIxWHF3zc6wOXOswzWMKjhZh8BgTHoBj7sO1+1B9C7ALmwCJojXgFLcg3SS68OFoTZSS9TooWhN28XmEm0ERGo600IQPiYsjbVShcXb1NdQH5/B4/y8nHDzleJDc6orLmBM9g+7sfhpDk2sgFMaTW8136qYkwDKx2a/2MdeppU0tVat8WtuPKyRlbpA3mWcB0K2MoCDQpIqDyxP6HlIniPgQwqGpeSfDQ83kcpOdDxXFprFpF6MjDUQiIwSDSUzLT7EQZsHCkmgtFoO0ta0kGEziOhqFQpiFi06cL0QCv+X11NPDGiY79roIfss1VDCChs1zrMOgSJbQhFXhQvkAy9nGk5xPgDyzOcRPxA3jD8Xx6+g4q4LSm0OYLs6s8JQ2tScLeQdZbqB2l4SaU+FH68igpEv+HebyOMpI6YEny0rRFkrqxNFDc0QP5yg7+alz2ZTliDmih0uVzdzhnM9b1EfwCZuLlS0sFh181X4T/+u8miYxyF+p91IrRtnkLmCJ0s5r1KenRCocuWvS4w6Hr81kCR2x0I33SyoKvwuHuCyb4/Ggn5xQaLRt8kLwvbIYbT6dzw+NoElJTlEoH49Quycc4omAHwWmjVZo7Zf0xyFvTBUHs/skgzGI5Et5dY6Ig/m9kou2STYsFuxrLIkDnw39cVjYVarJJEWpf2VKYqvgKLCg58j6v8Pz8yRVyZJwSIYEZx6Q4zP60ixaCgVX0dHsArbmZ6xsPkiXypGdSKEiBSiujaMaJMoWIBUVf2GURNl8pBBE050MVS6np+ECoql25h66k2S0FYEkmO1nuHI5uWANY2Xz0M00jmrgqiULn3RSIDQa+zaRC1SSDdUhpIur6Fi+CFI6ILMgIhPO4UIJIt000hnBdYbQ/GuRbnZ8edaHdDPjbQMoaiWuMwTSRCgRpDOGY5aWNTX/2SVL6nhBSOkkce2ukpg4gjBAHrUsVRqNjBZ7cXFBBMed2TUEDuVGHaPFfqJ6KQ2CIx1UoVJm1FDjb+FAajOutFGEiitdhIC4r464UYPlFglqkYnq0JrQaQkvxkWSLA4yZg7iSgdV0TGdPI2hBWiKga7oSMBxTTRlfEyRDIs0AXyEpR/LNdGPaRsSafzjy8RpkUdBIeoG6FMSdKnD1LplNLmVjIkcCoKw9NOrjJIVRZIiN7GUnBVFMiKHEu/g6mXvZ86ly054f78UPDHyInBcyUO7eoj/8vWcqeznkFtHER9BXw+vb6zj4myObX6DAU1DSIkUglC+VAdlyxzB/Ze4dByzDhooSv79+w6H6krOSqsOlVKbD8agYQQOznk9/uIYXZFHOXuPJBGC9hrBysOS7vrzUVwLn5VmqGI5inSIpDvYu/A6XCcBOCw89CDpcBMCl1jyMHsWXY90UkgshAiWzHDSApnHyv4eAC1wAapvMa4zAEgUpQLHOoidf/SE47Ku6jU0hRZwb/etZOyxSW1nVr6KWeElHExtYX5sDQCWW0RXDBIiS7syyHKnpRQWekxbmjyH1AEWOPXsU0vLNBUyzJBIsVlvAyQL7AaiMoAEYjLIqJJhi9bGseZLAMPIsXDhkwyPNNHQ9jq6lRF61cmOMH5/ijlznqe3bz7V1W1Eo0Mkx2oQikt1dTu9NFBmJ0gP1xIr6yedqkIoLpWVXfTSQDnDpCldcxY6AXIcZD4/5L1cwv1cwv04qJj4CJFlH4v4P95BJYOMEadTtBKSaQLkGRbViKQJukJroJ3DYi6GLKBjkhFRxLhTI0Ig8napDoUmSjka+vNYy8uRER2RtcAFGdFK1obe0tLFEZP4sSwVh4mIPBvdqU5pS0Qb1WKMPW4z56mldObb3DlcqTzHB7Tf0CfLeY/1MZaJNiSwS85inbKX16kbWKvso1tWTlliGFIVdvt8nJ8vTIluGVYVnvf7uSCX55FgAJ+UbPIbPB3w89djKa7K5sgIwZ2RMEUhWGCaHPD5eCwYYKvfQJOyVJzxGPHlsyTr9pXy3Zj6MXuUEr8J6/ZJnp9Xmv1rTkkY6DZcsk2ysEvy3auUCRGQHV+tWXlIcsbhUhRDbeLoUkRwXP+nIs0Ec4PkfAVcwURkQv0oZMKNBPJDWHoYR/HhaH58ZpJ0uImB6jVUD28lmmrHVv1IRcVnphmLzWWsbO6EmLC1IFIIhHQZqVg6XkJAoW5gC5YWQiDR7Bz9teuR0qQkvVSQFlIWEUoI6WZKJn5hoOhzQZql+0YESgLA7hl/XoSPeSbEcaw2XGsfQqlAC5yF6wyXIriUCK51eFwg9FOanEgELhKJrhiUG3UM2Vpp+26q1EcWAAdDMQhpZYyZA1T463GlJGMliBu1VBj1BNQQ2xOPEdUrAUnWTlHmqyKil1Nu1JKxxgjrZRMv+aheQYW/njwmQ5mDuNLFlQ6KUFGESoVRj66HMNAxsXGcAroawMHFxKZPTTDLKVmvbaeIrhq4SIrCYkAkicsQKZHHxsWPjgA6lCH6lSRLnaaJCDRNlvzMetVRshRxROnlXuGGSYsCaZHHEg6BQArTDBCwIpTLMGMiS1QGGVDGUAMJLCuAotioqg1ILCuAP5CiPN5LMllNLhdD0yyEcLEsP8HgGMFQciIKTFVtpBTYto+yeB/xim7GErWMjTagaSZCSCzLTzQ2gKLalMX7cGydQjGEplkUfDpPaefxFv9Szjn73VOeFS8HT4y8QA4PZbj4K4+xXBzibuMfJ7V9prKcuyOTw9sUV+IKeN3Tkmuf8KG4Jm/95OTZ0xWbXN79oIYY92QuzUoUFNciEV/I1mU3AgoXP/ahY74lyQbreHbtP0x7nFI6FMe+DoBR9sFJFViPtgmEWjP+sCgRVCNcWPdWDmV7OZDejmtPTjN+ZuWrqPY3czi9jeXlpUiX0WIf5UYdvUqCXmWUBfkKInoZAClzhKivgn6RoEMdZqHTwA61ExeXerecQ+oAPXofgWCKlrEVqCg4uFS7MTrVIdq0foLBMbLZOKFQAsfRcRwNTTNpbNxNbd1Bduy4BMv0l9pcFV0zaWjYQ23dQVKpSqLR0gvQROe3vJ4F7CX3zFwCgSQLFm7A5ytg2zqaZpEjwINcyXqeYisryRChnBFUHL7HB3AtuER7gFZxmFHKiZLCh8lP+Cvylh80pSQKBKVEUIpAFBy0AymcmgBujb/0LpCAAiLvoB1K44Y1hOmiDBWQYR0ZUNE6sywQnSREmN7mZpSBfCkdta6g9uVZIDrJ4seVCpUiiY6Njcol6mZerTzDP9g30O6WlioCoshOt5X1ym6u0x6ghgQDxFklDmCioeLiFxa7fDoZRaEyV06jGMJGJUGERjHMLl/JUXGhabIh4EcAS4smD4UC/DQSpsFx+fehYXYYpWRiC4smzwUMngwEeNpv0GLbdIxHMZjjFoTqhGRBj+SJJQL1yBq9oiCkpHYUFneVxMHafRLdLvkRNA8K7joLnpsvqEzBWXsk4YKkq0rQMCxZ3i6pHzXQnCK2aoyv/Y/PuvUwQ5UrqO97CiEdFNcav99UikYZo+WLiCUPk4o0Y/qiGMUEUqh0N15INhBn7qHf4bNzmHoYn5kq+QxULicTqATVwNT8+IppTCNa+pGljWsdRmgNCCWEUUhS9MfQzTSW7se12kqJ8mQO6aYRwgARwDX34FptKMYyFK0O6SRB+MZN9ftB5nGdUQQOKBGENHHdMRShUu6rxXSLpO3cuNAogGIg3ASVRgOWa+JIm5ivCkdapMwR6oKzaQzOZ7jYzeH0DuK+GlwcstYYtYFWglqUMl81eSeDJnRcXAwlQFWgiTwmprDJZnrHy8kLXOkQ0cuRqo7UNKIywIhI4yKxhUNa5MkJk+V2aQIyJrIIBCFZmpxkRJ6EkiXqBkkrORSpoKMxJrIcUHvx6yZL8oswhY1AoEmFjCiQFDmGfP0IOwRalqgTY1TJIISLrheJRocYGmpBEy4xN8qokqYMH3kjQSicIJeLEQykEMItpelXLeLxPgKhMXp7FiGEiyJcbEdH00wi4RGMQBrpaPj8WfK5GIY/g64VCYXHaGc28fwYii3I52IEgkly+SjB8Bh9Rg0NajcpomTMGEFfhgBZemhmJ8tYw7NESZK04hh6Hl1adIsmBikFLRTw48PERkPFYRsr6WQWS9nGLA6j4lIgQJQkh5hLgQD7WQhIWmhniGoGxeQAiLBM00QHY8TRscgSoohxwuXZf6kb5r0LPZ+RE3IqxciRXCKrxT6uqP5PDvl0KhyHWZbNt31xvvAjh40LBfN7JPP6IO8rmU81WcbT6z5H+egelNT3WNpZCrtKhiCeDfPMmf9AONONo/lJRVsBEK6NKyTF1I8QSoRqdw3JWMlz2Vcco+iLYKb/DyF0hBLHMccrhKo1SGeAMytfha74eHp0G67dXmpTKpDuCCvLLyGghRnIt7MsfgGudAhoYWwcntMO0urU0Dn4FKsrLkciGSh00BCcy0Gln0ElyWynhu1aBxJJo1vBDrUTJzRAODJCde/5ZEQRB5d6N85OrQs3MERZWT/Dwy1UV7fhSoVsJk5ZvI/6WbsZpIbU7tnomonrquTyUWLRQZpmbWNAraOBLnpoIkBuYjliA+fzJBfwAf4TPwX8FNCwyBHiKc7jYXkJy8QONsvVZJUoOBKtLY1e5vKlir9nhEp+yrs5KBYwR+5nlAoSdrxUwKo2gDJcANMFfykaSd8zxjy3i/bmVvKhEKLolKImFIF2IMV8q5MeWUm5SCGQGFikZIilShvv037Pr5zzedxZjoZDQBQZlHEWiE7+Rvs93bKSuEizTtlLr6wgIcNcqm7h8YCfKttlZ34956g76ZZVjMooV6rP8WggQNx10CTsMXR8EkwBvwuFOICPfxkdoRabTX4/qpQsNU1+HwqxRfHTqWmgSjRToLql67A8DasOSlwFHl4hiOZKEQCJMMSysHafpCwr6a4ULGsv9esrF6zZ7zJnIETRF+G28wdpHZAoLvRWlPq1DPgIOFEC+WGyoTqkUPAXRsgFa0lGWyn4K5hz+DfkA5UI18YwU2SDtWTCjaQizYRzfWRCDRSMMkbjC5BWG819+4hmByn4yxktm4tAIoWKpQbIhMtx7X4UrRHX7gVchFKGdMdKwsBNogTORcrCuKk+jHRTuHY/OENI4Ue4GaQwELIIMotCkbrAbPoLAzj4kYqBcAsI4Udx+6j2t5AwBwhrZfhUP6aTLwnuwBzKA40cSm2hYKcx1CC2ayKR1Phb8OsxdKHhU4Pk7RSa4iekRQjqMfqVJDEZwCqkyDtpDDVEwc4QDzQyopWis1wkGVFAQyUqA3QrI7TrvTTZ1dQ7laREDhWFgPTRrY5QFCajShqfq6EqAokkJx1GtVGCwSRSKpSn5qIKiSNcNNdHShtDDQ2TV4rY47NsKRUy2Tix6CCx8j6KhRBDA62EQmNIBMVCiGh0CE0vEgwnsIoBhOaAkERDI4iQWbqfuxVsy8AwsrhSQQFUvUjR0JAxixr66XBm49oqTUbpBdrGbNJEuYT76XXqsawAtf4uuqxWMnqIHhqpYohhqgiQQyJIUM5m1iARXMwDWOj4yWOj4yLop55OZk1YLZvoYKtYM+X5H5cjtNDOAebTTAf91JEQR51FdWliianO5n+s7c+RpSGdL8xvYV3Z1PwyLwdPjLxAPvqTJ3jD/k/S4N/LNfV1qC6MV+TmI3dJ6rPnE0sdJu+vJB+oQkiHQGGEHYvfjZW9F0VvYuWBp8cdQyXhbC/blr4PO/cwQq0EbBxzH0IJIdQq3MJzrKt6DTk7xe6COl6fxEDRarHzj3NG+cXYrkXeSTE3soqim2eo0M3S+DlsU9uxhYsx1EtDcB62NBku9LCobD3b1HbywqTWjbND6xjPVeGQ0BK0zNrK8FALZ41cyiat5ExV78bZoXVSVdVGJDLM0NAsGht3g3BJJBpoaNhDX7CK/SxkQVsPkfAoiuKQHKulrn4f/YEqtrOSc3mMh7gcF5WF7GYTZ/KwdQnKqMn7q7/NgKjDRWEWh9nBCu63XzWRFloZzIMikAENkbPxtSWZn25j58qVpeJWCiXHyLyD1p1m6egB9hitzC12kZJBZit9vFO7h0c4k58tfgMiZ9NwoB1T6qWXGYL5opt3aPfznLuYFcp+logudssm/Dhcrj7NHZEw0WwdGbOOpUob+2QjKi6Xac9yRyTMmkKBw7pOp65R7rjU2A7/WxYlNebjEpFmGUXadY2gK2mwbe6MhOnK+uiMqvgt8Jsl/4GhGLQMSs7fobGrxeH5eaVERYYFoxGY1yNZt68kJBwFahKSvOHDUk3WHPKRKJuH6hTZXXeQqpSCowjGQjZnHvQzGl+EQKKb6XFx6xLJ9DBUuYKe2hVEkgeZ1/EYyWgrinQI5AYZqjqDrBEiGW3EZ4NNGiHBNWpx7X5cu7s0QzVWIcz+kjVCK8ciiXRGwB0FpQycROl+EQbYffjkGHFfNQNuHCEtQCKFjnAS+JUiEdUgYQ5QbtShKwZRvQJFC9CZ3EbelejCptKoRxEqeSdDVC8n4qvC54/jsxxsXS+9wLUKdC1IWuTpVxLMMavIyhwFO0VMryTlJND8sfGIqCApkUVFRUNQwOKQOoCIddGaXInu+DjiaSIQ9KmjWJFOsrkYtpGgWgQZkQWKUhAMJomUDTI61IRr61SLAKPkiMowxVA3vmAGJKiahXSVCQeWsspeUoEQalLDzgaQrpiozBuIJugzaqkLteMKjd5sM2F/khq1l8PMYzsrWMhuWmmjOzcLw5cj7GRp11vIijAjogIDc9wGqeKgcJD5HBQLaJQdrOb5kk8bPoJk6aOBIn52shwfRSoZJkuIIVEz6dmoS5Na+pAIsoRQcMkTICdm9mXl8eKo0iGm+XCAqKqgCOgs2IxYk53bl4T9+BXBQNEm7ThcGI8Q1FSWhAOMWQ6agLCm0uz3MS/opzU4fUXpl4snRl4gf/j6+zkjdTv3G0Fm/ypCZQpsBTQXOhsuYF/zUoRWyth5xEtaUeJYmV+zquJChgs99IrF405ZLopSgZ25kzMqLiJpDqEKnebQQvJOhtFiH0vLz+NR3zZCMojS10ZDcB6WW2S02M+Kiot4Ut+JJnXC0s9OvZ2A9FHjlLNH76Jp/mYAyna9gUNaDz6pUeXEOejronnBZoTmYCajxJvbMV0fES1NP3V8v/DXXOq7j8bOJGWzSss0alohGzG4y349HdYsFhm72ZA/D0votBgdtOVbCfUkKMskcZb7GTOjFNQQtVo//flq/H0p6kf66KxopHWgnYLtYywSozYxyLnKdpZou/n3wI2E7RwFUyMTDBFJplkvdnGe7xk2WStZq2+iSY6wx53NbLWTmNHJw0aQ6uRCNGzmMMQBt4lqZYQq/yHu8wc5yyzwrM/PoKbynG5QOaxwaX+R+WWVLPPt49fhMAO6SmvRIqkqPKKFqOxU2T5LMLdPEsuW8gJYKlywQ9I6Mp/fre5mKJonkiv5DagSztwHdanZ+PPdhM1yMoEA0YKCbmYYK5tLX+VcGvq3olk9ZAJ+/KZCUcthiLmMRBtKAbOaD1coOIqCgkoiWouw25FqDdWJARxFwRUSn2UzUDkbafcwXkIU3AxC6Eiho9htlGkKtvSTErUImUGg4Agfmt1Jha8c101juQWiviocaZOxRqkLzqYiPJtha4D+xE5ivqrSzNlOUhtoxdV8xAK1YBVIqxaudGgQtWR9kl5tAE21qR+Lk1BySCQR109ad7B0h5QvRcQsJ2sMo0kf0jZI6QlGwm0EfDlq+8/H8SVRpIa0DSx/goIxQjbUj5kP4w+kMRSBCCXoN6rxd4WJOwGyehIRTuJzFUwJqm7jhmzSEYMqe4gRvYJ8IUJ9qI2iZnCIufTRwIX2Q2TcGNlCjMpgL4OFesb8UYa1SiKkS5lY5QhZESZHkG2sxMTgTJ5Gx6LMTTCmxIkzSictDFFDgjgmBnM4MJHO/Vh0WWQuB2inlWoGGKLae1GfIgLCJS+nOhMD6MLFOqatSofWgI+9WYvVUT87M0WGrKlJYC6KB9ibLeJTNHThsCQcZnbQjxAQUBTStoOhKPyibwhN0bikIkqdUXI0zTgOTX4fXQWT+UE/tYbO7IBB/3i699kBgx/1DFNt6CwNB2gwdLoKJraEhSE/bfki1T6duK6iHJceYXcmT72hE9Wmtkkpx5fOpnJsvz8lPDHyAnBcya3/diE/i46wfq/KguT7yYZq0cwUUvix7C0sDlcwmO8goldQ6W+g4GRImaMsrbyQh8vvo6JQj9I5Qk2gmaKTI2WNsrDiXB4uv5+oWYEjbAb9vfhVF1+2DrtiH8n5LiKr0rx1Bd3+LoKqi5arxa3cQ3K2S0Ar4LfzHFLnIoG54iCPcglP955JUKa5qeG/OCDnIxHMFoe4X17Fjp7FCNslHwsS6x3FUVVsVKo6+3mb/9c8FLmETbNWUdFdSmiViJcT6xvlmvR9VGm9HDAXs87/FD7p0mnN5gz/c/RrKZJFnbR1IbW+dqKySLc9i4X6bsb8QxywDFr9RfbnSzUSynWLnoJBqM9PQ7Ia84z95CyVUZ9CPTb9pk5u1M+C/graq4aYPVBFJC8ZCReoTIdpGalhMN7AYOBxXC1AoGiS8dtUpMO0jNYwVNZAWWaMsXA5thYkEavDIkMYyYJ9T1HU8qTD85FKANXJYWt+BuOzULQCBRHCRwbHzqOoYcBGcw5TEahm2NRx8IOTQ2hBpCvxyT5i/jLM4gg+PYSuRDDdNEiHuvB8imFBdmyAQiGBocax3AwSjepQA0mjQBnloAhG3QQBxUc51XT7ehmM7acu10RZtpaEO0pA9yNNyVgoh4z0k3IdhFQIGgVsV5Ar+LHLu9Eq0uRSccLDVQT9BUxctGIIu6KbISOKPziKakmGlSoUHBplFwPRcjq0WVQzQO3wCINqDYpwidopeoK1FFWDIaOcckbIuWF0pbRe3UMTO1hBFYOcwxMUXD9CSnTVJCnLyIowe1iMjkWAHD5M2sXkREmqtKhmkDBp+mggzihjlJEWsRPej1GZJHWSdo8T4xMu5gle1oZwKY631esWIVWj3Bcg55hU6iptBWgvHI2QKtdVGnxQ41M4mC9l/DkjrBHzhVgVDTJqORiKQBWCeUGDWzt72Jgqcm48SrmuMStgYLouQbVUEnBWwGBByE/ecXGBiKowYjncP5zk3HiYeUE/KcfBdCVBVaFC1ziUK7IsEjgizSdexHlXsj9bYEUkMBFhdexL+o+9rP/UXtR/CXhi5AWwqX2Ee25dz9qNl9NVt5aKQAcRPUbBzWPaOaqrl7Fpzj2EEnXkgqNooQSma+BkA5TNO8yPRq5jjn6YlQNDaJFhitKPzBoE5vbw85FriQXGMF0fB7ILqHCHiUbTdPXW88ahnzMQqGN0QS27MkspkwlCZTk6Bxp5a/9PyVkB0kRZo20iIf30mfO4IPgAbQWTqKmwSXstK4wtZNAZKs5ltf8Jhq0x0q5BJJgjORzG76jsrjWp7Imw6nAdZihIevnTJEZK41esyOL2lNM42kxVOkxRG0KIZqTwUZXoZSzWwkh5ExFZJNb7LOlgJVJoBPOjmEYjhVAYNxihYDqEfAq4Fhn8RJQ8Ya2AG9boGw0SFRKcIlk1QJgChi7RQgKRMZFhH67rw2cX0Y0wbsQgUd5B/GAcU3NwXBXDlZgGEIR0ZYqyVAWJyAiaNMlG0uQwGYpHmNURo36oglR5EkXmQEZwlRzpeJKuiI9oMUk+4ENaUTRlDE21GIpF6VGaWJrag+toOFYMRU+BFaQvEiGjh9C1IgnilJkpij6dIgY7OIMsQRayh3JGiBSzpH1hypwxerU6MkToogUHlVkc5oBYOOXaU6VFK4cZopoQWZLEMDH+v1qDPt2EhEVW6lSqRYad6U3QIWGTlUcT3s3yFWk0VLotH/P9Dj0mZF2N9vFaL7qAMk1hVcih3wRDC5K08qyJhqgLhKgzfOQdF1tKKnw6d/d1knD9XBCPMifoJ2U72FLSFDDoyhdpDhjUGDrzg356iyYSaA0Y/HawFBW2PBKieXwG7iJp9hsMWxZBRSE2TZrzvqKJoSiUz2AKdA+Pl8MpEyOPP/44X/7yl9m0aRN9fX38+te/5pprrjnpdx577DFuvvlmdu3aRX19PR//+Me58cYbX/A+T5UYefCh35D+yu9Q5swnEKvgN4sOYoUkbt5HmTrGk+Z6Ljn8Sw4Hl1Kd76bB7SBjh0ioDZwhHyDVvQQ9lGVP9Vya3QOk3QAprYmlhcew++aQ8Y8hpEooVYWraIyE+pnbPw9Z0YwoJOiJbyQ0VoOtCRxjgIrBJRjhWhxFA9NBD/pwBJh5FSMmENV5Cq6LekDgCxm4wsXNWijxAMWqPMKn4s9IxipNcBWqhsOMNOTpqkris/ws2BdiuLKUc6MsodNfXyQV0BiNOETzNikjiOoq+BllJBjjsL+FqEwxf7SbnBoqecDLHAlfGVnNR4e/kShJTOkn4qTp0eoZo3xidrtI7kSVLhEnTUIrI+TkSKpR2pgzvjovKSPBiJiaeVZIh1r66RMNxOXIJKcyj5nhSNG4CAXS01T1BSa1lYkcEdWlyW/Qb0KrYbGn4KfXOjojj6qSuOowzzDZVTCIqAo1WoGGYJwzohFGLZuoppN1bFbEyojrGs8Md7MvkyFsxFkQDuO6LrWBAP35PIujYWp9OroikBIcJEFF4d6hYZZHY1T6NJTxAFPLldQZOh0Fk2a/D+W4WbCUkkP5InMChjdD9vB4hThlYuQPf/gDGzZsYNWqVbzxjW/8o2Kkra2NpUuX8t73vpe/+Zu/YcOGDbz//e/n5z//OW984xtn9GReLLd+8f10Rcop39eJ4ajY1Y1YAQXhgOpIRut1hiM+NOmS11V0W+KoAk067I9VM6rGmVtop6xgodiCoq4QLtp0RyPkVYNevQYXhTp7gBGtjATlpETZxP4bZCc11hBJLYrfLZBRwhSFMVEZNCKTJzRrh2SaAgFcFKSY3jzr8dLxywIF4SdOmjFCyCn1REDFQUpwx7M4zhIjxDWJpUYoEznyrkJOBNlTKOWgUXCp0yWtWhrTBVcNMWLZrA1D3B9hSayakcIYAkF1oJx7e/bRYamcWx5nRVkVw/lRHAm1gTJGzSxluk5zMMb8kJ++ookmBNU+nW1jQwyYDkti5czyG3QXTRSgQtcwpcSWkirf1MyqY5ZN3nWpMzzrjIeHx8zwiizTCCH+qBj5xCc+wd13382ePUdLQd94441s27aNjRs3TvudYrFI8Zg6DKlUiqamphkXI//0tX9i46IF7NQXIsX0qZg9pmLIAhVkGCZCkxzhsKidVhDNdns5rNRjyCJxmaJGLTI3oNNtGzTrBTptP7bjsN2K4AiNlUaOsOJSo+TosAyaQwFGcykWxStZGCkjovsoOC5SOiyP17NpsJ2fdHWytLyCkCKYFQwCMC/WwL6xTpbFm6gyDGKaStEtvYTLNZXf9exlUXkLlT6DgCooupLi+Eu4v2hRqWto09TlGDFtynXVm1V7eHh4vEBeqBg55QuLGzdu5PLLL5/02RVXXMGtt96KZVno01Rw/OIXv8g///M/n9LjSiUSPLRkBYe0ma1QGJVJgm4eS+iE3SwugiG1ioKYbAavcobwywJpJUJR6CwwOwkqkqZwhGQuj47EH4rydEYyosaod5MsCWm4uTGEdPEFI6RMh3rFoq6ynvNr59Cd7geh0xKu5IkDm9hRKHB+42zOqW3lwFgvNgr1wShSwpiZY1VlM0FVwXQluijl8hvOjdKVGWNJ5SwCqoIlJeq4GVwTAtOV+NWpwkNKiSklxqT02WfM6Ngez+xZC3jzrAXTtq0tWzzp72NjHF7fPLktdIwOrTVOXFG0wuetw3t4eHicCk7507W/v5+amsnx6zU1Ndi2zfDwMHV1dVO+86lPfYqbb7554u8jlpGZJBqPc8me7dTNHmHuwCirF5yBiuTydZfwyPOPccbCFdTFKlHFkYS7oAjB/RvuY8X8FVRWVE+sScvxNlfKKevURzhZW4npSzu/GFaWHy3Ot3zdlZPaWkLTv7QBAseU364LV1AXPuqfYUwcc+n/fnX6cxBCHNPXw8PDw8PjhfOKTPWON2v/sXhowzAwjFOTgOVYPv/h6a0vV5912aS/jz3Ky8+5Ykr/I+0nExsnFyIeHh4eHh5/uZxyz8fa2lr6+/snfTY4OIimaVRUeBESHh4eHh4ef+mccjFy1lln8cADD0z67P7772fNmjXT+ot4eHh4eHh4/GXxosVIJpNh69atbN26FSiF7m7dupXOzk6g5O/xrne9a6L/jTfeSEdHBzfffDN79uzh+9//Prfeeisf+9jHZuYMPDw8PDw8PP6sedE+I88//zwXXXTRxN9HHE2vv/56fvjDH9LX1zchTABaW1u55557+OhHP8q3vvUt6uvr+cY3vvGCc4x4eHh4eHh4/P/NX3Q6eA8PDw8PD49Txwt9f3upOz08PDw8PDxOK54Y8fDw8PDw8DiteGLEw8PDw8PD47TiiREPDw8PDw+P04onRjw8PDw8PDxOK54Y8fDw8PDw8DiteGLEw8PDw8PD47TiiREPDw8PDw+P08orUrX35XIkL1sqlTrNR+Lh4eHh4eHxQjny3v5j+VX/LMRIOp0GoKmp6TQfiYeHh4eHh8eLJZ1OE4vFTtj+Z5EO3nVdent7iUQiCCFmbLupVIqmpia6urq8NPOnCG+MTy3e+J5avPE9tXjje2r5UxhfKSXpdJr6+noU5cSeIX8WlhFFUWhsbDxl249Go96NcIrxxvjU4o3vqcUb31OLN76nltM9vieziBzBc2D18PDw8PDwOK14YsTDw8PDw8PjtPIXLUYMw+Czn/0shmGc7kP5/xZvjE8t3vieWrzxPbV443tq+XMa3z8LB1YPDw8PDw+P/3/5i7aMeHh4eHh4eJx+PDHi4eHh4eHhcVrxxIiHh4eHh4fHacUTIx4eHh4eHh6nFU+MeHh4eHh4eJxW/qLFyLe//W1aW1vx+/2sXr2aJ5544nQf0p88X/ziFznzzDOJRCJUV1dzzTXXsG/fvkl9pJR87nOfo76+nkAgwIUXXsiuXbsm9SkWi3zoQx+isrKSUCjEa1/7Wrq7u1/JU/mz4Itf/CJCCD7ykY9MfOaN78unp6eHd77znVRUVBAMBjnjjDPYtGnTRLs3xi8d27b5h3/4B1pbWwkEAsyePZvPf/7zuK470ccb3xfO448/ztVXX019fT1CCO66665J7TM1lolEguuuu45YLEYsFuO6665jbGzsFJ/d5BP5i+T222+Xuq7L//mf/5G7d++WN910kwyFQrKjo+N0H9qfNFdccYX8wQ9+IHfu3Cm3bt0qX/3qV8vm5maZyWQm+txyyy0yEonIO+64Q+7YsUNee+21sq6uTqZSqYk+N954o2xoaJAPPPCA3Lx5s7zooovkihUrpG3bp+O0/iR59tln5axZs+Ty5cvlTTfdNPG5N74vj9HRUdnS0iLf/e53y2eeeUa2tbXJBx98UB48eHCijzfGL51//dd/lRUVFfJ3v/udbGtrk7/85S9lOByWX/va1yb6eOP7wrnnnnvkZz7zGXnHHXdIQP7617+e1D5TY3nllVfKpUuXyqeeeko+9dRTcunSpfI1r3nNK3Wa8i9WjKxdu1beeOONkz5buHCh/OQnP3majujPk8HBQQnIxx57TEoppeu6sra2Vt5yyy0TfQqFgozFYvK73/2ulFLKsbExqeu6vP322yf69PT0SEVR5L333vvKnsCfKOl0Ws6bN08+8MAD8oILLpgQI974vnw+8YlPyHPPPfeE7d4Yvzxe/epXyxtuuGHSZ294wxvkO9/5TimlN74vh+PFyEyN5e7duyUgn3766Yk+GzdulIDcu3fvKT6rEn+RyzSmabJp0yYuv/zySZ9ffvnlPPXUU6fpqP48SSaTAJSXlwPQ1tZGf3//pLE1DIMLLrhgYmw3bdqEZVmT+tTX17N06VJv/Mf5wAc+wKtf/WouvfTSSZ974/vyufvuu1mzZg1vfvObqa6uZuXKlfzP//zPRLs3xi+Pc889l4ceeoj9+/cDsG3bNp588kmuuuoqwBvfmWSmxnLjxo3EYjHWrVs30Wf9+vXEYrFXbLz/LKr2zjTDw8M4jkNNTc2kz2tqaujv7z9NR/Xnh5SSm2++mXPPPZelS5cCTIzfdGPb0dEx0cfn8xGPx6f08cYfbr/9djZv3sxzzz03pc0b35fP4cOH+c53vsPNN9/Mpz/9aZ599lk+/OEPYxgG73rXu7wxfpl84hOfIJlMsnDhQlRVxXEcvvCFL/C2t70N8K7hmWSmxrK/v5/q6uop26+urn7FxvsvUowcQQgx6W8p5ZTPPE7MBz/4QbZv386TTz45pe2ljK03/tDV1cVNN93E/fffj9/vP2E/b3xfOq7rsmbNGv7t3/4NgJUrV7Jr1y6+853v8K53vWuinzfGL43/+7//46c//Sk/+9nPWLJkCVu3buUjH/kI9fX1XH/99RP9vPGdOWZiLKfr/0qO91/kMk1lZSWqqk5RfIODg1MUpsf0fOhDH+Luu+/mkUceobGxceLz2tpagJOObW1tLaZpkkgkTtjnL5VNmzYxODjI6tWr0TQNTdN47LHH+MY3voGmaRPj443vS6euro7FixdP+mzRokV0dnYC3jX8cvn7v/97PvnJT/LWt76VZcuWcd111/HRj36UL37xi4A3vjPJTI1lbW0tAwMDU7Y/NDT0io33X6QY8fl8rF69mgceeGDS5w888ABnn332aTqqPw+klHzwgx/kzjvv5OGHH6a1tXVSe2trK7W1tZPG1jRNHnvssYmxXb16NbquT+rT19fHzp07/+LH/5JLLmHHjh1s3bp14r81a9bwjne8g61btzJ79mxvfF8m55xzzpRw9P3799PS0gJ41/DLJZfLoSiTXy2qqk6E9nrjO3PM1FieddZZJJNJnn322Yk+zzzzDMlk8pUb71fETfZPkCOhvbfeeqvcvXu3/MhHPiJDoZBsb28/3Yf2J83f/u3fylgsJh999FHZ19c38V8ul5voc8stt8hYLCbvvPNOuWPHDvm2t71t2lCzxsZG+eCDD8rNmzfLiy+++C8ybO+FcGw0jZTe+L5cnn32WalpmvzCF74gDxw4IG+77TYZDAblT3/604k+3hi/dK6//nrZ0NAwEdp75513ysrKSvnxj398oo83vi+cdDott2zZIrds2SIB+dWvflVu2bJlIg3FTI3llVdeKZcvXy43btwoN27cKJctW+aF9r5SfOtb35ItLS3S5/PJVatWTYSnepwYYNr/fvCDH0z0cV1Xfvazn5W1tbXSMAx5/vnnyx07dkzaTj6flx/84AdleXm5DAQC8jWveY3s7Ox8hc/mz4PjxYg3vi+f3/72t3Lp0qXSMAy5cOFC+b3vfW9SuzfGL51UKiVvuukm2dzcLP1+v5w9e7b8zGc+I4vF4kQfb3xfOI888si0z9zrr79eSjlzYzkyMiLf8Y53yEgkIiORiHzHO94hE4nEK3SWUgoppXxlbDAeHh4eHh4eHlP5i/QZ8fDw8PDw8PjTwRMjHh4eHh4eHqcVT4x4eHh4eHh4nFY8MeLh4eHhSmS8lAAAAFlJREFU4eFxWvHEiIeHh4eHh8dpxRMjHh4eHh4eHqcVT4x4eHh4eHh4nFY8MeLh4eHh4eFxWvHEiIeHh4eHh8dpxRMjHh4eHh4eHqcVT4x4eHh4eHh4nFb+H5+TT9dRfnJ7AAAAAElFTkSuQmCC",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(np.linspace(0,1023,1024), ratio_A.T)\n",
"plt.title('Ratio of focal sizes')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"id": "1f4b55a5-d625-4549-8a0e-6009c92ab77d",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[3.96359250e-05 8.11586911e-05 2.13685905e-03 9.13301785e-05\n",
" 4.31033834e-05 2.97138338e-05 2.22095595e-05 1.82474532e-05\n",
" 1.84746369e-05]\n",
"[3.96359250e-05 7.78567370e-05 2.04992061e-03 8.40497905e-05\n",
" 4.13497155e-05 2.73451946e-05 2.04391237e-05 1.75050527e-05\n",
" 1.63102045e-05]\n"
]
}
],
"source": [
"# 6 keV -- low bit configurations\n",
"print(fSize_array_A[0,0:9])\n",
"print(fSize_array_xs_A[0,0:9])"
]
},
{
"cell_type": "code",
"id": "f5de2ded-bdbe-4098-ba2b-61933c5520f9",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[4.57057325e-07 4.38440384e-07 4.76404009e-07 4.56998934e-07\n",
" 4.56963588e-07 4.76305908e-07 4.56893555e-07 4.76232613e-07\n",
" 4.76195201e-07]\n",
"[1.12268528e-07 1.12263025e-07 1.12259713e-07 1.12254185e-07\n",
" 1.12245503e-07 1.12236596e-07 1.12228300e-07 1.12219325e-07\n",
" 1.12210509e-07]\n"
]
}
],
"source": [
"# 6 keV -- high bit configurations\n",
"print(fSize_array_A[0,1014:1023])\n",
"print(fSize_array_xs_A[0,1014:1023])"
]
},
{
"cell_type": "code",
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"id": "2327865c-199b-4d15-bf3a-01438766a0b6",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[2.25635626e-05 2.32757846e-05 2.39735358e-05 2.47734837e-05\n",
" 2.55023578e-05 2.64053431e-05 2.73047089e-05 2.78724266e-05\n",
" 2.83350772e-05]\n",
"[2.25635626e-05 2.32203743e-05 2.39164644e-05 2.46556726e-05\n",
" 2.54416469e-05 2.62797717e-05 2.71748605e-05 2.78060735e-05\n",
" 2.81331952e-05]\n"
]
}
],
"source": [
"# 25 keV\n",
"print(fSize_array_A[19,0:9])\n",
"print(fSize_array_xs_A[19,0:9])"
]
},
{
"cell_type": "code",
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"id": "da76ff4b-a498-46d9-b1ff-049f5d0517e9",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[1.42470707e-06 1.41982510e-06 1.42586097e-06 1.42097752e-06\n",
" 1.41874935e-06 1.41990829e-06 1.41431496e-06 1.41547759e-06\n",
" 1.41327267e-06]\n",
"[1.31443386e-06 1.31305562e-06 1.31236677e-06 1.31099297e-06\n",
" 1.30893727e-06 1.30688790e-06 1.30484610e-06 1.30280988e-06\n",
" 1.30078046e-06]\n"
]
}
],
"source": [
"# 25 keV -- high bit configurations\n",
"print(fSize_array_A[19,1014:1023])\n",
"print(fSize_array_xs_A[19,1014:1023])"
]
},
{
"cell_type": "markdown",
"id": "8a4bcd48-ca4d-4c4f-b1fe-1b3818dcb22f",
"metadata": {},
"source": [
"## 500 um x 300 um"
]
},
{
"cell_type": "code",
"id": "a20bb8bb-89f7-46c0-8b3f-997fddfd5291",
"metadata": {},
"outputs": [],
"source": [
"slitH = 0.0005\n",
"slitV = 0.0003\n",
"\n",
"epics.caput(\"100idPyCRL:testSSH.VAL\", slitH)\n",
"epics.caput(\"100idPyCRL:testSSV.VAL\", slitV)\n",
"\n",
"energy_list = [i for i in range(6,26)]\n",
"energies = np.asarray(energy_list)\n",
"\n",
"fSize_array_B = np.empty([len(energy_list),1024])\n",
"fSize_array_xs_B = np.empty([len(energy_list),1024])\n",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" time.sleep(1)\n",
" fSize_array_B[int(i-6),:]=epics.caget(\"100idPyCRL:CRL1:fSizes\")\n",
" fSize_array_xs_B[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV)\n",
"ratio_B = fSize_array_B/fSize_array_xs_B"
]
},
{
"cell_type": "code",
"id": "f2703d44-7a9f-44b3-b425-d862fa1366b0",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(np.linspace(0,1023,1024), ratio_B.T)\n",
"plt.title('Ratio of focal sizes')\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "code",
"id": "2f892cab-1678-46c1-8de5-2b9a4ad3e833",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[3.96359250e-05 8.11586911e-05 2.13685905e-03 9.13301785e-05\n",
" 4.31033834e-05 2.97138338e-05 2.22095595e-05 1.82474532e-05\n",
" 1.84746369e-05]\n",
"[3.96359250e-05 7.78567370e-05 2.04992061e-03 8.40497905e-05\n",
" 4.13497155e-05 2.73451946e-05 2.04391237e-05 1.75050527e-05\n",
" 1.63102045e-05]\n"
]
}
],
"source": [
"# 6 keV -- low bit configurations\n",
"print(fSize_array_B[0,0:9])\n",
"print(fSize_array_xs_B[0,0:9])"
]
},
{
"cell_type": "code",
"id": "5ef8370f-895f-4439-a25f-001ae1a5c482",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[4.57057325e-07 4.38440384e-07 4.76404009e-07 4.56998934e-07\n",
" 4.56963588e-07 4.76305908e-07 4.56893555e-07 4.76232613e-07\n",
" 4.76195201e-07]\n",
"[1.12268528e-07 1.12263025e-07 1.12259713e-07 1.12254185e-07\n",
" 1.12245503e-07 1.12236596e-07 1.12228300e-07 1.12219325e-07\n",
" 1.12210509e-07]\n"
]
}
],
"source": [
"# 6 keV -- high bit configurations\n",
"print(fSize_array_B[0,1014:1023])\n",
"print(fSize_array_xs_B[0,1014:1023])"
]
},
{
"cell_type": "code",
729
730
731
732
733
734
735
736
737
738
739
740
741
742
743
744
745
746
747
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749
750
751
752
753
754
"id": "6adc6b8a-9100-4da4-9bed-65c80d3fc1b1",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[2.25635626e-05 2.32757846e-05 2.39735358e-05 2.47734837e-05\n",
" 2.55023578e-05 2.64053431e-05 2.73047089e-05 2.78724266e-05\n",
" 2.83350772e-05]\n",
"[2.25635626e-05 2.32203743e-05 2.39164644e-05 2.46556726e-05\n",
" 2.54416469e-05 2.62797717e-05 2.71748605e-05 2.78060735e-05\n",
" 2.81331952e-05]\n"
]
}
],
"source": [
"# 25 keV\n",
"print(fSize_array_B[19,0:9])\n",
"print(fSize_array_xs_B[19,0:9])"
]
},
{
"cell_type": "code",
756
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763
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765
766
767
768
769
770
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783
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788
789
"id": "d9dc3d33-8242-4159-bc62-3f634076e48e",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[1.42470707e-06 1.41982510e-06 1.42586097e-06 1.42097752e-06\n",
" 1.41874935e-06 1.41990829e-06 1.41431496e-06 1.41547759e-06\n",
" 1.41327267e-06]\n",
"[1.31443386e-06 1.31305562e-06 1.31236677e-06 1.31099297e-06\n",
" 1.30893727e-06 1.30688790e-06 1.30484610e-06 1.30280988e-06\n",
" 1.30078046e-06]\n"
]
}
],
"source": [
"# 25 keV -- high bit configurations\n",
"print(fSize_array_B[19,1014:1023])\n",
"print(fSize_array_xs_B[19,1014:1023])"
]
},
{
"cell_type": "markdown",
"id": "0695b053-9c74-4a1b-8a93-70f0c8146058",
"metadata": {},
"source": [
"## 1 mm x 0.5 mm"
]
},
{
"cell_type": "code",
"id": "36636b2d-c1c9-4760-90d9-9be79ddedcbb",
"metadata": {},
"outputs": [],
"source": [
"slitH = 0.001\n",
"slitV = 0.0005\n",
"\n",
"epics.caput(\"100idPyCRL:testSSH.VAL\", slitH)\n",
"epics.caput(\"100idPyCRL:testSSV.VAL\", slitV)\n",
"\n",
"energy_list = [i for i in range(6,26)]\n",
"energies = np.asarray(energy_list)\n",
"\n",
"fSize_array_C = np.empty([len(energy_list),1024])\n",
"fSize_array_xs_C = np.empty([len(energy_list),1024])\n",
"for i in energies:\n",
" epics.caput(\"100idPyCRL:testMonoE.VAL\",float(i))\n",
" time.sleep(1)\n",
" fSize_array_C[i-6,:]=epics.caget(\"100idPyCRL:CRL1:fSizes\")\n",
" fSize_array_xs_C[i-6,:]=fSize_xs(i*1000.0, slit1_H = slitH, slit1_V = slitV)\n",
"ratio_C = fSize_array_C/fSize_array_xs_C"
]
},
{
"cell_type": "code",
"id": "826a6e4a-c6dd-4901-8558-719ceaa8f2fb",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.plot(np.linspace(0,1023,1024), ratio_C.T)\n",
"plt.title('Ratio of focal sizes')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"id": "890b2c31-48a0-4136-a47c-a2f369292b2a",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[3.30244657e-05 6.76960973e-05 1.78436684e-03 7.63484335e-05\n",
" 3.60722018e-05 2.48939248e-05 1.86271309e-05 1.53151542e-05\n",
" 1.55114085e-05]\n",
"[3.30244657e-05 6.49418710e-05 1.71176959e-03 7.02623157e-05\n",
" 3.46045987e-05 2.29095048e-05 1.71422686e-05 1.46920547e-05\n",
" 1.36941389e-05]\n"
]
}
],
"source": [
"# 6 keV -- low bit configurations\n",
"print(fSize_array_C[0,0:9])\n",
"print(fSize_array_xs_C[0,0:9])"
]
},
{
"cell_type": "code",
"id": "7f9fd270-d544-4fcb-9c49-846ab6944cf8",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[4.57057325e-07 4.38440384e-07 4.76404009e-07 4.56998934e-07\n",
" 4.56963588e-07 4.76305908e-07 4.56893555e-07 4.76232613e-07\n",
" 4.76195201e-07]\n",
"[1.12268528e-07 1.12263025e-07 1.12259713e-07 1.12254185e-07\n",
" 1.12245503e-07 1.12236596e-07 1.12228300e-07 1.12219325e-07\n",
" 1.12210509e-07]\n"
]
}
],
"source": [
"# 6 keV -- high bit configurations\n",
"print(fSize_array_C[0,1014:1023])\n",
"print(fSize_array_xs_C[0,1014:1023])"
]
},
{
"cell_type": "code",
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915
"id": "84bcc253-cb1d-4f71-87e3-01298365c525",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[2.22315851e-05 2.29343472e-05 2.36229123e-05 2.44122448e-05\n",
" 2.51316067e-05 2.60226199e-05 2.69101446e-05 2.74704714e-05\n",
" 2.79268631e-05]\n",
"[2.22315851e-05 2.28797497e-05 2.35666756e-05 2.42961516e-05\n",
" 2.50717785e-05 2.58988685e-05 2.67821726e-05 2.74050752e-05\n",
" 2.77278895e-05]\n"
]
}
],
"source": [
"# 25 keV\n",
"print(fSize_array_C[19,0:9])\n",
"print(fSize_array_xs_C[19,0:9])"
]
},
{
"cell_type": "code",
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"id": "aa77e5f0-4230-41d2-ae63-b2273e6af6a5",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[1.42470707e-06 1.41982510e-06 1.42586097e-06 1.42097752e-06\n",
" 1.41874935e-06 1.41990829e-06 1.41431496e-06 1.41547759e-06\n",
" 1.41327267e-06]\n",
"[1.31443386e-06 1.31305562e-06 1.31236677e-06 1.31099297e-06\n",
" 1.30893727e-06 1.30688790e-06 1.30484610e-06 1.30280988e-06\n",
" 1.30078046e-06]\n"
]
}
],
"source": [
"# 25 keV -- high bit configurations\n",
"print(fSize_array_C[19,1014:1023])\n",
"print(fSize_array_xs_C[19,1014:1023])"
]
},
{
"cell_type": "markdown",
"id": "3410f125-b91b-4bfd-a37e-5bc68714b8c9",
"metadata": {},
"source": [
"# Slit size comparsion\n",
"## IOC code"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "11aa9aa8-0c9a-4c1d-a63f-3448af53db0c",
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"id": "ea6ce77e-5d1f-4ed2-ba8b-401b97676f18",
"metadata": {},
"source": [
"## XS code"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "552ea464-ac15-469a-b6dd-4becc7943aad",
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"id": "f2dda1a5-b149-498e-9c68-f65c80c38df2",
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"id": "8c059262-e99f-4fec-8316-a69ddd63ef3f",
"metadata": {},
"source": [
"# Sorted focal size comparison\n",
"Sorting the focal sizes"
]
},
{
"cell_type": "code",
"id": "c08fc849-049e-4cab-9b82-b53a626db8df",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",