"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[0.33333334 0.33333334 0.33333334]\n",
" [0.33333364 0.3333334 0.3333329 ]\n",
" [0.33333385 0.3333335 0.33333266]\n",
" [0.33333433 0.3333336 0.33333206]\n",
" [0.33333462 0.33333373 0.33333164]]\n"
]
}
],
"source": [
"# Create dataset\n",
"X, y = spiral_data(samples=100, classes=3)\n",
"# Create Dense layer with 2 input features and 3 output values\n",
"dense1 = Layer_Dense(2, 3)\n",
"# Create ReLU activation (to be used with Dense layer):\n",
"activation1 = Activation_ReLU()\n",
"# Create second Dense layer with 3 input features (as we take output\n",
"# of previous layer here) and 3 output values\n",
"dense2 = Layer_Dense(3, 3)\n",
"# Create Softmax activation (to be used with Dense layer):\n",
"activation2 = Activation_Softmax()\n",
"\n",
"# Make a forward pass of our training data through this layer\n",
"dense1.forward(X)\n",
"\n",
"# Make a forward pass through activation function\n",
"# it takes the output of first dense layer here\n",
"activation1.forward(dense1.output)\n",
"# Make a forward pass through second Dense layer\n",
"# it takes outputs of activation function of first layer as inputs\n",
"dense2.forward(activation1.output)\n",
"# Make a forward pass through activation function\n",
"# it takes the output of second dense layer here\n",
"activation2.forward(dense2.output)\n",
"# Let's see output of the first few samples:\n",
"print(activation2.output[:5])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[0.33333334 0.33333334 0.33333334]\n",
" [0.3333341 0.33333302 0.3333329 ]\n",
" [0.3333341 0.33333302 0.33333296]\n",
" [0.3333341 0.333333 0.33333293]\n",
" [0.3333364 0.33333203 0.33333158]]\n",
"loss: 1.0986193\n",
"acc: 0.28\n"
]
}
],
"source": [
"# Create dataset\n",
"X, y = spiral_data(samples=100, classes=3)\n",
"# Create Dense layer with 2 input features and 3 output values\n",
"dense1 = Layer_Dense(2, 3)\n",
"# Create ReLU activation (to be used with Dense layer):\n",
"activation1 = Activation_ReLU()\n",
"# Create second Dense layer with 3 input features (as we take output\n",
"# of previous layer here) and 3 output values\n",
"dense2 = Layer_Dense(3, 3)\n",
"# Create Softmax activation (to be used with Dense layer):\n",
"activation2 = Activation_Softmax()\n",
"# Create loss function\n",
"loss_function = Loss_CategoricalCrossentropy()\n",
"\n",
"\n",
"# Perform a forward pass of our training data through this layer\n",
"dense1.forward(X)\n",
"# Perform a forward pass through activation function\n",
"# it takes the output of first dense layer here\n",
"activation1.forward(dense1.output)\n",
"\n",
"# Perform a forward pass through second Dense layer\n",
"# it takes outputs of activation function of first layer as inputs\n",
"dense2.forward(activation1.output)\n",
"# Perform a forward pass through activation function\n",
"# it takes the output of second dense layer here\n",
"activation2.forward(dense2.output)\n",
"# Let's see output of the first few samples:\n",
"print(activation2.output[:5])\n",
"# Perform a forward pass through activation function\n",
"# it takes the output of second dense layer here and returns loss\n",
"loss = loss_function.calculate(activation2.output, y)\n",
"# Print loss value\n",
"print('loss:', loss)\n",
"\n",
"# Calculate accuracy from output of activation2 and targets\n",
"# calculate values along first axis\n",
"predictions = np.argmax(activation2.output, axis=1)\n",
"if len(y.shape) == 2:\n",
" y = np.argmax(y, axis=1)\n",
"accuracy = np.mean(predictions == y)\n",
"# Print accuracy\n",
"print('acc:', accuracy)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
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]
}
],
"source": [
"# Create dataset\n",
"X, y = vertical_data(samples=100, classes=3)\n",
"# Create model\n",
"dense1 = Layer_Dense(2, 3) # first dense layer, 2 inputs\n",
"activation1 = Activation_ReLU()\n",
"dense2 = Layer_Dense(3, 3) # second dense layer, 3 inputs, 3 outputs\n",
"activation2 = Activation_Softmax()\n",
"# Create loss function\n",
"loss_function = Loss_CategoricalCrossentropy()\n",
"# Helper variables\n",
"lowest_loss = 9999999 # some initial value\n",
"best_dense1_weights = dense1.weights.copy()\n",
"best_dense1_biases = dense1.biases.copy()\n",
"best_dense2_weights = dense2.weights.copy()\n",
"best_dense2_biases = dense2.biases.copy()\n",
"for iteration in range(10000):\n",
" # Update weights with some small random values\n",
" dense1.weights += 0.05 * np.random.randn(2, 3)\n",
" dense1.biases += 0.05 * np.random.randn(1, 3)\n",
" dense2.weights += 0.05 * np.random.randn(3, 3)\n",
" dense2.biases += 0.05 * np.random.randn(1, 3)\n",
" # Perform a forward pass of our training data through this layer\n",
" dense1.forward(X)\n",
" activation1.forward(dense1.output)\n",
" dense2.forward(activation1.output)\n",
" activation2.forward(dense2.output)\n",
" # Perform a forward pass through activation function\n",
" # it takes the output of second dense layer here and returns loss\n",
" loss = loss_function.calculate(activation2.output, y)\n",
" # Calculate accuracy from output of activation2 and targets\n",
" # calculate values along first axis\n",
" predictions = np.argmax(activation2.output, axis=1)\n",
" accuracy = np.mean(predictions == y)\n",
" # If loss is smaller - print and save weights and biases aside\n",
" if loss < lowest_loss:\n",
" print('New set of weights found, iteration:', iteration,'loss:', loss, 'acc:', accuracy)\n",
" best_dense1_weights = dense1.weights.copy()\n",
" best_dense1_biases = dense1.biases.copy()\n",
" best_dense2_weights = dense2.weights.copy()\n",
" best_dense2_biases = dense2.biases.copy()\n",
" lowest_loss = loss\n",
" # Revert weights and biases\n",
" else:\n",
" dense1.weights = best_dense1_weights.copy()\n",
" dense1.biases = best_dense1_biases.copy()\n",
" dense2.weights = best_dense2_weights.copy()\n",
" dense2.biases = best_dense2_biases.copy()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
\n",
"STRATEGY 2: FOR SPIRAL DATASET - DOES NOT WORK!\n",
"
"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
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]
}
],
"source": [
"# Create dataset\n",
"X, y = spiral_data(samples=100, classes=3)# Create model\n",
"dense1 = Layer_Dense(2, 3) # first dense layer, 2 inputs\n",
"activation1 = Activation_ReLU()\n",
"dense2 = Layer_Dense(3, 3) # second dense layer, 3 inputs, 3 outputs\n",
"activation2 = Activation_Softmax()\n",
"# Create loss function\n",
"loss_function = Loss_CategoricalCrossentropy()\n",
"# Helper variables\n",
"lowest_loss = 9999999 # some initial value\n",
"best_dense1_weights = dense1.weights.copy()\n",
"best_dense1_biases = dense1.biases.copy()\n",
"best_dense2_weights = dense2.weights.copy()\n",
"best_dense2_biases = dense2.biases.copy()\n",
"for iteration in range(10000):\n",
" # Update weights with some small random values\n",
" dense1.weights += 0.05 * np.random.randn(2, 3)\n",
" dense1.biases += 0.05 * np.random.randn(1, 3)\n",
" dense2.weights += 0.05 * np.random.randn(3, 3)\n",
" dense2.biases += 0.05 * np.random.randn(1, 3)\n",
" # Perform a forward pass of our training data through this layer\n",
" dense1.forward(X)\n",
" activation1.forward(dense1.output)\n",
" dense2.forward(activation1.output)\n",
" activation2.forward(dense2.output)\n",
" # Perform a forward pass through activation function\n",
" # it takes the output of second dense layer here and returns loss\n",
" loss = loss_function.calculate(activation2.output, y)\n",
" # Calculate accuracy from output of activation2 and targets\n",
" # calculate values along first axis\n",
" predictions = np.argmax(activation2.output, axis=1)\n",
" accuracy = np.mean(predictions == y)\n",
" # If loss is smaller - print and save weights and biases aside\n",
" if loss < lowest_loss:\n",
" print('New set of weights found, iteration:', iteration,'loss:', loss, 'acc:', accuracy)\n",
" best_dense1_weights = dense1.weights.copy()\n",
" best_dense1_biases = dense1.biases.copy()\n",
" best_dense2_weights = dense2.weights.copy()\n",
" best_dense2_biases = dense2.biases.copy()\n",
" lowest_loss = loss\n",
" # Revert weights and biases\n",
" else:\n",
" dense1.weights = best_dense1_weights.copy()\n",
" dense1.biases = best_dense1_biases.copy()\n",
" dense2.weights = best_dense2_weights.copy()\n",
" dense2.biases = best_dense2_biases.copy()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
\n",
"GRADIENTS OF THE LOSS WITH RESPECT TO WEIGHTS\n",
"
"
]
},
{
"attachments": {
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"image/png": 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jcmVlbnNob3Q8L2V4aWY6VXNlckNvbW1lbnQ+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgoeIwWkAAAAHGlET1QAAAACAAAAAAAAAcYAAAAoAAABxgAAAcYAAVb+qpGIPAAAQABJREFUeAHsvV/sZdeV53UcJ3Z+VYnjX+y27B7NNOWxHaqKGv4kIF6wLDSO1LhbtMflOGm1eIIXS+A88ABSp2gc0AghkM1DEE+oBSJOUukMMGFQIiTLI16gPfxxypU4nipaobHH7bjspMtOp5MO3lU+9Tv33LPPWXvvtc/e+6zPlaruvefsvfZen7XPn7Xu93fvTT/5yU9+1RV6/NVf/VX305/+tPvQhz7UffzjHy80C4bdAoFf/OIX3dWrV7sPf/jD3fHjx7fgEj4UIvDee+9dW0sHBwespUIx2Mqwbi39/Oc/79xauuWWW7biFn4UIPDnf/7n3S9/+cvuYx/7WHfzzTcXmAFDboXA+/f93a9+9avutttu62666aatuIUfKxMgh1sZ+IaHc/dJ7rzk7pPceYkHBGIJ/MVf/EX3s5/9rLv11lu7j370o7Fm6AeBjhyORaBFgBxOiyR23nnnnWsQPvGJTwADAtEEXE3pypUr12pKh4eH0XboCIG//Mu/7N59993uIx/5SHfs2DGAQCCaADlcNLrkjjchDElmiIEKCCAMqSAIG5kCwpCNBLICNygqVhCEjUyBouJGAlmBGwhDKgjCBqaAMGQDQazEBYQhlQRiA9OgqLiBIFbiAjlcJYHYwDTI4TYQxEpcQBhSSSAanwbCkMYDWNH0EYZUFIzGp0IOVy6ACEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsWdkRQIIQxRhGjeFMMT4AlB0n6KiIkzjpigqGl8Aiu4jDFGEadgUwhDDwVd2HWGIMlDD5igqGg6+suvkcMpADZsjhzMcfGXXEYYoAzVqDmGI0cBncBthSAaoRk2Sw5ULPMKQcuwZWZEAwhBFmMZNIQwxvgAU3aeoqAjTuCmKisYXgKL7CEMUYRo2hTDEcPCVXUcYogzUsDmKioaDr+w6OZwyUMPmyOEMB1/ZdYQhykCNmkMYYjTwGdxGGJIBqlGT5HDlAo8wpBx7RlYkgDBEEaZxUwhDjC8ARfcpKirCNG6KoqLxBaDoPsIQRZiGTSEMMRx8ZdcRhigDNWyOoqLh4Cu7Tg6nDNSwOXI4w8FXdh1hiDJQo+YQhhgNfAa3EYZkgGrUJDlcucAjDCnHnpEVCSAMUYRp3BTCEOMLQNF9ioqKMI2boqhofAEouo8wRBGmYVMIQwwHX9l1hCHKQA2bo6hoOPjKrpPDKQM1bI4cznDwlV1HGKIM1Kg5hCFGA5/BbYQhGaAaNUkOVy7wCEPKsV995DfefaX7s7/4YfdnP3u1e/O9y9fGv/PgRPdrH72v+7Vb7+/uOvbA6nPSGhBhiBZJ7CAMYQ1oEaCoqEUSOxQVWQNaBBCGaJG0bQdhiO34a3qPMESTpm1bFBVtx1/Te3I4TZq2bZHD2Y6/pvcIQzRp2rWFMMRu7LU9RxiiTdSuPXK4crFHGFKO/aojX7jy7e7ile/Ojnny8OHu9OEjs21q3YkwpNbItDcvhCHtxazWGVNUrDUy7c2LomJ7Mat1xghDao1MW/NCGNJWvGqeLcKQmqPT1twoKrYVr5pnSw5Xc3Tamhs5XFvxqnm2CENqjk47c0MY0k6sap8pwpDaI9TO/MjhysUKYUg59quNLBGF9JNpVRyCMKSPIM+pBBCGpBKkf0+AomJPgudUAhQVUwnSvyeAMKQnwXMKAYQhKfToOySAMGRIg9cpBCgqptCj75AAOdyQBq9TCJDDpdCj75AAwpAhDV7HEkAYEkuOfmMCCEPGRHgfS4AcLpZcej+EIekMq7YQIgrpHXnw7ieb+1kZhCF99HhOJYAwJJUg/XsCFBV7EjynEqComEqQ/j0BhCE9CZ5TCCAMSaFH3yEBhCFDGrxOIUBRMYUefYcEyOGGNHidQoAcLoUefYcEEIYMafA6lgDCkFhy9BsTQBgyJsL7WALkcLHk0vshDElnWK2FGFGIc+bOgxPdQ/c8Va1fUxNDGDJFhW0xBBCGxFCjzxQBiopTVNgWQ4CiYgw1+kwRQBgyRYVtoQQQhoQSo72PAMIQHxm2hxKgqBhKjPY+AuRwPjJsDyVADhdKjPY+AghDfGTYHkIAYUgILdrOEUAYMkeHfSEEyOFCaOm2RRiiy7Maa7GikN6B1r41BGFIHzmeUwkgDEklSP+eAEXFngTPqQQoKqYSpH9PAGFIT4LnFAIIQ1Lo0XdIAGHIkAavUwhQVEyhR98hAXK4IQ1epxAgh0uhR98hAYQhQxq8jiWAMCSWHP3GBBCGjInwPpYAOVwsufR+CEPSGVZnIVUU4hxCGFJdWJnQSgQQhqwE2sAwFBUNBHklFykqrgTawDAIQwwEeQUXEYasANnIEAhDjAR6BTcpKq4A2cgQ5HBGAr2Cm+RwK0A2MgTCECOBzuwmwpDMgA2ZRxhiKNiZXSWHywx4xjzCkBk4Le7SEIU4vxGGtBh95qxBAGGIBkVsOAIUFVkHWgQoKmqRxA7CENaABgGEIRoUseEIIAxhHWgRoKioRRI75HCsAS0C5HBaJLGDMIQ1oEEAYYgGRWw4AghDWAdaBMjhtEiG20EYEs6s2h5aohDnIMKQasPMxDITQBiSGbAh8xQVDQU7s6sUFTMDNmQeYYihYGd0FWFIRrjGTCMMMRbwjO5SVMwI15hpcjhjAc/oLjlcRrjGTCMMMRbwTO4iDMkE1qBZhCEGg57JZXK4TGAFZhGGCCC10ERTFOL8PXvvMy24fWOOv/jFL7qrV692H/7wh7vjx4/f2M4LCIQSQBgSSoz2PgIUFX1k2B5KgKJiKDHa+wggDPGRYXsIAYQhIbRoO0cAYcgcHfaFEKCoGEKLtnMEyOHm6LAvhAA5XAgt2s4RQBgyR4d9UgIIQ6SkaLdEAGHIEiH2SwmQw0lJ6bdDGKLPdHWL2qKQk4cPd6cPH1ndj5QBEYak0KPvkADCkCENXqcQoKiYQo++QwIUFYc0eJ1CAGFICj369gQQhvQkeE4lgDAklSD9ewIUFXsSPKcSIIdLJUj/ngA5XE+C51QCCENSCdLfEUAYwjrQIoAwRIskdsjhyq0BhCHl2KuMrC0KcZNq7dtC3JwRhjgKPDQIIAzRoIgNR4CiIutAiwBFRS2S2EEYwhrQIIAwRIMiNhwBhCGsAy0CFBW1SGKHHI41oEWAHE6LJHYQhrAGNAggDNGgiA1HAGEI60CLADmcFslwOwhDwplV0yOHKKTFbwtxAUEYUs2ybH4iCEOaD2E1DlBUrCYUzU+EomLzIazGAYQh1YSi6YkgDGk6fFVNHmFIVeFoejIUFZsOX1WTJ4erKhxNT4YcrunwVTV5hCFVhaPZySAMaTZ01U0cYUh1IWl2QuRw5UKHMKQc+6SREYXs4kMYssuDd/EEEIbEs6PnLgGKirs8eBdPgKJiPDt67hJAGLLLg3dxBBCGxHGj1z4BhCH7TNgSR4CiYhw3eu0TIIfbZ8KWOALkcHHc6LVPAGHIPhO2hBNAGBLOjB7TBBCGTHNhazgBcrhwZlo9EIZokVzRDqKQfdgIQ/aZsCWOAMKQOG702idAUXGfCVviCFBUjONGr30CCEP2mbAlnADCkHBm9JgmgDBkmgtbwwlQVAxnRo9pAuRw01zYGk6AHC6cGT2mCSAMmebC1jACCEPCeNHaTwBhiJ8Ne8IIkMOF8dJsjTBEk+YKthCFTENGGDLNha3hBBCGhDOjxzQBiorTXNgaToCiYjgzekwTQBgyzYWtYQQQhoTxorWfAMIQPxv2hBGgqBjGi9Z+AuRwfjbsCSNADhfGi9Z+AghD/GzYIyeAMETOipbzBBCGzPNhr5wAOZyclXZLhCHaRDPaQxTih4swxM+GPWEEEIaE8aK1nwBFRT8b9oQRoKgYxovWfgIIQ/xs2CMngDBEzoqW8wQQhszzYa+cAEVFOStazhMgh5vnw145AXI4OStazhNAGDLPh70yAghDZJxotUwAYcgyI1rICJDDyTjlaIUwJAfVDDYRhcxDRRgyz4e9cgIIQ+SsaDlPgKLiPB/2yglQVJSzouU8AYQh83zYKyOAMETGiVbLBBCGLDOihYwARUUZJ1otEyCHW2ZECxkBcjgZJ1otE0AYssyIFssEEIYsM6KFjADCEBknWi0TIIdbZpSrBcKQXGQV7SIKWYaJMGSZES1kBBCGyDjRapkARcVlRrSQEaCoKONEq2UCCEOWGdFimQDCkGVGtJARQBgi40SrZQIUFZcZ0UJGgBxOxolWywTI4ZYZ0UJGAGGIjBOt5gkgDJnnw145AYQhcla0nCdADjfPJ+dehCE56SrYRhQig4gwRMaJVssEEIYsM6KFjABFRRknWi0ToKi4zIgWMgIIQ2ScaDVPAGHIPB/2ygkgDJGzouU8AYqK83zYKydADidnRct5AuRw83zYKyeAMETOipZ+AghD/GzYE0YAYUgYL1r7CZDD+dnk3oMwJDfhBPuIQuTwEIbIWdFyngDCkHk+7JUToKgoZ0XLeQIUFef5sFdOAGGInBUt/QQQhvjZsCeMAMKQMF609hOgqOhnw54wAuRwYbxo7SdADudnw54wAghDwnjRepoAwpBpLmwNJ4AwJJwZPaYJkMNNc1ljK8KQNShHjIEoJAwawpAwXrT2E0AY4mfDnjACFBXDeNHaT4Ciop8Ne8IIIAwJ40XraQIIQ6a5sDWcAMKQcGb0mCZAUXGaC1vDCZDDhTOjxzQBcrhpLmwNJ4AwJJwZPfYJIAzZZ8KWOAIIQ+K40WufADncPpO1tiAMWYt0wDiIQgJgfdAUYUg4M3pME0AYMs2FreEEKCqGM6PHNAGKitNc2BpOAGFIODN67BNAGLLPhC1xBBCGxHGj1z4Bior7TNgSR4AcLo4bvfYJkMPtM2FLHAGEIXHc6LVLAGHILg/exRNAGBLPjp67BMjhdnms+Q5hyJq0BWMhChFAmmiCMGQCCpuiCCAMicJGpwkCFBUnoLApigBFxShsdJoggDBkAgqbggkgDAlGRgcPAYQhHjBsDiZAUTEYGR08BMjhPGDYHEyAHC4YGR08BBCGeMCwOYgAwpAgXDSeIYAwZAYOu4IIkMMF4VJtjDBEFWeaMUQh8fwQhsSzo+cuAYQhuzx4F0+AomI8O3ruEqCouMuDd/EEEIbEs6PnEQGEIUcseJVGAGFIGj96HxGgqHjEgldpBMjh0vjR+4gAOdwRC16lEUAYksaP3tcJIAxhJWgRQBiiRRI75HDl1gDCkHLsd0ZGFLKDI/gNwpBgZHTwEEAY4gHD5mACFBWDkdHBQ4CiogcMm4MJIAwJRkaHCQIIQyagsCmKAMKQKGx0miBAUXECCpuiCJDDRWGj0wQBcrgJKGyKIoAwJAobnUYEEIaMgPA2mgDCkGh0dBwRIIcbAVnxLcKQFWH7hkIU4iMj344wRM6KlvMEEIbM82GvnABFRTkrWs4ToKg4z4e9cgIIQ+SsaOkngDDEz4Y9YQQQhoTxorWfAEVFPxv2hBEghwvjRWs/AXI4Pxv2hBFAGBLGi9bTBBCGTHNhazgBhCHhzOgxTYAcbprLGlsRhqxBeWYMRCEzcAJ2IQwJgDXT9KWXf9y9fPFK98Rj98202vYuhCHbju+a3lFUXJP2tseiqLjt+K7pHcKQNWlvdyyEIduN7dqeIQxZm/h2x6OouN3Yru0ZOdzaxLc7HjncdmO7tmcIQ9Ymvs3xEIZsM64lvEIYUoL6NsckhysXV4Qh5dh3b7z7SvfC619RncHJw4e704ePqNpswRjCkLQofe2br3YXLrzdvXTxrRuGzpz8ZPf42RPdmVN33Nhm4QXCEAtRXsdHiorrcLYwCkVFC1Fex0eEIetw3vooCEO2HuH1/EMYsh7rrY9EUXHrEV7PP3K49VhvfSRyuK1HeD3/EIasx3rLIyEM2XJ01/UNYci6vLc8GjlcuegiDCnEHlGILniEIWk8H/3CdyYNOHHI0+c+M7lvqxsRhmw1suv7RVFxfeZbHZGi4lYju75fCEPWZ77FERGGbDGqZXxCGFKG+xZHpai4xaiW8Ykcrgz3LY5KDrfFqJbxCWFIGe5bGxVhyNYiWs4fhCHl2G9tZHK4chFFGFKAPaIQfegIQ+KZnnv6j3e+KWRsyZo4BGHIeAXwPpYARcVYcvQbE6CoOCbC+1gCCENiydFvSABhyJAGr1MIIAxJoUffIQGKikMavE4hQA6XQo++QwLkcEMavE4hgDAkhR59ewIIQ3oSPKcSQBiSSpD+PQFyuJ7E+s8IQ9Zn3p2/9EXVUa3+fMwQIsKQIY2w175vC+mtIAzpSfAMgTACFBXDeNHaT4Ciop8Ne8IIIAwJ40XraQIIQ6a5sDWcAMKQcGb0mCZAUXGaC1vDCZDDhTOjxzQBcrhpLmwNJ4AwJJwZPfYJIAzZZ8KWOAIIQ+K40WufADncPpO1tiAMWYv0B+M8/9qz3ZvvXVYbFVHIdZQIQ+KW1Esv/7g79+UXFzt/66ufXWyzlQauEHT16tXu4OCgO378+Fbcwo8CBCgqFoC+0SEpKm40sAXcQhhSAPoGh0QYssGgFnIJYUgh8BsclqLiBoNayCVyuELgNzgsOdwGg1rIJYQhhcBvbFiEIRsLaEF3EIYUhL+xocnhygUUYciK7BGF5IONMCSOLcKQfW4IQ/aZsCWOAEXFOG702idAUXGfCVviCCAMieNGr10CCEN2efAungDCkHh29NwlQFFxlwfv4gmQw8Wzo+cuAXK4XR68iyeAMCSeHT2PCCAMOWLBqzQCCEPS+NH7iAA53BGLtV8hDFmJOKKQvKARhsTxRRiyzw1hyD4TtsQRoKgYx41e+wQoKu4zYUscAYQhcdzotUsAYcguD97FE0AYEs+OnrsEKCru8uBdPAFyuHh29NwlQA63y4N38QQQhsSzo+cRAYQhRyx4lUYAYUgaP3ofESCHO2Kx9iuEISsQv3Dl293FK99VG+nOgxPdQ/c8pWZvC4ZqF4Y4AcY3zl/uXrr4Vvf5s/deQ/7EY/cVR/+1b77aPXf+0uI8+CmZRUQ0gMAeAYqKe0jYEEmAomIkOLrtEUAYsoeEDREEEIZEQKPLJAGEIZNY2BhBgKJiBDS6TBIgh5vEwsYIAuRwEdDoMkkAYcgkFjYGEkAYEgiM5l4CCEO8aNgRSIAcLhCYYnOEIYowp0whCpmior+tZmGIT3zhBCKlxSG+uQ0jdObkJ7unz31muGnTr10h6OrVq93BwUF3/PjxTfuKc3kJUFTMy9eSdYqKlqKd11eEIXn5WrGOMMRKpPP7iTAkP2MrI1BUtBLp/H6Sw+VnbGUEcjgrkc7vJ8KQ/IwtjIAwxEKU1/ERYcg6nC2MQg5XLsoIQzKyRxSSEe7IdK3CkCXhxdNf+nR35tQdI2/We7s0PzcThCHrxYORtkWAouK24lnSG4qKJelva2yEIduKZylvEIaUIr+9cRGGbC+mpTyiqFiK/PbGJYfbXkxLeUQOV4r89sZFGLK9mJbwCGFICerbHBNhyDbjWsIrcrgS1K+PiTAkE3ttUYib5tl7n8k02/bN1ioMefQL35mFW1p0gTBkPzyuEMQ3huxzYUs4AYqK4czoMU2AouI0F7aGE0AYEs6MHvsEEIbsM2FLHAGEIXHc6LVPgKLiPhO2xBEgh4vjRq99AuRw+0zYEkcAYUgcN3rtEkAYssuDd/EEEIbEs6PnLgFyuF0ea75DGJKBdg5RyIN3P9nddeyBDLPdhkmEIXFxRBiyzw1hyD4TtsQRoKgYx41e+wQoKu4zYUscAYQhcdzotUsAYcguD97FE0AYEs+OnrsEKCru8uBdPAFyuHh29NwlQA63y4N38QQQhsSzo+cRAYQhRyx4lUYAYUgaP3ofESCHO2Kx9iuEIcrEEYUoAxWaq1EY8tLLP+7OffnFRQ++9dXPLrbJ1UAiDPn82Xu7Jx67L9cUqrOLMKS6kDQ7IYqKzYauuolTVKwuJM1OCGFIs6GrauIIQ6oKR9OTQRjSdPiqmjxFxarC0fRkyOGaDl9VkyeHqyocTU8GYUjT4atm8ghDqglF8xNBGNJ8CKtxgByuXCgQhiiyRxSiCDPQVI3CEOfC0k/JuDZOeDF8XLjw9vDt7OvTp2+/sf/UycPuzKk7bryXvDj39B93L118a7YpwpBZPOyEgJcARUUvGnYEEqCoGAiM5l4CCEO8aNgRQABhSAAsms4SQBgyi4edAQQoKgbAouksAXK4WTzsDCBADhcAi6azBBCGzOJhp5AAwhAhKJotEkAYsoiIBkIC5HBCUBma3fT222//KoNdkUlXVLx69Wr3oQ99qDt+/LioT62N/uy9H3b/8J/8l6rT+6dv/9vdqdv/NVWbWzXmhCEugb/55pu7Y8eOrebm9y5e2Rnr5Q9EFr2443vf392/0zjTmyceO9F97u/8TZH1/+D9bzRZmmOIPdGglTf62c9+dm0t3XrrrauupcqxML0IAm4tuZvlj370o91HPvKRCAt0gcB1Au+++27nknh3fXPXOR4QiCXgCtS/+tWvuo997GPdTTfdFGuGfsYJbCmHMx7K4u67+yR3XnL3Se68xAMCsQScyMgVFm+55ZbO5XE8IBBLgBwulhz9xgTI4cZEeB9L4Kc//em1rh//+MdjTdAPAtdqSu4PRdzncJ/4xCcgAoFoAi6Hc/dLH/7wh7uDg4NoO3SEADlcuTVw049+9KNiwpBybuuO/NZfXupe/Mkfqho9cfCvdPcd+9uqNjEmJ/D9V35yo/H3X3nn2usf/ODPb2y7+MOj/Tc2Vvbid37r17vf+a2/Pjur/+Q/u9gt+SKxMzsIOyEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoBiBm/70T/+0qDDE/cWZezi1YouPt35+qfvf3/mvVad+77EHu/uPP6xq04Ixt5bcX78u/QXsUPRx8Qdvd9///nXltWO0JJJojeOjv/3Xukd/+294p/13/9MLiz4v2fAab3SH+0tqt5bcOWlpLTXqItNeiYBbS+6f5Ly00pQYplECrd8rNYp9k9NmLW0yrEWcYi0Vwb65Qfv7bnev1Go9YHNBadQh7rsbDVyF02YtVRiURqfEvVKjgatw2qylCoPS6JTcN9Fy391o8CqbtjsvUe+uLCgNTof77nJBu+n9r5AqJgxxJxD3dWiuCNTq16E9/9qz3ZvvXVaL4MnDh7vTh4+o2bNiyP2UjPtZIvcVVsOfJfraN1/t+p91eemDn3mxwqT381tf/Wz/cu/50S98Z2/beMPnz97bPfHYfePNm33vfpLIrSX3VWjDtbRZh3EsGwF+nzobWnOG+X1qcyHP5rD76liXeN12222IH7NR3r7hLeRw249SGx66r4515yX38x/uvMQDArEE+H3qWHL0GxMghxsT4X0sAXK4WHL0GxN4553r32TNz3+MyfA+hIAThVy5cuXazxMfHh6GdKUtBHYIuJ+ScT+X5n4O1P3kNQ8IxBIgh4sll94PYUgCQ0QhCfCUu46FIU4Q8tz5S8qjtGluTtghEYY8/aVPd2dO3dGm8xGzRhgSAY0ukwQoKk5iYWMEAYqKEdDoMkkAYcgkFjYGEkAYEgiM5l4CCEO8aNgRSICiYiAwmnsJkMN50bAjkAA5XCAwmnsJIAzxomFHAAGEIQGwaDpLAGHILB52BhAghwuApdwUYUgk0AtXvt1dvPLdyN773fimkH0mIVuGwpC//z+/hihkBM8n7kAYMgL1/luEIftM2BJHgKJiHDd67ROgqLjPhC1xBBCGxHGj1y4BhCG7PHgXTwBhSDw7eu4SoKi4y4N38QTI4eLZ0XOXADncLg/exRNAGBLPjp5HBBCGHLHgVRoBhCFp/Oh9RIAc7ojF2q8QhkQQRxQSAS1zl6Ew5Pf+zf8182jtmT9z8pPd0+c+szdxhCF7SBCG7CNhSyQBioqR4Oi2R4Ci4h4SNkQSQBgSCY5uOwQQhuzg4E0CAYQhCfDoukOAouIODt4kECCHS4BH1x0C5HA7OHiTQABhSAI8ut4ggDDkBgpeJBJAGJIIkO43CJDD3UCx+guEIYHItUUhdx6c6B6656nAWdB8TABhyJjI/vtvffWzexsRhuwhQRiyj4QtkQQoKkaCo9seAYqKe0jYEEkAYUgkOLrtEEAYsoODNwkEEIYkwKPrDgGKijs4eJNAgBwuAR5ddwiQw+3g4E0CAYQhCfDoeoMAwpAbKHiRSABhSCJAut8gQA53A8XqLxCGBCBHFBIAa+WmrQtD3Dd69I/Tp2/vX4qeL1x4u3vp4luLbcfCkJde/nF37ssvBvdb7NB4A1cIunr1andwcNAdP368cW+YfkkCFBVL0t/W2BQVtxXPkt4gDClJfztjIwzZTixLe4IwpHQEtjM+RcXtxLK0J+RwpSOwnfHJ4bYTy9KeIAwpHYFtjI8wZBtxrMELhCE1RGEbcyCHKxdHhCFC9m+8+0r3wutfEbZebsY3hSwzCmlRizBkLPCQiDZ8P/Mi9V8i8JgaQ9LPzWEsKJHOq9V2CENajVx986aoWF9MWp0RRcVWI1ffvBGG1BeTFmeEMKTFqNU5Z4QhdcalxVlRVGwxanXOmRyuzri0OCtyuBajVuecEYbUGZfWZoUwpLWI1TtfhCH1xqa1mZHDlYsYwhAh+/OXvihsKWt29t5nZA1pJSIwFIZc+pOfib4JQ2T4/UZjsYfrd+rk4Y3uZ07dceP1+MXXvvlq99z5S+PNO++nRBs7DRbexI6BMGQaLMKQaS5sDSdAUTGcGT2mCVBUnObC1nACCEPCmdFjnwDCkH0mbIkjgDAkjhu99glQVNxnwpY4AuRwcdzotU+AHG6fCVviCCAMieNGr10CCEN2efAungDCkHh29NwlQA63y2PNdwhDBLSff+3Z7s33Lgtaypo8ePeT3V3HHpA1ppWIwFAY4n7+QyKWcIbHog+p4EM0qfcbSeaBMERKc512CEPW4WxhFIqKFqK8jo8UFdfhbGEUhCEWopzfR4Qh+RlbGQFhiJVI5/eTomJ+xlZGIIezEun8fpLD5WdsZQSEIVYinddPhCF5+VqyjjDEUrTz+koOl5fvnHWEIXN03t934cq3u4tXvrvQSr4bUYicVUjLsTCk7+uEGf1DW/TR2517zv2tHFL7nz97b/fEY/ftTFUiWnEd+CmZHWy8gYCYAEVFMSoaLhCgqLgAiN1iAghDxKhoOEMAYcgMHHYFEUAYEoSLxjMEKCrOwGFXEAFyuCBcNJ4hQA43A4ddQQQQhgThorGHAMIQDxg2BxNAGBKMjA4eAuRwHjArbEYYMgNZWxRy8vDh7vThIzMjsiuWgE8YEmtPq59UuBErvpCKO2KFIanfZqLFcU07rhB09erV7uDgoHPfPsMDArEEKCrGkqPfmABFxTER3scSQBgSS45+QwIIQ4Y0eJ1CAGFICj36DglQVBzS4HUKAXK4FHr0HRIghxvS4HUKAYQhKfTo2xNAGNKT4DmVAMKQVIL07wmQw/Uk1n9GGOJhjijEA6bSzVaFIY9+4TuiiEwJTySiEoQhCENEC4xGkwQoKk5iYWMEAYqKEdDoMkkAYcgkFjYGEkAYEgiM5l4CCEO8aNgRSICiYiAwmnsJkMN50bAjkAA5XCAwmnsJIAzxomFHAAGEIQGwaDpLAGHILB52BhAghwuApdwUYcgEUEQhE1Aq34QwxB+gqW8Lca0Rhkwzc4UgvjFkmg1bwwhQVAzjRWs/AYqKfjbsCSOAMCSMF62nCSAMmebC1nACCEPCmdFjmgBFxWkubA0nQA4Xzowe0wTI4aa5sDWcAMKQcGb02CeAMGSfCVviCCAMieNGr30C5HD7TNbagjBkRBpRyAhII28RhvgDNfVtIa41wpBpZghDprmwNZwARcVwZvSYJkBRcZoLW8MJIAwJZ0aPfQIIQ/aZsCWOAMKQOG702idAUXGfCVviCJDDxXGj1z4Bcrh9JmyJI4AwJI4bvXYJIAzZ5cG7eAIIQ+LZ0XOXADncLo813yEMGdB+491Xuhde/8pgS9rLOw9OdA/d81SaEXqLCNQqDHGTl/zcy9Nf+nR35tQdIl+Hjc49/cfdSxffGm7aee37thDXSCIMmeu/M9CG3iAM2VAwC7tCUbFwADY0PEXFDQWzsCsIQwoHYCPDIwzZSCArcANhSAVB2MgUKCpuJJAVuEEOV0EQNjIFcriNBLICNxCGVBCEDUwBYcgGgliJCwhDKgnEBqZBDlcuiAhDBuzPX/ri4F3aS0QhafxCe1sVhjhOc8IT37eFuH5LohLXBmHIcYeBBwSiCFBUjMJGpwkCFBUnoLApigDCkChsdBoRQBgyAsLbaAIIQ6LR0XFEgKLiCAhvowmQw0Wjo+OIADncCAhvowkgDIlGR8cBAYQhAxi8TCKAMCQJH50HBMjhBjBWfokw5APgz7/2bPfme5fV8D9495PdXcceULOHoXkCloUhL7384+4b5y/vfHPImZOf7B4/e2L2W0gQhkyvKVcIunr1andwcNAdP44wZJoSWyUEKCpKKNFGQoCiooQSbSQEEIZIKNFmiQDCkCVC7JcSQBgiJUW7JQIUFZcIsV9KgBxOSop2SwTI4ZYIsV9KAGGIlBTt5gggDJmjw74QAghDQmjRdo4AOdwcnbz7EIa8z/fClW93F698V400ohA1lGJDloUhQ0hOJCL9SRqEIUNyR68Rhhyx4FUaAYqKafzofUSAouIRC16lEUAYksaP3tcJIAxhJWgRQBiiRRI7FBVZA1oEyOG0SGKHHI41oEUAYYgWSdt2EIbYjr+m9whDNGnatkUOVy7+5oUh2qKQk4cPd6cPHykXUaMj1ywMkQgwnv7Sp8WCDq0QS+bFT8nwjSFa682iHYqKFqOex2eKinm4WrSKMMRi1PV9Rhiiz9SqRYQhViOv7zdFRX2mVi2Sw1mNvL7f5HD6TK1aRBhiNfK6fiMM0eVp2RrCEMvR1/WdHE6XZ4g108IQRCEhS6Xutq0LQ0oIMB79wncWg1piXouTytzAFYL4KZnMkI2Yp6hoJNAruElRcQXIRoZAGGIk0JndRBiSGbAh8whDDAU7s6sUFTMDNmSeHM5QsDO7Sg6XGbAh8whDDAU7o6sIQzLCNWYaYYixgGd0lxwuI9wF02aFIYhCFlZGY7sRhoQHTCIMKfFNJuGe6PZAGKLL07I1ioqWo6/rO0VFXZ6WrSEMsRx9Pd8RhuixtG4JYYj1FaDnP0VFPZbWLZHDWV8Bev6Tw+mxtG4JYYj1FaDjP8IQHY5Y6TqEIawCLQLkcFokw+2YFIa88e4r3QuvfyWclqcHPx/jAbPiZoQh4bARhkwzQxgyzYWt4QQoKoYzo8c0AYqK01zYGk4AYUg4M3rsE0AYss+ELXEEEIbEcaPXPgGKivtM2BJHgBwujhu99gmQw+0zYUscAYQhcdzotUsAYcguD97FE0AYEs+OnrsEyOF2eaz5zqQw5PylL6oxvvPgRPfQPU+p2cNQHAGEIeHcEIZMM0MYMs2FreEEKCqGM6PHNAGKitNc2BpOAGFIODN67BNAGLLPhC1xBBCGxHGj1z4Bior7TNgSR4AcLo4bvfYJkMPtM2FLHAGEIXHc6LVLAGHILg/exRNAGBLPjp67BMjhdnms+c6cMOT5157t3nzvshrjs/c+o2YLQ/EEWheGnDn5ye7pc5+JBxDRE2HINDSEIdNc2BpOgKJiODN6TBOgqDjNha3hBBCGhDOjxz4BhCH7TNgSRwBhSBw3eu0ToKi4z4QtcQTI4eK40WufADncPhO2xBFAGBLHjV67BBCG7PLgXTwBhCHx7Oi5S4AcbpfHmu9MCUMuXPl2d/HKd9X4Pnj3k91dxx5Qs4eheAI1C0O+9s1Xu+fOX5p1rlZhyLe++tnZeW9xJ8KQLUa1jE8UFctw3+KoFBW3GNUyPiEMKcN9a6MiDNlaRMv5gzCkHPutjUxRcWsRLecPOVw59lsbmRxuaxEt5w/CkHLstzQywpAtRbOsLwhDyvLf0ujkcOWiaUYYoi0KOXn4cHf68JFykWPkHQIIQ3ZwLL556eUfd+e+/OJiO4QhxxcZ0QACPgIUFX1k2B5KgKJiKDHa+wggDPGRYXsIAYQhIbRoO0cAYcgcHfaFEKCoGEKLtnMEyOHm6LAvhAA5XAgt2s4RQBgyR4d9UgIIQ6SkaLdEAGHIEiH2SwmQw0lJ6bczIQxBFKK/cGqziDAkLCIIQ/y8XCHo6tWr3cHBQXf8OMIQPyn2LBGgqLhEiP1SAhQVpaRot0QAYcgSIfZLCCAMkVCijYQAwhAJJdpICFBUlFCijYQAOZyEEm0kBMjhJJRoIyGAMERCiTZLBBCGLBFiv5QAwhApKdotESCHWyKUb//mhSFvvPtK98LrX1EjyDeFqKFUNYQwJAwnwhA/L4QhfjbsCSNAUTGMF639BCgq+tmwJ4wAwpAwXrSeJoAwZJoLW8MJIAwJZ0aPaQIUFae5sDWcADlcODN6TBMgh5vmwtZwAghDwpnRY58AwpB9JmyJI4AwJI4bvfYJkMPtM1lry+aFIc+/9mz35nuXVXgiClHBmMVIzcKQGkUYNc4py8KIMIowJAIaXSYJUFScxMLGCAIUFSOg0WWSAMKQSSxsDCSAMCQQGM29BBCGeNGwI5AARcVAYDT3EiCH86JhRyABcrhAYDT3EkAY4kXDjgACCEMCYNF0lgDCkFk87AwgQA4XAEu56aaFIZo/IXPnwYnuoXueUsaPOS0CCEPCSH7tm692z52/tNjpW1/97GKbrTVAGLK1iJbzh6JiOfZbG5mi4tYiWs4fhCHl2G9pZIQhW4pmWV8QhpTlv6XRKSpuKZplfSGHK8t/S6OTw20pmmV9QRhSlv9WRkcYspVIlvcDYUj5GGxlBuRw5SK5WWEIopByi6rEyAhDwqhLhCFnTn6ye/rcZ8IMb6A1wpANBLESFygqVhKIDUyDouIGgliJCwhDKglE49NAGNJ4ACuaPsKQioLR+FQoKjYewIqmTw5XUTAanwo5XOMBrLjmQkIAAEAASURBVGj6CEMqCkbDU4kRhrhvHO8fZ07d0b/k2TgBhCHGF4Ci++RwijADTW1SGKIpCnE8H7z7ye6uYw8EoqX5mgQQhoTRRhji54UwxM+GPWEEKCqG8aK1nwBFRT8b9oQRQBgSxovW0wQQhkxzYWs4AYQh4czoMU2AouIRl/5DnJcvXrm28dTJw44Pc474LL0ih1sixH4pAXI4KSnaLRFAGLJEiP0SAqHCkHNP/3H30sW3dkx//uy93ROP3bezjTf2CCAMsRfzXB6Tw+Uiu2x3k8KQ85e+uOy5sMXJw4e704ePCFvTrBQBhCFh5BGG+HkhDPGzYU8YAYqKYbxo7SdAUdHPhj1hBBCGhPGi9TQBhCHTXNgaTgBhSDgzekwToKh4ncvUhzhuj/s20MfPnkAgMr18draSw+3g4E0CAXK4BHh03SGAMGQHB28iCUiFIU5geu7LL86O8vSXPs09xSyhbe9EGLLt+K7pHTncmrR3x9qcMOT5157t3nzv8q6Xke8QhUSCK9CtZmGIw/HoF76zSGXNmyrrwpD+r6im/nIKYcjiUqWBkABFRSEomi0SoKi4iIgGQgIIQ4SgaDZLAGHILB52BhBAGBIAi6azBKwXFV1++43zl/f+sncMbc2aw3jsVt6Tw7USqfrnSQ5Xf4xamSHCkFYiVfc8pcIQ658Z1B3FOmaHMKSOOGxhFtZzuJIx3JQwRPMnZBCFlFyW4WMjDAljJrnJ2+LXw039BdXYT4QhYWuJ1n4CFBX9bNgTRoCiYhgvWvsJIAzxs2GPnADCEDkrWs4TQBgyz4e9cgLWi4qSP0TpaY7z3347z9cJkMOxErQIkMNpkcQOwhDWgAYBiTBE8nlBPxfEpj0Je88IQ+zFPJfH1nO4XFwldjcjDNEUhdx5cKJ76J6nJPxoUwkBhCFhgZgSSIwtbK1gNOfz8GYWYch4JfA+lgBFxVhy9BsToKg4JsL7WAIIQ2LJ0W9IAGHIkAavUwggDEmhR98hActFxZAPcXpmw/y338bzdQLkcKwELQLkcFoksYMwhDWgQUBbGOLm9K2vflZjathojADCkMYCVvF0LedwpcOyCWHIG+++0r3w+lfUWJ699xk1WxhahwDCkDDOcyKJ3tKWhCGSYllfHEMY0q8AnlMJUFRMJUj/ngBFxZ4Ez6kEEIakEqS/I4AwhHWgRQBhiBZJ7FguKoZ8W0i/Us6c/GT39LnP9G95HhAghxvA4GUSAXK4JHx0HhBAGDKAwctoAhJhiOTzguEEtvTZwdAvXs8TQBgyz4e9cgKWczg5pTwtNyEMef61Z7s337usQujBu5/s7jr2gIotjKxHAGFIGGvJjd5Wbu4kohBHD2FI2Bqi9TIBiorLjGghI0BRUcaJVssEEIYsM6LFMgGEIcuMaCEjgDBExolWywSsFhWlue4UwT7/ndpneRs5nOXo6/pODqfL07I1hCGWo6/nu0QYEio2RWiqF5+WLCEMaSladc/Vag5XQ1SaF4Zo/oTMycOHu9OHj9QQF+YQSKB2YUhtQoza5hMYbnHzl17+cXfuyy+K2veFMVcIunr1andwcNAdP35c1JdGEJgiQFFxigrbYghQVIyhRp8pAghDpqiwLZQAwpBQYrT3EUAY4iPD9lACVouKKcIQPsyZXmXkcNNc2BpOgBwunBk9pgkgDJnmwtYwAjmEIW4GfT09bDa0bpkAwpCWo1fX3K3mcDVEoWlhCKKQGpZQHXNAGBIWByvCkBClc38jizAkbC3R2k+AoqKfDXvCCFBUDONFaz8BhCF+NuyRE0AYImdFy3kCCEPm+bBXTsBqUTEk3x3TRBgyJnL9PTncNBe2hhMghwtnRo9pAghDprmwNYzAkjAk5I8rhyP39fThNl5vmwDCkG3Hd03vrOZwazL2jdW0MOT8pS/6/ArafufBie6he54K6kPjugggDAmLh6SA1PqNXchfTw1/NgdhSNhaorWfAEVFPxv2hBGgqBjGi9Z+AghD/GzYIyeAMETOipbzBBCGzPNhr5yAxaJiSL7rI/mtr37Wt8vsdnI4s6FXd5wcTh2pWYMIQ8yGXtXxJWFI7H0FQlPVMDVhDGFIE2FqYpIWc7haAtOsMETz20LO3vtMLfFgHpEEEIaEgdu6MCT0ZnZYEEMYEraWaO0nQFHRz4Y9YQQoKobxorWfAMIQPxv2yAkgDJGzouU8AYQh83zYKydgsagYmvNO0Wz9j0GmfErdRg6XSpD+PQFyuJ4Ez6kEEIakEqS/I5BLGOJsD+vq7j2PbRNAGLLt+K7pncUcbk2+c2M1KQzRFIU8ePeT3V3HHphjxL4GCGxBGLKmwnbLwpDQr74bfluIW+oIQxo44BuZIkXFRgLVwDQpKjYQpEamiDCkkUBVPk2EIZUHqKHpIQxpKFiVT9ViUVHy87BLYVuzBrE0l1r2k8PVEon250EO134Ma/EAYUgtkWh7HjmFIQhN214bobNHGBJKjPY+AhZzOB+Ltbc3KQzR+gmZk4cPd6cPH1mbOeNlIFC7METy1zxrFmW2LAyR+NYvwbEoxG1HGNLT4TmVAEXFVIL07wlQVOxJ8JxKAGFIKkH6OwIIQ1gHWgQQhqSTdKJ49zhz6o50Yw1bsFhUDMl7faFdswbhm0Nt28nhaotIu/Mhh2s3drXNHGFIbRFpcz5LwpAUwSnCkDbXROysEYbEkqPfmIDFHG7MoNT75oQhWt8Wgiik1JLLMy7CkDCukiJSizd1EgFOT8pXBEMY0hPiOZUARcVUgvTvCVBU7EnwnEoAYUgqQfo7AghDWAdaBBCGxJOcKt5Pid7jR2irp7WiYui3ZM5Fk69/36VDDrfLg3fxBMjh4tnRc5cAwpBdHryLI5BTGGL5HjQuGm33QhjSdvxqmr21HK4m9k0JQ7REIS4AZ+99pqY4MJdEAghD5AClRaTWCkQhohBHyyd8QRgiX0u0nCdAUXGeD3vlBCgqylnRcp4AwpB5PuyVEUAYIuNEq2UCCEOWGU21mMt7rBbmrRUV59bA1JqZ29Za3j/ni8Y+cjgNithwBMjhWAdaBBCGaJG0bQdhiO34a3qPMESTpm1b1nK4mqLdlDCEn5CpaenUNReEIfJ4bFEYIvWppzRXMEUY0lPiOZUARcVUgvTvCVBU7EnwnEoAYUgqQfo7AghDWAdaBBCGhJOUCAJ8Avjw0drpYa2oKFkH0uhZXC9zbMjh5uiwL4QAOVwILdrOEUAYMkeHfVICS8IQybeL+8byfSu3rz3b2yaAMKTt+NU0e2s5XE3smxGGaH1bCD8hU9Py05sLwhA5S6mIoqW/HJr6KmUfkTlRiOuDMMRHju2hBCgqhhKjvY8ARUUfGbaHEkAYEkqM9lMEEIZMUWFbDAGEIeHUJIIAix/0WysqSvJfl/c+d/7S4iKzuF7moJDDzdFhXwgBcrgQWrSdI4AwZI4O+6QEEIZISdFuiQDCkCVC7JcSsJbDSbms0a4ZYYjGt4UgClljSZUZo3ZhSE1ijJrmorFaJMXRfhyJghlhSE+L51QCFBVTCdK/J0BRsSfBcyoBhCGpBOnvCCAMYR1oEUAYEk5SkvtIcp7wkevuYa2oKPmrXicMuXDh7e6li2/NBm/pDydmO29wJzncBoNayCVyuELgNzgswpANBrWASwhDCkDf6JAIQzYa2AJuWcvhCiD2DtmEMETr20LO3vuMFwQ72iaAMEQev60JQyR/LdXTkfw1FMKQnhbPqQQoKqYSpH9PgKJiT4LnVAIIQ1IJ0t8RQBjCOtAigDAknCTCkGlm1oqKEmGIy32/cf7yojDEopBoehVd30oON0eHfRICrubmHs997dXu5Vfe6T73d/6p7kMf+lD3xGP3SbrTBgJ7BBCG7CFhQwSBnMIQN52Wvnk8Ah9dBgQQhgxg8DKJgLUcLgmWcucmhCF8W4hy1DdoDmGIPKiSYqKz1soNnVQYIv1LKIQh8rVEy3kCFBXn+bBXTgBhiJwVLecJIAyZ58NeGQGEITJOtFomgDBkmdG4xdZE/mP/Yt9bKiqGrAFJ7o8wZHfVkcPt8uBdOAGfcEtakwofkR5bJ4AwZOsRXse/OWGI9N5ibqatfI4w5wP7ZAQQhsg40WqZgKUcbpnGui2qF4ZofFsIPyGz7qIqMRrCEDn1rRWHJMKQkAQcYYh8LdFynsDaRUWXyL188Qp/iTQflib3IgxpMmxVThphSJVhaW5SCEOaC1m1E0YYEh4aaeHeWnHeUlFRks+7leXWgKQtwpDd43DtHG53dN61TmDpmJN8i23rDJi/PgGEIfpMLVpEGGIx6kc+uxzCPdy3yZ0+fXt36uRhd+bUHUcNAl4hDAmARdNZApZyuFkQBXZWLwzR+LYQfkKmwMpaeUiEIXLgS4mqs9RScUjiT0hhFGGIfC3Rcp7AWkXFKXFUiBhq3gv21kAAYUgNUdjGHBCGbCOOpb1AGFI6AtsZH2FIeCylwhBrHz5aKipK8t8+n5eul5B8OXzVttVjrRyuLSrMVkJAcrz1x6bEHm0g0BNAGNKT4DmFAMKQFHpt9/XdO8bWjhGGtL0eapq9pRyuJu5uLlULQ/i2kNqWS73zqV0Y4sj5vk5ySHWNAp7vZmA4j9aS1akPxp0/zo/Hz54IUsAiDBmuBF6nEFijqDh3PK9xPknhQ185AYQhcla0nCeAMGSeD3tlBBCGyDjRquv6v0zz/TUawpC4VVJLXhk3+zy9LBUVfbnvkGxf6Jd8UO36IQw5ordGDnc0Gq+2RGAuN+/9bK3W1s+b57IEEIaU5b+V0RGGbCWSYX4s3QvG1I4RhoTFgNZ+ApZyOD+FMns2Lwzh20LKLKy1R0UYIie+1WR17FeMKMRRRBgiX0u0nCeQu6g4XvNTs4m5wZ+yw7ayBBCGlOW/pdERhmwpmuV8QRhSjn0rI7sCpPua4pcuvnVjylP35ghDbuAJehEiDAgy3HBjS0XFkPgvfRjQhxxhSE/iej3AnZsODg66W2655WgHryCwQECSnyMMWYDI7kkCCEMmsbAxkADCkEBgG2kuuW8MvQ9EGLKRxVGBG5ZyuApw70yhamFI6s/InDx8uDt9+MiOw7zZJgGEIfK4bj1ZdcUv318lSighDJFQoo2EAMIQCSXaSAggDJFQoo2EAMIQCSXaLBFAGLJEiP1z32jRf5OBo4QwJG6tSAq81j58tFRUnDu++hU1PM4k7RGT9+QQhhyR4FUoga3X2kJ50F6PAMIQPZaWLeUUhli772xpHUnuAxGGtBTRbc3VUg5XW+SqFYak/owMopDallre+SAMkfOVJKvDQpLc8jZaIgzZRhxr8KIGYQjJWQ0rIX0OCEPSGWLhOgGEIawEDQIIQzQobteGJNfoP4RGGBK3DiSMrd0DWioqSgr8/THmVlho+7hVuZ1euXO47ZDCkzEBzs1jIrzXIoAwRIukbTtzwhDJ+WuOnrX7zjkWte3LcR/IN4bUFuV252Mph6stSghDaosI84kigDBEjk3yF2YIQ65e++rY48ePy8HSEgIjArmLitLEbVgYHk2Rt40QQBjSSKAamCbCkAaC1MAUEYY0EKSCU5TkGn3xeG1hiLt3unDh7Rs/cePmcfr07d0Tj91XkFj40Pw8yD4zK0XFmNjn+EBgPwLb2ZI7h9sOKTwZE5Dk5/31b9yX9xCYI4AwZI4O+6QEEIZISW2nXcx9o8R7hCESSrSRELCSw0lYrN2mWmHI868927353uUoHncenOgeuuepqL50apMAwhB53CTFWoQhCEPkK4qWPgK5i4rSG3yKT74ItbMdYUg7sap9pghDao9QG/PLIQxx1zT3ePnilWvPrX1Qf23S/HeNgCTXcA3d/cnv/3t/q3PnpVtuuaW77bbbshF06+sb5y/fEISMB2ot95HeA4Z+LfSYS0vvrRQVY2IvOSZbOwZyrs3cOVzOuWO7LAGEIWX5b3l0hCFbju56viEMWY91LSPF3DdK5o4wREKJNhICVnI4CYu121QrDDl/6YvRLPgZmWh0zXZsQRhSS0GmlnnUuthcIejqVYQhtcanpXmtUVSUHM+OmaUPBlpaI9K5IgyRkqLdEgGEIUuE2C8hoCUM6T+sd2O+dPGtvaFb/TaHPUeMbZDemzgsjz/6G91n/9U7sgtDtvaNCdIir6VvjbNSVJR88OyOreG9v+SYRBjiqF1/rJHD9WPxvC0CkuOTP9rYVszX8gZhyFqktz1OTmEI9xF1rh3JdcnNfHjfKPEEYYiEEm0kBKzkcBIWa7fZpDDk7L3PrM2R8QoTQBgiDwCFoXlWCEPm+bBXTmCNoqLkeHYztvTBgDxC7bREGNJOrGqfKcKQ2iPUxvw0hCHSD7YdEQqNbayLfpYhsXV9/t1/5/7uzOk7sn1jiLQg2to625rYpV8/sc9WioqS9Tz+4FmSL4z7xMZhC/3WyOG2wAkf9gnEHJ/7VtgCgX0CCEP2mbAlnADCkHBmrffIdV1CGNL6yqhn/lZyuHqIH80EYcgRC141TABhiDx4ksJQa4VRuffLLRGGLDOihYzAGkVF6YcvFHtlMau1FcKQWiPT3rwQhrQXsxpnnCoMkV67xr5bvj8ds6j9vaQIOfThD/+rfzmbMEQioHBzaW19kdMNV1DXWSkqSo6t8X1/TJ9durberZHD2SJqx1uONTuxXttThCFrE9/meDmFIfwxWp1rJtd1CWFInfFucVZWcrgaY1OlMOSNd1/pXnj9K9G8+CmZaHTNdkQYIg+dpDhq+YYOYYh8LdFynsBaRUXJBwNuppaP6/lI1b8XYUj9MWplhghDWolU3fNMFYZI7kV9BLiW+cjUt116f+Jm/uhv/7Xu3/jd01mckK63LQpDxgKBLIArMWqlqCg5rsZrOdeHApWEXn0aa+VwGhN3QstvnL98zZT7STYXe/d44rH7rj3z37oEONbW5W1pNIQhlqKdz9dcwhBL95v5opPHcq7rEsKQPPGyaNVKDldjbKsUhjhQ5y99MZkXApFkhM0YQBgiD5WkOGq56I4wRL6WaDlPYK2iovQvry0f1/ORqn8vwpD6Y9TKDBGGtBKpuueZIgyRFKeWvOd6tkSojv3S+5N+trniKsl93BxCf1u7n3epZ8mxZKlQb6WoGCMMkR6LrR0DuY69tXK41PnPxXUsDkodi/4yApyXZZxoFU4AYUg4M3rsE8glDMl1D7/vAVtCCcTcN0rGQBgioUQbCQErOZyExdptqhWGPP/as92b711XvqdAQRySQq+dvlsRhqxRvJMURy3f1CEMaee4r32maxYVJcf1GueX2mPS6vymhCGuGPzyxSvdhQtXrrn1+Pt/IXjm1B2tusi8VyKAMGQl0BsfJkUYIrleLeHjerZEqJ79cx9cjmeZK66SD+pa/BBVytbKh/1WioqSc+h4PbNWxmeb+fdr5nDzM/HvlcTUck3HTy7vHsn1Jte1Lq9nWC9NAGFI6QhsY/xUYYg7f50+fXv33PlLnXv9+NkT18BQh6p3fSAMqTc2zOw6ASs5XI3x3rwwpIeOQKQnsc3nFoQhtSSJkmKS5SICwpBtniNKeLVmUVFys+8YWPlwoES8c445Fob4ridnTh52T5/7F3NOBduNE0AY0ngAK5l+rDDEd+6KcWv8wWeMDfqsQyAk7rlyEN99Ul/UbrGgLflg2EXYyr2flaJiTC4vXSu5jr91zjR6o6yZw8XMWhpPrpMxdNP6SK53CEPSGFvtjTDEauR1/dYQhjx97jO6k8JaVgK+HGg4aMz9At8YMiTI6xQCVnK4FEa5+lYrDLlw5dvdxSvfVfXbiUN+7db7u7uOPaBqF2PlCSAMkccgppgkt95+S4Qh7cewFg/WLCpKC4RWPhyoZQ1ozWMoDHn5B2935778otd0TFLnNcaOzRFAGLK5kBZxKFYYIilMSR3igxUpqTraSWOfM67uAzv3GP6VY4uCkD6i0ns/Kx/2Wykqxubysf369Wbpec0cLpSr9Lh3dskJQummt0cYks4QC9MEEIZMc2FrGAGEIWG8ttBacv8Xc7+AMGQLq6MOH6zkcHXQ3p1FtcKQN959pXvh9a/szlbpHd8eogSyIjMIQ+TBkNwUWCkgTlFDGDJFhW0xBNYuKko+dEEYEhPJ8n2GwpD/8D/+R91L7/+EzNyDOM/Rsb0PYYjt+Gt5HysMkdyDhszR8v1qCKca2oZ8mElc5RGTHFNWeFopKsbGPLaffDVup+XaOVwIOUkce3sxH/T0fXmOI4AwJI4bvZYJIAxZZkSLZQIIQ5YZba2F5L4hJldAGLK1lVLOHys5XDnC/pGrFYa4Kef41pAhCgQiQxptv0YYIouftChr+UNFhCGytUSrZQJrFxWXjm+Kg8sxq7XFUBhy9vf+l8VpxiR2i0ZpsAkCCEM2EcbiTsQIQyQfljjH3LXqwoW33xfAvbXoZ85vl1gcnAbBBCQCVmeUuMrRSphauf+zUFRcutfvV85ULp/rg4F+zC09r53DSdlJjvehLfKBIY11XkvudbjGrROLrY2CMGRrES3jD8KQMtxLjprr/g9hSMmobmtsCzlcrRGrWhjioD3/2rPdm+9dzsYPcUg2tKsaRhgiw51STJKN0H6rtYQhLhbfOH+5O3369u6Jx+5rHxwe7BEoUVT0FaOsfCiwF4SNbEAYspFAVuAGwpAKgrCBKcQIQyRFKYem/0BT2p4PvtpZUNI8ZLgO2vGuzEwlHxRb+RDSQlFRegz159HhqpSsFfKF68RK5HDDWE29lsRv2I9YDmms99qXiw9nYOWcPPSZ1+kEEIakM8RC1yEMsbcKJDl1TD6NMMTeWsrlsYUcLhe7VLvVC0Ny/qTMEB4CkSGN9l63IAyRFHJyJ4mSObjoTxWT2lsVcTPOKQxx/J0YZOqvYCnexMWr5l6liopunb38/k+NPHf+0rW/un387InuzKk7akbF3BYIDIUh5//e5Wuxneti+Rw+x4V9XYcwhFWgQSBUGCK9/xzeC8X00fANG3kJSD40czOIKVDmnXmd1iUfFufOL2shY6GoKD0vTt0HStbK8BxcS1xLzKNUDufzVRK7YV8rx/zQ51peS65xxKeWaLU1D4QhbcWr1tkiDKk1MnnmlXLfuDQjhCFLhNgvJWAhh5OyWLtd9cIQByT3T8r00BGH9CTae96KMMSRnyrkaEUk502B1hxL28klDJEUdCjGlY6+7vi1FRV1vcPamgSGwpCbb765m1P982HampFpbyyEIe3FrMYZhwpDJB+UOD/H56+5c13PhQ9YehLtPBNXvVhJji0rx4iFomJKLk8uKj/uasrhJMf40DMrx/vQ55peS+JFzaemiLUzF4Qh7cSq5pkiDKk5OvpzS7lvXJoNwpAlQuyXErCQw0lZrN2uCWGIg7KWOMSNhUDEUWjrgTBEFq+cNwWyGdTfSlsY4pj7viVkisb4Q5GpNmxrg0BNRcU2iDFLH4GxMOT6eeXS+98+dGWnC4XGHRy8mSCwZWGIOy7cg29Imgi88qZcwpCxOFryQaZzbdxP2V3MKROQxpV74mXw5HZHjCwUFSUfOvuEAZLjjvvI6+uplhxOenz3R4Ev9v1+nvMTqO04u54zXv/5Yuc9P2Gcfw3kGgFhSC6ytuwiDLEVb8l9oyMSk0sjDLG1lnJ6ayGHy8kvxXYzwhDn5NrikF+79f7urmMPpPCl70oEEIbIQEuLCzE3BbIZ1N9KWxgi+avIIRWK4EMabb+upajYNkVm7wiMhSE9FXdOdz8b5B4U+noqPM8R2IowpC90O1+nfp5tyMB90OUeHCNDKmmvQ4UhknuhqQ8kpfet3DulxXPt3tK4Tq2Jteda+3hSlhaOEQtFRUmB3ycOkHxg7etb+3GgPb9acjhJvIe+WzjOh/7W+FpynK1xbVtaO2vMocb4tDwnhCEtR6+euSMMqScWa8xk6Vrg5hB774cwZI0I2hjDQg5XaySbEoY4iGuKQ9x4fHuIo1D/A2GILEaSmwJnCWHI1e7g4KA7fvy4DKynlaQwMO5KQWdMpN33tRQV2yXIzHsCPmFIv59nCEgJtC4MkX4IOsWD6+sUlbhtIcIQacx8H1JIRCXENi6OJXtJ4hpbqCzpV4mxJSwtHCMWioqSXN533KT0LbGuS45ZSw4niVnPycIx3vta87Ok/uO739H0S3JdcOOtMRdNvyzbQhhiOfp6viMM0WPZgiXJfYTvvnHJP4QhS4TYLyVgIYeTsli7XXPCEAdobXHInQcnulOf+E2+PWTt1RkwHsIQGaycNwWyGdTfyhWCrl5NF4ZIWE/RsCzKmeLR8rZaiootM2Tu1wnULAxxH/q6n8tyj9Onb7/2zDczXMNQ5X+tCkP6dbb07SBL0LnGLhGS7Q8Rhkjvh3yxkXzIElvQknlLqxwEJHF14/rWRY45tWpT8gGghQ+NLRQVJedT3/kwpW+rx0bsvGvJ4aTCSgvHd2ws1+4nubblFmNIjvUhF9bPkEa9rxGG1BublmaGMKSlaKXPVXI98N03Lo2OMGSJEPulBCzkcFIWa7drUhjSQ1pbIMK3h/Tk63tGGCKLSc6bAtkMyrZyxZUzp+6YnURJYUjuIsGs4+xUJ1BLUVHdMQyuTqBWYYjvmsK5bPUlIh6wNWGIliCkB8Ta7EmkPWsLQ+YKUr7zzNgDBARjInW/5wNPvfjU8EGknjfxliwUFSXnQ991TtJ37lwcH5n2etaUwy0d3754t0d9GzNeipfzMnfMJHMY0ua4H9Ko9zXCkHpj09LMEIa0FK30uUquB7HXJIQh6fHBwnUCFnK4WmPdtDCkh7qmQARxSE+9rucWhCGOWOm/6LJaEHI3Q+7R/6Wxu/E5dfJwUiSiJQyRxPrapD74L/ZmbGiD13URqKmoWBcZZhNKoEZhyNL1hHNaaJTXad+SMET6wXEIOdZlCC1/2xBhSGpBSroOEIb441XrHsm9MsfscvQkx5iFD/4sFBUlsfYdM0v3bW6lWVgny0dU19WUw81dA/mmB0k0122TcoxqzVQyh/FY3EONidT3HmFIfTFpcUZzwpC5603vK/cJPYk2niXXA99945KHCEOWCLFfSsBCDidlsXa7TQhDHLQ1xSFuPAQijkI9D4QhslhoF4TcjWP/WPomjr7d2s9zPk8VUzSEIXNjjv2PvQkb2+F9fQRqKirWR4cZhRCoURgiSTIpMoZEeZ22scIQd71/+eKVbq2fCZIUpmKIcc2NobbfJ0QYovHhv8QG55v9ONW+RXIdoQC9HEVJ3mGBo4WiouSY8V3npNdVzqV1CUP6M4A7zi9cePva28fPnrj2XGv9pZ+zxeeUY1SLl+SaMB7LynHf5zP9sdT/4Zjj4a6T7tH/NKp7vVbe48ZaeiAMWSLEfgmBVGGIG8PK+ULCs/Y2Oa9JCENqj34787OQw9Uajc0IQ3rAawpEEIf01Ms/IwyRxUCSJC4VDl0y9Y3zl298+8ZwZF8hathmzddL/k75qiEMkdx8OQ7cUK+5GtYfC2HI+sy3OmKrwpAp8d1WY9SKX6HCkKnrWe5rvfTDqxjmXHdjqO330RaGLJ0rJMKQJRv7XrClNIGl+/R+fhy3PYnpZ+k5c+scLRQVp67J41Xhu0azTsak/O/J4fxs2DNPIOUYnbcctlcyj96i75zR79/C81wNc8m/WvggDFmKFPslBBCGSChtp40kh449xyEM2c46Ke2JhRyuNGPf+JsThjhH33j3le7ld/5B9+Z7l31+q25/8O4nu7uOPaBqE2NhBBCGyHhJCrBTYoneemr/3s5az5KEeFwkXUsYEnvztRY7xkknQFExnSEWrhOoURgiSTL5oLaeFewKou4bP078xke7T93/8e62227rbrrpptkJzl3zc17DJGtrduKenTnn7Blys5ulwhCtDyIla4LzTXvLTbo+iO18bKUcxznPvNX29looKkpyW9+1jnUiX9PkcHJWtNwlkHKM7lpKe+eOd98fc40tb/XaEMJgzGTqvTu3ukepbxFBGDIVFbaFEkAYEkqs7fY5c2iEIW2vjZpmbyGHq4n3cC6bFIb0DvLtIT2J7T8jDJHFOCVRnfuAaDz6nLhk3Dbne8lN0DgRXksYQpE7Z+TrsE1RsY44bGEWCEO2EMUyPrhrt/u65OFXJbuZPPHYie7zZ+/3Tkpyzc9xHZOM6520Z4e7J3Ffu85XrnsARWyWCkOk8Rzfi42nJLmfy7Eex/PgvT4BYpvOVPqB/9aPEQtFxZRcXrpOls7H6Su2fgvkcPXHqNYZphyjOXxyx70Thj93/tKeeXd/7H42pZTQYW9Cihuk95+xQ/oEeLH2JP0Qhkgo0WaJAMKQJULb2p8zz0IYsq21UtIbCzlcSb5zY29aGNI7vpZAhJ+W6Ymv/4wwRMY8NlGNSaxKFx+lxa/xPBGGyNYSrXYJuPXmHu4vc9xj/CGs26ZdQBiO6cYr/VcszkceeQjUKAyJvZ7kIYRVH4G5YsD4+je0Ibnua5/T3PiScYfz7EUfbttY+OHOkeNtw768jiegLQxxM5m7hs2t496LufXct+G5PgKS2OY419RHIm1GEo5bP0YsFBVT7r2kuTHCkK5DGJJ2PrLcO+UYzc2trx04ocipk4ebvUcOzSViua99b4IwJDZS9BsSQBgypLH91znzA4Qh218/a3loIYdbi2XoOCaEIQ7KWuKQOw9OdKc+8Zv8tEzoSkxsjzBEBjAmUY1NrEp/a4h03uPil4YwJOfNlyzStFqLgFtnU3+N7xtfs4DgO541x/D5Uft2V/hyRa+t/AUUwpDaV1yd81u6Ds5dp5f6Oo/n+scQkX5o1Y/Nt4DEUNbpIxWG+K5Tc7OY+vCa+6o5Ym3v+/0/+N+6Cz94e9YJ7XPN7GAr7HTnOm3RmuRY2/r9oYWiYkqcpdfYcW68wiFR3RAIQ6oLSTMTSjlGm3Gy4olK+GtOf837E4QhmpGza0tDGDKVq9klWq/nue/7EIbUG/vWZmYhh6s1JmaEIX0A1hKI8O0hPfF1nlsRhkgSlZxFu5jxJcV4X5RL3jBKPtRy8x4XvzSEIRLOayaRvviwPY6Au8GW/mavb4TxuvO1821fWt8ljz3fnNfY7ouNO6+2/JdRCEPWWD3bG0NyLfKdi5bOMT0tX/9+f8izdMyc90kh87XcNqcwZOr+SHIvavW61/o6/O++/oPuG9/6k1k3ptbEbIfKdvb3Jm5aw2+Uc365r/F3j1Qhq+R8v/Vzp4WiYkqcc39AcG0hb+Q/hCEbCWQBN1KO0QLTrWLI/hqZ+g2oknvFXA6vcQ+KMCRX9Oq2644P9wdP7o/R3CP155/mhCHOvuQ4WmO9u7nwSCOQ+74PYUhafOh9RMBCDnfkbV2vzAlDHH7EIXUtQo3ZIAyRUQxNVKUf0vhGL1mAlMx9qtCMMMQXTbYPixapNFKPjaWEbWptp8659v6SY76WJNatpf7hEv2phxOyuIf7q+JWhSEW1+FULEttWzpPuHn5jglpIcHXP8ZnyXydXU0xSsw86dN1UmGINKZjpsN1JV2LudeF5B7AXdvdI/VD/jGPLb//P/7vN7qn/+7/uehi7vguTiCwgWS9DE2m3hdKcrytX5MtFBUlcfatpVrOpcN1X+trhCHhkXHrS/ubkMJnUb5HyjFafvbrz8CXv4der3x21vRoeO+aY1yEITmo1m1zbl3HrjeEIXXHXHN2c+tnOE5sjoUwZEiR1ykELORwKXxy9jUpDOmBriEQ4ZtDetp5nxGGyPiGJqqxBf1+NqEJXd9P4znU135MDWGItPAWezPfz5XndQiEFvels4qNv2R9lTz2pP5rtpMmPW7M2MQnZb6pa+jUA5/oHnjgePd7nz/Z3XzzzSlTUesrYW5tHarBVTAkOU+4YeaOB8k9gO8DqFAXpPPVGi90frTfJbCmMERyrnGzm1vLu7OXv0s5d7u16h6IROZ5b1EYIl2zU2Riz3GSMbd+TbZQVIzNb91ak15nc5xLp9Z6zdsQhsijM75OunNYy9/SKPd8umXKMTptcbtbl65b0uvhkp21COa+xiIMWSuS5ccZn1enZhS73loShjgO7jH8QyryqqnVML1Ncm6MXUduRIQh09zZGk7AQg4XTmWdHqaFIQ4x4pB1FlruURCGyAiHJKqSmwjJqKWKS7EfaCEMkUTVThut42CKWOxNuGROsban5tnCNgmT3o9YQU7fX/osSeiltobtaim4SphbW4fDOJV+7dbfuS+/uDiNuWu05J5BK8aS9eScmZvvorM0UCMgEYZI1+DUpIYfBkjWxrD9lL3Qbdrnb+35hfpTW/sh39Ofur278IPrX489N8+1rt1zc1jal7Lmh7ZjznPSsWNsD+dW82sLRUXJddl3vmGNyFcvwhAZq7nrcwvnbJmXYa1SjtGwkdpvLWG1dM2aW4NzhFz+4n6So/+GTtd2+OHzc+cvzXX37tPKi6YGQBgyRWV726TXaud5zHm2ZmGI89093M92u8fw5xevbfjgP999zrANr7tOcn5MOWchDGGVaRGwkMNpsdK2Y14Y0gPNLRDhm0N60nmeEYbIuErFEs5abDI0nknMzerYRuh76c301Nw0hCFuvhLWKTdhoUxoH0bArSGXkPiSkTBr/tZLxY6pnrlv8KfGrH2b5Hjrfch93K21dkonxNLzbMwa72PFczwBjfhIzjVuhhoxloyV+9iNp22v55rCEMn5XfN8KD12QqOuOcfQsWtqL/kgaGq+U/fsU+1KbNO+7sec66TrVuN8XYKxZEwLRUXJ8eM717BGJKvoehuEIcuslu7bYs5jy6PW3yLlGK3fO90ZSu7vlq5ZEhvDWbt1+fjZE6KfPVpa40O7w9e+c/CwTcxrhCEx1NrqE7rmYu6Nl4Qha53D3D2JezhB1oULbwfXXWN8b2s1pM9Wsp5SrtUIQ9JjhIXrBCzkcLXGGmHIIDKIQwYwGnuJMEQWMEni5G6w3M2ZljAk5UZD5tV+K8kNkOs1lWhqCUMkN9RuDtzQOgp1PaTrR2PWU2twya5kbeUqSEzNrf9AxP3VTYmvdpQWuodzj+E+7O97vebacXNYM85jn6Xcc7Eez4f3uwQka3Hp+iyNscZ1rLbz2i5N3o0JSIQhkjU4ttu/789tUhsaa9CNLR2vn2fMc+9bTN/W+6TwXTpflWIjPU+Gzi90TUvnEWo3dN4l22+1qOhi2z8k3wTmO8dI1wj3bV2HMKRfcf5nyX3bls83PjISLr5j1Gdzq9sltcm581HoPUUs99BxXLxix5qLNcKQOTpt73PX55g/Sos5x/5f33uze+7rP+y+/8Ofdu7eun+4Wp57SD4HmFrfw3uV3qZ77r+Jx4k/3EPrD+9qzQuuOVnJf5Jz11QspdNHGCIlRbslAlvN4Zb8rmE/wpCJKOQUiDx495PdXccemBiVTSkEEIbI6EmSL3dzKSk6yUbsrt1sPn3uM9LmKu0kN0BuoKlEU0sYIi2+pdyIqcDCyA4BSTFnp0Pim6k1uGRSchyvsa58a3ztJM03jzmOMdzn7Ll9a6+dfj5rxLofa/gs5Z6D9XAevJ4mILkOSo5Vyfkmpig1nrXk+Cm11sdz5X3X1SYM0TjPSNagVuxzr2V3fu4LzG4s95AIN12//i/3hr72X7d+5tQdw83BryXnkyWjudktjT/cL70ODvtIX0vOz2NbEr4a5+vxuLW831JRUXIN93H3HSPS9apxPvXNrZXtCEOWI2X9fOMjJLmX8B2jPptb3K5xPpKswZ5d6rVPOt9+PPesfS5FGDKku53XMWur9z50jaXcW/Rj1vIcc59cy9zXmkfu6xHCkLUiuf1xtpTDtRYthCGeiOUUh5y99xnPqGyOJYAwREZOkjy5GyyJitcltO43OSUiktAbVpk3/laSG17fjaSWMMTNTsp7beGMn5ztPZIbZwkh6THkbMUcG5J1tUbBaY7XGuP3sYhJpmO49+NNPc+xmGqvvW1N3sO5S9ZiaiFuOB6v5QRSroPDUSRrW2P9rTXO0DdexxNYSxgiOcc4L1LP6ZLjJZ7WdM9c50afL777Xjc7dx3thSTTsz3amnK8S+N5NJr/Vco8/Fble2LuPeTWr7cMXdfWz6NbKCr6jt+QteM7NqRrNnTdhcytlbYIQ5YjJTmf57rOLc+uXAvr52Ep+dTzUci50ndOlM512E4S37699vpHGNKT3c6z9DiY8jh0XYccM1Pj1bZtLq+pba6l5iM5X4Wuo6EvCEOGNHidQmALOVyK/yX7IgyZof/Gu690L7/zD7o337s80yp8150HJ7qH7nkqvCM9vARaEYZIbsZy3uBIEngv5NEOVzSS3shqJ0Wjqey9TbkB0hSGSObhJr82nz1gxje4dSz9QMSHyh23/e/VSo5zZyf2WJccx7nXlMTH3HMYxkIyn2F7zblJj/Ph+Dlea/oknV8Na1E6V2vtJMeEpBAgWd+x57JhTCTjSOY7tMnrfARyC0Pc+Uz6s4ap60JyrOQiqX3eXvJlzCr2/if2mJdcM0JYj/0J6ZvSVpr/pIzh+oauD+vn0ZaLikvHbuhamlo70nW7dWGI49A/3HVm6tuUEIb0hPzPkvP51Dr0W9zGHuvnYWkUU85HIedL7fsE6bwdh9h7JR9DhCE+Mm1uD1lLYw9j1rXknD0ep+b3MQxq9ifH3HJfjxCG5IiaTZst53CtRwxhiCCCOb495OThw93pw0cEo9NEQgBhiISS7BssJJaGN2GSG8y1iwKSOQ19GPqsKQyR3uxrJ41Df3g9T0AaI58VF7teEOLa5C5USOebu6gr8XPt416S+PRx1JpbyJj92Lmefee0XOM5u5JzrRbrnH5s0bZkbUrWjORY17iGac13i7Gs0SeJMEQSU59vbk1Jvr3O9U+93knOY755pm7XOHaGc5Aw73lJju2h7anXoed3yfymxlnaJjmXLdmQ7pfeh03Z6+8Z3T7JNy7m4Ku95qb8LLWt1aKixrE4xXx8XEjXbn+OmLLZ8rY5/8esEIYsR1py7Qw9hy2PWn8LyXVuvN7q90p/htLz3tT5SNo3F+e5c8mYlOYxgDBkTLfd9yFraOxl7JqSnLPHY9X8furcUPN8S8xNEvPY9eT8QRhSIqrbHLPVHG4L0UAYIoxiDnHIg3c/2d117AHhDGg2RwBhyBydo32SG4Oj1v5Xw5sHSfK7ZhFSepM99GHoqaYwxNmV8HHtfPNx+3jkISBdK1Oj+woN0kKFsxmTzEjtx9ie8tO3TTKPNY/7fp7SmGocbxIG/bzmnh0n9zh9+vbuwoW3bzSVfijadyjBW3J+02Dd+8iznIAkNr7z2HAUyTGlsfYk89UYZ+gbr+MJ5BaGSGcmWcNztiTrbtzfrUMnCB0+3F+du8dz5y8NN4tea54jJf648aTfxiJxIPR+QysXGc8tdS2M7fnex8y/XzNnTt1xw6wkVqHnPMl9SajNGxNu4EWLRUVJzFLQD48LyfXcjRV6TKfMb62+Us49L4Qhy5GRnAu3uJaWyEjO7f06W7K15f2SY9J3vZKsPccu5/qTzN/NweeD2xf6QBgSSqzO9tJr8Xj2qWtJetyMx63tvePg6mZT3/ZV21xLz0cS85Q8FGFI6QhvZ/wWc7it0EcYEhBJ99MyL7z+lYAe8035SZl5PiF7EYbIaEluDJYsjW9IJcnvuM/SGCn7pUmaL1HUFoZIb/zXZJTCd0t9JWt37K+L0/AbQlx83c/QuEf/wb7kA/3YG3DJ+l5jLUnYrTGPcXzce8l5LpZ/H29JjKfmNl4/U22G29x4IR/g+c5rQ5uaryXrgOKnJnG5LclxIImN9BqWuvZqObfJCdtuWYswJGXdSdbcMMqS48W1D7Wrea2UHvcxApYhi+Hr0PmHXteGYy29lsZoyY5vf0xsh/eMQ7sSWzFsJd9EknLcDH2o7XVrRUXJGtBg3B8Xa13PNeasaUPq93DMx/71v9799m/+endwcNDdcsstw128fp+AlOlWzzVzi4DcaI7O0T7J+W/qGijp50bpz3tHI+q/ksR6yofYmSAMiSVXTz/puXM8Y431LFmv43Free+OI/fw3VPXMs/a5iHJC2Pros5XhCG1Rbzd+bSWw7VLen/mCEP2mSxuef61Z7s337v+QeBi44UGfGvIAiDhboQhMlCSG4MlS+ObUunN7VqFAWmy6JuPtjDE8ZRyT7kpW4ob+3cJSNfJsNd47cfYcPbGdoZjLL2WJHQp9pfG7/fXdtz383LPkuMt5liTsB/OY/g6tSj033z15e6P/of/d2hy8nWMX5OGhBslTNZYj8LpmmqmdRysdaxLzqepx5GpBZDZ2RqEIannFskx0mOMGUtyfuzt++5J+/3S5xCfpDYl7WLn7477X/7yl91L33ur+/4PfyoZarFNTKwWjb7fQHKOGtpZOl/lOLfmsDn0qfbXLRUVQ9dTKnt3jFpdH7Gsf+e3fr37wuMPIAyZWHxW19IEir1Nkmt/ruvU3mQq3iA5LqeuoxK+zu3Y+5IQZJLjYMqHkDGGbRGGDGm091qyXnxeaZ0zSuUJPr98291x4x79NzQOv3HP14ftuwSk6y3lXCkRhrh5uD90q/UbXtz83MP9sSffRLO7htZ811IOtyaXNcZCGBJJWeunZfjWkMgAjLohDBkBmXgrvTGY6LqzaXzjILW71geWsUlm72QOYYg0gdVMHHt/eN4nIFkj417j9Rtjw9lMTeokayl1jLHvU+9rO+6Hc5QkvON4DvtPvY6Nt7MVOtbU+FJhyBqxH85Psh45rw2Jrfda8zjQtOUjID2njO9BfPbYnpeARBgiWTcps0xZCyHn9Njzaoj/GtcJxzJkzBT2474psfj5z3/e/eQnP+n+rX/7H43NRr+PjdncgCFspdc9ic0QttLzqNZ6m+NVYl9LRUVJ7DUZujXpCt5L3xYkXbuac8ttK4X144/+Rve7n/tU7ik2Z196rgk5fzUHwTNhSW6U4xrlmU61myX3YVPnI8nxvBbftY8DhCHVLmfRxCRrd8lQ6tp2a/Z7F37cff2P/p+loVbb745z93D3KKdOHnaIQHTQr3F+mhOGuHO8+5ns4Tctp65fHTJHVnzXodrmeTTj7b5qKYfbWhQQhiREVEscwreGJAThg64IQ5YZSm8M5iz5LpCSm9y1ipCSufj8cL7nEIaEsF+L01yct7wvJBY9h6mYSNZZ379/nlt3fZulZ8m4GuMszcPtl8xlip3EdkqbHPOS2Jyac1+IT1HIh6zZtXn7kqkhi6mi3nA/r/MQkKxZ6XrRtOXzVrrOpXP2jcN2HQKlhSGp1znJmnakUsaRjuHG0TpPhozpxtV6pHz4l0MY4vzSPFdIrnU9y5BYSuIVylZiU5NN73cNz60UFUPW05CrW1vuMSyyD/cvvXb9l/qGrN+l8WrYH8t6PPeUa8HY1hbeS+/ZQs9fW2Bj+RwcEr8YAY30eF7rGiedj9ZxgDAkZIXV1Vay3qUzTr0euW/qu3LlSvfqpXe7P/nRz3eGdR/ku8fSvcJOp4U3/b2La9aLP9xrBCCOQr7HGtdpnzBk7txYy33m3BxdVNa6juRbAW1ZbiWHa4uqbLYIQ2ScvK00flaGbw3x4hXvQBiyjEp6YzBnyXdxlNzopt7Azs1ruE+SjM/NJYcwxM1Pwsi1q+VGyc1liw/J+uj9drHw/Y6l1M7J+29738a93T//t+7qzSY9S8b1HadJA090lqzpEus5ByOJzQlEO5scC5cMDx/uryKmHu7rFscK+6l2421ahaexXd/7pYTK9SuxBnzztbRdsmal5wrJsS61NRcDyZxZT3ME19tXUhiSugYk5y1HMmUc6RjDiGmcvyXH6nBM32vn+/B6NfctA3P31D77w+29MOQ//y9e7S7+8CfDXUmvU+I3HDgklqFjSs55oetCYlPjfD1kVMvrFoqKofm4W1PDXCS0f2hsQtdwqP2124ccv0tzSz3XLdlvab+Ea41ryR0/7pHzA0nL5+CQNSy5Xxkfc5I+bg6h182QeQ/brj0fhCFD+u28lpwvY7yJvZfrhSE333xzd3g4XYuSnMfc8dnXsnKeU2PY0Ef+E5gp50ufMGRp/cSuXc24Ls3RjZXCRnOuFmy1kMNtNQ4IQxQiqyEO4VtD0gKBMGSZn0YhyXdhlCRFaxQHpD7O3YjkEoZI5+YiOTe/5UjTwkcgJCmbW68hsXTCkD/4/X9B5feppeP6jlMfl9jttRz34/lLbvJDjzGJzfE81n4/Lp6tMb7kmJo7ltaYo9UxJGtWehxIjnWN9ScZx8VTOm+rsV/D75LCkNT4S85bjmHKmpau5WGsUv1ytmLGHc7BvZ7y28dsqu3Y3tL7EGGIu56E/BWjxvwk59Lex9D7L4ntUJuSNaDBpfe5pucWioq+Y2mK41ScpLnAlD3JtqkxJf1qbSM5HkLmvhYfF+eaP2iTrOOa7v/dOnCP4fUjVywl53WN633Iuq2xreTYHMdIwnbcJ5fvkmPAja05H4QhuaKZz650ncTOIOZcoiUMiRk71k/6hROQrL3U6/SUMEQyruZ5MZzM9R6S6wlrPJZueL8Wcrhwr9rogTBEIU5vvPtK98LrX0myxLeGJOHrEIYs80stJM1dvCUX/9SbjmUPdVSxuYQhbv6SBNi1W4OVG8fSQ7JGhzzmbgJDj6Wv/eFDmxSGSDmEfqgxjEPM6xw3+aHrJ2beqX3W5uzmW+saSGXZen/tuEiuXXP3CFKe0nlzjZQSzdduSRgijWXoDDXWmeQa4eaVck6VHDNj31PG623FjNv3dc9zfF1M+2+zcm2H32Lg3sc+QoQhbn7uMfcNJuN5zN3PjduO34dc++fYje327yVrMXRdSNZAzFz7Odf8XHtRMeS8OBcjybqJjdPcuDE2+/NG/1fFvY21RA85WGkz6pm4Z3f8ukcvYHBjOXZr8bo2uOA/yblxjXs1t77cY3ht6n+qoGc2d07MEUvJmku5LgnC00STubj0DgzjI1lzrt8abKVz0Z4PwpB+ZbTzLDkfpHoTuuYlwpDQ4zPVB/rrE5Ccp1Kv01PCkFbWjuTYDD22tKLoYue+PXr47Z013gtq+evs1J7Dafpamy2EIUoRuXDl293FK99Nsnb23meS+lvujDBkOfohxagpa3MXRant0OLm1Dzmtmnc/OQUhkg5OR/neM8xYN80AcmNX99zWITotw2fQ+Lo+p379/85lZ+S0VjfQz9SX0s5rL2WJbEOnZOEfSrPlP5LazbF9lxf6RrIfe6fm6PFfdpxkST4oceULy6S49f1ZU35CK6zvYQwJLV45chIz+Wp51TpOh5GS2NNS47V4Zjj1xpzGNtceh8qDHnisfvEcXRjp6wbaRxj14vEfmhMJGsghclSPEvur72oKD3/LMVHsm5i4xC7lvvx3P1H/yF9L27o9009u/Hcwx3XOR65WKVymvLVtz6W1sOUreE2F5NvnL98TWyixVtynsnBqPdr6FO/berZsVtah1r3r/34kjWnPWY/dkvPEk7DNeQ7PsY+h14zx/2X3kvn4eykHrvjuSAMGROp+33IWkn1JOScgjAklXYb/SXrL+Uc5a7DX/v6P+7uv/9Y536W6CMf+Yj4p7BTxtWiL7kGhRxXGvNyTM99+UWvqeE10duo0R2153CNYhVNG2GICJOsUepPyvBzMjLOU60QhkxR2d22dJHZbb3/bi7JktrOfWHVKFLkFIY4qpI5unY13Cy5eWzhIbkp7v2U3mxJbiR7m48/+hvd737uU/3b6GeJH2uvGwmH3Mf9GGiOOUmP2/Fc1ngvXbM55iI9989dP3LMy7pN7bjkOKZ8MZIea2ufV3zztbq9hDBE4zwiXV+pY0mOmfHaSR3T2ZP6Nx7bvS91LYkRhrj5Su6JXDv3iDlfhNiPiZ32efq6pzIua98r9nPL/Vx7UVF6Xlhar1I7MbxjzwNuPffig5hx+z6x4/f9h8+Xqsb9AABAAElEQVQhx/Cwn/S15nG0NNfYsXx2Y+31bCRrUDOW/bju2efTsE3I66XjLcSWaythoz1m6BxraB/KSRL31HU9x0V6zR7a0D4GEIYM6db9WrJetT2Qnle0hCE5jzdtNhbtSdZgzDlKYjeUt1tL/bdjrPXNGJKcOYZPqO/D9jXOaTi/nK9rz+Fy+l7aNsIQxQik/qQMwpD4YCAMWWYXk8z0ViUXxNDkrret+SyZw5IvuYUhIXGQ3txrMtyiLcm6cH6HJDdSm87u6U/d3v1Hf/AvuZdJD8lNeIgPSZP5oLPk5nXtOUliE3JshRyzGkxDbKzNdjw3KZsQ3uMxeB9OQBoX6YeZ2sfUnEfSuZde+3M+WNi3tjBk6d5NylyyljXGkowznrP0eBz3G76XXJOH7YevNcYf2pO+DhGGjI97qb/jfpK5SWMYu14k93RunqFxkdiN4SFhVrpNzUVFSVwcP8l6kq77mHhIxh/blfo27jf3PmYeY3s55jUeQ+tYksRU+1yQwlhyfsxx7y/hNI7R0vsUDlO2S7GZmkvN20I5SY7ncSxdTuEe/c8KxfBwNmJFb6HH7NL8EIYsEapjv2StLs3UreWQn0109qTXI4kwROKDdLwlX9mfh4Dkejk+Z0pmIjl3S+wstXFzc49c3ygn4bPmGpcccz2zNefVj5n7ueYcLrfvpe0jDFGOwPlLX4y2eOfBie6he56K7m+5YyvCEMkHHrlO8pKxfWtIkthLbhBibjx8cxpvl/q35EtuYYibt+QmxLXLtRacbSuPkBuskORdst6HjENsD/sNX0t8WXvNSNby2nOSxGbpPBDKfdh+rdc5z6chPmjzDhmbttMEpNdD6Xlp7RhLzivOc+n8pymxNYXAkjBEcr2Sjq91rpMeFyHXB58PkmNm3FdjPUuPnfHYWozHdiXve2HI//Sdf9J963/809ku4/sJaUyd0ZC4StdvCjfJGGN/Z+F8sFPKRGO9SeazZpuai4rSY1MSF6mtGPYhx4mzn3Muzn7uY8yN4R79sRbjTyiz6yPu/i+5ZkjWxtDqks3e52EfyesS5xjpmJL5j9ukrLGxLfd+ibtro7FmnJ0SDxcL93NRqR/WhXKSHJt9LH1t3X73WJq789GJQdxj6aeIrjWa+C9HjBGGTICucJNv/Umn2q9jyX3i2Gbfd7x9+B5hyJDGdl9L1qFkvQwJxazJYf/Y19Jzd4h9iS+x90kh8+jbSubTt3XPOa4xQ/trv645h1ubxdrjIQxRJn7hyre7i1e+G2317L3PRPe13HFLwhAXx9DEXxL7lIRaMh/JjUfOC6v0QrrkyxrCEGkscvKSrJnW20g5Oz9Db4olxYwhP40bN8kaX3vNSBlr+D/kOfdaEpuQ+UjObW4+bg2F/mXHnB++fS7Gj589kfTXTz7bMdu1ecfMgT67BKTH5dL1sLe6doyl8w85jntfeNYhsJYwJPTaPOed5Brq+kuPC99Y0vU77p86rrMnvV6Nx9bkPLa99D5FGOJsS30OOV9Iznlu7BCbrv3wIZl3TFyk609jvQ39qeF1zUVFyZqSxluydmLjEbKmc85jPH8pm2G/kPkN8yfptaIfa9i33xbyLD1mQ2Ljxl9ac7HzlvLRPMcs+RLCe9w2Zm2NbQzfS+YaGsuh/VKvXdwvXHh7RygRy0665odrSHI8u/m4hyQfd+t/6hErBBnaiuUytDH1GmHIFJW6tknPj27W/TpxfdzD9xMakrV/zcAH/y2dXyTCkJhjdDgHXpcnIFk3/RqUzlZiU2orpl3ofOfGqG2Nh5w7nF+x93BzTEruqzmHK8lljbERhihT5udklIEKzSEMWQYlvfCNLUkvvpKbhJwXL+mFdJhgjn1179cQhrhxJLxcu6X5ujY8pglI14R0jQ9HkRR9hu2XErRhW99riT8xvvjGk2yXnlc0/JfMx7WRxCZkPhJ7Q+6OiftLKveQFKauNRT8d/L+27onPndf98/+M3cKWq/XRMInhPd6M9/uSNLjUnp9KRFjyZg57ym2uzp0PFtLGCJdoxKvJNdQjTUlPf7Gc9bwVXpvmWPssU3p+1RhiJS3NLaSdeJ8G173pb4O20nOcTFjSHls8bpca1FRe01J7Q3Xm/S19DwUe66RzmOqXejxEDLH8fnhv33uYvfN//5HU9PY2zbuu9dgYYP0mJXGph9Oco6JOQ9I1l8qk94H9xwSx2E/6evQdTVnVxpLx+f06du9ptwHxP0j5WdQehupz3Mxj4m1lNNwzUvWc6qfGv0119N4PghDxkTqex+yTofre8mT0PPgnG2EIUu0t7FfshZD7wFC12EOku6ao/FHcjHXoRz+9Dal8+nbu+e543zYroXXteZwLbBLnSPCkFSCE/1Tfk7mwbuf7O469sCEVTbNEUAYMkfn+r6YC43rKU1u5hLGfnYxiWPfd+lZcpMi8WUtYYg0Hlu62C/FUHO/ZD3240nWRd+2f5ast76te9ZY+5IxY3wZzjPmtWReGv5L56aZBEmP06Wkyq1H93B/aTV8TP1VkmPVP1zR0BUHT/yNWzuXxH/sYx/rbr755n53Fc+avKtwaAOTkK5b6fWlRIwl5xUXKqkPGwhrVS6sIQxZOq+GApGsKY1rqPT4G85f6xoZcu8zHL/kcZQqDHF+SGLr2knWlNRW6lrJeV7NadtxrPVRa1FRelxKj0OpvZg4SeaQc3zJnKXHnuQ46Mcbn4NdPeDrf/SPu7/39/+/von3edzX29CzQ8pTEpvhEBL/JefEoU33WnKOlMZobHv8Xspm3C/kvdZcJVxC5jXVts8Re1HJ0k+iTNmI2ba0lkLXkTSuwzW/NAfnl+MzlVvH+BzTR2st+cZGGOIjU8d26bp2s41ZKyHnmLnrkkQY4uYoOeZCj31nl8c6BHLEL2QN5vYy5hgazkmar6+5xkPOIc6XNec2ZJfjda05XA5fa7OJMCRDRJ5/7dnuzfeu/yZhqPmThw93pw8fCe1mvj3CkOUlEHqR6S0OE7J+2//P3rvH/HWcZ2KHupOSaNFSFCnJIktBZkyyAhYboX8UhaA/Vl54lWTjilrFKboLLJAtICCVgc0f3a3NJHKaZLtOVsoC+qMFihZtYjmiraxtxd2oQAUt0EsSpd7I5CdRWjIXx2JkWqSuVO0gLN+Pmo/zDc8588z99hyAPLeZ9/K878ycmfN85ze3RwdWVN6cjrVryIMP8vCQixgiviA29zTYr8Uv9j30oRXJiTnbkNjp9dYmZ3q5tWPEJ19/1vTa7iF2iYxUbd+0D4kN2q7QfjO1b++88061xBAk/iXy0syLkc5jjscxZbnEANWLtmUX3SxrRyA1MSRFXJGxIVZfhejSUY7xjCDy0DErhW5dpstxDGII2l8gOKOxCx33ET2+OhDZKdqYS9xTlK11URFply59D5rvrhgj7QPxxVWvT3kEL6QdKN2m77IeIH3TM//21PTU03+qis3uEVtmK35wEcHUtG9NnrqH+O/TDyByQzERHxBclK8h+5ZsXfJTfJAtBVEE6W9cMURia+Y8kndSpxQxxBWDpViuXScxZA2d8veQHBUrQ3IFWXdRSCz17ySGKIT63iP5uJQja8ggctfqx7wX0pbEDsQXH4xCfETGRyXfHCfV9Rb3tc7hWsTS1WYSQ1wRA8qH/JzMLTv3Tvfe/gighUV0BEgM0dGYP3YZYJQEl4EWmTSK3BQDa0zdJIao6Le7d8n1lIvuJoK+upQcZCLo0maV3NB9zPYXaovURx7w0VgguZTjgZzEkBiZMY4MtE0i7QBpA4IsIss1AkhbztH+XO0eoXxKYkiqmCL5FOsZFdGl50ksn9H2mkK3LtPlOAYxRPQhz0hSztZXIbGL8ayF6LHZKv7MbQgWsXJ9Tn+pa7UuKiKxdskpdIx3jQNig08f42oHWn7NXleMzD5YEUN27tw5vfzq29Phz74wa9aaDbMVZi4imJr2zYi57FKqfgDJ5xj9C4KL7rRgJF/ScP0Zz9AYuuaabnOK41B/TJsQ/1zzE4mtKRPJO/HdNf6mv67nYmeMnzVA9JIYgqBUpgyS08oy32c7qY+0R6XHbEPqOkoMQcaQ2P2NspH7cASQPtNnrHbJwXAv7BJ8fFBSa85xxLalNq78a2lf6xyuJQx9bSUxxBe5lXokhqyAk+gWiSF2YF0eVpU01we9VA8fyp6lPeob8hCekxiCDPauMVjCaKTraD74Yuv7MIzk31qcas4XpO374r2GiXkPjQ0ai1owJzHEjDTP1xCI2Q6Q/jTVpBRpf4ID2p7XMOM9NwRIDFnHCxkTdQmxxkekvep65TiWblMueh6LGIL2e2sLiCh+oX0OoickLkjfGSIfjW3ucrUuKiL9wVpemjiiuW7Ws53bcgLJW5uO2PeXcHPFyHyO0Ykh11xzzabZ4r/8JKR8kUDKx3oZnKq9ppCL4pqjj9RzSc8D1zy15b2uZ+4YxWSubqprZj6H6EH9c4m5T24idSQPnjpyMstXQ2L2AWh8SAxBkcpfDhnnxarQ/kZkuPRxc+2SxBBBse8tRb9tIiY6XvzG6el73/se9LN7Zv1Y5yHjHTKuhMgP8TFHDEPsi1231jlcbD9rlEdiSIKokBiSAFSLyFaIIchDXKqBB9Ftwjz3IGmW0c+RB2J94q7XDTlGfENxrY0Ygtodgl9vdZE8FJ9d81vhhOSbKqvvQ3MfeXCNMdnUbUaPEdty5HLsB2gkl3JgTmIImoksJwjEbAdI207VBlA/QvtWZo07AjZiCJI3S1pTjRVIfx4rlxBduv+x2pDP80ks3bo/Lse5iSFr+YXgt1Yf9RvR4/uMKjYg7a903FGsXMrVuKiIjmMu8UZlumAnZW39H5K3SqfIyvGCdqk9utgqNpty5oghyrfY+1TtNYVcFFeXfJ7D02UMndOF+K70hvaFqdqjss93b+a0rxzUv7k4LOlE4mPGBa1zYP+exS/8LNnjet20zbW+b3kSQ3yRS1sP7RfFCpd2smY10h6k/lyuxiSGxOpn1nzlPXcEUvTbc1YIKeSPvn5q+tVf35i7ve2a+YwpNh7bOLNVRhFvty44HJiy0apIOyqV42gMfX1HMcpVrsY5XC7fS+shMSRBBEgMSQCqRSSJIRaALtx2eWBV0lwfXJGBde7hVOnz3cfUm5MYgsSk1IOIbyxK10MwFRtD8hDVYWIR+tCGLJKF6jBtRs9RTFz7FFS/Koc+QKN21IJ5zcQQJPbsx1SG5tnHbAdIGwjpT22IIPqZXzYU499PSQxJlU9ILsUaQ5HnUj0qsXxG234K3bpMl+NYxBDRieC+1l8g9WPEKnUu5vLDJc45yta4qIi2SfS5VOGI5JAqi+7XbED9EF16G0FyEbVvqdxcv408m+ryzH4hJzEEiaWOqW732jGCven3mjy5h+DqKtPUiehQdeZiL/cQ35UMH2xVXdm7tA29Xo7j0Fi4+LfWf5i++uQ8ElPdX8mjkBeNps0iW36qSIgndx242byd5ZzEkCwwOytBclOEhvY1umFov6O3CVUfJYYgffGcfKWH+3IIoPnh0m/PeSPEkN/67ZehL4aguiTvZHP5WTDfPKw9x5Gxcuk5aC5eNV+rcQ5XM14xbSMxJCaaH8giMSQBqBaRJIZYALpwGxn0dCk+D67IQ7E5aMtDi2zCFn3ogTt1E+BjZMBE/ZGFIGG9nviTc9N/8ckDsA0+BZGYmHj56BmpDpILggf6YDqHHZLnc/XQHJyrK9cQ30o9GKKTj9T2oXYg8Y8paymm6HUSQ1CkWE4hEKO/QNtAynaN9rdIm1bYcB+OAIkh6xiieaukxGpDaJtVemUf+myiy/I5jkkMQZ6rxcal/gLpN0PxQmMUkhMIDj3OL2pdVETyaiknl9qUax+zJEe/vmYDklMia659pLBVt3sul1F7lRxTRm3EEJ/+AMVgLe4KH7VHcnkuB1R9ZI/avaYHlSH2rMlB7JUyLvpQmbHK+eSOrhsds2LnkWk3grHZjpUfUlc21xeNUifWT0aJrNCNxJBQBNPUR/pF0ezSRhBL0bHVbEskhiDotl0G6S/Fw9CcRIkhS32zDWXUD5Fj5rlNttxPMb4hetEySBv3xRa1IVe5WudwufwvqYfEkATokxiSAFSLyBaIITLoIJ9UTdWxuwyqArfPJBnRofs3N9C56kV0ij/Ig4LI+uM/vvBJs+NvSpXNzdUeVQ/ZI7breCEyRy6D4Cn4hMYUnfyZscihF8lz065Y5wguqfMZzQFkElTTRIHEkFhZOo4cpD3a+ouY7ckXebQd2nzx1c968wiQGDKPi7o693yr7s3tkTFprp55DW0ver3QZxNdls+xCzHEZivq/1J/EaPftGEQaqNNvtxH+u7Uz2OInbHL1LqomCKvXPsYG9a2fED1LfVlaH2bnUv3zTaNtAFdlul/D8SQ2H0NKs/WT+u4zx0j7UXqLeWa3HOJf6i9ok82F50Xa+T538xtV61o3NfioetE5fm0acRX0a//fIFum3wNRG2lvgqi9M/tSQyZQ6XsNbTdx+pndG/RtmTqRokhqHy07eu28zgtAkheIv2lzUohhvyDf/h/2IoFrb8jvogB5phhNepCgdpzHHl2jhFHBKvUZWqdw6X2uwb5JIYkiAKJIQlAtYismRgiA5nLZwxTdezogKqg9nnAcxlY1+wxH16VTXP7NTl6eZs/a3Jc7NF12o7XdKq6qfJBye9pj+Ap/vo8NOo4oQtWeh05Do0lojfUN9Nml3PkwVXk2dqii06zLJIDaBxc+jPTjtjnJIbERrR/eTH6C0QG2p58EUfbYapx2tfu3uuRGLIeYTRvlZRY46KrXtFfuu3EJIaIP0i/teQzUjf0OQt5ThE/QvpWREeIfLGvxq3WRUXk+dg1r9C2LrmO/JX8UptQcUbahk0GgoPS57o38XPVZdqeixiCxtF3jEDiZmK3hD3Sr0hdX1ulLqrDjJfU1TdUjtSJ3RcimItO+VkSWSM0txc33jAvBZ+jMZ5TFDtHfeX51pvzqdVrJIbUFzmkvYvVIf3imtfIWGf2cSSGrCHaxz1kDDTzwsfzHMQQscsnzxF/0HElZAxF7FgqkyuOS/pzXq91DpcTg1K6SAxJgPzRM89MG2ee9ZJ8y8690723P+JVd+RKtRJDkI7cjFuMAdqUKecutvjagA6sMpm3LVKhgy/ykGBbPBB8bA/1qD0iC92QmPjGArWhp3K2GIqvoXgiMVvCNFQ34l+KPF3yx7yOtv+UNiLxQeOA+pNqoq/jS2KIjgaPEQRC+ws0/5HxFbF3rQwyzqPtek0P7+EItEgMQfIo1viEth9BPHbuIm1fj3Qsn3WZLseKGPLrv/HqtPHKW6tVkf4GifMS5gh2oXghzykKhCU71f2lPaLDV/aSzhqu17qoGJKTS7iifQwy5xYda20L1YW0DSQ3l3xeu27aj2CuyzPr90IMQXBA+4KYsnTs9WOkD5bytrmXS56Zsdft8TlGfEDaitIt7U82/SsXtnU0VVftXfSpOvo+pk9obMwYx+yHdN9aOiYxpK5ooTkZu4/RUUDak9nHo8QQ0ROz7et28zgtAj554WPRb/32y9NTT/+ptarZn1srGAVS+lNzjqN9TCi+BtxFTmudwxUBI7NSEkMSAB5CDNm/577p4J77E1jVt8haiSHIIGNGxnxwM+/7niODqZLt+/CKDlzio+2vIVAbEIxtshC7U8QFiUkKvSrOPe0RLMVfWy7YMEH1LMkJeWhDcj104WfJbvQ6YmPKnEYWLdEcQPoFwSUkpiiuJIagSLGcQiC0LaB9XY78R3wRv3PYovAdfd8rMSTm+ISMhyqP0HFJlV/bu+gVOaWfG2ITQ0L6LqSvCcULtU/F2Cc3EB0xc13ZWnpf66IikleCnWtuIW1d4mybc4vutfETySebDLmvNlSeKo/sTewQbHS5ZjvLRQxBsViLj+6HeRwz9xBMTRxNe9bOUSwQHagssQeRt2a3eQ/BycxXUwZ6jvoZ2t/H9AmxeclexI6luiimNZcjMaSu6CC5LBbHau9z3vusV5EYModkX9eQ3Iwx9uUihiB57tv3I+NKyja8lnmI31K/lH1rtrveq3UO5+pHi+VJDEkQNRJDEoBqEVkjMQTtxE3XYgzQpkw5Rx4OVL0QG5CBVelZ29tskIUO2ZDFLttAiWLjuyiz5Cei14bDkuzRrqN5FxpDVM8S/iH6Ed22XF+yK9b1mAuQPjYh+tE2hfbhITFFfayZGFITTiieI5RD2sLaBBrpb9bqx8QYzbHS/V9Mn2uXRWKIPUJIGzSlxBhPkLar60XHRL1OzGNFDPmZn/0jq1ikjYf0F0jMQvs9RIcJhGteIPOLUD9MG2s4r3VREc1J15i4tvWlGNn0Ijnr048gebpks359zn5XbEz7ayKGzPmn+792HCv30FiZOK7ZZt5DdSDjACpLbAix2fRBzpHcQ3yYkz13DWmfUs91HNF1ITpQHJHYLOU8Ykeor7rftR2TGFJXRGrIR7SP1/scEkPqyqMU1iC5ifbZa/YhxJCl/nxNrnkvZNwwZZnnubAy9aLnuZ8pULtil6t1DhfbzxrlkRiSICrPvfb4dPrcSS/J99z28HTrrn1edUeuRGKIPfrIYKqkhDwkIAOX0rO2X7MBGbx12baJsM8DtS7f5xjVuYaDj94e66C5HYolqmcNY31StlZu7h7StkLkz+l0vYbmdYwJwpxtCEZoHqC+2PqXOTtdr5EY4ooYyyP91VI7ROoKwmhbihENpG2X7v9i+NmKDBsxBInXkq+p8ip3n47q03FYapN6GduxK/ap8LbZqe63RgwRu0P6Gtc5jOhzfc5A+vAYuSa21bTVvKiItkuX9uiTS3PxsulEbLfJmNMr1yRXZXP9aYzNSh/8N6cbsXlNRi/EEPERxWKtX0NzzbWv0mOA2In2W0gfqHTP5Y+657NH/FjD2lUn+qwRohOJPxobRNZSTHL46op/zvIkhuRE264LaetLuWyXjpdA7NDbvwsxJKS94h6wZGwEcsXt07/w+9PRl8+umh+jDSBjOjoGmcYiWPnKNnX5nLu2bx8dNdSpeQ5XAz4pbSAxJAG6R058ylsqiSF+0JEYYscNGUyVlJCBDxlYlZ61/dLCgosfIh99EEEGXBd5S77JhPapIyehL53E0LdkR0/X0ZzQJ0Q+/sfI7RAbkBwNke+DyVwdxM6QPmZOp7qG6EYxQheflvoqZVOMPYkhMVAcSwbSLy61Q6QdCZouua/GvoMHb5oeeuBO52Ag/S863jsrZ4XLEEhJDEH76MuMslxA+/RYeYS0wTmTXdrVXH2krej1Yvmry3Q5FmLIH7zwF9PnfuMVazUUG6QPm/PbBTvfPEVsM4Fw1YXk3lL/b+pu6bzmRUUkJgrrudxU9/S9S77q9czjtfxC+801Gaa+pXMXjJSMpTx2bWcm5rmIIUgMTduU7+ge0SGylrBEcyDETjT2qA7UZ/EblSllkQ3JvRjtRbcltU4kPkv5o9spx0hs1mKC+IraYtpW+zmJIfVECO0XY7f1OQRc21RsYkiv7W0O61auueaEr19If7zWn6N6Y45Bps6Usk1dPue5YuljW8w6Nc/hYvpZoywSQxJEJYQYcuiOxxJY1L/IGokhgjoyUJrRSfXwiD68ij0hD3fIwGX6bJ4vPTwggzYqyyznYrfYJxvycktwl82FDLJZ4YP/UuWDrqP1Y6SdheS0wgfRo8ou7UPiiegPkb9ks+t1tC2lsDUmRmifib6ocsVRL09iiI4GjxEEfPMXbb9on7pkx9I4v+QbYhdq05IOXscRaJEYIt4hY4SUc81PqWNuPs+sIiN0TEHaim5rDF91ea7HKYghCAZz/cVSf7Xkk89zDJqDuk7XnEByr3Tcdf9iHde+qOgSeyQ+rvm6hPNafqE61mQs6V26Lvl79OhZ6x9RLLU/1GZdv4l3T8QQFzxMHAQjpD+RcnN15TqyoTrQPEPGAGVXiN1Khr5H2vlS7upyXI4Rf0P8RHMIiQ+Cz5qtiK+CHWKLC8Y1lCUxpIYoXLQhdp8V4hnSJvQ+x4UYgvg59zwd4g/rhiMQ2s+iFiB69NxD5ZrlUuZhStmmHz7nSPteGzN9dJaoU/scrgQmuXSSGBIZ6aNnnpk2zjzrJfWWnXune29/xKvu6JVqJYYgnbgZuxgDpylTztEJnZQNebhDBlbRsbYtDWzIg4cpF50UuuBj6hC8zO3FjTfMS87nSzg4C+q4AppvoViiemxQh7RvJP9D5NtsR++jbSmkn5mzBdUbu0/IgTmJIXMR57U1BND2oPJXyrsQGNE+da3fQmWIn0gfHLtPWcN39HutEkNcnstd8tPMByRfzTrqHB2jVHlz7+Kj1A3x09Ttcy7EkN/8wkvTl3/3lLU6ig2CwVJ/4Ro7V/zW+sQlAFC/pT5qv6vdS7bVdL32RUU0NgpTJEY++aTky96mA32WcMlRXb/tWPQf2zizrdiB/Xumuw7cvO2afoLarNcxceiJGCJ+In2iwkPHwiVnQ3IAyeOlPlvZre8Reaq8i1xVZ22P6FbP3mtyXO4h8Q3xE21TiF+h+KC2hPjrgn3OsiSG5ER7XRfSN+bKQdc25UIMQdtbSP+/jjTv+iDgmhM+OtDcQMYFm35kjNOfXWzy9PuoH6VyHPE9V1+j4xb7uPY5XGx/a5JHYkjkaDz32uPT6XMnvaSSGOIF22alnoghqQYcdMBTUfC1A3lIVjqW9nO6feS6DJCu+CzZHvO678NNTBtql4XmxVxOob6hOhB5ITHN8YCP+ICUQR5gRU6MiYKyB42TSy7UgjmJISrK3LsggOSvjJPy8y5PHjkBi0b7MaRN2voAGZtRwgpqF+woCy4i0CoxxOdZzzWvfHQooF11qXr6Hml3evkYOnV5rscoMcTlmR7BYE0e0nfqfqp+FPmSoKts0ePy3II+f5WOu45frOMWFhVd42+LExrvJYxt8tH+zCVHl2yJdR21Wddn4pCLGILkg2mbbjd67IqJ6BQCzuHPvgCpCLERtc1FB4KrcmxtLFBlXPaIbtuzr4s+KRs65iH6YviFxtrWnyC2iE+xcUZwSlmGxJCU6LrJRsZelz7LTfv20kh70NtCCmKILn+7dTwrgYBrTvjYGKs/R3Qj/vi2t5x+IL6aZXKM76bOEuctzOFK4JJDJ4khkVEO+RmZ/Xvumw7uuT+yRWOIq5UYgg4yKkq+g5mqv7Z3tcU2IVvS5arHlLOEATIgorLMcurcR4eqG3u/hENsPa3LQx4SQxd8EB0ojiFxReyoZVKG9gOhsdFxR9qvqz5k0u8qU7cZPSYxBEWK5XQEkPzVy6PH6PMBot/ss6TvkE3+Qhj5lLxuc0j/qsvhsR2BVokh4hmSl3MISH7JtvTX6pK7KIlpTr5cQ9vWUn25jo6/SkbpdiPEkJ//pReml155W5k0u3exE8VgCW/keWLOSJUjawQR5FnOlL1kp1nOxW5Upqmj5vMWFhXR3NRxlufMBw/tnf1Kho88JRtpU6j8mvLJpR0oLMxnkZqIIaZtymbXve/Yh+gJiT8aLxcdLv1s7HkcojtWTFVscrRTxC8blrFijeayzR6FXyt7EkPqiRSSg8gYG8MjpG3qfY4LMUTsc5UfwyfKCEMgR8xi9ec2T9HxTc9xm0z9Pirf5RlElx96jODcw1jXwhwuNJa11icxJGJkQn5GRswgMcQ/GLUSQ8QjpCNXnqccbNABT9mSemBVesz90gO0C45Kpg+e/83P/z/TseNvKhFF9j0M7DmAQ3N6KacQG13yTuJm+wmhkNjmeMBHMEHKoLERWb59jWlHigk6IjMkpqYPS+ckhiwhw+trCLi0wzU5+j2X/hRpPyJb2pBstv5zs9DKf7H6khUVvPUBAimJIT7Pbi6BidUuVN4q3a75K/WljpKz9OJXyUf3rv65tGnUhrVyYp8QaORLRbLt+8ju6dFf+fpalc17qJ1KPhKPtVxD+68lw8XeORKRq1zUb7EDle0ic8m/Gq+3sqjoMrfQcZ6Lm2t7t8nT78sxKn+tLZkyU5/74Gs+P/RIDEFj6Rqfubx0kYH0WzJOPnr4bkisa/xdZCMGlJivo7E18xzxR5WJESc0Nrb+BPVXbA/NT+V/DXsSQ2qIwkUbkPaQK/eQPkdvU67EkJp8rScD6rYEyYmQ8UC8R/rzGOMrokfs0XNczl22HHi52KOXRfyPgbOus8RxK3O4Etik1kliSESEQ74WImYcuuOxiNaMJapmYohEwtaZS0cea0F4LfLIgKfqhzwouOhR+mS/9vBsw1CXY5NlltXPZSFIFqhtf7mo14l5vIZBTD09yEJzIvVDomApcZPN9nMMIQ9tSLsKabebDkT8D5lEiroQTHRzEXxc2xe68BSSY7oPS8ckhiwhw+trCKD5uybDvOeS62gfYOrwOY/Vj/joHrFOy8QQiRf6/JAyti5tydUOZDxUMl3HRVXPZx/SJyDPN65xtckMsVfHRzBWJBFXmS7xQWXb/NZtb+m4pUVF11zV4yA5IZvklGw+XypC8wp5jqht/PXB1mwTOYghCLYS35hjBapT9KJbqH3IeIXmq9jsGv/Y+Yv4Y+YbivVaudR60dxZ8w2JDRoPdLwTzNZsWsO0tnskhtQTEST/0FwO8QppUyJf76dTEENy+BqC00h10b5azwkffJA24DJ2L9mA6AnNv9Tj55JvyPVc8URsSVmmpTlcShxKyCYxJBLq/FpIJCA9xdRODFFuqQc3GbjUJn8xt/bJYVUuxh4Z8JSekAmUix6lT/ZrDw7ogKjk+T7oyELQu+++O33t2denL335m0pcln0I5lkMrEyJak82s3xzAZUv+kUHUj7koRVpVzXlkEubDbUb1eWqB5UbEldb/sp9EkMQlFhmDgFkMj1Xz7wmOe5KYEX6RFOP77lvP++rb/R6rRNDJH4589PMl7XnXbOszznyvKDkprZF6QnF29bGfeQjzwSx+lCFg+sesVHJRGzNFW9lU859a4uKPjkbC080DxAbUz8Du/qM2GzKNNtZr8QQ8dsHHxMvdY7mkSpv7lFbzPiYcvRzl/FP1bONL6ocskf0u/iD6JQyqft/dE685ltMG1F7FH4xY6xk5t6TGJIb8WV9SC7nGBvRPlTPf1diCKIjh6/L0eAdHQG0b9RzQq+PHiNtIPQZQWxBxtRQPYiOtbENxcynXK54+tgWs05rc7iYvpeWRWJIpAiQGBIJSE8xrRBDPN2LVg0ZvJWykMHVRY+LPlRuiO2KGLJz587pq//ba9YvQCj7fffyEJ2THORrZ431kHzwzQVkAqQwUTqQOiGTppofWBUW5h6JkdQJwUXqI9hLOZ8JEOqDygPRE3sjMSQ2ouPIQyeTa4j4ts8YutfsUvdKTdSV/hH3PRBDJG7o2BEzxr7tycUGdNwSmSnHLmVzaF+AYIY8Iyl71B7tO1zwVLJj7H1is4aDj7wYfuSS0eKiYok+SOKBPg+jbReVlyMXfDA17e+ZGCIx8MHIjF2M/gS1w4yPaYs6R/NVlVd7VL4qv7Zf64NVPXTsUeWRPTJOhcYM0bE2XiPYuNiI5o/gt2YXgm8NZUgMqSEKF21A+5oUbV1HAWmTZptyJYagvsbsR3UfeeyGQK54+eSemyf4s0poO8vhi6vvqnyueCp9pfYtzuFKYRVbL4khERANJYWICfwZmbBAkBiC4YcMeEpSyODqokfpMx9Y1XV9jwyKiBxdpnmsE0Ouv/76zdsuk05T3tK5TE5d//p6Sdao12MvLigckTxTZfVFBrSe76QJ8Tek3SqfYu5RTERnSNtF2qgeKxcfXfqzEB/WbCIxZA0d3rMh4JLDpizfdqPkhOhWMtb2qdrcmk7em6ZeiCESS2T8iBXzXM9+LmNvjucGF3vmsEbaOfKMZMp28T1nnig7Eb9VWbVfwjq0L1fya963uqiYO7dc8n4pn8w8cJFp1o197oOnOTfLQQxB7EzZbhH9S7Hx6ZvmZCHPiC4Y+Ppkxn/OVvQaMhalaC8IlqFxQ3QITkt4psAGkaliF+q/klNqT2JIKeQv14uOjS791+Va7FeQ/DfzPhUxJEW/ZkeAJUwE0Nxc6qdNeUvnSO6F5gQ6pof6goxtZjtawiX29VzxjG23q7xW53CuftZYnsSQCFF57rXHp9PnTnpL2r/nvungnvu967PiNJEYgmUBOqiItJDBFRlYdYtdB1l5QJDtySMndDFBL5aVoDliiLqn9B49enZ6ceMNdRnay6RANpJBILigQqkeRhG5ykA9d9H25du2kHYV+vCt/Iq5Rx/oRaev/UjM9Fi5+IfGVZfpq0uXoR+HEkPEB/036KU/ivWlIhQf37zXceCxPwJI/2FKj7GYheaHqRs5j93OEJ0scxGBNWJIaMxL9RUuY5VPHsRoT6helxjkwNvFnjkfERuR5wBTtuszR+oc0e0L7d/UnOXA/j2bYu86cLMuvsvjlhcVc+WWTz+EtC3XtpQyAX2wNPuYEYghEgMfrHxyaCneSG659IU+/ohtMfMX8SmmPoUt8pzvgqWSq+/RsXzOPzQ2ZlvU9c8dozapuqEYKDkl9iSGlEB9WSfS5qR2qpxD25TZHl2JIeJDqX5NdHNzQwDNC9e+1rQiR04gOmK0L6Qtx9BjYoico2NcaDwRW1KWaXkOlxKXHLJJDAlEOcbXQu657eHp1l37Ai0ZuzqJIVj80UEldNBD9SirQwYx0SVbrAXPNWKIslftle5jG2fUpc29WoSVk1h2bVPAkwnNMdfcQh4KFfxmO0llk9KH2GbapOqW3iMP9WKj72IjIj8EGwT7OYxDdOryQogha3kZw741+boPrm1Rr8vjcATQOIkmaYcxSYzoAgXqpeStjLMcX1HE4pfrkRgiKEmuymYSjzcvBvwXo691VY+MW7nscul/TD9RG5HnAFO2uVhu3l86j92nmXpQn816o5/3sKiItNvQOLvmPWJTTTnr0z7NZ9RRiCEql1DMfOdpSo+5R/ptl3xF5Jk2yLmLjrn6+jWkvcTUp3QjemPED8F4Tg+aY2ZbVP6t7VHZSkZN/ZWyCdmTGIKglK8M0uaUNSlyDmmLot9sUz7EEMTXuXav/Oc+HwJIfxgjVkj+hYx1iB+Caoy2heR3DD0+WYDOoc127qOrZJ0e5nAl8QvRTWJIAHoxSCGinj8jExCED6qSGIJjaBtgYzwkiDXIg4KUC3lYkPqxNxdiSGzdlIcjkOIBydY2TOvMh68UNuk6a35g1e2cO3bB1vWhG5Ud2tegfdqc/9Kvyhc6ZDNfaEvemJuQzR564M6tyyHEEFvehPb5CP6hOraA4EEwAr//h9+cNl4+O/3OV7+1JUviI5vkqJmfW4UCDyTPJa99X7iLjTHJKoHuDF89FTGklr5C+jXZfPNVJUjpvF3r/13HWuWT7x4ZK0zZLjau+WrKVeehzwU+Pindc3sXf+fqj36tl0XF2Hll5oVrP4u0LVeZpk0xz13xm7O9FmJIzj5BPadJLPSvowo+sqV4BkPmVi79NCJv0xnjPxcdRtXLTpH2kiKuSN7P5fplDlguIP6JCBNTpF6IfYh83bUUMdDlpzgmMSQFqv4y0bU/pUFyLtY8G2nvoncuz0kMURHpc4/kRkhfK6ihuW+ul7sgjo7nITqUPcj4EYqZ0uW6z4G1q00pyvcyh0uBTWqZJIZ4Ivz6e8en50894Vn7UjX+jMwlLEKOSAxxQ2/uYUEGOtkePXy3m7CF0nM6zKLmhNG8X+KcxJASqLvrjP2AhOSrbuXcJEvuIw+wvnmPPLAu2aXbXuoYwUbZ5oIRgovIDZ00uOaI8iVkr+LpSwxB24nYqHS52ovgUmoi5erLCOXfeuut6fz589Pu3bunHTt2ZHcZyRcxSj2TpCSrZHe+I4W9E0P0UEk/KqQm/UWZft88ltxN8QLN1IOez7W5Un3ynC1zfsh45Lp4jj4L6PpcnjX0euYx6pdZzzyPZY8pd5TznhYVJadkCyWnLcXe5ZkPye9Sfcqcf4i9er0523MQQ5A+yyVOuk+xjmX8S/V1NnSO4jJ/c5lr6hjFxLlUXJG8n8t1HQfkGI2bqQuJTWgcEB26j6H6dFk5jkkMyYGymw6kvZsSJe9kc33OVXLQNijl53LchxiC9C+iz6W/lvLc4iOAxMrsn12tQHPQNx8QH8TmUD+U34i+WLqUTnSfGmvUjtTleprDpcYqtnwSQzwRfe61x6fT50561r5UjV8LuYRFyBGJIX7oySCjthSTfhlg5xbS5x5QlR2l9ySGlI4Apj/mAxLyIKhbtZa/yIKE78I/MvFcs033ocQxGjOxzeXBG8E8Fi6uuRIDZ7H9/r972yST+BtuuGG68sorYbEumItQ0SWb/rWSzQsr/yGYuMRzRRVvRUCgNDFEd0F/BpEX77JAJluK5xFdL4/DERiJGGKiJX2eylXznpzXmr/K7hrsE1vU9uKLb0xHL3zFaP9Hdk+f/KmPeOOHjEVKp9r7Lliq+uZe+jSfLyPJGFkTmcj0q5XzXhcVfXIbiRn6bIw+S8ZuT4gPc2Vc8ZrDgcSQOWTjXkuRV8iccM6LmPOUUvN1JO9j+Yn4KDirtoXYppefixFyDc0pXZayUb+2diw6ZCvxLEViyFpkytzzybk5S6Vtqk19ZVady3q6bC9uvKEuwfu5cdmHGIL6OacPNpYFoyCA9LehYwGiQ5zxzQd0LHftv5cARvwJxUzakFrvchk/Rml7vc7hlnKupuskhnhEI9ZPyPBrIR7gL1QhMWQBmEouy2DmMviVNJvEkJLo47pjPSAhD4G6VbYHQuQhdlRiiOCILiRJWRvWUgaNny/mosPcUJ1mvZDzf/5zB6d9d96QnBii2yj4q4WJNaIIEtNYkzbdPh77IVATMcTPA9aqAYGRiSE14N+TDd/97ncn6ZeuueaazS8Z+fqGPhfq8n0XLHUZS8dij+1LMzLOyhbra41LtoxyvfdFRXn+lG3pJZHKJ5eXR8jzGdq2Yj5rh+Qsaq/SMYdBLcQQZC6k/Ghxj8ybxS99TqL81Amatr5W1Vnax8S51LwImZ/G8tOljUm/gBImY4zJCA5mHsz1AWYZkWv+wRtSz5QTck5iSAh66er65Fw6ay5JXsrPlMSQWp4DLqEw3hGSj0u5gaKF6PAdbxDZys4YY4bIQnTG9gdtK+h4GwsLhW3ufe9zuNx4uugjMcQFrQtlY5FCRC2/FuII/kpxEkNWwOEtJwRIDHGCq1hh9AFp7YELeQA0HbQ9cCELXGs2mfr081ILTboNMY4RjJQe2wM4KssWN6UP3fvkDip7rpwvMURkIXkzp3PpmsREbejLh9DJp9LHfTgCJIaEY0gJ00RiCLMgFgKxiCFij8t4V2JckmdXeUEmm+8nxDcr879ZBLioeBEWn2dUW3tAnrdtz+yzQUtwEZ0jKtVz87JaiCFiYy24Krxi7l367Jh652TZ2sBcnblriE+xdOn6kXYfM5eQPkG3z3YcExMEC9OeNf1r8tbqmTpCz0kMCUUwXf21HEmndV3y0vqXDzFENCFtfm48XbeSd2MjkGMMQvLdd7xB8kwwi9n3pvLHJhfxAX2mXWrvsfMrlTzO4VIha5dLYogdo60SMUkh/FrIFqxRDkgMiQIjhVxAgMSQdtIAeWicm5ygD1cmEsiDW8oHcduDpdjr+wBu+pry3BX/JdwRPMSPpfqhPqL6Q/VI/RBiiCveMew1Zcy1Q7MMz/MgQGJIHpx715KKGJKqv+49Hi37F5MY4jLeMddazpp527moeAkXZD5yqfTFI5lDyJfi5r4Sh8qr5XkPtVc8n1tMr4kYIjb22l+5xElwyLGFYo34FKpjDgdkXhpznQDxc87OpWuxMUHwMG2ZswF5rsjV75EYYkasrnOfnEvlwVwuK12+xBCkzcfsY5S93LshgMRpLT8QbUiu++QCIlfZN/fspu657hG9Pv4g7ytssUhlmytGqctzDpca4WX5JIYsY7PtTkxSyC0790733v7INvk8CUOAxJAw/Fj7EgIkhlzCovYjlwctmdTL9tSRk16/z2l7YFNYpXwQ7+mhEMFJYSp7eRB/8NDerZ+kQrBQ9WNOGpRMfS+2mJ+W1e/HOA4hhoh+yX/f3I9hf+oYxLBxFBkkhowS6bR+khiSFt+RpMckhghuyPMF+kw3Uhx68JWLipeiiLzMvFR6+9Fc+0DlzdXdLj3PGdIPiCVLC/05iCHIPFZHq8dnaTSvdBxyHIe86EdyL0U7QebGS/nug2ns2KXIbwQT03czNoiMkHwx9a+dkxiyhk4d95B8SW2pmcOmPhJDTET6Os8xBiF57jreIDJVpGw5rsqhe0S3qz+i2+U5T3wyN3SN2cc2U1fpc87hykWAxBAA+9ffOz49f+oJoCRWhF8LwXByKUViiAtaLLuGAIkha+jUdQ956I1hscuDJ2KTizzdfuSBVZX31aHq59gjWJl2iF/oA7LUzYmDxEe2J4+c2NzH+k98uP/v3jbJJP6GG26YrrzySm/RPph7K/ugYs4YhNo6Qn0SQ0aIcnofSQxJj/EoGmITQwS3teelHhbPRskNVz+5qLgdsbV2sL3k5WdzLzrRZ8i5updrSHsFfWm99IxaIzGkBlxTRA3NqxS6l2SGjBOIP0t5t2QPch1p7yF+zdmAtrO5uvq1FHgo+Qguqqy+VzYh9XO1TRJD9AjVe4zkTCrrVd6uyfclhqB+pSB5rfnDe9sRyDEGIbngMt64jiWxcyy2PyoiLsQQVcdnj7R7H7k563AOlxPt7bpIDNmOx2VnJIVcBkmVF0gMqTIsTRpFYkg7YUMeekO9cX3IQmxylal8QB5YVVnZ++rRZaQ8dp0A+NgSe9KA2uAaqyW5akL1zjvvRCGGiJ5Yti3ZbF4vFQPTDp5fRIDEEGZCDARIDImBImUIAimIISJXxjohkuqb/uUx/TqP+0CAi4qXx9H3mW9uDoHMcZQFPs9+Mi+Qr9upbelnbdR9297mu3rGnpNDYsgcKumuueRWOisuSV7LjUul5o8QX+ba17w0/Kot30VSiF9LliB6l+qq6z79haqL7JGYIHKWypAYsoTM2NdjtA0XBNH27UsMQdfuUrdnF0xGLIv0d6FjEJLbaD5KjBCbVSwR29Xz5Isbb2yOe7bnSUQ/olfZqPa5iCG5xiDlV4o953ApUMVkkhiyghNJISvgVHaLxJDKAtKwOSSGtBM8dHLi65HPwx/yUOnykKzb7uNv7Q+JPj7pmKwd+8RvTZ7PPfHv2MaZzarIl04kN9Smv8CKSQwR+chkTtkRsq8hBiH291iXxJAeo5rfJxJD8mPeq8ZUxJBe8aJfywhwUXEeG59nvrnnN5dndte5zpKNrnJMBHzlkhhiIpn23CW3fCyRPJIXROgWknfIWsBc+0JtWyq3lOt6+RC/dDnmMeKzWUedp8BCydb3ITbqcuaOc70I5xdD5tCv/xrSNkO8kHatrxvZZKUmhtS+/mjDp/X7SF8X2u8iOY2ON4gsPSa2/nZJ3po9CIHDB7PUzzaCy5pfOm61H3MOVy5CJIYsYB+bFCJqDt3x2II2Xg5FgMSQUARZXyFAYohCoo098uDr44nPg5/oWXoQ1W3wfXjzebBsYWLm45eO59KxbdKwVC/HdfFZtrsO3Aypi00MUUqRfFVlXfaS4y4LFC6yWTYMARJDwvBj7YsIkBjCTIiFAIkhsZCkHC4qLueA6/Pe0jzIdd61JEdZKs/D8pWQtZf2vvMmXYeQtNUXhJDn0xzEEFcsW5jTKcx99pILEqcUP8n50AN3QnN0Zbctb1W5uT0S1xD5czrlGtLGQ9vSkm7fuXwKHJZsRDFaqz93LxWmc7pIDJlDpZ1r0kZlQ/5YCPHKd73FlxgiNiEv0Hsfq5DYlCyDxCi070X7fNt6LDJu6Vjacstm15zfqA023bqd+jEqX6/jcjznk0v9WspyDlcuEjtOnz59vpT68+fPT++///60Y8eO6brrritlxmV6T7//6vR/nv7vL7secuE/ueWfTLdcd2eICNZdQUAWqKUjueKKK6Zrr712pSRvEYF1BCSP5N8111xTVb+0bvW4d4++dHZ69Fe+HhWABz/xw9Ohn9zrJfPI75ycnnr6T1frHvyRm6bD//xvrZaZu+njq6+uOf0pryG4ueg//M/+1nTwoze5VKm6rPRJMs7J+CbjXOxN8JfNlruI3pD2g8hnmTAE5GWHbDt37gwTxNpDI7A2h/MZqxSYvfXdyi/ulxH43ve+N0m/dNVVV027du1aLsg7RMCCgPyhiOST5NLVV19tKT3ebembN146Az3rfeF/vncWIJ/+XZ4LZVNzK5Eh2xe/9CfT0ZcvHm9eWPkv99gghDV5eSbrAVdeeeWKZf63Hv3lr8P+i5bcGPh7Fl5T5iXHjr3phI+pdW4OjOTvXD1T9to5EtcUcyVkLh3q25rfcg+xQZex1M/oZWIfu9po058ilks6OYdbQqbd65KPS5v0gWo7cOBD0/6P7tk8DV3jkrHt3Xff3VxTuuGGG5QKaI/0byONVRBomQs99I+es2oMjREylooRa308kku6I0hfi/Tvpu+oHWu+6HbOHSN2zdWzXUMwscmo5T7ncOUisePEiRPFiCFCCJGJuywuShLUsJ35q5PTv3/vN6Oa8jev/U+nv3ntvVFlUth2BGrMpe0W8owIEIFUCHzla9+avvy7p4LFf/QjN04/9vHbph+5sPfdEFtEzz/9rz7ipeJnfvaPnOv9D//6bzvXKVEBwQ6x6yf+3m3Tj3/8B5CizZSRZyUZ5+RZSZ6ZUm4SB9mOv/Lu9NIrb8OqYrQfWBkLeiOgXpbJyzNuRMAXgbXn7pcv9Buf+41XvET/3IWxMWQM9lLKSkSACHSBgBBn5SW+EGnlxQe3eQTUc97S3Mn2HB3reX3euvmruccGySPJJ8kjyacU269dGCddnrNbmc/Fxkrlq8iVuYnaFHYy/1Dbvo9cP+2780brc8RSDofM0ZUNS7LVfdnH0KPLk+NSen3skDq527RuJ4KVXn7t2NZfrtV1vcc5nCtiLB8bAdscL0XfFtuH3uUh68Wh/ZYtDxTGc88taF0lQ/aovYjvauwRO776tVPwc9icL7qNtuOY444LJja7arnPOVy5SOz45je/mfYNg8U39YJDFhhLb29878T0h2/+T1HNuGPXPdOdu/5OVJkUNo9ATbk0byGvtoCALP7Iy1dZEEr1F0It4NCajb/6uWPTxitveZm9/yO7p5/8iR+aPrpvt1d9vdLvfPXPp6e/8hf6pcuORd9//XMHLruOXPhH/+X/jRTbVuaf/dMDUXzbJjTRyUvH35p+5deOeUv/xI//4PSTP/Y3vOvXWrH0+CZx0beXjr95Iac+tHkpRrvRZfM4LQKlcymtd5SeE4GlXArpx1sar3Ji3bMuySMhqsmCkJAguRGBEASW+qUQmb3WlTmLbGre4jIfQuY7MXHLPTbkyCMXDHud38TMEV9Zao4Taz6DxDVkLWDJz1J65+wRW2RTfYteppZcRvDS7Z47zu1Ljn5pzk9e6w8B+SqWvINTZCMXD9faTu6x2sXuUcqi68Wh/Reix8yHtdxZig86XqKyxSZZy5wbn5ZsCMVKyQ1ZI1EyZB/LHl1mDccc48pEYceF3xovRgyRF7Bvv/325kLQjTdeYnqXgOL1945Pz596Iqrq/Xvumw7uuT+qTAqbR0Be5Mvn0GRB8frrr58vxKtEAEBAPtEouSSf2WcuAYBVVMTn9/ti/yaf7XcNBa6Q36JFfrfYDInv7yGacnKeu8bS9zdWc/oUouudd97Z/KtF+dwnCWshSLLuhef+za/O7N69e3NBiIgQAR8E1uZwyDi4pLPF8WrJF17HEJDFaemX5CcbpF/iRgR8EZCf3ZOfKZaf3avpZ4p9/am96ctF4wAAQABJREFUns+cxMenkHmTjz6pI+sB0jfJeoD0TSk2l7Ey9nw1hT+UeREBZA6bIqcRvSXySPJcbXcduFkdVrNHcJsztgSWb7558adFPvShi3+cMWcXrxEBGwLyJawzZ85srint2XPx52lsdcz7ZrvpfS3O9L/m80988vdg80Lm3YgeJV/GgaeOnJxe3HgDtk0VVDLU+dLezMmlcpKrrnY8/fmPLYnzui54HNs4Mz155IRT/Z7bGedwTqkQtTCJIRfgTEEKuWXn3une2x+JGiwKW0aAxJBlbHjHDQESQ9zwqrG07aEw5QMVusjn+3DpswiLPky3GEuxuWX/UMxJDEGRYjkbAiSG2BDifQQBEkMQlFgGQYDEEAQllkEQ4KIiglK8MuicJ1Rjief8HMQQwQWd1/nOG0OxZ313BGzrEEpibGIBkkuxdSpfWt+jMVN+lsKRxBAVAe5DEIhBDFH65TmgRsKXsm/EPULYULiEPF8hY46su8vmSsRQ9rn0tYg9Sq7L3sUGF7l6WRmDjh49q1/aOn7w0N7N497bGedwWyHPfjA8MYSkkOw5l0QhiSFJYB1SKIkh/YRdJir6luNhCl0k9V3gc124EP9DHvh1/Eoei9/mdmD/nmEmoiSGmNHnuS8CJIb4Isd6OgKpiCG+Y6NuG4/bQoDEkLbiVbO1XFTMHx103uNrWak5TC5iCIJfKQx8YzZ6PXSuLi/MHj18dzS4kJdiOV5wRXOogCD1cm7pJWbKPy5C3CUxBEGJZWwIxCSG2HTxfn4EXIghIWMCMuaEeO9qWyp7uDYREkW8LudwOFaxSw5NDElBCpEA3XPbw9Otu/bFjhXlrSBAYsgKOLzlhACJIU5wsbCBALLAJ1V8HzBR+bpZrg/Vel0e14EAiSF1xKEHK0gM6SGK5X0gMaR8DHqxgMSQXiJZ3g8uKpaLAfoyHLWw9AvYXMQQwWMJu9IYoLFiue0IuMzVY5J+kJdiXBPYHivbmcRSbTn+wEjpWtqTGLKEDK+7IEBiiAta7ZV1IYaEEBRdxjpXFH3GRmQMzGGHqw6Wv4gA53DlMmFYYghJIeWSLoVmEkNSoDqmTBJDxox7LK/RB2RfYojY6fKwL+V9HqylHrd6ECAxpJ5YtG4JiSGtR7AO+0kMqSMOPVhBYkgPUazDBy4qlo3DEsHB1aoaXl7nJIYofAQ/+RqibDW8hFZ2ce+GALoWIFJjztGR9YEa2pYbmiytI0BiiI4Gj30RIDHEF7k26iFjgfIkhBgiMlx0KZ1r+xBCrMvYu2aDuhdzfFYyuV9GgHO4ZWxS3xmSGEJSSOq0yi+fxJD8mPeqkcSQXiObxy/0gTSEGOLKhg7RlQc1arEhQGKIDSHeRxEgMQRFiuXWECAxZA0d3nNBgMQQF7RYdg0BLiquoZPvni9BJOSFQGzvShBDYvtAeWUQQNcCxLrQl3K6h8gLOr7o0hFr75jEkPZiVqPFJIbUGJV4NrmsFYeOQZ/+hd+fjr58Norxoba4jL1rBtf0LLpmZ2/3OIcrF9HhiCFHzzwzbZx5Njri/PmY6JA6CSQxxAkuFl5BgMSQFXB4C0Ig9cKMy0Mv/zIICln1hUgMqT5EzRhIYkgzoaraUBJDqg5PU8aRGNJUuKo2louKdYVHCCKyHT16dnpx443LjJPFd9kePLR3c1/TVzJIDNkMCf/zQMBlni7iY/0BR+r1Bw8oWCUyAiSGRAZ0UHEkhvQdeBdiSOha8ddf/Pb0i7/8/wYDGmqHMsCXmKzqx7JDyeMeR4BzOByr2CWHIoaQFBI7feqRR2JIPbFo3RISQ1qPYHn7cyzMIA+9oazr8kjSAoUAiSEKCe5DESAxJBRB1hcEUhBDOGaNmVskhowZ9xRec1ExBapxZcpL85oIIEvekRiyhAyv2xComRjC5yxb9Oq+T2JI3fFpxToSQ1qJlJ+dOYkh3/ve96bf+u2Xp9/56rf8jL1QKzYZA1knN42VsVFIyi08n5q293LOOVy5SA5DDCEppFyS5dBMYkgOlMfQQWLIGHFO6WUOYojYv/bQy4fblBHOL5vEkPyY96qRxJBeI5vXLxJD8uLdszYSQ3qObl7fuKiYF++etZEY0nN00/uGrAWIFTGJGqjOWF8oSY8iNZgIkBhiIsJzHwRIDPFBrZ06LuTE0PFAiCHvvffe9N/9+kvTseNvOoEUc/wzFa+tk+tlxYaDB2+aHnrgTv0yjwsgwDlcAdA/UDkEMeS51x6fTp87GR1l/nxMdEi9BZIY4g0dKxoIkBhiAMJTZwSQhZlYv/ErD72yPXnkxObiUo2fY3YGkBUuQ4DEkMsg4QVPBEgM8QSO1bYhQGLINjh4EoAAiSEB4LHqNgS4qLgNDp4EIEBiSAB4rDqhf7Ed68WYy4vAWGsQDHN+BEgMyY95jxpJDOkxqpd8QseDGF/qUMSQq6++evrK1761uSZ9yZL5Ixn3cn2dQ7A4tnFm208aKv1iHb8QMh+jElc5hyuB+kWdXRNDXn/v+HTsza+RFFIuv7JpJjEkG9TdKyIxpPsQJ3cwJzEkuTNUUAUCJIZUEYYujCAxpIswFneCxJDiIejGABJDugllcUe4qFg8BN0YQGJIN6Es4kjNxJDQvxAvAiiVbiJAYggTIQYCJIbEQLFuGbYvZsQiJerEkF27dm2CMqdbkTFIxKg7b0paxzlcOfS7JYYIKeT5U08kQZZfCkkCa5BQEkOC4GNlDQESQzQweOiFAIkhXrCx0goCJIasgMNbTgiQGOIEFwsvILBGDJEqyDhoio7xl0umTJ7XjwCJIfXHqBULuajYSqTqt5PEkPpjVLOFOf9iW3BA9UlZEkMEhTY3EkPajFttVpMYUltE0tgzR9AQTTHn23PEkDTeUGrvCHAOVy7CXRJDjp55Zto482wSVEkKSQJrsFASQ4IhpIAPECAxhKkQigDyQoyfcQ1Feaz6JIaMFe+U3pIYkhLdcWSTGDJOrFN7SmJIaoTHkc9FxXFindpTEkNSI9y/fNtXQ2K+nBM0kfWH2Dr7j2JdHpIYUlc8WrWGxJBWI+dntxAH1Rb7ix0khihkuQ9FgHO4UAT963dHDCEpxD8ZWq5JYkjL0avLdhJD6opHi9bYFoLEJxJDWoxsOZtJDCmHfW+aSQzpLaJl/CExpAzuPWolMaTHqJbxiYuKZXDvUSuJIT1GNb9PS2sCsT7jr3u09NfhehmuP+hotHdMYkh7MavRYhJDaoxKmzaRGNJm3Gq0mnO4clHpihhCUki5RCqtmcSQ0hHoRz+JIf3EspQnS4tAuj38ix0dDR7bECAxxIYQ76MIkBiCIsVyawiQGLKGDu+5IEBiiAtaLLuGABcV19DhPRcESAxxQYtl1xD4Xz5/bJJnpldfPTft2LFjevDQ3in2X20r/WvkEJJCFErt7kkMaTd2NVlOYkhN0WjbFhJD2o5fTdZzDlcuGl0QQ15/7/h07M2vTafPnUyCJH8+JgmsUYWSGBIVzqGFkRgydPijOE9iSBQYKURDgMQQDQweBiFAYkgQfKz8AQIpiCF8aTFmepEYMmbcU3jNRcUUqI4pk8SQMeOewuvcczghh8h29OjZ6eDBm6YD+/ckI6KkwIsylxEgMWQZG97BESAxBMeKJdcRIDFkHR/exRHgHA7HKnbJ5okhKb8SImCTFBI75dLIIzEkDa4jSiUxZMSox/WZxJC4eFLaNOVeVCTm/SJAYki/sc3pGYkhOdHuWxeJIX3HN6d3XFTMiXbfukgM6Tu+Ob3jHC4n2n3rIjGk7/jm8o7EkFxI96+HxJD+Y5zLQ87hciF9uZ6miSHPvfZ4sq+E3LJz73Tv7Y9cjhivVIkAiSFVhqVJo0gMaTJsVRlNYkhV4ejCGC4qdhHGKpwgMaSKMDRvBIkhzYewGgdIDKkmFM0bwkXF5kNYjQMkhlQTiuYN4Ryu+RBW4wCJIdWEomlDSAxpOnxVGU9iSFXhaNoYzuHKha9JYoj8dMzzp55IhhpJIcmgTSaYxJBk0A4nmMSQ4UIe3WESQ6JDOrxALioOnwLRACAxJBqUQwsiMWTo8Ed1nsSQqHAOLYyLikOHP6rzJIZEhXNoYZzDDR3+qM6TGBIVzmGFkRgybOijO05iSHRIhxXIOVy50DdHDEn90zH799w3Hdxzf7mIULMXAiSGeMHGSjMIkBgyAwovOSFAYogTXCwMIMBFRQAkFoEQIDEEgomFLAikIIY8/fmPWbTydo8IkBjSY1TL+MRFxTK496iVxJAeo1rGJ87hyuDeo1YSQ3qMan6fSAzJj3mvGkkM6TWy+f3iHC4/5kpjM8SQ1F8JEUBIClFp0d6exJD2YlarxSSG1BqZduwiMaSdWLViKRcVW4lU/XaSGFJ/jFqw0EYMQcZB008SQ0xExjgnMWSMOOfwkouKOVAeQweJIWPEOYeXnMPlQHkMHSSGjBHn1F6SGJIa4XHkkxgyTqxTe8o5XGqEl+VXTwwRQsixN782nT53ctmLCHfuue3h6dZd+yJIoogSCJAYUgL1PnWSGNJnXHN69YUvvjo9eeTEqsq79n94evTw3atleJMIKAS4qKiQ4D4UARJDQhFkfUGAxBDmQSwESAyJhSTlcFGRORALARJDYiFJOZzDMQdiIUBiSCwkx5ZDYsjY8Y/pPYkhMdEcWxbncOXiXzUxJPXPxgjst+zcOx340MdJCimXg1E0kxgSBUYKuYAAiSFMg1AESAwJRZD1TQS4qGgiwnNfBEgM8UWO9XQEYhNDSJbU0R3rmMSQseKd0lsuKqZEdyzZJIaMFe+U3nIOlxLdsWSTGDJWvFN5S2JIKmTHk0tiyHgxT+Ux53CpkLXLrZIYkusrIUIKuff2R+wosUT1CJAYUn2ImjGQxJBmQlWtoSSGVBuaZg3jomKzoavOcBJDqgtJkwaRGNJk2Ko0msSQKsPSpFFcVGwybFUaTWJIlWFp0ijO4ZoMW5VGkxhSZViaM4rEkOZCVq3BJIZUG5rmDOMcrlzIqiOG5PhKiMC9f89908E995dDnpqjIkBiSFQ4hxZGYsjQ4Y/iPIkhUWCkEA0BLipqYPAwCAESQ4LgY+UPECAxhKkQCwESQ2IhSTlcVGQOxEKAxJBYSFIO53DMgVgIkBgSC8mx5ZAYMnb8Y3pPYkhMNMeWxTlcufhXRQwhKaRcIrSumcSQ1iNYj/0khtQTi1YtITGk1cjVazcXFeuNTWuWkRjSWsTqtDc2MeSnDt0xPfTAnXU6S6uSIkBiSFJ4hxLORcWhwp3UWRJDksI7lHDO4YYKd1JnSQxJCu8wwkkMGSbUyR0lMSQ5xMMo4ByuXKirIoYcOfGp5EjwSyHJIS6igMSQIrB3qZTEkC7DmtUpEkOywj2EMi4qDhHmLE6SGJIF5u6V2IghyDiog0RiiI7GWMckhowV75TeclExJbpjySYxZKx4p/SWc7iU6I4lm8SQseKdylsSQ1IhO55cEkPGi3kqjzmHS4WsXW41xJA/+6vnp40zz9ot9ixxy86904EPfXy6ddc+TwmsVjMCJIbUHJ22bCMxpK141Wgt8kLsrv0fnh49fHeN5tOmChHgomKFQWnUJBJDGg1cZWaTGFJZQBo2h8SQhoNXmelcVKwsIA2bQ2JIw8GrzHTO4SoLSMPmkBjScPAqMp3EkIqC0bgpJIY0HsCKzOccrlwwqiGG/NtvfyY5Cvfc9jCJIclRLqOAxJAyuPeolcSQHqOa1ycSQ/LiPYI2LiqOEOU8PpIYkgfn3rXYiCEvHvvOdPizL8AwPPqZH53uOnAzXJ4F+0GAxJB+YlnaEy4qlo5AP/pJDOknlqU94RyudAT60U9iSD+xLOkJiSEl0e9LN4khfcWzpDecw5VDfyhiiMBMcki5ZEupmcSQlOiOJZvEkLHincJbEkNSoDq2TC4qjh3/mN6TGBITzXFlkRgybuxje05iSGxEx5XHRcVxYx/bcxJDYiM6rjzO4caNfWzPSQyJjeiY8kgMGTPuKbwmMSQFqmPK5ByuXNyHI4YI1CSHlEu4VJpJDEmF7HhySQwZL+axPUb+Upo/JRMb9b7lcVGx7/jm9I7EkJxo96srNjHk6c9/rF+w6NkqAiSGrMLDmw4IcFHRASwWXUWAxJBVeHjTAQHO4RzAYtFVBEgMWYWHN0EESAwBgWIxKwIkhlghYgEQAc7hQKASFBuSGCI47t9z33Rwz/0JIKXIEgiQGFIC9T51khjSZ1xzeoUQQ8QevgjLGZW2dXFRse341WQ9iSE1RaNdW2zEEPHsE5/8PdhBjocwVN0VJDGku5AWc4iLisWg704xiSHdhbSYQ5zDFYO+O8UkhnQX0iIOkRhSBPYulZIY0mVYizjFOVwR2DeVVkMMeeGd/3E6fe5kViT45ZCscCdVRmJIUniHEk5iyDjhFgKHbMc2zkwH9u+Z7jpwcxTnSQyJAiOFaAhwUVEDg4dBCJAYEgQfK3+AQExiyE8dumN66IE7ie2gCJAYMmjgE7jNRcUEoA4qksSQQQOfwG3O4RKAOqhIEkMGDXxkt0kMiQzowOJIDBk4+JFd5xwuMqAO4qohhpy78rXp+VNPOJgeXvSWnXune29/JFwQJRRHgMSQ4iHoxgASQ7oJ5aojhx/9w+nFjTcuKxPjr5ZJDLkMVl4IRICLioEAsvoWAiSGbEHBgwAEEGLI0jhrqiUxxERkrHMSQ8aKd0pvuaiYEt2xZJMYMla8U3rLOVxKdMeSTWLIWPFO5S2JIamQHU8uiSHjxTyVx5zDpULWLrcaYsiNN944Pffa49m/GsKflLEnSQslSAxpIUpt2EhiSBtxCrHyC198dXryyIlZEXft//D06OG7Z++hF0kMQZFiORQBLiqiSLGcDQESQ2wI8T6CAEIMWRtrdR0khuhojHdMYsh4MU/lMRcVUyE7nlwSQ8aLeSqPOYdLhex4ckkMGS/mKTwmMSQFqmPKJDFkzLin8JpzuBSoYjKrIoa8/t7x7F8NEZj4kzJYstRcisSQmqPTlm0khrQVL1drEdLGo5/50aCflUF0iN0xvk7i6j/Lt4kAFxXbjFuNVpMYUmNU2rMJIYZwLGwvriUsJjGkBOp96uSiYp9xLeEViSElUO9TJ+dwfca1hFckhpRAvT+dJIb0F9NSHpEYUgr5/vRyDlcuplURQwSGEuQQ/qRMuQSMpZnEkFhIUg6JIX3nAPIXzKF/vcyXYX3nUAnvuKhYAvU+dZIY0mdcc3uFEEPEJtuYGzre5vab+uIjQGJIfExHlchFxVEjH99vEkPiYzqqRM7hRo18fL9JDImP6YgSSQwZMeppfCYxJA2uI0rlHK5c1Ksjhigojp55Zto486w6Tb7nT8okhzipAhJDksI7lHASQ/oOt+0llXgf+nMyJIb0nUMlvOOiYgnU+9RJYkifcc3tFUoMEbuWxt3Qr3Pl9pn60iBAYkgaXEeUykXFEaOexmcSQ9LgOqJUzuFGjHoan0kMSYPraFJJDBkt4un8JTEkHbajSeYcrlzEqyWGKEjkCyLf/v9eUafT9137kc3jW3ftm2KTR/iTMlswN3dAYkhzIavWYBJDqg1NFMOWXlDpwkkM0dHgcQ0IcFGxhij0YQOJIX3EsbQXLsQQZauMv7Id2L8n6OfalDzu+0CAxJA+4liDF1xUrCEKfdhAYkgfcazBC87haohCHzaQGNJHHEt7QWJI6Qj0o5/EkH5iWdoTzuHKRaB6YogNmtg/PXPojsdsKnm/QgRIDKkwKI2aRGJIo4EDzSYxBASKxapCgIuKVYWjaWNIDGk6fNUY70MMqcZ4GlIVAiSGVBWOpo3homLT4avKeBJDqgpH08ZwDtd0+KoynsSQqsLRrDEkhjQbuuoMJzGkupA0axDncOVC1zwxRKCLSQ65Zefe6d7bHykXEWr2QoDEEC/YWGkGARJDZkDp6BKJIR0FcyBXuKg4ULATu0piSGKABxFPYsgggc7gJokhGUAeRAUXFQcJdAY3SQzJAPIgKjiHGyTQGdwkMSQDyAOoIDFkgCBncpHEkExAD6CGc7hyQe6CGKLge+61x6fT506qU+89vxriDV2xiiSGFIO+O8UkhnQX0m0OkRiyDQ6eNIIAFxUbCVQDZpIY0kCQGjCRxJAGgtSIiSSGNBKoBszkomIDQWrERBJDGglUA2ZyDtdAkBoxkcSQRgJVuZkkhlQeoIbMIzGkoWBVbirncOUC1BUxJNaXQ/bvuW86uOf+clGhZmcESAxxhowVFhAgMWQBmE4ukxjSSSAHc4OLioMFPKG7JIYkBHcg0SSGDBTsxK6SGJIY4IHEc1FxoGAndpXEkMQADySec7iBgp3YVRJDEgM8iHgSQwYJdAY3SQzJAPIgKjiHKxforoghAuPRM89MG2eeDUaUXw0JhjCrABJDssLdtTISQ7oO70RiSN/x7dU7Lir2Gtn8fpEYkh/zHjWSGNJjVMv4RGJIGdx71MpFxR6jWsYnEkPK4N6jVs7heoxqGZ9IDCmDe29aSQzpLaLl/CExpBz2vWnmHK5cRLsjhgiUMX5S5p7bHp5u3bWvXGSo2QkBEkOc4GLhFQRIDFkBp4NbJIZ0EMQBXeCi4oBBT+QyiSGJgB1MLIkhgwU8obskhiQEdzDRXFQcLOAJ3SUxJCG4g4nmHG6wgCd0l8SQhOAOJJrEkIGCndhVEkMSAzyQeM7hygW7S2JIjJ+UuWXn3une2x8pFxlqdkKAxBAnuFh4BQESQ1bA6eDWi8e+Mx3+7AtWT57+/MesZZYK5NCxpJvX+0SAi4p9xrWEVySGlEC9P50khvQX01IekRhSCvn+9HJRsb+YlvKIxJBSyPenl3O4/mJayiMSQ0oh35deEkP6imdJb0gMKYl+X7o5hysXzy6JIQJnjJ+U4VdDyiWmq2YSQ1wRY/klBEgMWUKmj+s5SBs5dPQRDXqBIsBFRRQplrMh0BIxRPpS2e46cLPNLd7PjACJIZkB71gdiSEdBzeza1xUzAx4x+pIDOk4uJld4xwuM+AdqyMxpOPgZnSNxJCMYHeuisSQzgOc0T3O4TKCbajqlhgifob+pAy/GmJkS8WnJIZUHJzGTCMxpLGAeZj7iU/+nrXWo5/5Ue+XkSSGWOFlAUcEuKjoCBiLLyLQAjFE+tCnjpycXtx4Y8uPu/Z/eHrw0F7vfnlLEA+iIEBiSBQYKeQCAiSGMA1iIcBFxVhIUg6JIcyBWAhwDhcLScohMYQ5EAMBEkNioEgZggCJIcyDWAhwDhcLSXc5XRNDYvykDL8a4p5UJWqQGFIC9T51khjSZ1x1r0gM0dHgcQsIcFGxhSi1YWMLxJClPlrIIY8evrsNoDu3ksSQzgOc0T0SQzKC3bkqLip2HuCM7pEYkhHszlVxDtd5gDO6R2JIRrA7VkViSMfBzewaiSGZAe9YHedw5YLbNTFEYOVXQ8olV07NJIbkRLtvXSSG9B1f8e7wo3+47S/R5zz+qUN3TA89cOfcLes1fjHEChELOCLARUVHwFh8EYHaiSFf+OKr05NHTizaT3LIIjRZb5AYkhXurpWRGNJ1eLM6x0XFrHB3rYzEkK7Dm9U5zuGywt21MhJDug5vNudIDMkGdfeKSAzpPsTZHOQcLhvUlynqnhgS46shh+547DLgeKEuBEgMqSseLVtDYkjL0cNsR4ghIS8fSQzB4sBSOAJcVMSxYsl1BGonhix9LUT3KuSnvnQ5PPZHgMQQf+xYczsCJIZsx4Nn/ghwUdEfO9bcjgCJIdvx4Jk/ApzD+WPHmtsRIDFkOx4880OAxBA/3FjrcgRIDLkcE17xQ4BzOD/cYtTqnhgiIIV+NYQ/JxMj1dLKIDEkLb4jSScxpP9o2/4iXSHg+/IRkR9CPFH2cT8OAlxUHCfWqT3tgRjC/jN1ltjlkxhix4glMARIDMFwYik7AlxUtGPEEhgCJIZgOLGUHQHO4ewYsQSGAIkhGE4stY4AiSHr+PAujgCJIThWLLmOAOdw6/ikvDsEMeTomWemjTPPeuN4y8690723P+JdnxXTI0BiSHqMR9FAYkj/kUa/6EFiSP+50IqHXFRsJVL129kDMURQDvm5r/qjVL+FJIbUH6NWLCQxpJVI1W8nFxXrj1ErFpIY0kqk6reTc7j6Y9SKhSSGtBKpuu0kMaTu+LRkHYkhLUWrbls5hysXnyGIIQLvkROf8kaZxBBv6LJVJDEkG9TdKyIxpPsQbzqY8udkENl8qTlGnsXykouKsZCknNqJIShxTyL59Oc/xoAWQoDEkELAd6iWxJAOg1rIJS4qFgK+Q7UkhnQY1EIucQ5XCPgO1ZIY0mFQC7hEYkgB0DtVSWJIp4Et4BbncAVA/0DlMMQQ/pxMuSTLoZnEkBwoj6GDxJAx4oyQNwQJnxePn/jk71lBJDHEChELaAhwUVEDg4dBCNRODBHnkD5UyrEfFRTKbCSGlMG9R60khvQY1TI+cVGxDO49aiUxpMeolvGJc7gyuPeolcSQHqOa3ycSQ/Jj3qtGEkN6jWx+vziHy4+50jgMMeT1945Pz596QvntvL/ntoenW3ftc67HCnkQIDEkD84jaCExZIQoTxP6V+muPyfzhS++Oj155IQVRFe5VoEs0DUCXFTsOrxZnWuBGIL2owKcD3kvK+CdKiMxpNPAFnCLxJACoHeqkouKnQa2gFskhhQAvVOVnMN1GtgCbpEYUgD0DlWSGNJhUAu5RGJIIeA7VMs5XLmgDkMMEYhDvhrCn5Mpl6SIZhJDEJRYBkGAxBAEpT7KIH+Vftf+D0+PHr4bdjjll0hgI1iwOwS4qNhdSIs51AIxRMBB+1KS7MqkEokhZXDvUSuJIT1GtYxPXFQsg3uPWkkM6TGqZXziHK4M7j1qJTGkx6jm94nEkPyY96qRxJBeI5vfL87h8mOuNJIYopAA9ofueAwoxSIlECAxpATqfeokMaTPuM55leLFI0I24c8fzEWD19YQ4KLiGjq854JAK8QQ9KtO7E9doh+vLIkh8bAcXRKJIaNnQDz/uagYD8vRJZEYMnoGxPOfc7h4WI4uicSQ0TMgjv8khsTBkVKmicQQZkEsBDiHi4Wku5yhiCH8ORn3BGmlBokhrUSqfjtJDKk/RrEsRF88ol8NQX/+gC8yY0VwHDlcVBwn1qk9bYUYIjgg5D32p6kzZl4+iSHzuPCqOwIkhrhjxhrzCHBRcR4XXnVHgMQQd8xYYx4BzuHmceFVdwRIDHHHjDUuR4DEkMsx4RU/BEgM8cONtS5HgHO4yzHJdWUoYoiAeuTEp7yxvee2h6dbd+3zrs+K6RAgMSQdtqNJJjFkrIgjX/gQRJCfK0BlPf35j40FMr0NRoCLisEQUsAHCLREDEHIeySGlEltEkPK4N6jVhJDeoxqGZ+4qFgG9x61khjSY1TL+MQ5XBnce9RKYkiPUc3vE4kh+THvVSOJIb1GNr9fnMPlx1xpHI4Y8txrj0+nz51U/jvtb9m5d7r39kec6rBwHgRIDMmD8whaSAwZIcqXfES/8mH7aggqhy8xL2HPIxwBLiriWLHkOgItEUPEk7W+lf3peqxT3iUxJCW6Y8kmMWSseKf0louKKdEdSzaJIf3EW55X5EXo+fPnt5zasWPHdOWVV05XXHHF1rVUB5zDpUJ2PLkkhowX8xQekxiSAtUxZZIYMmbcU3jNOVwKVDGZJIZgOG2WIjHEAazMRUkMyQx4x+pIDOk4uAuuoV/6WPtqCCqDLzIXgsDLqwhwUXEVHt50QKA1Yoi4NkcOsZH1HCBhUQ8ESAzxAI1VZhEgMWQWFl70QICLih6gscosAiSGzMLS1EUhgsga4fvvvz/JOCPHck1IIVddddV0zTXXTNddd93msVxLtXEOlwrZ8eSSGDJezFN4TGJIClTHlEliyJhxT+E153ApUMVkDkcMef2949Pzp57A0JkpdeiOx2au8lJpBEgMKR2BfvSTGNJPLFFPDj/6h9OLG29Axed+BmbupeWSsLn6S2V5nQgoBLioqJDgPhSBFokhymf5aRnZ7jpws7rEfSEESAwpBHyHakkM6TCohVziomIh4DtUS2JI20EVAogQQt59993Nr4XIl0H0r4PIM4z8k6+GXH/99ZsEkVTkEM7h2s6lmqwnMaSmaLRrC4kh7cauNstJDKktIu3awzlcudiRGOKI/T23PTzdumufYy0WT40AiSGpER5HPokh48RaeSovGw9/9gV1uro3/0rdhRTCr4WsQsubKwhwUXEFHN5yQqBlYoiTo40XlnGpZgIMiSGNJ1hF5pMYUlEwGjeFi4qNB7Ai80kMqSgYHqZI/OR5V8ge8mWQnTt3bu7lXEgjMu6oGMv57t27N8t4qLJW4RzOChELgAiQGAICxWKrCJAYsgoPbzogQGKIA1gsuooA53Cr8CS9ORwxRNA8cuJT3qCSGOINXdKKJIYkhXco4SSGDBXuLWddvhoi5JCDB2+ajh49C39pRBTxayFbcPPAEQEuKjoCxuKLCJAYsghNFTeEEPLUkZNbY4sabx564M4q7FNGkBiikOA+FAESQ0IRZH2FABcVFRLchyKgSAOKUBAqj/XzISDPJ2+88cbml0LkayA33HDDonKZX8lXReTLIR/+8Ie3fVVksZLjDc7hHAFj8UUESAxZhIY3HBAgMcQBLBZdRYDEkFV4eNMBAc7hHMCKXHRIYshzrz0+nT530gvK/Xvumw7uud+rLiulQ4DEkHTYjiaZxJDRIn7RX5evhvggxK+F+KDGOgoBLioqJMbYS3+ktthfjSAxRCFb337tC1S1jSEkhrjlj074kVge2L+n6i/CuHkXVprEkDD8WPsSAlxUvIQFj8IQIDEkDL+StWXOJP/kSyFC9rBtQiKRcUgIJGskEpucpfucwy0hw+uuCJAY4ooYy88hQGLIHCq85oMAiSE+qLHOHAKcw82hkufakMSQo2eemTbOPOuF8C0790733v6IV11WSocAiSHpsB1NMokho0X8kr9rL+UulfI7GuFrIerFlyAkX1Sp7S/c/SJXRy0uKtYRh9RWqDb04sYb21TFJAWQGLIN2qpOPvHJ31u159HP/Gg1ZAISQ1ZDte3m0rNFzHa9TWFjJySGNBawis3lomLFwWnMNBJDGguYZu53vvOdSV5W3XTTTdN1112n3Zk/fP/996ezZ89OV1999XTzzTfPFwq4yjlcAHisug0BEkO2wcETTwRIDPEEjtUuQ4DEkMsg4QVPBDiH8wQuQrUhiSGvv3d8ev7UE17wkRjiBVvySiSGJId4GAUkhgwT6llHXX5SZlbAzMUHP/HD00//gx+ZudPPpSXcanqR2TLaXFRsOXq47UvtSCTEakskhuDxyFlSSEGHP/vCqkr5WZlHD9+9WibXTRJDMKSXSCGqdqx2reS1uCcxpMWo1WkzFxXrjEuLVpEY0mLULtr8l3/5l9P58+en7//+75927NhhdUTKSh0pK3Vib5zDxUZ0XHkkhowb+5iekxgSE82xZZEYMnb8Y3rPOVxMNN1kkRjihtdm6UN3POZRi1VSIkBiSEp0x5JNYshY8Z7z1vZX23N1lq795I/9wPTJB/dtfs52qUzr1/niK30EuaiYHuPSGmztKBYpgMSQ0pGe148QQ6RmLUQCEkPm42hetT1PxGrXpt6WzkkMaSladdvKRcW649OSdSSGtBSt7baeOnVq88Jtt922/cbKmU+dFXHbbnEOtw0OngQgQGJIAHisuoUAiSFbUPAgEAESQwIBZPUtBDiH24Ii+8GQxBBB+ciJT3mDfc9tD0+37trnXZ8V4yNAYkh8TEeVSGLIqJG/5Df6gu5SjfmjB/7+35h+/OM/MO3cubNbYgiCFT+XP58fLle5qOiCVptl174WojyK8ZNUJIYoNOvaI32pWFwLkYDEECx/bMQQkRKjXWPW1FmKxJA649KiVVxUbDFqddpMYkidcUGs+va3vz3Ji89bbrlluuqqq6xVZB3x9OnT05VXXjl93/d9n7W8awHO4VwRY/klBEgMWUKG110QIDHEBS2WXUOAxJA1dHjPBQHO4VzQilt2WGLIc689Pp0+d9ILTRJDvGBLWonEkKTwDiWcxJChwr3orO2v9xcrfnBDyBA/8fd+cJIXHj0TQxCcanmRaYtZzfe5qFhzdOLYhrxAjvG1CBJD4sQrhRQkB0RvjDwItV8RQ46/+s70lWdemw4evGk6sH/PdNeBm0NFd1UfiWkN8SwJOokhJdHvSzcXFfuKZ0lvSAwpiX6Y7rNnz07vv//+dP3110833nijVdjbb789vfvuu9N111033XTTTdbyrgU4h3NFjOWXECAxZAkZXndBgMQQF7RYdg0BEkPW0OE9FwQ4h3NBK25ZEkM88Ny/577p4J77PWqySioESAxJhex4ckkMGS/max4jxAezvvpCxgiLigg+JIaYGeJ+zkVFd8xaqoF+LSLGlwVIDKk3M5D+VKyvoU8VYsinf+H3p41X3roM0Bh5epnQRi8gxBD1zNCoi8FmkxgSDCEFfIAAFxWZCrEQGGEOFwur2uRIPyDkkCuuuGLas2fP6ldDZA3xzJkzkzzTCCnk2muvje4O53DRIR1WIIkhw4Y+quMkhkSFc2hhJIYMHf6oznMOFxVOJ2HDEkOOnnlm2jjzrBNYqvAtO/dO997+iDrlvgIEQokh8lLmqSMnN//i8aEH7qzAI5pQCgESQ0ohX69e9GWd+XJnhEVFBJsaXmLWm12YZVxUxHBqtRSJIa1GLr7dCJFAtJb+ysSTR16ZvvDF+S8vss+/lBfIT0SNjheJIZfyhUdhCHBRMQw/1r6EwAhzuEve9nekvhpy9dVXT7t37978mRghiqhNiCDyclTI0vJiK9XXQkQf53AKde5DESAxJBRB1hcESAxhHsRCgMSQWEhSDudw5XJgWGLI6+8dn54/9YQX8iSGeMGWtJIvMWTppab5gjep8RReFQIkhlQVjqqMkZe3xzbObNp09OjZLdsePLR39vP5IywqLvWhW+BcOBj9pZeOhe8xFxV9kWujHtKOxJMYX2LgF0PqzgmESCAelOxXESJTaeJKLVHO2bZr8dnVDhJDXBFj+SUEuKi4hAyvuyIwwhzOFZOWysvaoLxEl70QQoT4ISQRORZSiLzMkp+bkeOrrrpq+tCHPrT6ZZEQ3zmHC0GPdXUESAzR0eCxLwIkhvgix3omAiSGmIjw3BcBzuF8kQuvR2KIB4YkhniAlriKLzFk7S8zuaidOGiViicxpNLANGjWCIuKyEuvki8wG0ybWZO5qDhNipjV41e9crYjEkNmm1g1FxHShTK21HMqYiP7/YtRQrCSkqViqXKp5J7EkJLo96Wbi4p9xbOkNyPM4Urim0O3Wh+UMUYIIOfPn99Su2PHjk2SyDXXXDNdf/31yUghopBzuC3YeRCIAIkhgQCy+iYCJIYwEWIhQGJILCQph3O4cjlAYogn9ofueMyzJqulQEBN/ITxL5M7ZENexMT461zEFpapBwESQ+qJReuWjLCoiPSjfEEYnskjLyrO5Zjk1NKXesLRzi9hzkfTilhfMiMxxES2vvPavxqCkh34DH0xt9ZI6Cr7SAx5a5IXdPLJf25EwBcBLir6Isd6JgIjzOFMn3s9F2KIrBXKy1Ahhwgp5Morr9wkg8i4k3obeQ6XGtvR5JMYMlrE0/hLYkgaXEeUSmLIiFFP4zPncGlwRaQOSwwRcI6c+BSC0WyZe257eLp1177Ze7yYHwEfYgiy8D7yQm3+KNah0SSGyAsQ2e46cHMdBtKKZhAYYVEReaFNYkh4yo66qLiWXz3lFfI8QmJIeDtqRQJKvBB/SpAvUPv4DH0x45D23VN/5trO+MUQV8RYfgkBLiouIcPrrgiMMIdzxYTl/RAYdQ7nhxZrrSFAYsgaOryHIkBiCIoUy9kQIDHEhhDvowhwDociFb/c0MSQ5157fDp97qQXqiSGeMGWrFIqYsjIC7XJglW5YEUM+ZM/++705a9+a3px440ti2O9mNsSyIOuERhhUXHtxb0KLtqPysvGp45cHJMPHrxps3qPPxuicHHZj7qoaPtL+176ZJufkiuxfOUXQ1xaXrmyCJlArCtFvkByFu37y6GcRzMSy5GxIjEkTx6OoIWLiiNEOY+PI8zh8iBJLaPO4Rj5+AiQGBIf0xElkhgyYtTT+ExiSBpcR5TKOVy5qJMYQmJIueyLqDkVMURMLPHXmBGhoShHBGQh6Mkjr0xf/t1TszVjvZybFc6LXSEwwqJiLGLIkpyRX5bpjWHURUXby+de8sPmp+RCLAIAiSF6y6r3GP0qR6k28Jlf/IPpGy+dsQLIZ+hpQmM5KlYkhlibEQuACHBREQSKxawIjDCHs4LAAlEQGHUOFwU8CtmGAIkh2+DgiScCJIZ4AsdqlyFAYshlkPCCJwKcw3kCF6EaiSGexJD9e+6bDu65P0IIKCIGAj7EEHShNtbLmBh+UkZ6BGQh6Kf/8b9bVcScWIWHNz9AYIRFxSVCh54EtheXtr6YZKxpGnFRMUZu6XlY67Et/5XdMV4ai65z752bNl4+O7366rnN31mXr2JJG5ONX+hRaNexr/lLE3989DvTz//SC1ag+LxEYogtSUgMsSHE+ygCXFREkWI5GwIjzOFsGPB+HARGnMPFQY5STARIDDER4bkPAiSG+KDGOnMIkBgyhwqv+SDAOZwPanHqDE0MOXrmmWnjzLNeSN6yc+907+2PeNVlpfgI+BBDxArkr3RtLzXje9OfRHnBd/To2S3Han4R9cLXT02/9C/+eMvWuQPmxBwqvGYiMMKiYoyX94iM0V8ujrioiORFD31xLmIIgqf0YSRimT15uXM0N0r0j3/91389PfCf/+9WcHpoo1YngQIIyScG+QswpboiJIZUF5JmDeKiYrOhq87wEeZw1YHeqUEjzuE6DWVxt0gMKR6CLgwgMaSLMFbhBIkhVYShCyM4hysXxqGJIa+/d3x6/tQTXuiTGOIFW7JKvsQQZKFWjC6x6J4MrIyC5aXGU0dOTkIEWdpqewlFYshSpHjdFYERFhWRl822F4NIPzx6HzziomKM3HJtsyXKI36KXb4vjVH5pu+++kw5PPdHACWGlHiOEmLIp3/h96eNV96yOshcsn81pEQMrYHLVIDEkExAD6CGi4oDBDmTiyPM4TJBObyaEedwwwc9EQAkhiQCdjCxJIYMFvCE7pIYkhDcwURzDlcu4CSGkBhSLvsiavYlhqCL7qO/lPQNFfJFFiW7lkXx//XJjemL/+bPlVmze9uL7tlKvDgcAiMsKiIvnW3tBSGG1NI/lEriERcVR8mLGG1oLi8RYuZcPXXN1m5VOe7TIoC0gxKxEmLIH7zwF9Ov/vqGFQA+Q1+EaKmtjz6+kRhibUIsACLARUUQKBazIjDCHM4KAgtEQWDEOVwU4CjkMgRIDLkMEl7wQIDEEA/QWGUWARJDZmHhRQ8EOIfzAC1SFRJDPIkhgv+hOx6LFAaKCUXAlxgiehHyQolF91BMStdfWgBfs6sGnJEvhogP/AvYtUjyniAwwqIi0s5t7Rp58Tn6i7MRFxVHyQukDbnmP0p6tfXUfKFvQyj9faQdiBW5Y+VCDLGNAelRrEeDtHfZnjxyYhJcHjy0d7rrwM31GFjAEhJDCoDeqUouKnYa2AJujTCHKwDrkCpHnMMNGegMTpMYkgHkAVSQGDJAkDO5SGJIJqAHUMM5XLkgD00MEdiPnPiUN/okhnhDF71iCDGk1kX36CBlFogQbuZMKv0CgcSQuajwmg8CIywqIi+1bW0a6YNtMnzi01KdERcVkTHElTBhxlzlr+TXwYM3bd5+6IE7zWJJz5H8d/EzFilEnB693SUNPCgcjWcJYsjbb789/Ytf27D+nAzzCAz2oMVIDBk08Anc5qJiAlAHFTnCHG7Q0GZ3e8Q5XHaQB1FIYsgggU7sJokhiQEeSDyJIQMFO7GrnMMlBnhFPIkhAcSQe257eLp1174VeHkrFwIhxJBaF93XsBObnzpystiLrDXb5J562WYrt3Y/90sOZYssBP30P/536nRxX8q+RYN4ozoERlhURNq67aVgDBnVBT+yQSMuKiLEEN9+eC3nXEgYMcKM+OliEyLPxW5fjF10sOw6AkhMbf3sugb3u/LFECGG/Jtnvjk9/ZW/sArgV9asEA1bgMSQYUMf3XEuKkaHdFiBI8zhhg1uZsdHnMNlhngYdSSGDBPqpI6SGJIU3qGEkxgyVLiTOss5XFJ4V4UPTwx57rXHp9PnTq6CtHSTxJAlZPJfDyGGiLU1Lrovobj018UuL46WZMe6vmSjq/wSL6RIDHGNEssvITDCouLaC3aFi+2FZQwZSlev+9EWFVMSNmvKt9h+Ir65tpGani1cbfcpLzHRtxp+5gN9pspJvlDEkOOvvjP98ueO6pDNHpd4nps1xLioiNYvbryxeUfGK/l6UO4vBxlmDXVKYshQ4U7qLBcVk8I7lPAR5nBDBbSgs6PN4QpC3b1qEkO6D3EWB0kMyQLzEEpIDBkizFmc5BwuC8yzSkgMITFkNjFauxhKDEEX3UsvbNvstL2AzRVXhGiD2FLCH1kIevRXvj699MrbqyaO9rJsFQzenEVghEVF5EW0rR2jL8dzvvScDWjBi6MtKqbMCXR8ytHHI+1H0g7JfVSWaxrnwMHVptjlJd+ObZyZnjxyYlZ0aQzQ9pDzGVURQ6644orpH/6T/2sWN/1iaQx1W9TxWpup0V5ld297EkN6i2g5f7ioWA773jSPMIfrLWa1+jPaHK7WOPRgF4khPUSxvA8khpSPQS8WkBjSSyTL+8E5XLkYkBgSQAzZv+e+6eCe+8tFj5q3EAglhqCL7iUXitcWsLeAuHCQ88WArlcdo1iq8rZ9bsxJDLFFhPdRBEZYVET6JRJD0IxZLjfaoiKSV4IWQpjQUUXlqjqpxx8b2VPssLUfZStKeFHl/6OP7pl27NgxqS8lqOvmPjYG8owgP4Wn9Ip/Jb/Q4PLMEhsLE+u1cyS+OZ//dGLIv/xXL2/Fc8kHNI+X6se+jvQFOfGM7V9L8kgMaSladdvKRcW649OSdSPM4VqKR8u2jjaHazlWtdtOYkjtEWrDPhJD2ohTC1aSGNJClNqwkXO4cnEanhhy9Mwz08aZZ70iQGKIF2xJKoUSQ8QoZNG95MI2Yp/4UdJG0Y8stks5ly3n4jxKDCmNswt+LFsGgREWFZH2bmsr6IvZnP1AmYxZ1jraomKMvJpDEx1H9bop8w6xByEjIHgpn/Z/ZPf093/8B6f/+O4fmn77S/9h8SsZqjyiX5VF9ks+x9aD2IL2PbosW3+ml415HJNEFMOulokhaHspFesY8WlJBokhLUWrblu5qFh3fFqyboQ5XEvxaNnW0eZwLceqdttJDKk9Qm3YR2JIG3FqwUoSQ1qIUhs2cg5XLk4khgQQQ27ZuXe69/ZHykWPmrcQiEEMQRbdRWHKl0RbDs0cLL1MmSnq/FfUczJ8r6EL7q7yc+EuC0FPHnll+vLvnlo1kS8MVuHhzQsIjLCoiLxYRdoK0r/l6gNqTN7RFhWRcQTJKz2WiEy9vDp21aPq2fZI2xEZSN4j7UdkiS8/96l90/nz56fdu3dnJ4bYYoD4Kn7E2lDcTH0IiUXiK5v8RM3Ro2eDv4qCPKOmylXTfznXiSF/8uffnQ5/9oW5YtuuuX7hZ1vlSCe2HNTV5MRT1zvaMYkho0U8nb9cVEyH7WiSR5jDjRbTUv6ONocrhfMIekkMGSHK6X0kMSQ9xqNoIDFklEin95NzuPQYL2kYnhjy+nvHp+dPPbGEz+p1EkNW4cl6MwYxBH1JU2Kh2GUhW4AvufiOvLyQlyoH9u+BXiSoRMqFuywE/dHXT02f+41XlOrFfUmcF43ijWoQGGFREek3kbaLvKDN/dK4mkS6YMhoi4roOPLQA3fCYUJybEkYQgRYqrt0HR3XbeMMKkfsEFlvvfXWFjHkP/tp+xfzYvkeq69YwtP1OpJjazLXcFnzda3emr41mXo9W75IWZElm5BWZJPnMdnuOnDz5h75z4cYUroPd2krm3hcIFI9evhuBA6WCUCAxJAA8Fh1GwJcVNwGB08CEBhhDhcAD6s6IDDaHM4BGhZ1RIDEEEfAWHwWARJDZmHhRQ8ESAzxAI1VZhHgHG4WliwXSQwhMSRLoqVWEoMYIjYiLwqQl5yx/XVZzC5hn+4v8vJNfzGCYK7k53ipQGKIQpv7UARGWFREXlYifRLSD+Ro/6ExT1V/tEVFJB/0ccSGu8sYuiQrdv4hPiJtB/VN4aWIIX/2F38FkTNj+Y3Yifi7FB+X64gtiLw5bJA+ca6eTR8iV2SsyRYZTx05Ob248caiOpUniwU+uKETQ2688Ubo5xhR2Tbd6r74g5JZfGK+hqWygftwBEgMCceQEi4iwEVFZkIsBEaYw8XCinLWERhtDreOBu+GIEBiSAh6rKsQIDFEIcF9KAIkhoQiyPoKAc7hFBL59ySGBBBDJFyH7ngsf9So8TIEchJDRHnuxWKXBe1cL1YuC8IHFxBiiI4f+rJDxOfwzYUYovuxhAevj4tArEVF9TJPIale6kl7OHjwps3LLl9OUHJi7NH2a/srduQleeyXijH8zyVjtEVFZBxxyQeXMXQpprHHn1g+InLEJ9UGFTHka8++Pn3hiyeX3N26ruptXfA8QGIQG+M5U9E+a66ueW3OXqQvEzk+uCKxnnsuUWOIGjtMP+bObe3LJIYgfs/hNad77pr4oH6WR+7rvoit8tWTNZIIgp2u1+a/XpbHYQiQGBKGH2tfQoCLipew4FEYArHmcGFWsHYPCIw2h+shZrX6QGJIrZFpyy4SQ9qKV83WkhhSc3Taso1zuHLxIjGExJBy2RdRcyxiCPrCIGRx28dtZMFdyS25mI3iZ74QQV4YiX85cJeFoHfffXf6mZ/9IwXp4n7uBcxiYd4YDoHQRUXXl3kl2r5vmzeTAenjSvhn2lnqfLRFReQlrkv/i8hDYuuic00e2m5s+tCxU2xR7UcRQz732PHpGy9d/CmRJVtjjrm1tHEXzJZw0a8rXNU1NNdssVXy9L0PhiH+mr7ptpjEEFSP+fyny1TH0j6WSCCqzNx+CVPUNiVzzW9Vhvt4CJAYEg/L0SVxUXH0DIjnf+gcLp4llNQ6AqPN4VqPV832kxhSc3TasY3EkHZiVbulJIbUHqF27OMcrlyshieGCPRHTnzKOwL8Yog3dFErxiKGiFHIwnvMlyUIEOiLBpGFLLojOn3KoIvvczaidZcW/n3snatDYsgcKrzmg4DvoqIrIcS0LedLLfQF91yb1+2usd/V7St9PNqiIjLmoWMBOrYgMY419qM22doNKkf5Jn3Dx++7dXr6K382/c5Xv6UuL+5j9iVITGPqm3PKFa85GXPXVC6i/aHI8PHVtZ+M4e+SnSYxBPVdYaVwlHo+JBBVX9/PtU9XDJb81fXwOC4CJIbExXNkaVxUHDn6cX33ncPFtYLSekBgtDlcDzGr1QcSQ2qNTFt2kRjSVrxqtpbEkJqj05ZtnMOVixeJIRewJzGkXALG0hyTGIIuIpuL27F8mZODvFCReqUXtFHs5l52oS8V5hb+5zDzvaaIIf/qX/+H6djxN1fFlMZ71TjeLI6Az6Ii2g5szqVuJ0o/au9cm1cyZI/0Hbl80u2q5XikRcVYOaVih+SWKovsY4z9ri/4l+xC5MzV3f+R3dPGK2/N3dp2LYavIhCNaSx925zQTtBnKakithz+7Ata7eVD1Te55Jqqsyz18juIfCUXKXu5hvkrc3HxJYbIc9PRo2c3Fek/BzOv2f2qaatLzPlM5453jBokhsRAkTIEAS4qMg9iIeAzh4ulm3L6QmCkOVxfkavPGxJD6otJixaRGNJi1Oq0mcSQOuPSolWcw0n1bxMAAEAASURBVJWLGokhF7APIYbcc9vD06279pWLIDVvIhCTGFLLCww9tOjCtrkgrsvIcYy8iFAvLebsQV9y2V4yz8lGr7kQQ9Z8QfWxXL8I+Cwqom0dRS11n4D2l7Y2G9p3oHi0Wm6kRcVYOaVijbQp6ctlQ19U2/JZ6V7aIzYhL6kROUs2INdD/VQ6kPYtZWPpU3r1PWqD1FHYo7mongXQ8qJD1ZFjdEPli/1PHjmBirWWm7PVJIaIkNT5aDX0QgF9zPOJOaKDZeIiQGJIXDxHlsZFxZGjH9d3nzlcXAsorRcERprD9RKzWv0gMaTWyLRlF4khbcWrZmtJDKk5Om3ZxjlcuXiRGHIB++dee3w6fe6kVxRIDPGCLXqlmMQQMQ4hKMwtlEd37IJAlxcBDz1wZwoTYJnIIvwabqivKV8ekRgCh5sFLQi4Lioi7cei8rLba+3tssIeF2K12VhyPFxoospIi4oxcwGVJS/SD+zfA38hQhEHfJIHtUl/wT2nJ0V/oesJ8VGXI8eIran7KpS0YPqNPA+KjxIv2dCvjEhZ12cZNHdEduzNjI8ihhx/9Z3pup3Xbf4cTEwyiq/9qt0gOad0mDFX17nPgwCJIXlwHkELFxVHiHIeH13ncHmsopYWERhpDtdifFqymcSQlqJVr60khtQbm9YsIzGktYjVay/ncOViQ2LIBexJDCmXgLE0lyCGiO2ui/o+/qIvAnLYYrMfWYg3Xy6YMpGXNyl9VcSQrz37+vSlL3/TNG/buc2XbYV5MhwCLouKSNvxBTBlnsbqn2LJ8cWo9nojLSqibQEZB1xloeUlXxD9c3mF6rDJR+XM2YBcs+lHZKgyCLki5ct5F6xMv9G+qXdiiMRSsBE8jm2cmb7xjQv/XjqjQlzFXs8h5FlSGW3GXF3nPg8CJIbkwXkELVxUHCHKeXx0mcPlsYhaWkVgpDlcqzFqxW4SQ1qJVN12khhSd3xaso7EkJaiVbetnMOViw+JIRewJzGkXALG0hybGOLyIuCuAzdvc0PqyvbUkYtfoTl48KbNv0Q2y22rtHKC2lLDwnYMW20vcPSF/xXYvG8pYsif/Nl3p//2X37DKqcG3K1GskARBFwWFV1eYvk4k6rdxGjz4g8qR/01uA8GLdcZaVHRNgZIHFGyE0JIEHl6P462Rd82hchH/EN9E/9cN1/flvQgPsfWqduC6JfySzYgWEtdl6/OiD6f/gz1ReQjm+Qa+hNKLmUR3bHLqHaM9CFK91LM1X3u0yNAYkh6jEfRwEXFUSKd3k+XOVx6a6ihZQRGmsO1HKcWbCcxpIUo1W8jiSH1x6gVC0kMaSVS9dvJOVy5GJEYcgF7EkPKJWAszbGJIWIXsvhuLurbXh74LEAjC9zIS6RYWK/JQV/uqsX7JVlLOPrgt6Rj6TqJIUvI8LorAuiiItLGXXXPlU/RfmK1ebHXp8+d87PHayMtKiLtAR3zkJwy2wWa05Jn5jOALfdQ2aZNc3IR3+bqIddsYzQiQy+D2OqKpS5/7RjJJ1V/ye+lZxJVT/YSs5aIIXqOuWCk+1zDsfQFDx7au2mKImCj/ugY1ODLqDaQGDJq5OP7zUXF+JiOKhGdw42KD/3GERhpDoejwpI+CJAY4oMa65gIkBhiIsJzXwRIDPFFjvVMBDiHMxHJd05iyAWsSQzJl3CpNKUghiAvAvSXU0h58d91IRpZ4NbtQDCWl1Pqiybyl6LqhYZaVEdkzJVBX3otvXzRZYrfsslv1quF/1D7dPlLxySGLCHD664IoIuKSBsX3aodKDvkc/7SPly22C9fY7b5ki+PXTAsUXakRUVkLEXGUbRdzbUJxAbJA9exN8QmM++Q9mLWQc4RbBE5qkzMPkLJdNmjOK35jcRN6svm0ifP5Z7NNzQ31+TM+RpD7prOWPekzclmkkF0+WjMkWdRXS6P0yBAYkgaXEeUykXFEaOexmd0DpdGO6X2hMBIc7ie4lajLySG1BiV9mwiMaS9mNVqMYkhtUamPbs4hysXMxJDLmBPYki5BIyluRQxROyXhWXkpYHp69zCvFlGzhHZLi+n1uT5vKRQNiuyCfJJ8poX43MTQwQ32eQlv/y1cQ7yi4oZ92kRQBcVQ15ioS9ddU9jtj9UP6ITeTGJ9pu6vz0cj7SoGCsP1sY6PSfmchPNa5HjMm6GtHXdZjlGZEl7cSEqpGhfIXEwfXY9R3Xb/EbkiAzZXPB2yR3lO9I+VNm5/ZJOl5yfk5viGkICMfWifthibsrleToESAxJh+1okrmoOFrE0/mLzuHSWUDJvSAw0hyul5jV6geJIbVGpi27SAxpK141W0tiSM3Racs2zuHKxYvEkAvYkxhSLgFjaU5BDEEXl2WR/fBnX/ByBVmYRl5IuBBD1l4miRz5K0wfcoLLy4q5F3FeACaolJMYshTbpRc3CdylyIQIIIuKSzlgmrXWV6B9lZLp0l+oOkt7VDfS5pE+ZA2HJRt7uD7SomKsPFgb61ROrOUTYofIQdsT2lbWbFJ2o7JUu7P1M4hOpdt1b9Mt8lAMXXUjOSAybf4juSAyZKuZGBLDz00nE/wnOXDw4E2bBFkR7/McKvWQfJNyqm3IMbeyCJAYUhb/nrRzUbGnaJb1BZnDlbWQ2ltBYKQ5XCsxadVOEkNajVxddpMYUlc8WraGxJCWo1eX7ZzDlYsHiSEXsCcxpFwCxtKcghgitqEvFUL8iLFQb5Oh7EMWzH1e0CBylQ2yr434IC/Z5Kd15GsnB/Z9aPrr8389XbHjiunY8Td1s2ePfX1Zw8wnBrPG8WJRBJBFxbU80I23vcRCXxQrmb55q+qrParXZr/IQ16+jto2RlpURMZd25iH5uWaHFSG5C7SntC2jshCbTPbndQ79965aePls9O111477dixI/mXqpB2vRYHwddnQ/FGdKOyXO1EYm3KDLHFzAdTNppXZj3X81gkkDm9CD6jjiNzeNVwjcSQGqLQhw1cVOwjjjV4gczharCTNtSPwEhzuPqj0baFJIa0Hb9arCcxpJZItG8HiSHtx7AWDziHKxcJEkMuYE9iSLkEjKU5FTEEeaERw4e1FxOIDWv1dfuQBXMpb3t5oMuUY1SuqufzMkTVjb13td3UL9jrm/wczNIm5BPZkJ/bqQmjJX94fR0BZFGxRPsWq2O9GENfJCJ9CtIWY9m9Hrn67o60qIgQQ2z9I5JLEmVbXiLtU+QgeYn4hdgkZUL8e+utt6bz589Pu3fv3iSGiLyUG+I3+gzjYieiV+QhupF+TnIAGdt1H2x5rJdVx2jsVXm1j+Wnkhey9/Eb1Ye0WQQLVB/LhSNAYkg4hpRwEQEuKjITYiGAzOFi6aKcvhEYaQ7XdyTLe0diSPkY9GABiSE9RLEOH0gMqSMOPVjBOVy5KJIYcgF7EkPKJWAszamIIb4L8D5+LS1Ux1zkRv1ZsmXJL/QFjKof86WAvLA5tnFGiZ4eeuDOrWPbAYqHTU6K+64xSGEDZYYhgCwqIm3HJRdcctpF7hISyAtTqWt7AS9lENuRF/Aiq7dtpEVFpE3YxpBYuYTmt+Tbmk2IPSIDbZOIvKW2UiMxZA07wcV1Q+O2hNGcPuRZbK7e2jUfv1HfTL1IHyx1kPZnylbnKDnGx2+lw7ZH7EfbmU0X78dBgMSQODhSyjRxUZFZEAsBZA4XSxfl9I3ASHO4viNZ3jsSQ8rHoAcLSAzpIYp1+EBiSB1x6MEKzuHKRZHEkAvYkxhSLgFjaU5FDPFdgPf1a26xGnkZMVdvzgYXf9CXCKIHWYjX7YnxUkB8UT//osuWY8FDvtxh+416BFtTdq5zNKa57KEedwSQRUWk7bi2F5e8dmnncwigfQqiB5Hl8iJ3zt5Wr420qBijTSAy0D4WbU9ruYkQOSQ30baOyFuyZwRiCIKP4I3mgJSVbU6u4Hzw4E3Tk0dOXCzk8D8ab10k0k/q5eXYxU803x96YO/mS9gDH90zXbfzuq3nLaTt+fht+rR0Xlr/kl28vowAiSHL2PCOGwJcVHTDi6WXEUDmcMu1eYcIXEJgpDncJa95lAIBEkNSoDqeTBJDxot5Ko9JDEmF7HhyOYcrF3MSQy5gT2JIuQSMpTkVMUTsQxaZY/khcswFfES/yyI7uujvIhOxUcfIRbZeTz9G/LDpQWToOnMem3mQUzd1xUHAtqiIvuBDSBW6xahcqbP08liXt3aM6kJ8iClrzeYW7420qIiMJ2t9O5pHaB+LypO8WrIL8UnqI+1Eys0RFOS6vi217ZzEEBQ71G/dv7VjdGz31Sv4q5+Nky+W+ZBCxP6lfFnzDcVUl4HmutRBc+sXPv23p7fffnu64oorphtvvHFLHZLrPn5vKbAclNZvMY+3ZxAgMWQGFF7yQoCLil6wsdIMArY53EwVXiICswiMNIebBYAXoyFAYkg0KIcWRGLI0OGP6jyJIVHhHFoY53Dlwk9iyAXsj5z4lHcE7rnt4enWXfu867NiHARSEkPQFwxxPLkoRV80j73Ijb5UWHqpNOcnYqNeT/dPv44eIy8uRJbNhxKxRX30fWGFyme59AjYFhXRPPbJBVS2oOAjX6GH9ieIjpiylH297EdZVIyRA2juIzmp8gcdK+bGHNSeFC/vHz18t3Jhaz8CMQR5JnHBews84wCNrVFt69TnWQhtI1tKLhy45Doq/4u/+XdmiSFIW4mBve6ffozE3gd3XQeP4yJAYkhcPEeWxkXFkaMf13fbHC6uNkrrGYFR5nA9x7AW30gMqSUSbdtBYkjb8avJehJDaopG27ZwDlcufiSGXMA+hBhy6I7HykWPmrcQSEkMQRfJt4yZOZBFcJe/KNVfLqVY5EYW7nUbZlzadgmxUa8Q+lIAsV/pW3sBECO2Sk/M/ZrNMfVQVloEbIuKyEtFl3aoe4PIVuVD8g1tQ8iLSVRWiL3K59b2oywqojmwlk/I+ODarlC7JK/M/ETskXprPsl9fUPsWfKxd2II2veZcdLxRY5RPWuyfGxAYq/rdH3eQuW3TAxxaWs6ljxOgwCJIWlwHVEqFxVHjHoan21zuDRaKbVHBEaZw/UYu9p8IjGktoi0aQ+JIW3GrUarSQypMSpt2sQ5XLm4kRhyAXsSQ8olYCzNNRND1MsZ15cIqh5CunB9uYAs/Cv9thghskwZri8qzProizapZ8PGNS6mLbHPQ7GJbQ/l+SNgW1RE8tg3H5B+Q3mGtnVVXt+j7R99EYfYbWvTun29HI+yqBgjn5Ac8mlXSHuVfNPbEzq+uNoTghOJIRd7BbRPMvsQwf6pIyenFzfeMG85n/v0ZWjslTGpcusXP/2j0w//0FWX/ZQM0k5cbVK+IHuk/fvGHtHPMu4IkBjijhlrzCPARcV5XHjVHQHbHM5dImuMisAoc7hR45vTbxJDcqLdry4SQ/qNbW7PSAzJjXi/+jiHKxdbEkMuYE9iSLkEjKU5JTFEbEQWmpd80RfA0ZdESpa8YEJePvgsctsW73W7lT1ze9eXFCIDlT2nT6654Ii8eBF5R4+ehbBesin0usT6wUN7p7sO3BwqivUrQcC2qGhrg+KGT1txaR8KKqSdqLL6Hm3/aB+F9LW+tup2t3Y8yqJiaD6hue+TQ6htkluq3aL2qPJoXqK2zLU7EkO2k3cQzAXvWGQQXZ9PHkp9pJ9UeuZyQN1b2iPySQxZQo/XXREgMcQVMZZfQoCLikvI8LorArY5nKs8lh8XgVHmcONGOJ/nJIbkw7pnTSSG9BzdvL6RGJIX7561cQ5XLrokhlzAnsSQcgkYS3NqYgjyAnfJF/OFD/qiaEne3HWfhX+Rs+SXafOcTnUNfUGlysveRb5eTz9esl0v46pHfPn3f/z6JA84V1111fSlL39TF5fkmISQJLBWIdS2qJgih8VxRK4JkP6VA/Pe2jna/tE+CrHdtV2v2d/KvVEWFdHxcSmfQuvb8gHJTyUDJXZK+SV/lCxzH9LuchJDkHj49j0mJuo8VKdgK5sQQWRDyLmbBT3+S00M8cWWxBCPYLKKNwIkhnhDx4oGAlxUNADhqTcCtjmct2BWHA6BUeZwwwW2gMMkhhQAvUOVJIZ0GNRCLpEYUgj4DtVyDlcuqMMTQ15/7/j0/KknvCNw6I7HvOuyYjwEUhND0Jcwcx7NvcREXlzMyVq65vpSSZej2yIvEVy/WqHX1+WuHc9hslZ+7h4SEx9c/n/2zj3Ws+q672feXChjxuDBpG3iwRgzDDdVa1dV/6HI1FEjU/nBAJm0QmnaVJWlCtTGsqXYEIY0seXaxa3k9p9KEWo12B78xE5kiuUStarjEDkZZi4GM7ixXfDwGGAEYx4eetcd9p1zzz2PtffZ+5z9+Pykmd957L32Wp+1z/n99t7fe34yEfTCCy9UCwsL1Sc+tTS4KCTMzKtrAaleRsoKY3nxdJAVDNn+NzSpqFlkdrlWNHbboLtcL5rrUNrS2tb47sKkLd6UjpUyqaj5POlb7Nb0n776Q31C29+H7NTPu/RnrR9twgOEIafpNz+Xuz6/67nyvd2WH00bGuGG2HHpW1JPcx3dcO2u6lffvTOqn5LRXhfazyNhwSs8AYQh4RmX0gKTiqVkOnycQ2O48B7QQi4EShnD5ZKvmONAGBJzdtLxDWFIOrmK3VOEIbFnKB3/GMPNlyuEISOEIRcs7Kquuuim+bJHy6sEYhaGdE38aybeVwMc2PAxyS0T6i5CBc1CXtN918WKph3ZF7+PLB2v7jp4dOW0LPaMEV7YCkN8xtIWH8fSJTA0qai5dlz6l+u9pete1ZcB3wtxGt/HLOz3xRLzuVImFTXXRF/+NQvmLtdUvW9o+mi9/NC26+e3Jta2axphyFBGpjvflh9N65rcix3Xvq7p41dctqP67ZsvRRiiSRhlegkgDOnFw0kLAkwqWsCiaC+BoTFcb2VOQqBGoJQxXC1kNgMRQBgSCGxhZhGGFJbwgOEiDAkItzDTjOHmSzjCEIQh8/U+jy2HFoaIq5qJ8raQuib+tQuqbTbrx/oWyerlQm1rFvKabc/tc9Of+j7CkDoNtscQGJpU1Fw7Lgt7vu9VfQy09zHt4reGScz3jz5WY86VMqk4Jv/avtj1mazNj7YdjT2X69vY1VznbfZzF4b4zI9hbfsu3I1Yta+ua1/UCkNc7Wuuw5SFIa5c+nLJOXcCCEPc2VFzLQEmFdfyYM+dwNAYzt0yNUsjUMoYrrS8zhEvwpA5qOfXJsKQ/HI6V0QIQ+Yin1+7jOHmyynCEIQh8/U+jy2nKAyR8H0sYMy9SKpZQGimem6fm/7U9xGG1GmwPYbA0KSi5tppW9gd8km7aNi0oxVv1Otp72Fa2xomMd8/6mx8bpcyqTgm/5q6khNtX+zLn7atPhtjfdEIQ9quldyFIcJVw2YoN67nzT1bcx92FShobIv/rn1d079jFIZIzBo2rtzFPi//BBCG+GdaqkUmFUvNvP+4h8Zw/lvEYq4EShnD5Zq/mOJCGBJTNtL1BWFIurmLzXOEIbFlJF1/GMPNlzuEIQhD5ut9HlueQhiimShvC2loYt7VrmnLLEKY/anfXfxvW6ya2u+u9myFITHH0hUjx6chMDSpqLl2XPqXZmGsSWDMfUTTnnYhzrfQpBlnqvulTCqOuSY0YgCX66mrz2h87aorx8dcc1Lf9VrxIQyRtuUn3G649hJxpfOlYTSWQ1vjWjZtdV2PSd+Sn7EzP8nn877Y9EljW+oMff9s2jX7mryNEYb4vA6Nz+Zdw0b7eWRs8h6WAMKQsHxLss6kYknZDhvr0BgubOtYz4lAKWO4nHIWaywIQ2LNTFp+IQxJK18xe4swJObspOUbY7j58oUwBGHIfL3PY8tTCENcFxo0E/OaBa0uXCEWVbraajvu4nvIRYE2H22O1YUh9/zx44OPg485Fpu4KeufwNCkombxzaV/aRbG6tGOvYdo2tMuxGnvs5r7aj3G1LdLmVQcc01o+uHYvt7sRxp/m3XM/tg+rL1WmjG7CkOkvS8cfKw6tPSMCWHlvWm/flLz/aCvft2W7bambVubXeXbYtD0R+19sdmuxrbLZ4dpR9O3uoQhmmtijG/Gx653Td7b8tVlj+PhCSAMCc+4lBaYVCwl0+HjHBrDhfeAFnIhUMoYLpd8xRwHwpCYs5OObwhD0slV7J4iDIk9Q+n4xxhuvlwhDEEYMl/v89hy6sIQzSR8F665J7g1k/BN30MuCjTbst1HGGJLjPJdBIYmFbXXve0CsmbRUHyW67D+F+5dcQwd17SnXQANxWQohtjPlzKp6LqorO032n5o0x80Pjft+frc1lx70ra0d/nuHStPs7ARhgjXNjGINh7N9wNfLJo+yb5LbtrstB0bun9qcuPaHzW2x3zP0nL7w//y96qNGzdW55577ioiTd2QOZ+7z62CYENNAGGIGhUFBwgwqTgAiNNqAkNjOLUhChZPoJQxXPGJngAAwpAJIBfQBMKQApI8UYgIQyYCXUAzjOHmS3LxwpDDx79eLR2/1ykDFyzsqq666CanulTyS2AKYYh4rJmMb0amXdTVTKY3bcu+68JCmy2XY5pJ+KbdMQsWTVu+9+vCkE98amndX0c32wu5wNFsi/20CAxNKmoXs7X3EKGjtSllfd07NPdFbVta/7X2JM4cXqVMKmo+B9s+PzT1pB/YXEs2/Ub6rfy0yl0Hjw5W8/mZ4fL5u/tt26u3v/2vVX/nb1/U6qsIQeTVfDJIa+HawbZrUuOfTx41d1Y3tX1jtULPxpAYpF7V532xble2NbZduWrvweJHqsKQtnuIxDPVSxibnxyaqs2Y20EYEnN20vKNScW08hWzt0NjuJh9x7e4CJQyhouLep7eIAzJM69TR4UwZGri+baHMCTf3E4dGWO4qYmfaQ9hCMKQM70h4a2phCGaRY46RtvJZ1v70laoha56HH3bLj7bculr3/e5ujDkn/6L/zVo3nXxZdAwBZInMDSpqF2Aa1tw7YKjtSn1bex2tSfHNYuUNm35ttfneyrnSplU1Czit31+aPpMWz3f+Rf/5dUmEJH2fTyhp+6zzfVerxdiu+2zUPP9oK2eb/+Ek1a4Y9qWfMlLciYvm4V8bV5cv79p+rsrV801uAJk+b82YcjcOdf4P8W9wDCqvzfZSI7Mk3zq5UrbRhhSWsbDxcukYji2pVkeGsOVxoN43QmUMoZzJ0RNLQGEIVpSlOsjgDCkjw7nbAggDLGhRdk+Aozh+uiEPVe8MOQYPyUTtodNZD0XYYh2MaGO1XVhoW5jzHZzoltja65JeY1vtsIQmwVvTfuUyYeAZlJRs8Bn08ds7iE2dvuy4jsG3/b6fE/lXCmTii6Lupo6kmfXhXKXPiLXYf1lIyqo19Nsa+PX2BpTpo2v5vtBW70xfmjqCrPmSxbo5eUjV9r7sOv3N8090oWrTV+64rId1W/ffOm6n5KZO+faGFzZN/uNZn+oP0zpi8bfqcsgDJmaeL7tMamYb26njkwzhpvaJ9pLk0ApY7g0s5OW1whD0spXrN4iDIk1M+n5hTAkvZzF6jFjuPkygzAEYch8vc9jy1MJQ4Ymd5shuQggNJPqph0X+6aur3cbf02bMfhtfGm+G2HID//q5erfffLB5ul1+6VP6K8DwoFVAppJRc0Cn42Aw+YeZWN3NaiWDd8xaO4pLoueLa4nc6iUSUXNom7z80NTRxLtq7/H2Gk012Bov9uuSc21LH611Q3tb0j72vuw6/cHTb5dmGrsGm6xCkNCszfxa981/jTvaVrbuZRDGJJLJuePg0nF+XOQiweaMVwusRJHWAKljOHCUsS6EEAYQj/wQQBhiA+K2BACCEPoB74IMIbzRdLeDsIQhCH2vSbCGjkJQzSTyCYFLhP/pq6vd+3CT7M91wWRph3f+0YY8kf3Hqu++NUfD5qPNY5BxykQnIBmUlFz/dhc5zb3D18L5ZrFRJu2fDMJnugJGihlUlEj8mguomr6n6Qo53u1hlvIbtp1j9Jcy8Yvm3uEqRPru/Y+7NonNX2+Kyd9zDR2Tf0brt1V/eq7d3p9Yohw+8LBx6pDS8+sNCMxyOuGay9Zedf8p2U/VX/TXgOufUHDJPYyCENiz1A6/jGpmE6uYvdUM4aLPQb8i4NAKWO4OGjn7QXCkLzzO1V0CEOmIp1/OwhD8s/xVBEyhpuK9Pp2EIYgDFnfKxI8MpUwRNDYTJw3F7C0aLWLPFNNbPf5rZ30btqIdRLcRhjimt8mC/bzJKCZVNRcPzb9THvvEOK+7h+ae6JNW76Z5NC7SplU1C7qms8PbX93WSRPrd9oWYSIy+SjadvWpy47Tbux79v2Y9t4fN9zpX2tz8ZX38KQvr5i8/kh/oXgY+K2ee+LqWknl77fjEuzjzBEQ4kyGgJMKmooUUZDQDOG09ihDARKGcOR6fAEEIaEZ1xCCwhDSsjyNDEiDJmGcwmtMIabL8sIQxCGzNf7PLY8pTBEs2hpQhuzGDXUzhjbxj8f7zYT3/X2Yp0EN8KQ//CfHq2OPPxc3eV127HkYJ1jHIiCgGZSceg6N4Forxeb69F2sc340nz3vQinicFGLNP0N8X9UiYVtYvT5nrQ9D3JtymfYu5tfNbys7HZV3boOtRcy3X7vu5JdZtzbGvz4NovNf3ehaXGruF520ffUf3S39js7YkhfW0P9TPjk3nXfK7a2jS2bd41fhh7rn3B1E/5HWFIytmLy3cmFePKR8reaMZwKceH79MRKGUMNx3RcltCGFJu7n1GjjDEJ82ybSEMKTv/PqNnDOeTpp0thCEjhCGCeu/Fd9gRp3QQAjkKQ/oWFqaY0NYmynbhx9iNdRLcCEN+61//uXG18x1hSCcaTiwT0Ewq9l3ndYjaRT6b69HXNdi3oGdi0Pov5TUxxHQPNDGGfC9lUlF7PUjf1fQTyUmJ92ktG5c+K9fedXt3VYuXnz9YXZtPY8jmPmHqxPiujdv1Huz7nmsY2ggZ7v7v/7A6ceKEF2GIpr/a9A1NHFN8hmj8EPYl3qNMn5N3hCF1GmyPIcCk4hh61K0T0Izh6uXZhkAXgVLGcF3xc9wfAYQh/liWbAlhSMnZ9xs7whC/PEu2xhhuvuwXLwwR9AeP3uycAYQhzui8VpxSGKKZwDbBjZ3slcWFI0vHq7sOHjUmo5tAtuGxGsTyhuuCSN1GiG0bYYjNQoXWV8n5Fw4+Vu3Zc95KlRuuvURblXKREdBOKmoW+bT3Epvr0dc1qFn8srlWQi+qRtZNVO6UMqlok3vNdSNwtdeOKhGJFZL7weHDz1aHlp4Z5bksostLKwgxjWnzacpPsVhv2gr5rr0Pu96DNfdcF9tav+V+vueyHWuEIZJr+b6q6W/Na1LTrs1niMae5N+FkU2/0eSpycLGfi5lEYbkksn542BScf4c5OKBdgyXS7zEEY5AKWO4cASxbAggDDEkeB9DAGHIGHrUrRNAGFKnwfYYAozhxtAbVxdhyDK/McKQK9/8wWrn2ZeOywK1RxOYUhhis9Dhc8JX2tX8he5omJYGtBPwTbOhJ+Sb7Wn3ZSLoz7/3RPXv/+Mjg1V8x9C1iGCzIDLoNAUmI6CdVOzKe91R7YKpzfXoq/9q/Le5F2rvsb78r3OOdbukSUWN4EOuB43YQXvdxJp3n36ZhXsZdD300Ilq06ZN1YYNG1aaqLMUZvISEYi8xnzv0F7LKw1JW8tt77/lnWY32XfNfXhMrENcbe63TchDvhvbp06dWhGGfOXrP66+9LWfNM307je/0wy1KcaadfoaGOJj6ob+DBnyY0wfMDHk8I4wJIcsxhEDk4px5CEHL7RjuBxiJYawBEoaw4UliXWEIfQBHwQQhvigiA0hgDCEfuCLAGM4XyTt7SAMWWb27cc/Uz118jF7ess1EIY4YfNeqQRhiHdongwOTXx3NRN6Qr6r3aHjMhF018FHqq9+44mhol7/2rRvYYTFg8FURFlAO6movYY010xfP6pD8tmnEIbUyYbZLmlS0acwxCxih8lKmlaff/756rXXXqu2b9++KgwJGYnm/mDazyVfmvvwmHuwfGbIk8Xqgh7DUN5tRBT1emZb/JeXefqH+Cqv+hNjRBjy3Qd+Un3800sr52z+a/qn4WXTN7SfqU0/bGLQlu2KbUz+tW2nUg5hSCqZit9PJhXjz1EqHmrHcKnEg5/zEShpDDcf5TJaRhhSRp5DR4kwJDThcuwjDCkn16EjZQwXmnC3fYQhy2zGCEN273h3tWfHe7oJc2YSAghDJsHc2oh2Ar5ZWbPI3awzxb5WGOJzUl/D0GZRZApOtDFMQDupqMm/tKbpA12LUE1vNbaadbr2NQu/tu1pxAFTLOp1xTz18ZImFTW51/KP9XNG63+IcghDQlBda1NzH/bxHaLZjtisizfWeuV3T4QhH/3dP62WHnne2nDzumzG0WXQ5p6vuY/Y2OvySXNcPuPNz0JOmSONbzGUQRgSQxby8IFJxTzyGEMU2jFcDL7iQ9wEShrDxZ2J9L1DGJJ+DmOIAGFIDFnIwweEIXnkMYYoGMPNlwWEIcvsEYbM1wF9tTylMER81kw4S7mpJp2lrble2kXtpn/NhYHm+bn2YxWG+FhEmotpqe3aTCr6uqdoF9hshRp9OUQY0kfHz7mSJhU1/UlD1Wcf17SXSpmphSE23xFi/V5gm1vNfTj1z3QRhlz7T/6HLZqV8s08a3iZhuS6vnz3jsGfONLcR7hHGKrzviMMmZd/Tq0zqZhTNueNxWYMN6+ntB47gZLGcLHnInX/EIaknsE4/EcYEkcecvACYUgOWYwjBsZw8+UBYcgy+8PHv14tHb/XKQsXLOyqrrroJqe6VPJHAGGIP5a2lmwWfeq2mwsD9XNzbstE0P4/+F710CMnet3wuaCgZRgrs15QBZ+0mVTULGIJyqHFRO0Cm0/RmsZ32+tFI5TxGUPs3bSkSUVNf9Lki/tlO6WphSHihea+ZHuPaI8ujqOaeIfu5XFE0u2FqzCkLc/a70BNb8SWeYlYpP665fYH6rut222+tBbkYFACCEOC4i3KOJOKRaU7aLA2Y7igjmA8eQIljeGST1bkASAMiTxBibiHMCSRRCXgJsKQBJKUiIuM4eZLFMKQZfbHXny4uv+JzzpnYe/FdzjXpaIfAlMLQ7QLVyUsXLpO6Me6aCcTQb/+m38y2DF9LihoGZbQnwbBJ1TAZlJR2wck/L5+oFmQFBs+rz/N/dD2eglhU+JO9VXSpKK2D/fl0ra/9dnK7dwcwhBh2JVXEUjs2XNedcO1l2SDuivWeoCp91GfwhDhornn1/n52E49Bz4YxGADYUgMWcjDByYV88hjDFHYjOFi8Bcf4iVQ0hgu3izk4RnCkDzyOHcUCEPmzkA+7SMMySeXc0fCGG6+DCAMWWaPMGS+DuirZYQhvki62dH8dX/Tss+F6abtMftaYUjf4rxL+xqGqf+FsQuXlOvYTipqF8b6+sEc/Ujjd5/PbTnW2CxpUa+kSUUbkVRb35FjsX6+dPk75fG5hCEmRhFNHD78bHXd3l0rhxYvP9+cyua9hPuXqzCk69r0cd3bdqCSPkNs2UxZHmHIlLTzbotJxbzzO2V0tmO4KX2jrbQIlDSGSysz6XmLMCS9nMXoMcKQGLOSpk8IQ9LMW4xeM4abLysIQ15nf/Dozc5ZuPLNH6x2nn2pc30qjieAMGQ8wzEWNIvRTftdiwPNclPvP/C9J6rf+8RfDjbrWxiiWUiyXVwfDIICQQnYTiraLIy1LWhp/kpdAm6rOwaEpl3bvsv1sDYjpU0qunymGGK++7exm8v73MKQXDj2xaG5f6XeT0UY8tHf/dNq6ZHn+1CsOTcUs4bbGoMjd4b8GWme6koCCEOUoCg2SIBJxUFEFFASsB3DKc1SrEACpY3hCkzxZCEjDJkMddYNIQzJOr2TBocwZFLcWTfGGG6+9CIMeZ39tx//TPXUycecMoEwxAmb10pTC0M0C6ESoG/xgFdoHo25LOKlLgzx7b9WFOC7XY/dAFMNAi6TijYLY81FLW3dZr2G29a7mvuhrTBEY9N3HNaBT1ihtElFbV9uSwH3yDYqZ44hDDnDItSWpv+mfv8SYch3H/hJ9fFPL6kxaq5NDTt1gwMFS/mOPoBh9tMIQ2ZPQTYOMKmYTSpnD8RlDDe70zgQJYHSxnBRJiETpxCGZJLImcNAGDJzAjJqHmFIRsmcORTGcPMlAGHI6+zHCEMuWNhVXXXRTfNlkZarqYUh2kX8UiadXSbyNQsEc3Tt/3bXUnX3V3402LRv/+lTg8iTK+AyqajtBwaGLC7KS36a4dDSM+Zw77sRaUhb8hr7Uw4aEYdps9ex2kkNh9QXVmvhDm6WNqmo6VNt0ErqE23xa44hDNFQGldG850o9b4qwpATJ05UX/n6j6svfe0ng8Bs4tXwG2xwoICNPwOmOD2SAMKQkQCpvkqAScVVFGyMJOAyhhvZJNUzJVDaGC7TNEYRFsKQKNKQvBMIQ5JPYTQBIAyJJhXJO8IYbr4UIgx5nf3h41+vlo7f65QJhCFO2LxWQhjiFae1MZdJfN/CCmunOypohCG2i9wdTa07rHnySilio3VwEjzgOqnouig+BtGYRTKNv7bXDMKQtdkMOan4+UOvVPc8+Opqg2/dubHavfxPXtcvblk9PuWGJv9t/sT6udLm61zHEIaEJ6/5TjTmnhs+guEWjDBk48aN1Te++dPqroNHOyu5xKr5XOlsUHGCe4UC0kRFEIZMBLqAZphULCDJE4XoOoabyD2aSYhAyDFcQhhw1QMBhCEeIGKiQhhCJ/BFAGGIL5LYYQw3Xx9AGPI6+2MvPlzd/8RnnTOx9+I7nOtScTyBWIUhpUw8axZBmlmOlc2cwhANR4QhzZ4U7/6YSUWNSMh35C6Ld+KDdhHf9prvWxh09dU3s6nshZpUvO2+l6pHj53qDWMuoUhf/tscLq1PtDHQHEMYoqE0rozm/p16f60LQ84999wVYPJZcGTp+Mq2PMXqur27Rj2RSu4B8uoTnawUsPhPRIpj/bJojqIKAghDFJAooiLApKIKE4UUBMaM4RTmKVIQgVBjuIIQEurrBBCG0BV8EEAY4oMiNoQAwhD6gS8CjOF8kbS3gzDkdWZjhSFXvvmD1c6zL7XPADW8EJhaGCJOaxbxbRdCvcCYwYjtAp64GCub37n1O9WRh5/rpRhqQUfTp0K13RswJ50IjJlU1IotnBzrqeQiPNL66nLNt91bbJ8+0hNuMqdCTCo2nxSihTGlUERzTxS/uS9qs1dVCEP0rFxLaoQhLvdaV39C1GsThoRoR2wagYjNT6a1+cJ9oo3K/McQhsyfg1w8YFIxl0zOH8eYMdz83uNBTARCjOFiig9fpiOAMGQ61jm3hDAk5+xOGxvCkGl559waY7j5srvhySeffG2u5l977bVKkr9hw4Zq27Ztc7mx2u7XfvLh1W3bjb9//m9VF5x1iW01ynsiIBPUMrEoj7TeunWrJ6v9Zg5++bHq4Jf/qrPQ3vf9YrX3fbs6z+d04vBDz1a3f/wvrEK66w//gVX5qQrv//3vDQpDQuX29j/4i+rw95/tDTVU272NctKJgHxRloHXli1bqk2bNlnbGLrHWBtUVPjYR/5Wteey8xQlzxTRXv9jrnlhsbT0fPWB9/+StX9nPE13Sz7f5HNOPt/kc87H6/fvP1U99tR4S7suqKq3L/+T17WX+/HttLXT/w9dB9wT67SGt+V7t3z/lu/d8v2bl38Cv/Yb/3PQqMu9dtDohAXmHMPJPUFe8pkgr7bvTXvefvpzbPfu7dXuy3YU+bmxAieB/+R70s9+9rNq8+bNUcwHJIAMFzsIyB+KyD/pS/KPFwRcCYwdw7m2S738CIQYw+VHiYg0BOS7krzOOussTXHKQKCVgMwpifhR5pQWFhZay3AQAhoCMoaT70sy1y1z3rwg4EqAMZwrufH1NvzoRz+aTRgy3n2/Fr77/H+tnn2le6G/r7Xztvxi9Xe3//O+IpzLjMBDDz9fffzTS61R7X7b9urD/3Z367kcD/axaIs3Zj6f+NRStfTI6cWGNt/l2Puu+YXlf3+z67Tz8TnbdnaaikEJfPmeH1Vfvuf/BW2jbtylb2uv/4/8m93VZZdurzfH9owEPvV/Nlc/fMa/kOMtbzxVXXL+6Z+nee/b+n+mxiZ8cy3I54e83vuP//rKO31qBQP/RUTgN/7Vdwa94X44iIgCEIAABCAAAQhAIBoCDz19WlD9/Wc2VD94eu0YSsY+Psc90QSNIxCAAAQgAAEIQAACWRLYcOzYsdmEIfLXZqKglr9YnOopD31Z/N9P/+fqmZf+b1+R3nPX/MLHe89zMhwBUb2KUlFUr1MrFe/+yg/XPDlE/nr52ve+JVywkVre98/uV3smf8n50Y/8srr8lAU1cXz0w78c5K9Pm32pLe5S+1cbi9iPiepVVNTyV4suTwwx8Wn6hSk79t21f2mum5iv+7HcQteX70rynUm+K/l6ysO//NI0X//qTxT5wG6eUBG6rwzZlyeGyCuGJ/UN+Zrqec39MNT3iKmYxTaGmypu2vFPQL4nyWecjOG4L/nnW5JF6Uvy3Vu+c/PEkJIy7z9WX2M4/55hcWoCh5cfsP3Vh063qnnS4j+6rKrq450QY7ipGdBeHAQYw8WRh9S9kDGcPH1G5pR4+kzq2ZzX/znX4eaNnNZ9E2AM55uo3t6G5d8an2ZloMUnuYmcOHFiZSLo3HPPbSkx7aFjLz5c3f/EZ50bvfLNH6x2nn2pc30quhOQwfsLL7ywMgl0zjnnuBuipjOBW/b/WXVo6RlV/Zh/5/39+745GMP+j72jWrz8/MFytgU0bcfMzjbe3Mv7/H3qz939gxVcdx08GhSba9/W9F1xfHH3G6v9t7wzaAw5Gg/x+9Q3Hjg5C6q37txY7V7+J6/rF3nk5NRJWP7evyIy2r59uzeR0dQxxNzeoSNPV7fc/sCgi1868CuDZWIuENsYLmZW+NZPQBbN5L4kwke5L/GCgCsBWTSTxQ4RGLHY4UqRekLA5xgOomkROPTTn684/MUHX60ePeb25MMPvWtrtXjh6Z+RDTGGS4so3voi8Nxzz62YesMb3uDLJHYKJCALsMePH18R0e7YsaNAAoTsi4D8cfaLL7648sfZZ599ti+z2CmQAGO4+ZKOMKTB/uDRmxtH9LsIQ/SsfJdEGOKbqL09hCH2zJo1NIvrrgv3zbbYD08gxKSiCERCikNc+5fN9e/aRviMxdtCiEnF2+57yXnC0zepulhERCNmMtV3O9irVhZg5S+FEIaE6Q0IQ8JwxWq+BBCG5JvbqSNjUnFq4vm2F2IMly+t9CPzIQapU5Bxza1Xb1s5FGIMV2+L7XIIIAwpJ9chI0UYEpJuWbYRhpSV75DRMoYLSbffNsKQBp9vP/6Z6qmTjzWO6nYvWNhVXXXRTbrClPJKAGGIV5xOxrSLIWI85qdezCXO0C74p/5Xxk6dK9FKIScV5Xo7snR8lczhw8+ubF+3d1f1hYOPqZ/es2rg9Q3X/oUwpEnS736ISUWZBP3kt17266hHa4hFPMKsmeKJITUYATa134Vc77UBXHYyyRNDnLBRqYUAwpAWKBxyIsCkohM2KrUQCDmGa2mOQzMQkHGQPBVEXq5PBulz2zw1JMQYrq9dzuVLAGFIvrmdMjKEIVPSzrsthCF553fK6BjDTUl7bVsIQ9byqMYIQ8TU3ovvaFhkdwoCCEOmoDzchnZxOOYFkamFIbKIpF3I52c4hvtgTCXmmlTUioyarMYItmza5IkhTfLD+6EmFWMXhzTJIBZpErHfRxhiz8ymBsIQG1qUhUBVIQyhF/giwKSiL5LYmWsMB/lwBHw/FWTIU4QhQ4Q4b0sAYYgtMcq3EUAY0kaFYy4EEIa4UKNOGwHGcG1UpjmGMKTB+diLD1f3P/HZxlH97u4d76727HiPvgIlvRBAGOIF42gjmsXhMYvPox1UGJhKGGIjCDFux87O+Mn7aQJzTSpqFyabeRoj2LJpE2FIk/zwfihhiLQsE6VLy7+hfc/rfzU37E18JeqCkesXt8TnYEQeIQxZnwy5f5knMN1w7SXrC1gc0d4Lx9xvLdwJVpQnhgRDW5xhhCHFpTxYwEwqBkNbnOG5xnDFgQ4ccOingvS5jzCkjw7nXAggDHGhRp0mAYQhTSLsuxJAGOJKjnpNAozhmkSm20cY0sL64NGbW47qDvFzMjpOvkshDPFN1N1enzgkhSdeaIQhItCQl+0CkiwYyUv7hJCVwrX/EIbUYCSwOeekovbpPQajj76laTOFe4BhEtN7SGGIidMIRGS/TSQi4gvzCvHIZWPb13tdLLJ72ffFCzf5Mp20HYQhZ9Inn8ltn8dj7od934FMyzncBxGGmGzyPpYAwpCxBKlvCDCpaEjwPpbAnGO4sb6XWN88DUSE7vJPXnOPVe7ct7DixxRjuJWG+C97AghDsk/xJAEiDJkEcxGNIAwpIs2TBMkYbhLMrY0gDGnBMvbnZK588wernWdf2mKZQ6EIIAwJRdbNbtvCiCyEXLd3V7V4+fluRieqpRGGNF2R2PbsOa95eGX/8OFnV94PLT3Tel57cMxClbYNyvklMOekovav1iViX31L0yZPC3HrY3NPKsqEa1NYMSQkcYs0bK26WERaKlEwgjDkTB/rE7O53hfbvv+cafH0FsKQJhH2SyaAMKTk7PuNnUlFvzxLtjbnGK5k7n2xG/GHlIlJANLms4w3br1628qpucdwbf5xLE0CCEPSzFtsXiMMiS0j6fqDMCTd3MXmOWO4+TKCMKSF/difk+GpIS1QAx9CGBIYsIN5WSQ2j2a/fPeO6AUhJsTfufU71ZGHnzO70byn/tj5aEBO6EgMk4p9C58hxFpd4pAQbU2YytmbSmFSMUWhSD2x5okoIhaRV66iEYQhp7OuEXC4CNk0dhGGnM4B/0NACCAMoR/4IsCkoi+S2IlhDFdSFpqiD4ndPPlDtud++of4YPO65orNlflpyxTGcDaxUXY+AghD5mOfU8sIQ3LK5ryxIAyZl39OrTOGmy+bCENa2I8VhojJ3TveXe3Z8Z4W6xwKQQBhSAiqZdp84HtPVL/3ib+MKnjXv1yOKogCnYllUtEsVMpipHnJE25sfwrJ1NW8G2FYSqIwTVxzlUlxUjF1oUg9122iETnffIpKvU6s2whDTmfG3Bf78oQwpJsOPyXTzYYzdgRSEobUFy9toqwvcNrU05Y1gkZt+RQ/uzSxMamooUQZDYFYxnAaX2MtU79fmnugeTc+pyT4ME8dbPu5TROPeUcYYkjw7pMAwhCfNMu1hTCk3Nz7jhxhiG+i5dpjDDdf7hGGdLAf+3MyYhZxSAfcAIcRhgSAWqhJmQj69d/8k2iiRxQSTSqsHWFS0RoZFToIpCgMaYaSk1CkGZuZLJbjZoEu1oU3hCGns9f3NCWTX5fPX43ghCeGGMK8Q8DvE0PqC5GGbXMhUo63HZPjKS1Sir+hX0YU2WzHfM41j8t+17kpPhOZVGzLCMdcCDCGO02teU+t3zvr21I6x/un3AM/sPz0D3P/+vyhVyqNMOTOfQur3S6HMdxqMGzMSgBhyKz4s2kcYUg2qZw9EIQhs6cgGwcYw82XSoQhHex9PDVETCMO6QDs+TDCEM9ACzYnE0F3HXyk+uo3npiVAj+9MSt+L40zqegFI0aWCeQ6qSgTrOalmWg1ZVN6r4tGxG9ZNDMTzHPEgTDkNPVQwpBQdufoK31t8sSQPjqcsyHQ9cSQrgXJEhYjbfilXrZNfNIlLmk7Xv88ZVIx9d4Qj/+pjuGa901DtHnflONtx3IUdxgGmndzP6qLQer1NMIQsXHr1dtWq+U6hlsNkI3JCCAMmQx11g0hDMk6vZMGhzBkUtxZN8YYbr70IgzpYe/jqSFiHnFID2RPpxCGeAKJmUomgl544YXqj+49Vn3xqz+ehYjLXynP4iiN9hJIdVKxNyhOzkKgpElFmdQ2k9XynvsktZmEri94me36gpevjocw5DTJUAKOUHZ95d+XHYQhvkiWZ6e+cCn3eJmgPvLEq9WGDRuqTZs3Z3/PLy/j80RsPlvrrZvP1vox2e46HuIzuNk2+3ES8D2Gq9/32iI233ub57qOS7ncvx83WYTaN/eKLjFIvd0bD5ys77Zu139GRgqUNIZrBcJBbwQQhnhDWbQhhCFFp99r8AhDvOIs2hjCkPnSjzCkh72vp4ZIE4hDekB7OIUwxANETKwQMMKQhYWF6p4/fnz56SFHJyPDU0ImQz1JQ74nFSdxmkaiJFD6pGJpYpG2TigT183FK7Nvs3iFMOQ03VA/+YIwpK33cqwUAvXFT1nQrC9qsohZSi8oI06zmNyM1nwuN4/X9zVlbD7X67ZL2q7fb2zirt+XuurJYsf3n3yt2rBxY7Vx+V/fi3tbH534zplrV4Qg8rK51hCGxJfPkjxCGFJStsPFijAkHNvSLCMMKS3j4eJFGBKO7ZBlhCEDhA4evXmghN1pBCJ2vLSlEYZoSVFuiEBdGHLOOedUh448XR1ZOh5UIIIgZCgraZ5HGJJm3mL0unRhSFdOzE/RyCQ/E/NVZSa764tOZttMfCMMOd2bEIZ0XVW64zwxRMcpl1L1BVizqGreJUbuv7lkmjhyIGC+C8QcC/eMmLOTn29yTbgIQeokND8jI+Xv3LdQr8YTQ9bQYGcMAYQhY+hR1xBAGGJI8D6WAMKQsQSpbwggDDEkpn9HGDLA/PDxr1dLx+8dKGV3+oKFXdWbzrqk2rPjPXYVKd1JAGFIJxpOWBJoCkPq1WUhSV5jnyIiQhB5Xbd3V7V4+fkr2/yXHwGEIfnldK6IEIboyfN0kWFWb3njqWrjpk0rP91ghCOmVnPfCErM+VzeQwlD3r/vm4OI9n/sHcl/9iMMGUxztAXqIg9x0gg8zLtxnIVbQ4J3CEAAAhBIgYARRcl3WfN91tf3WIQhKfSAvH1EGJJ3fqeKDmHIVKTzbwdhSP45nipChCFTkV7fDsKQ9UzWHfn245+pnjr52LrjYw8gEBlL8Ex9hCFnWLA1jkCfMKRp2TxNxBw/fPhZs7nuXUQg8kIIsg5NtgcQhmSb2skDQxgyDnldLCKWZAGURU83pmbSXWqbSXdjqb7vayLe2Pb9Lp/ft9z+QK9ZEXHuv+WdvWWaJxGGNImwP5ZAU8hh7DWFHHK87Rj3OkOMdwhAAAIQyIFA/bvo2CeBaHncdt9Lg2OHa5Z/nub6xS1rTDKGW4ODnREEEIaMgEfVVQIIQ1ZRsDGSAMKQkQCpvkoAYcgqisk3EIYokB978eHq/ic+qyjpXoSfmHFnJzURhozjR+0zBGyEIWdqsQWB9QQQhqxnwhE3AkwqunHT1EI0oqE0vkx9El+s1UUkxnrbMTkXQmSiEYZI21868Cvypn4hDFGjSqpglzjDBNEmyNCckzIINwwp3iEAAQhAoHQC9e+L5nuheQ/xfVDL+8YDJweLIgwZRESBEQQQhoyAR9VVAghDVlGwMZIAwpCRAKm+SgBhyCqKyTcQhiiRh/hJmbameYpIG5XhYwhDhhlRQkcAYYiOE6WGCSAMGWZECR0BhCE6Tr5LIRrxTdSvvfriQd2yWUCoH2tuH156tjp0//DTAG+Tn325cFOzeut+KLFJa2MzHxz7UzJDQouu8PoEGPU62nJSB2FGnRzbvgl03ad8t0M/9k0UexCAgC8Czfug+Z5m3qUd7XctXz7Z2JHvLJ/81suDVT70rq3r4mAMN4iNAkoCCEOUoCjWSwBhSC8eTloQQBhiAYuivQQQhvTiCXoSYYgF3qnEIXWX5Ekib9r2tmrn2ZfWD7PdIIAwpAGEXWcCCEOc0VGxQQBhSAMIu84EmFR0RhesIqIQsYswAAAWjklEQVSRYGizNfzKU8+vxHbZ5eclGyOLz8mmrljHmwuSAqK+GGnAtB0z58x7zAuXxkftu0ac1Sew6jrHPUKbAcpBID0Czftp/b5Z35bIcrpffv7QK9U9D746mLA79y2sK8MYbh0SDjgSQBjiCI5qawggDFmDg50RBBCGjIBH1TUEEIaswTHpDsIQS9zffvwz1VMnh//C0NKsqrh5mogURiyyFhnCkLU82HMngDDEnR011xJAGLKWB3vuBFwnFeviBVnEkUlb+ZfTZK071XA1zYKbWTiTdxbLwvHGMgQgkD+B+oJkfQGyvi0U+HyLsy+Yz8W6d+Yzsn5MttuO8xnapMQ+BPQE6vfPeq36/bO+bcpwPz1N4rb7Xhr8Hi+Mb716m0G3+u46hls1wAYEXieAMISu4IMAwhAfFLEhBBCG0A98EUAY4oukvR2EIfbMqjmeHNLnphGMlCwWQRjS10M4Z0MAYYgNLcr2EUAY0keHczYEXCYV+/66re03sG38oew4AmaBrL74ZbZZ/BrHltoQgEA6BGQhTX6W6NTPf15d+qaq2rZ125qnebAomU4u5/LUfJ5K+zJB/crLL1ePPrel2rx58zqXzOds8wSfu00i7E9JoEu0YXxoE2zIua7j3DcNOX/vNx44OWisa2zlMoYbbIwCRRJAGFJk2r0HjTDEO9JiDSIMKTb13gNHGOIdqdogwhA1qrUFYxOH1L2Tn5/Zs+M99UPZbyMMyT7FkwWIMGQy1Nk3hDAk+xRPFqDtpGKfKKTudNsjj+vn2Z6XgFnwqi9mmW0WsubNDa1DAAL9BOqLnbKAWV/ErC9cvry8kP/8889XW7durbZv395vlLMQ6CHge1LRfAY3mzSfw83jZn/oPJ/fhtT07/X7Ul/rsnBWvfZatfvCTdWmTZv6iq65t3UVrN/zuspwPE4Cch/45LdeHnTuQ+/a2vrEKtsx3GBDFCiWAMKQYlPvNXCEIV5xFm0MYUjR6fcavO8xnFfnMjeGMGREgmMWh8hTRK666KYR0aVVFWFIWvmK2VuEITFnJy3fEIakla+YvbWdVNT8ZZvEKxPkbY89jpkFvq0lYBaumgtRss/i01pW7EEAAuMJ1BdWjdjDvIt12wVQhCHjc4KF0wRym1Q0n++2+W1+H7CtP0X5+j3DpT3b+4xtG4zhbInlW36s2N52DJcvSSIbSwBhyFiC1BcCCEPoB74IIAzxRRI7uY3hUsoowpCR2YpZHCKh7b34jpERplEdYUgaeUrBS4QhKWQpDR+ZVEwjTyl4aTOpqJ3ANHF3PfrYnOc9DwJmgel7Pz65/Eewr638ZMOGDRuq5gISYpI88k0UENAQqIs8pHx9sba+HXIRFmGIJlOU0RBgUlFDiTIaAozhNJTKKKMZV/UJ7W3GcGUQJUpXAghDXMlRr04AYUidBttjCCAMGUOPunUCjOHqNKbdRhjigXfM4pBSflYGYYiHjoyJFQIIQ+gIvggwqeiLJHZsJhVvu+8l6ydFdD3+GPL5EZCfbBBhiPxkgwhDhl5GUCLlmiKS5j6ikiGanIeAPwJNUYdYros52vblWEiRh9i3fSEMsSVG+S4CTCp2keG4LQHGcLbE8i2veQpjn8jeZgyXL0Ui80EAYYgPithAGEIf8EUAYYgvkthhDDdfH0AY4pF9jAKRUn5SBmGIx45cuCmEIYV3AI/hM6noEWbhpmwmFV2EIX1/6VY4+uzCtxWGjAFgIyqRdhCWjKFN3bkItAk0mr40BRv1833npFxsQo667z62EYb4oIgNIcCkIv3AFwHGcL5Ipm8HYUj6OcwlAoQhuWRy3jgQhszLP6fWEYbklM15Y2EMNx9/hCGe2ccoDrnyzR+sdp59qedI4zKHMCSufKTsDcKQlLMXl+9MKsaVj5S9sRGGaCYw21jw1JA2Kvkdm1IY4oteXWBSt9l8Yon2nCmHEMWQSONdI8AwkQyJLWzL5S7OMDzmeEcYMgf1PNtkUjHPvM4RFWO4OajH16bmZ2TE6zv3LXQ6bzOG6zTCCQgsE0AYQjfwQQBhiA+K2BACCEPoB74IMIbzRdLeDsIQe2aqGjEJRBCGqFJGIQisEEAYQkfwRYBJRV8ksWMzqegqDOGpIWX0sxSFISEzc8v+P6sOLT0z2MT+O67uLPOFux+tHjzybOd5c2Lxyl3Vnt3nmd3k3utiC/k5opMvvlht3LixOmuhe0GkLUhEFm1Uyj2GMKTc3PuOnElF30TLtccYrtzc1yNHGFKnwfbcBBCGzJ2BPNpHGJJHHmOIAmFIDFnIwwfGcPPlEWFIYPYxCEQQhgROMuazIoAwJKt0zhoMk4qz4s+q8SmEIQKs7y/esgJacDAIQ9Ym/9CRp6tbbn9g7cGWvf0fe0e1ePn5LWeq6nN3/6C66+DR1nP1g1868Cv13aS3T506VZ04cWJFGHLuuecmHQvOz0sAYci8/HNqnUnFnLI5byyM4eblH0vrmp/nvOaKzdX1i1s6XbYZw3Ua4QQElgkgDKEb+CCAMMQHRWwIAYQh9ANfBBjD+SJpbwdhiD0zpxpzCkQQhjiljEqFEkAYUmjiA4TNpGIAqIWa1E4qyk9ufPJbLztT4udknNElUxFhyPpUvX/fN9cfbBxZ3P3Gav8t72wcPb2rqf9rey+ubrj2ktb6KR5EGJJi1uL0GWFInHlJ0SsmFVPMWpw+M4aLMy9Te6V5CiPCkKmzUm57CEPKzb3PyBGG+KRZti2EIWXn32f0jOF80rSzhTDEjtfo0iIQefJnP6ieOvnYaFtaA3svvkNbNNlyr776avXCCy9Umzdvrs4555xk48Dx+QkgDJk/B7l4wKRiLpmcP46phCH8nMz8uQ7tAcKQ9YTVPyfT8tQQ7dNCEIas584RCAgBhCH0A18EmFT0RRI7jOHoA1qx/ZCoXjuGgzgEhgggDBkixHkNAYQhGkqU0RBAGKKhRBkNAcZwGkphyiAMCcNVZVVEIvJaOn6vqrxLod073l3t2fEel6pJ1UEYklS6onYWYUjU6UnKOSYVk0pX1M5qJxW1k5hdwSIM6SKTz3GEIetzOebnZLSikpx+RkYI8sSQ9f2II24EEIa4caPWegJMKq5nwhE3Aozh3LjlVOvzh16p7nnw1cGQhn6GUzuGG2yIAsUTQBhSfBfwAgBhiBeMGFkmgDCEbuCLAGM4XyTt7SAMsWcWpEYIkcgFC7uqqy66KYi/sRlFGBJbRtL1B2FIurmLzXMmFWPLSLr+aCcVEYakm+OpPEcY0k5a83MwzZ+T0QpKcntaiBBEGNLejzhqTwBhiD0zarQTYFKxnQtH7QkwhrNnlluN2+57qXr02KnesDSCeu0YrrchTkJgmQDCELqBDwIIQ3xQxIYQQBhCP/BFgDGcL5L2dhCG2DMLXuPYiw9XT770yKifnClJFCIJQRgSvFsW0wDCkGJSHTxQJhWDIy6mAe2k4lhhyNDvZBcDPONAEYa0J1f75I+6yKPUn5ERgghD2vsRR+0JIAyxZ0aNdgJMKrZz4ag9AcZw9sxyq3HjgZODIWnGTdox3GBjFCieAMKQ4ruAFwAIQ7xgxMgyAYQhdANfBBjD+SJpbwdhiD2zWWoYsYg0/uTPflA9dfKxVj9EEPKmsy4p4udj6gAQhtRpsD2GAMKQMfSoWyfApGKdBttjCGgnFccKQ4YehzwmBurGQQBhSHsetE//kNryszBaUYgp395qukcRhqSbu9g8RxgSW0bS9YdJxXRzF5vnjOFiy8i0/mjHUx9619Zq8cJNvc5px3C9RjgJgWUCCEPoBj4IIAzxQREbQgBhCP3AFwHGcL5I2ttBGGLPLKoaRjDypm1vW/Fr59mXRuXfVM4gDJmKdP7tIAzJP8dTRcik4lSk829HO6monchsEpNHIe9e/nf94pbmKfYzI4AwpDuh2qeGyE/K7NlzXnXXwaPdxl4/U3/CyGDhhAogDEkoWZG7ijAk8gQl5B6TigklK3JXGcNFnqDA7n3+0CvVPQ++OtiKRlCvHcMNNkaB4gkgDCm+C3gBgDDEC0aMLBNAGEI38EWAMZwvkvZ2EIbYM6NGhAQQhkSYlERdQhiSaOIidJtJxQiTkqhL2klFzUSm+T1sEZEsLf92tghChv7aLVFsuN1CAGFIC5TXD9k8BaTbytoz8nSRHF8IQ3LM6jwxIQyZh3uOrTKpmGNW54mJMdw83GNp1WY8NeSzdgw3ZIfzEEAYQh/wQQBhiA+K2BACCEPoB74IMIbzRdLeDsIQe2bUiJAAwpAIk5KoSwhDEk1chG4zqRhhUhJ1STup6HMiM1FUuD1AAGFIPyDtU0P6rZw+m+vTQiQ6hCGaHkAZDQGEIRpKlNEQYFJRQ4kyGgKM4TSU8i1z44GTg8Fdc8Vm1ZMWtWO4wQYpUDwBhCHFdwEvABCGeMGIkWUCCEPoBr4IMIbzRdLeDsIQe2bUiJAAwpAIk5KoSwhDEk1chG4zqRhhUhJ1STupiDAk0QRP6DbCkH7Yh448Xd1y+wP9hZRnc31aiISPMETZCSg2SABhyCAiCigJMKmoBEWxQQKM4QYRZV0AYUjW6U02OIQhyaYuKscRhkSVjqSdQRiSdPqicp4x3HzpQBgyH3ta9kgAYYhHmIWbQhhSeAfwGD6Tih5hFm4KYUjhHcBj+AhDhmH6eGpIzk8LEYIIQ4b7ESV0BBCG6DhRapgAk4rDjCihI8AYTscpx1Iakb3Efee+BVX42jGcyhiFiiaAMKTo9HsLHmGIN5TFG0IYUnwX8AaAMZw3lNaGEIZYI6NCjAQQhsSYlTR9QhiSZt5i9JpJxRizkqZP2klFzWTmW3durG69eluaIPB6NAGEIcMIfTw1JOenhQhBhCHD/YgSOgIIQ3ScKDVMgEnFYUaU0BFgDKfjlGMpzVhK4kYYkmP2444JYUjc+UnFO4QhqWQqfj8RhsSfo1Q8ZAw3X6YQhszHnpY9EkAY4hFm4aYQhhTeATyGz6SiR5iFm0IYUngH8Bg+whAdzM/d/YPqroNHdYUbpfZ/7B3V4uXnN47mtYswJK98zhkNwpA56efVNpOKeeVzzmgYw81Jf962b7vvperRY6d6nbjmis3V9YtbesuYk9oxnCnPOwS6CCAM6SLDcRsCCENsaFG2jwDCkD46nLMhwBjOhpbfsghD/PLE2kwEEIbMBD7DZhGGZJjUmUJiUnEm8Bk2q51U1PyVG08MybCDWISEMEQPy0UcUoIoRAgiDNH3I0r2E0AY0s+Hs3oCTCrqWVGynwBjuH4+OZ+98cDJwfAQhgwiokAAAghDAkAt0CTCkAKTHihkhCGBwBZoljHcfElHGDIfe1r2SABhiEeYhZtCGFJ4B/AYPpOKHmEWbgphSOEdwGP4CEPsYWoFIqWIQoQgwhD7fkSNdgIIQ9q5cNSeAJOK9syo0U6AMVw7l9yPagT2wuBD79paLV64SYVDO4ZTGaNQ0QQQhhSdfm/BIwzxhrJ4QwhDiu8C3gAwhvOG0toQwhBrZFSIkQDCkBizkqZPCEPSzFuMXjOpGGNW0vRJO6momdDkiSFp9gFfXiMMcSN56MjT1ZGl49Xhw89Wh5aeWTWyuPuN1XV7d63s5/7zMatBL28gDKnTYHsMAYQhY+hRt06AScU6DbbHEGAMN4ZeunU14yiJ7s59C+ogtWM4tUEKFksAYUixqfcaOMIQrziLNoYwpOj0ew2eMZxXnFbGEIZY4aJwrAQQhsSamfT8QhiSXs5i9ZhJxVgzk55f2klFzYQmwpD08u/TY4QhfmiKUKQkIUiTGsKQJhH2XQkgDHElR70mASYVm0TYdyXAGM6VXNr1brvvperRY6d6g7AdR2nHcL2NchICywQQhtANfBBAGOKDIjaEAMIQ+oEvAozhfJG0t4MwxJ4ZNSIkgDAkwqQk6hLCkEQTF6HbTCpGmJREXdJOKiIMSTTBE7qNMGRC2Bk3hTAk4+ROHBrCkImBZ9wck4oZJ3fi0BjDTQw8kuZuPHBy0JNrrthcXb+4ZbCcKaAdw5nyvEOgiwDCkC4yHLchgDDEhhZl+wggDOmjwzkbAozhbGj5LYswxC9PrM1EAGHITOAzbBZhSIZJnSkkJhVnAp9hs9pJRYQhGSbfc0gIQzwDLdQcwpBCEx8gbIQhAaAWapJJxUITHyBsxnABoEZu8tBPf1598lsvD3r5oXdtrRYv3DRYzhTQjuFMed4h0EUAYUgXGY7bEEAYYkOLsn0EEIb00eGcDQHGcDa0/JZFGOKXJ9ZmIoAwZCbwGTaLMCTDpM4UEpOKM4HPsFntpCLCkAyT7zkkhCGegRZqDmFIoYkPEDbCkABQCzXJpGKhiQ8QNmO4AFAjN6kZQ0kId+5bsIpEO4azMkrhIgkgDCky7d6DRhjiHWmxBhGGFJt674EzhvOOVG0QYYgaFQVjJoAwJObspOUbwpC08hWzt0wqxpydtHzTTipqJjVtfxs7LVJ4O0QAYcgQIc5rCCAM0VCijIYAwhANJcpoCDCpqKFEGQ0BxnAaSnmVCTWG0o7h8qJJNCEIIAwJQbU8mwhDyst5qIgRhoQiW55dxnDz5RxhyHzsadkjAYQhHmEWbgphSOEdwGP4TCp6hFm4Ke2kYqhJzcLxZxU+wpCs0jlbMAhDZkOfXcMIQ7JL6WwBMak4G/rsGmYMl11KBwO68cDJwTLXXLG5un5xy2C5egHtGK5eh20ItBFAGNJGhWO2BBCG2BKjfBcBhCFdZDhuS4AxnC0xf+URhvhjiaUZCSAMmRF+Zk0jDMksoTOGw6TijPAza1o7qYgwJLPEBwgHYUgAqAWaRBhSYNIDhYwwJBDYAs0yqVhg0gOFzBguENiIzSIMiTg5uLZCAGEIHcEHAYQhPihiQwggDKEf+CLAGM4XSXs7CEPsmVEjQgIIQyJMSqIuIQxJNHERus2kYoRJSdQlhCGJJi5CtxGGRJiUBF1CGJJg0iJ1GWFIpIlJ0C0mFRNMWqQuM4aLNDGB3NII66XpO/ctWHugHcNZG6ZCcQQQhhSX8iABIwwJgrVIowhDikx7kKAZwwXBqjKKMESFiUKxE0AYEnuG0vEPYUg6uYrdUyYVY89QOv5pJxU1E5tv3bmxuvXqbekEj6deCSAM8YqzWGMIQ4pNvffAEYZ4R1qsQSYVi02998AZw3lHGrVBzfhJAkAYEnUas3cOYUj2KZ4kQIQhk2AuohGEIUWkeZIgGcNNgrm1EYQhrVg4mBoBhCGpZSxefxGGxJub1DxjUjG1jMXrL8KQeHOTmmcIQ1LLWJz+IgyJMy8peoUwJMWsxekzk4px5iVFrxjDpZg1d59vu++l6tFjp3oNuArrtWO43sY5CYFlAghD6AY+CCAM8UERG0IAYQj9wBcBxnC+SNrbQRhiz4waERJAGBJhUhJ1CWFIoomL0G0mFSNMSqIuaScVNX/x5jqxmSg63G4QQBjSAMKuEwGEIU7YqNRCAGFICxQOORFgUtEJG5VaCDCGa4GS8aEbD5wcjO6aKzZX1y9uGSzXLKAdwzXrsQ+BJgGEIU0i7LsQQBjiQo06bQQQhrRR4ZgLAcZwLtT81EEY4ocjVmYmgDBk5gRk1DzCkIySOXMoTCrOnICMmtdOKiIMySjpgUJBGBIIbGFmEYYUlvCA4SIMCQi3MNNMKhaW8IDhMoYLCDdC0whDIkwKLq0jgDBkHRIOOBBAGOIAjSqtBBCGtGLhoAMBxnAO0DxV+f8AAAD///EgQisAAEAASURBVOy9bawe13bfN+KracfSVdSIQFonuJbsmBTPhyA3dT4UKEqlbloQjW+kS5kooATol3zpFwdsjLQhQakJ4goOEBQF3A8BUgIFZYnOdVO1QC8goQVaIEav0A9HFO1cU2p8kcBSa71cv9CkJKrahx5yzpyZ2WvPrP26fgeQzvPM7L32Wr+1n83Za/7PnEd+8IMffNll+rl37173e7/3e92hQ4e6H/3RH83kBcO2QODzzz/v/uAP/qA7cuRI9yM/8iMthEQMmQjcvn17by6dOHGCuZQpB60M6+bS3bt3OzeXjh071kpYxJGBwO///u93X3zxRfcn/sSf6A4fPjzrwWu7n3VvvPP57Hl34qknD3WXnz2+2IaT7RL46rq/+/LLL7tHH320e+SRR9oNlMiiEmAPFxWvKePuOsmtS+46ya1L/EBgLYE7d+50f/RHf9QdP368+6Ef+qG1ZugHgY49nJ1JINk7ORpXL5xYBUW6h1tlnE6mCHz66ad78T722GOm4iZYXQKupvTxxx/v1ZQef/xxXeNYM0Xgs88+6/7wD/+wO3r0aPfDP/zDpmInWF0C7OF0eYZYewRhSAgu2pZKAGFIqZmpzy+EIfXlrFSPKSqWmpn6/JIWFSXFTYQh9eVf02OEIZo07dpCGGI399qRIwzRJmrXHkVFu7nXjpw9nDbRcu1J9k7Oe4Qh5ebQimcIQ6xkOm6cCEPi8rVkHWGIpWzHjZU9XFy+S9YRhizR4Vw1BBCGVJOq4h1FGFJ8iqpxkKJiNakq3lGEIcWnqBoHEYZUk6qiHUUYUnR6qnIOYUhV6SraWYqKRaenKufYw1WVrk3OXnnzTnfrw3uLNs6dOdKd3zm62GbupHQPN9ef4xDoCSAM6UnwewsBhCFb6NF3SABhyJAGr7cQYA+3hd62vghDtvGjdyEEEIYUkogG3EAY0kASCwmBomIhiWjADWlRUfKtN54Y0sCE2BACwpAN8Oj6gADCkAcoeLGRAMKQjQDp/oAARcUHKHixkQB7uI0AK+r+4rXbXm8RhngR0SABAYQhCSAbGAJhiIEkJwoRYUgi0AaGYQ+XL8kIQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmEIYYnwCK4SMMUYRp2BTCEMPJVw4dYYgyUMPmKCoaTr5y6OzhlIEWbE4iDLl49li3c/Lwqiike7hVxulkigDCEFPpjhYswpBoaM0ZRhhiLuXRAmYPFw2t1zDCEC8iGtRAAGFIDVmqw0eEIXXkqQYvKSrWkKU6fJQWFXliSB35zOklwpCc9NsZG2FIO7nMHQnCkNwZaGd8iort5DJ3JOzhcmcgzfiSfZPz5OqFE6sdku7hVg9ARzMEEIaYSXXUQBGGRMVryjjCEFPpjhose7ioeBeNIwxZxMPJWgggDKklU+X7iTCk/BzV4iFFxVoyVb6f0qKipMDJn5IpP98xPUQYEpOuHdsIQ+zkOnakCENiE7Zjn6KinVzHjpQ9XGzCZdiX7JucpwhDysiXdS8QhlifATrxIwzR4YiVrkMYwizQIsAeTotkuB2EIeHM6FEgAYQhBSalUpcQhlSauALdpqhYYFIqdQlhSKWJK9BthCEFJqVClxCGVJi0Ql1GGFJoYip0i6JihUkr1GX2cIUmRtmtK2/e6W59eG/R6rkzR7rzO0cX2yydlO7hlmxwDgKOAMIQ5oEGAYQhGhSx4QggDGEeaBFgD6dFMtwOwpBwZvQokADCkAKTUqlLCEMqTVyBblNULDAplbokLSpKvvnGE0MqnQRKbiMMUQJp3AzCEOMTQDF8hCGKMI2boqhofAIohs8eThFmwaZevHbb6x3CEC8iGiQigDAkEejGh0EY0niCE4aHMCQh7MaHYg+XL8EIQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmEIYYnwCK4SMMUYRp2BTCEMPJVw4dYYgyUMPmKCoaTr5y6OzhlIEWaG73gy+6V9666/Xs4tlj3c7Jw952cw2ke7i5/hyHQE8AYUhPgt9bCCAM2UKPvkMCCEOGNHi9hQB7uC30tvVFGLKNH70LIYAwpJBENOAGwpAGklhICBQVC0lEA25Ii4o8MaSBZEcOAWFIZMBGzCMMMZLoBGEiDEkA2cgQFBWNJDpBmOzhEkDOPIRkz+RcvHrhxCZPpXu4TYPQ2QQBhCEm0hw9SIQh0RGbGQBhiJlURw+UPVx0xLMDIAyZRcOJmgggDKkpW2X7ijCk7PzU5B1FxZqyVbav0qKipMjJn5IpO9exvUMYEpuwDfsIQ2zkOUWUCENSULYxBkVFG3lOESV7uBSU844h2TM5DxGG5M0Toz8kgDDkIQterSeAMGQ9O3ruJ4AwZD8P3q0nwB5uPbutPRGGbCVI/yIIIAwpIg1NOIEwpIk0FhEERcUi0tCEEwhDmkhjEUEgDCkiDdU7gTCk+hQWEwDCkGJSUb0jFBWrT2ExAbCHKyYV0Ry58uad7taH9xbtnztzpDu/c3Sxje+kdA/ns8N5CCAMYQ5oEEAYokERG44AwhDmgRYB9nBaJMPtIAwJZ0aPAgkgDCkwKZW6hDCk0sQV6DZFxQKTUqlL0qKi5NtvPDGk0kmg5DbCECWQxs0gDDE+ARTDRxiiCNO4KYqKxieAYvjs4RRhFmrqxWu3vZ4hDPEiokFCAghDEsJueCiEIQ0nN3FoCEMSA294OPZw+ZKLMCQfe0ZWJIAwRBGmcVMIQ4xPAMXwKSoqwjRuCmGI8QmgGD7CEEWYhk0hDDGcfOXQEYYoAzVsjqKi4eQrh84eThloYeZ2P/iie+Wtu16vLp491u2cPOxtt9RAuodbssE5CDgCCEOYBxoEEIZoUMSGI4AwhHmgRYA9nBbJcDsIQ8KZ0aNAAghDCkxKpS4hDKk0cQW6TVGxwKRU6pK0qMgTQypNcEK3EYYkhN3wUAhDGk5u4tAQhiQG3vBwFBUbTm7i0NjDJQaeeDjJfsm5dPXCic2eSfdwmwfCQPMEEIY0n+IkASIMSYLZxCAIQ0ykOUmQ7OGSYJ4cBGHIJBYO1kYAYUhtGSvXX4Qh5eamNs8oKtaWsXL9lRYVJYVO/pRMuXlO4RnCkBSU2x8DYUj7OU4VIcKQVKTbH4eiYvs5ThUhe7hUpPOMI9kvOc8QhuTJD6NOE0AYMs2Fo2EEEIaE8aL1PAGEIfNsOBNGgD1cGC/N1ghDNGliKxsBhCHZ0Dc3MMKQ5lKaLSCKitnQNzcwwpDmUpotIIQh2dA3NTDCkKbSmTUYhCFZ8Tc1OEXFptKZNRj2cFnxRx/8ypt3ulsf3lsc59yZI935naOLbSQnpXs4iS3a2CaAMMR2/rWiRxiiRRI7CEOYA1oE2MNpkQy3gzAknBk9CiSAMKTApFTqEsKQShNXoNsUFQtMSqUuSYuKkm/A8cSQSieBktsIQ5RAGjeDMMT4BFAMH2GIIkzjpigqGp8AiuGzh1OEWaCpF6/d9nqFMMSLiAaJCSAMSQy80eEQhjSa2AxhIQzJAL3RIdnD5UsswpB87BlZkQDCEEWYxk0hDDE+ARTDp6ioCNO4KYQhxieAYvgIQxRhGjaFMMRw8pVDRxiiDNSwOYqKhpOvHDp7OGWgBZnb/eCL7pW37no9unj2WLdz8rC3na+BdA/ns8N5CCAMYQ5oEEAYokERG44AwhDmgRYB9nBaJMPtIAwJZ0aPAgkgDCkwKZW6hDCk0sQV6DZFxQKTUqlL0qIiTwypNMEJ3UYYkhB2w0MhDGk4uYlDQxiSGHjDw1FUbDi5iUNjD5cYeMLhJHsl587VCydUvJLu4VQGw0jTBBCGNJ3eZMEhDEmGuvmBEIY0n+JkAbKHS4b6wEAIQw4g4UCNBBCG1Ji1Mn1GGFJmXmr0iqJijVkr02dpUVFS7ORPyZSZ41ReIQxJRbrtcRCGtJ3flNEhDElJu+2xKCq2nd+U0bGHS0k77Vip90rSPVxaCoxWIwGEITVmrTyfEYaUl5NaPUIYUmvmyvObPVy+nCAMyceekRUJIAxRhGncFMIQ4xNAMXyKioowjZuSFhVTFzuNp6XK8BGGVJm24pxGGFJcSqp1CGFItakrznGKisWlpFqH2MNVmzqv41fevNPd+vDeYrtzZ45053eOLraRnpTu4aT2aGeXAMIQu7nXjBxhiCZN27YQhtjOv2b07OE0aYbZQhgSxovWhRJAGFJoYip0C2FIhUkr1GWKioUmpkK3pEVFhCEVJjexywhDEgNvdDiEIY0mNkNYCEMyQG90SIqKjSY2Q1js4TJATzTki9due0dCGOJFRIMMBBCGZIDe4JAIQxpMaqaQEIZkAt/gsOzh8iUVYUg+9oysSABhiCJM46YQhhifAIrhU1RUhGncFMIQ4xNAMXyEIYowDZtCGGI4+cqhIwxRBmrYHEVFw8lXDp09nDLQQsztfvBF98pbd73eXDx7rNs5edjbTtJAuoeT2KKNbQIIQ2znXyt6hCFaJLGDMIQ5oEWAPZwWyXA7CEPCmdGjQAIIQwpMSqUuIQypNHEFuk1RscCkVOqStKjIE0MqTXBCtxGGJITd8FAIQxpObuLQEIYkBt7wcBQVG05u4tDYwyUGnmg4yT7JuXL1wgk1j6R7OLUBjRvaffd39wi8e/Pj7vSpx/de75x+ogkqCEOaSGP2IBCGZE9BMw4gDGkmldkDYQ+XLwUIQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmpEVFScHzqScPdZefPW6cqN3wEYbYzb1m5AhDNGnatoUwxHb+NaOnqKhJ07Yt9nBt5j/HPkm6h2uTeLqonCDk9evvd7s3P5oc9Oee//HuheeenjxXy0GEIbVkqmw/EYaUnZ+avEMYUlO2yvaVPVy+/CAMyceekRUJIAxRhGncFMIQ4xNAMXyKioowjZuSFhVzFDyNp6a68BGGVJeyIh1GGFJkWqp0CmFIlWkr0mmKikWmpUqn2MNVmTav01fevNPd+vDeYrtzZ45053eOLrYJOSndw4XYpO1+Ar/yq7/VvXr9vf0HJ945cYh7ikitTxBBGDKRVA4FE0AYEoyMDjMEEIbMgOFwMAH2cMHI1DogDFFDiaGcBBCG5KTf1tgIQ9rKZ85oKCrmpN/W2NKiIsKQtvIeIxqEITGo2rOJMMRezmNFjDAkFll7dikq2st5rIjZw8Uim9fui9duex1AGOJFVFQDqSikd3rn1J/sXrr0jf5tVb8RhlSVrmKdRRhSbGqqcwxhSHUpK9Zh9nD5UoMwJB97RlYkgDBEEaZxUwhDjE8AxfApKirCNG4KYYjxCaAYPsIQRZiGTSEMMZx85dARhigDNWyOoqLh5CuHzh5OGWgB5nY/+KJ75a27Xk8unj3W7Zw87G0nbSDdw0nt0e4hAffnYy69/PbDA8JXtYpDEIYIE0yzRQIIQxbxcDKAAMKQAFg0XSTAHm4RT9STCEOi4sV4KgIIQ1KRbn8chCHt5zhVhBQVU5FufxxpUZEnhrQ/F7ZGiDBkK0H6OwIIQ5gHWgQQhmiRxA5FReaAFgH2cFoky7Ej2SM5b69eOKHqtHQPpzqoEWPfvPCd1ZG6PyvzwnNPr+6foyPCkBzU2xsTYUh7Oc0VEcKQXOTbG5c9XL6cIgzJx56RFQkgDFGEadwUwhDjE0AxfIqKijCNm5IWFSVFz6eePNRdfva4caJ2w0cYYjf3mpEjDNGkadsWwhDb+deMnqKiJk3bttjDtZf/XHsk6R6uPeJxIwr9EzJT3rz0d/9Ct3P6ialTRR5DGFJkWqpzCmFIdSkr1mGEIcWmpjrH2MPlSxnCkHzsGVmRAMIQRZjGTSEMMT4BFMOnqKgI07gpaVExV9HTeHqqCh9hSFXpKtZZhCHFpqY6xxCGVJeyYh2mqFhsaqpzjD1cdSnzOnzlzTvdrQ/vLbY7d+ZId37n6GKb0JPSPVyoXevtNYQhtf1JGYQh1me9TvwIQ3Q4YqXrEIYwC7QIsIfTIhluB2FIODN6FEgAYUiBSanUJYQhlSauQLcpKhaYlEpdkhYVEYZUmuCEbiMMSQi74aEQhjSc3MShIQxJDLzh4SgqNpzcxKGxh0sMPMFwL1677R0FYYgXUTENtvwZmWEQNT01BGHIMHO8XksAYchacvQbE0AYMibC+7UE2MOtJbe9H8KQ7QyxUAABhCEFJKERFxCGNJLIAsKgqFhAEhpxAWFII4ksIAyEIQUkoQEXEIY0kMRCQkAYUkgiGnCDomIDSSwkBPZwhSRCyY3dD77oXnnrrtfaxbPHup2Th73tQhpI93AhNq231XhayJDht6/9zPBtsa8RhhSbmqocQxhSVbqKdhZhSNHpqco59nD50oUwJB97RlYkgDBEEaZxUwhDjE8AxfApKirCNG5KWlTkiSHGJ4ogfIQhAkg08RJAGOJFRAMhAYQhQlA08xKgqOhFRAMhAfZwQlCVNJPsj1woVy+cUI9IuodTH7hhg9rCkJ97/se7F557unhiCEOKT1EVDiIMqSJNVTiJMKSKNFXhJHu4fGlCGJKPPSMrEkAYogjTuCmEIcYngGL4FBUVYRo3JS0qSgqfTz15qLv87HHjRO2GjzDEbu41I0cYoknTti2EIbbzrxk9RUVNmrZtsYdrK/8590fSPVxbxONGc+ml73a7Nz9SHaSGPymDMEQ15WaNIQwxm3r1wBGGqCM1a5A9XL7UIwzJx56RFQkgDFGEadwUwhDjE0AxfIqKijCNm5IWFXMWPo2nqJrwEYZUk6qiHUUYUnR6qnIOYUhV6SraWYqKRaenKufYw1WVLq+zV96809368N5iu3NnjnTnd44utllzUrqHW2Pbap9vXviOeug7p/5k99Klb6jb1TSIMESTpl1bCEPs5l47coQh2kTt2mMPly/3CEPysWdkRQIIQxRhGjeFMMT4BFAMn6KiIkzjpqRFRYQhxieKIHyEIQJINPESQBjiRUQDIQGEIUJQNPMSoKjoRUQDIQH2cEJQlTR78dptr6cIQ7yIimkQQxjigiv9qSEIQ4qZglU7gjCk6vQV5TzCkKLSUbUz7OHypQ9hSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadwUwhDjE0AxfIQhijANm0IYYjj5yqEjDFEGatgcRUXDyVcOnT2cMtCM5nY/+KJ75a27Xg8unj3W7Zw87G0X2kC6hwu1a7X9r/zqb3WvXn8vSvilPzUEYUiUtJszijDEXMqjBYwwJBpac4bZw+VLOcKQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuClpUZEnhhifKILwEYYIINHESwBhiBcRDYQEEIYIQdHMS4CiohcRDYQE2MMJQVXQTLI3cmFcvXAiSjTSPVyUwRs0GlMY4nCV/NQQhCENTugMISEMyQC90SERhjSa2AxhsYfLAP2Ph0QYko89IysSQBiiCNO4KYQhxieAYvgUFRVhGjclLSpKip9PPXmou/zsceNE7YaPMMRu7jUjRxiiSdO2LYQhtvOvGT1FRU2atm2xh2sn/7n3RtI9XDvE40YSWxhS8lNDEIbEnVtWrCMMsZLp+HEiDInP2MoI7OHyZRphSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadyUtKiYu/hpPE1VhI8wpIo0Fe8kwpDiU1SNgwhDqklV8Y5SVCw+RdU4yB6umlR5Hb3y5p3u1of3FtudO3OkO79zdLHN2pPSPdxa+9b6XXrpu93uzY+ihl3qU0NChCG77/5ut3P6iaicMF4nAYQhdeatRK8RhpSYlTp9Yg+XL28IQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmpEVFhCHGJ4ogfIQhAkg08RJAGOJFRAMhAYQhQlA08xKgqOhFRAMhAfZwQlAVNHvx2m2vlwhDvIiKafDNC9+J7kupTw1ZEoY4Icjr19/fYzMWzrh4nnnma90Lzz0dnR0DlE8AYUj5OarFQ4QhtWSqfD/Zw+XLEcKQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuCmEIcYngGL4CEMUYRo2hTDEcPKVQ0cYogzUsDmKioaTrxw6ezhloJnM7X7wRffKW3e9o188e6zbOXnY225NA+kebo1ti31SCEMc1xKfGjIWhjgxyLs3P+5evf6eeCr83PM/jkBETKvNhghD2sxrjqgQhuSg3uaY7OHy5RVhSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadyUtKjIE0OMTxRB+AhDBJBo4iWAMMSLiAZCAghDhKBo5iVAUdGLiAZCAuzhhKAKbybZF7kQrl44ES0S6R4umgONGU4lDCnxqSG9MOS3/9Xne08HGT8ZRJpqxCFSUm22QxjSZl5zRIUwJAf1NsdkD5cvrwhD8rFnZEUCCEMUYRo3hTDE+ARQDJ+ioiJM46akRUVJAfSpJw91l589bpyo3fARhtjNvWbkCEM0adq2hTDEdv41o6eoqEnTti32cG3kv4R9kXQP1wbxuFG4J2RcevntuIMMrJf21BAnDPnFX7rZ3fzeDwZernuJOGQdtxZ6IQxpIYtlxIAwpIw8tOAFe7h8WUQYko89IysSQBiiCNO4KYQhxieAYvgUFRVhGjclLSqWUAA1nqriw0cYUnyKqnAQYUgVaarCSYQhVaSpCicpKlaRpiqcZA9XRZq8Tl55805368N7i+3OnTnSnd85uthmy0npHm7LGFb6/sqv/lbQn03ZyqWkp4bEiL004cvWfNFfRgBhiIwTrfwEEIb4GdFCRoA9nIxTjFYIQ2JQxWZyAghDkiNvdkCEIc2mNnlgFBWTI292QGlREWFIs1NALTCEIWooTRtCGGI6/arBIwxRxWnaGEVF0+lXDZ49nCrObMZevHbbOzbCEC+iYhrEEEf4gsstnoj5lJSShC++PHBejwDCED2W1i0hDLE+A/TiZw+nxzLUEsKQUGK0L5IAwpAi01KlUwhDqkxbkU5TVCwyLVU6hTCkyrQV6TTCkCLTUp1TCEOqS1mxDiMMKTY11TlGUbG6lBXrMHu4YlMT5JhEGHLx7LFu5+ThILshjaV7uBCbVtvmEIbkEk84Qcjr19/vdm9+FC3duWKLFhCGRQQQhogw0UhAAGGIABJNRATYw4kwRWmEMCQKVoymJoAwJDXxdsdDGNJublNHRlExNfF2x5MWFXliSLtzQCsyhCFaJG3bQRhiO/+a0SMM0aRp2xZFRdv514yePZwmzTy2JHsi59nVCyeiOijdw0V1ohHjOYQhDl3qp4Zceum7UQUhw+nw7Ws/M3zLawMEEIYYSHKiEBGGJAJtYBj2cPmSjDAkH3tGViSAMEQRpnFTCEOMTwDF8CkqKsI0bkpaVJQUQZ968lB3+dnjxonaDR9hiN3ca0aOMESTpm1bCENs518zeoqKmjRt22IPV3/+JXsiFyXCkHpynVIwMaSS6skaOYQvCEOGmbbxGmGIjTyniBJhSArKNsZgD5cvzwhD8rFnZEUCCEMUYRo3hTDE+ARQDJ+ioiJM46YQhhifAIrhIwxRhGnYFMIQw8lXDh1hiDJQw+YoKhpOvnLo7OGUgWYwJxGGpBDLS/dwGRBVN2QuYYgDFfOpISn+bMxcshGGzJFp9zjCkHZzmzoyhCGpibc7Hnu4fLlFGJKPPSMrEkAYogjTuCmEIcYngGL4FBUVYRo3JS0qllIENZ6uosNHGFJ0eqpxDmFINakq3lGEIcWnqBoHKSpWk6riHWUPV3yKvA6+eO22t825M0e68ztHve22NJDu4baMYaXvNy98J1uoMZ4aklMQ0oNEGNKTsPMbYYidXMeOFGFIbMJ27LOHy5drhCH52DOyIgGEIYowjZtCGGJ8AiiGT1FREaZxU9KiIsIQ4xNFED7CEAEkmngJIAzxIqKBkADCECEomnkJUFT0IqKBkAB7OCGogpshDCk4OStd2yIMcU/8uPTy2ytHvt9N86khOf5szDj4n3v+x7sXnnt6fJj3jRNAGNJ4ghOGhzAkIezGh2IPly/BCEPysWdkRQIIQxRhGjeFMMT4BFAMn6KiIkzjphCGGJ8AiuEjDJmGOf7WniuWuh8KptO8EIZMc+FoOAGEIeHM6DFNgKLiNBeOhhNgDxfOrKQeux980b3y1l2vSxfPHut2Th72ttvSQLqH2zKGlb5bhCHuyRhb/xSNxlND3H5jq0BFK98IQ7RI1mUHYUhd+SrZW4QhJWenLt/Yw+XLF8KQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuClpUVFSCE3x97SNp6vo8BGGHEzP0rf2NL8deHDkeo8gDKk3d6V5jjCktIzU6w9FxXpzV5rn7OFKy0iYP5InKDqLVy+cCDO8orV0D7fCtKkuWwUVThiy1YYDvnZfMBagl5A8/oxMCVlI7wPCkPTMWx0RYUirmU0fF3u49Mz7ERGG9CT4XTUBhCFVp68o5xGGFJWOqp2hqFh1+opyXlpURBhSVNqKdAZhyMG0+L6BSOH0IDOEIQeZcGQdAYQh67jR6yABiooHmXBkHQH2cOu4ldJLIgxJJZSX7uFKYVeqH1tEHcMnfaR+akiJghCXY54WUupMj+8XwpD4jK2MgDDESqbjx8keLj7juREQhsyR4XhVBBCGVJWuop1FGFJ0eqpyjqJiVekq2llpUVEiDHGBpviGXNFADTuHMGR/8peeFtK3pHjak3j4G2HIQxa82kYAYcg2fvR+SICi4kMWvNpGgD3cNn65e195805368N7i26cO3OkO79zdLGNxknpHk5jrJZtaAlDttjp+UqeGlKqICQkhr4tv9sigDCkrXzmjAZhSE76bY3NHi5fPhGG5GPPyIoEEIYowjRuCmGI8QmgGD5FRUWYxk1Ji4oIQ4xPFEH4CEP2Q0IYsp+H9B3CECkp2vkIIAzxEeK8lABFRSkp2vkIsIfzESr7/IvXbnsdRBjiRVRUA8n1+pzDwyeGuDaxnxqyxde5GDSPI3jXpFmfLYQh9eWsVI8RhpSamfr8Yg+XL2cIQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmEIYYnwCK4SMM2Q/T92dkXGsKqPuZuXcIQw4y4cg6AghD1nGj10ECFBUPMuHIOgLs4dZxK6GXVCR/8eyxbufk4eguS/dw0R2pfIAtYovxdXysp4Zo2E2RpjGPFGMyRjkEEIaUk4vaPUEYUnsGy/GfPVy+XCAMyceekRUJIAxRhGncFMIQ4xNAMXyKioowjZuSFhWlxVD+lIzdCYUwZH/uEYbs5yF9hzBESop2PgIIQ3yEOC8lQFFRSop2PgLs4XyEyj3/2u5n3RvvfO51MNVeSLqH8zpsvIGmMMSh1HxqSOl/NmY8db597WfGh3hviADCEEPJjhwqwpDIgA2ZZw+XL9kIQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmpEVFhCHGJ4ogfIQhDyFJv9kn+VviD63aeIUwxEaeU0SJMCQFZRtjUFS0kecUUbKHS0E5zhgIQ+JwzW1VWxgi3QMsxe3+RM3uzY+WmhR3jqeFFJeS5A4hDEmOvNkBEYY0m9rkgbGHS478wYAIQx6g4EXNBBCG1Jy9snxHGFJWPmr2hqJizdkry3eEIWXlo2ZvEIY8zJ60yDz1zTpXUO5/3r35cf9y8ffpU493O6efWGxTy0mEIbVkqnw/EYaUn6NaPKSoWEumyveTPVz5OZrzUCIMeerJQ93lZ4/PmVA9Lt3DqQ7aoLEtT/iYE0NssVkr4qk9Ta2x4Pc6AghD1nGj10ECCEMOMuHIOgLs4dZx0+iFMESDIjayE0AYkj0FzTiAMKSZVGYPhKJi9hQ044C0qMgTQ5pJebRAEIY8RCsVhrhvBLofjW8FuuK0+3nhuaf3ftf6P4QhtWauPL8RhpSXk1o9oqhYa+bK85s9XHk5kXr04rXb3qbnzhzpzu8c9bbTaCDdw2mM1bKNLSKOuSf/aTw1pCbmcwKZmmLA1+0EEIZsZ4iF+wQQhjATtAiwh9MiGW4HYUg4M3oUSABhSIFJqdQlhCGVJq5AtykqFpiUSl2SFhURhlSa4IRuWxeG9E/6cE/5ePX6ewnJ7x+q9uIswpD9+eTdegIIQ9azo+d+AhQV9/Pg3XoC7OHWs8vdE2FI7gzEGT+GMMR5usVunEgPWu1F5Vv3LTwt5CBbi0cQhljMepyYEYbE4WrRKnu4fFlHGJKPPSMrEkAYogjTuCmEIcYngGL4FBUVYRo3hTDE+ARQDN+CMGQo/rhx45M9ehpP+1BMw56puW8wao8Twx7CkBhUbdpEGGIz7zGipqgYg6pNm+zh6sy7VCB/8eyxbufk4SRBSvdwSZypeJBvXvjOau+XrrdLfmqIe2LhS5e+0UmfcLgEqHZB+lJsnAsjgDAkjBet5wkgDJlnw5kwAuzhwnhptkYYokkTW9kIIAzJhr65gRGGNJfSbAFRVMyGvrmBpUVFaUH06oUTzTEiIBmBVoQhtYg/fFmp9dt7CEN8meW8lADCECkp2vkIUFT0EeK8lAB7OCmpstq9tvtZ98Y7n3udSrkPku7hvE4bb7BFGOK71t5iO0ZanCDkW89/vds5/cSeeQ1hiI9BjDiwWSYBhCFl5qVGrxCG1Ji1Mn1mD5cvLwhD8rFnZEUCCEMUYRo3hTDE+ARQDJ+ioiJM46akRUWEIcYniiD8moQhrYg/ltLSfxtwqU2J5xCGlJiVOn1CGFJn3kr0mqJiiVmp0yf2cHXmTSIMeerJQ93lZ48nC1C6h0vmUKUDbRFv+EQRJf05mfHTTTREITwtpNJJH8lthCGRwBo0izDEYNIjhcweLhJYgVmEIQJINCmfAMKQ8nNUi4cIQ2rJVPl+UlQsP0e1eCgtKiIMqSWj+fwsTRgyJf5wdEr80y+xsuYrWMcad4tdhCFb6NF3SABhyJAGr7cQoKi4hR59hwTYww1p1PP6ypt3ulsf3lt0+NyZI935naOLbTRPSvdwmmO2aEtbGOL2H69ff38PVQl7jjnxhoYwpMZ9RotzuJSYEIaUkon6/UAYUn8OS4mAPVy+TCAMyceekRUJIAxRhGncFMIQ4xNAMXyKioowjZuSFhURhhifKILwSxCG9MXYEgqxAmTRm9RYsEUYEn1amBkAYYiZVEcPlKJidMRmBmAPV2eqX7x22+s4whAvouIauH3DpZffXu1Xf53d7z+coVL2IEtPDtQQhcwJTlbDpGP1BBCGVJ/CYgJAGFJMKqp3hD1cvhQiDMnHnpEVCSAMUYRp3BTCEOMTQDF8ioqKMI2bQhhifAIohp9bGKJR5FTEUYSpvmBdhDNCJxCGCEHRzEsAYYgXEQ2EBCgqCkHRzEuAPZwXUZENJMKQi2ePdTsnDyfzX7qHS+ZQhQNtFYY48YX7KUUM4nxxPn3r+a93O6efcG8nfzT2TDXuMSZhcFCNAMIQNZTmDSEMMT8F1ACwh1NDGWwIYUgwMjqUSABhSIlZqdMnhCF15q1ErykqlpiVOn2SFhV5Ykid+U3pdW5hyJZHQafkFDJWX3Ae95EWoGss2iIMGWeb92sJIAxZS45+YwIUFcdEeL+WAHu4teTy9St1DyTdw+UjV/7IW4UhJUUoEYQ4fzVEITwtpKTMl+MLwpByclG7JwhDas9gOf6zh8uXC4Qh+dgzsiIBhCGKMI2bQhhifAIohk9RURGmcVPSomKpRVHj6Ssq/JzCEI0iZ0qYveDjmWe+tjfs6VOPPxh+6Rt+fSOJCKbWoi3CkD7L/N5KAGHIVoL07wlQVOxJ8HsrAfZwWwmm7//a7mfdG+987h346oUT3jaaDaR7OM0xW7PVgjBEKgjpcyfZQ/Rt537XKDyfi4XjegQQhuixtG4JYYj1GaAXP3s4PZahlhCGhBKjfZEEEIYUmZYqnUIYUmXainSaomKRaanSKWlREWFIlelN6jTCEDnuraINSVG31qItwhD5PKLlMgGEIct8OCsnQFFRzoqWywTYwy3zKfGsRBjy1JOHusvPHk/qvnQPl9SpygarTVg+xBsqCHF9NeLduocZxsDrtgggDGkrnzmjQRiSk35bY7OHy5dPhCH52DOyIgGEIYowjZtCGGJ8AiiGT1FREaZxU9KiIsIQ4xNFEL4lYcjwiR/jp31IRBsv/d2/sPi3v324fYXdmou2CEN82ee8lADCECkp2vkIUFT0EeK8lAB7OCmpctpdefNOd+vDe4sOnTtzpDu/c3SxjfZJ6R5Oe9yW7Pmup0uMdY0gpI9Dskfp2879rlV4PhcPx/UIIAzRY2ndEsIQ6zNAL372cHosQy0hDAklRvsiCSAMKTItVTqFMKTKtBXpNEXFItNSpVPSoiLCkCrTm9TpnMKQGI+CnhJ/aP2Zl63CEJfYSy99t9u9+dGBHNcsCnHBIAw5kFIOrCSAMGQlOLodIEBR8QASDqwkwB5uJbiM3V68dts7OsIQL6KiGrh9g/t5/fr7k9fSRTk7cmbtHkJDBFP7HmOEkrfKBBCGKAM1bA5hiOHkK4fOHk4ZaIA5hCEBsGhaLgGEIeXmpjbPEIbUlrFy/aWoWG5uavMMYUhtGSvX35zCEEdlTcFzrfhjKQuSb+OtLeqOx3Uxu59Xr7/XbfkG4dhuzvcIQ3LSb2tshCFt5TNnNBQVc9Jva2z2cPXlUyIMuXj2WLdz8nDS4KR7uKROFTrYUAjiXJwSVhfq+gG33PX+S5e+ceC474Bkf+KzwdNCfIRsn0cYYjv/mtEjDNGkadsWe7h8+UcYko89IysSQBiiCNO4KYQhxieAYvgUFRVhGjclLSq2+sSQcaHwmWe+1r3w3NPGZ8W68HMLQ5zXTihx48YnBwq+MQQgc5QkhVctYcicDzUfRxhSc/bK8h1hSFn5qNkbioo1Z68s39nDlZUPnzcl73+kezhfjC2eH+/vahaCTOUnVKCxRjw/HpenhYyJ8H5MAGHImAjv1xJAGLKWHP3GBNjDjYmke48wJB1rRopIAGFIRLjGTCMMMZbwiOFSVIwI15hpaVGx5MLo2pS5ouGll9+e7M6N+0ksiwdLEIYsOpjg5NKcGg4fWtAd9m39NcKQ1jOcLj6EIelYtz4SRcXWM5wuPvZw6VhrjPTa7mfdG+987jV19cIJbxvtBtI9nPa4JdobCkFaE4FM8Q4VaUhE61PjDI+xdxnS4PUUAYQhU1Q4toYAwpA11OgzRYA93BSVNMcQhqThzCiRCSAMiQzYkHmEIYaSHTlUioqRARsyLy0qtigMufTSdw88WWKYesQhQxr+1whDvno09YLYaEiQ4uqQxv7XCEP28+DdegIIQ9azo+d+AhQV9/Pg3XoC7OHWs8vRUyIMeerJQ93lZ48nd0+6h0vuWIIB3fX2uzc/nnxKYILhixhCupfgaSFFpMuEEwhDTKQ5SZAIQ5JgNjEIe7h8aUYYko89IysSQBiiCNO4KYQhxieAYvgUFRVhGjclLSq2JgyRFMnW/g1nq1MKYQjCEI25jzBEgyI2HAGEIcwDLQIUFbVIYoc9XF1z4Mqbd7pbH95bdPrcmSPd+Z2ji21inJTu4WKMndLmUATixrXwRBAJX+lTQ3haiIQmbTQIIAzRoIgNRwBhCPNAiwB7OC2S4XYQhoQzo0eBBBCGFJiUSl1CGFJp4gp0m6JigUmp1CVpUdGiMMSllKeGyCc2whCEIfLZMt8SYcg8G86EEUAYEsaL1vMEKCrOs+FMGAH2cGG8crd+8dptrwsIQ7yIxA2GfxLGdWpVBOJEHTdufLIpPskXGCRfhPAlRypA8dnhfPsEEIa0n+NUESIMSUW6/XHYw+XLMcKQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuCmEIf4JIH1Ur99S2y0QhiAM0ZjhCEM0KGLDEUAYwjzQIkBRUYskdtjD1TUHJMKQi2ePdTsnDycPTLqHS+6YcEArIpAehxNyfOv5r3c7p5/YO+Tiv/Ty2/3pVb+XvsCgYd85xT54VWpMdkIYYjLtUYJGGBIFq0mj7OHypR1hSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadyUtKjY2hNDQoplkm9kGZ9Ge+EjDEEYovE5QBiiQREbjgDCEOaBFgGKilokscMerp45UPreR7qHK4G4NRFIz3wsBumP978vvfTdaE8N4WkhPWV+pyKAMCQV6fbHQRjSfo5TRcgeLhXpg+MgDDnIhCMVEkAYUmHSCnUZYUihianQLYqKFSatUJelRcXSi6Nr8IYU45a+kbVm7Bb7IAxBGKIxrxGGaFDEhiOAMIR5oEWAoqIWSeywh6tnDry2+1n3xjufex2+euGEt02MBtI9XIyxl2w6Eci7Nz/e+1Mprl2rfw5mjoFPDDLsF/JFhWG/4eupPaqGKIQvRgwp81pCAGGIhBJtJAQQhkgo0UZCgD2chFKcNghD4nDFamICCEMSA294OIQhDSc3cWgUFRMDb3g4aVGxRWGIS+s3L3xHlF3rxTFXuHz9+vt7rJ555mvdC889fYAbwhCEIQcmxYoDCENWQKPLJAGEIZNYOLiCAEXFFdAWuvRPD+j/pMJC0+ZOsYerJ6USYchTTx7qLj97PEtQ0j1cTOesi0B6tiFikL5P/zvkiwp9n+HvqT2qhjDk557/8cn93nBsXkNgSABhyJAGr7cQQBiyhR59hwTYww1ppH39yO/8zu98mXbIh6N9+eWXnbuh/8gjj3RHjhx5eIJXEAgkwFwKBEbzWQLuQtmtS4cPH2ZdmqXECQkBN5fczTM3lw4dOiTpQhsITBJwa5L7d85dK7lrprmfm/9f1/2j/3P+fN/vl/9qtku/3oWg3//0n/3L7lf/x++L+jz3V3+s+2v/8Z8VtW2p0d/7xd3u3X/x6YGQ/sv/fKc79ecee3DcbeDdz9GjRx8cs/bi5m9+2v1X//WuN+z/4R//O942Vhtw3W018/pxu+skty656yTL65I+WXsW3Vxy195uLrlrb37WEZi6nrB2bcUebt3cydHrH/wfXff//O7y3uc/+HNfdt/8qRzedXt1JckeTss7d43rfv7pr/323u+pvcHeCSP/O/2Tj3V/7Wf/zL690JrQpXuHJdvDPVnI3nbOprV1eY4Dx8MIuPXIibJdTenYsWNhnWkNgQEBrrsHMHi5iQBzaRO+TZ0f+f73v1/X3YFN4dIZAhCAAAQgAAEItEngN74qjP63v+6/4f/f/Ed3qwPwi790s7v5vR+I/P6Fnz/V/dRPPipq20KjX3vj+92vvfGvZ0OxxmMWxB+f+I1/8YPuH/zDm75m3T/55Z/2tqEBBCAAAQhAoBUCvmstridayXQ7cfxn/4v/xuZf/onPu7/6E/faCXoQibum/Y2vhOG/+Zu/L94nDbo3/7K/lnec3I9j9bPnfmxV3L710Wf01E882v3tv3Vqr9nf+Ju/7mvuPf+z5/706li8xmkAAQhAAAIQgEDzBB753d/93WzCEKdUdI9pdErFEyfy/M3H5jNsJED3rQ736CH37aDjx/M8JtII6ubDdOppN5ecepq51Hy6owbo5pJ70oObSzwVKyrq5o3/0R/90d7TZ37oh35o8ekzN/7fL7t/+L9/4eXxj5+v7yltN37jk+7K3/+/vbG5Bs/8ua91l/+LPy9qW3sjCZchD3fd7a6/3XX30tNnauey5L+Emev/2tV/b8mM6XPs4UynXzV4d53k1iV3nUQ9QBWtOWPuyTPuP/fkGZ4+E57+17/9Xvf6t/+lt+Plv/Pnu2d+6mvedjU3YA9XT/b+0+ufe539+X/3cPfMn1p+qojXyMoG0j1ciHl3HXv9V9/f63LjNz8J6Wqu7be++We7d9/9tBtzcnuj06cf6771zR8XM5HuH5YMuvXz3ZsfidbaJTsurhDfl2xxzhYB9838P/iDP9irKf3Ij/yIreCJVpUA9+FUcZo2xh4uX/of+epvjWcThrh/kH7v935v7x+kH/3RH81HgZGrJ+CKiu7ixhUVubipPp1ZA3DFaTeXXHGauZQ1FdUP7uaSKyy6ucRjGqtPZ9YApH+feveDL7pX3vI/DeTqhTrFuCF/i9nK31yWMBn+Xeuvrvv3hCGPPvqoWWGI+1vrl15+2/uZ/va1n/G2sdqAPVxdmXdz/vXr73e7X92McGuj+3nhuaeLCMJdJ7l1yV0nuXWJHwisJcDfp15Lruuk/y66EYbXFOtHLLsne7iy89N7V8O+R7qH62Na+j38t3ypHefkBEL3i5de+u7etZR8hP0t3frprsW2/rBH2UrQbn93M//jjz/e+1Lt448/bhcEkW8m4G7m/+Ef/uGeGPuHf/iHN9vDgF0C7OHy5R5hSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadyUtKhYQ4F0aypDCnIv/d2/0O2cfmLrkEX3l/AY3sRBGCK/AUbRdX7qIwyZZ1PamTnx2HBdyOkzwpCc9Nsam6Li+nzOrRNzFlu/vmIPN5f5so6/tvtZ98Y7/ieG5BTES/dwS2QRhCzR2X4u5HoodK3c7t1BC6FiloMWOGKZAMIQy9nXjR1hiC5Py9bYw+XLPsKQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuClpUdGCMIRvte7/MHzzwnf2H5h4NywgIgy5D0jCrfUbXxNTRXwIYYgYVdaGvhsYw7Uhl6MIQ3KRb29ciorrcyoRmQ6th9xIHfar5TV7uDoyJRGGPPXkoe7ys/n+1LR0DzdH3Pfv+Fy/mo+79cX9fOv5r3/1Z1c+7l69/l70cEKu+SV7iJgOI1yPSbd92whD2s9xqggRhqQi3f447OHy5RhhSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadyUtKhoQRjipkJIkTSk0FfbNJNyGDJAGHI/y5Ki7pBbbXMjtr8IQ2IT1rFfwzxHGKKTa6x0HUXF9bNAslaMrbf8byR7uHG2y3x/5c073a0P7y06d+7Mke78ztHFNjFPSvdwUz5Ir/On+tZ0bCgEcX4Pn/YY8oWALTGHiN1y5uVnz/3p7q//J2e2hEpf4wQQhhifAIrhIwxRhGncFHu4fBMAYUg+9oysSABhiCJM46YQhhifAIrhU1RUhGnclLSoaEUY4qZDyLdbW/1mlbQwOYwfYcj9xURyE6zlm15bl1SEIVsJxu8vvZkScjMkhtcIQ2JQtWmTouK6vEvXirH1lv+NZA83znaZ71+8dtvrWK3CEOk1vhdAgQ2GQpChCGTK1bXr05Qt37GQNU2yj/CNt+b8P/nln+4ee+yxNV3pA4E9AghDmAhaBBCGaJHEDnu4fHMAYUg+9oysSABhiCJM46YQhhifAIrhU1RUhGncFMKQgxMgpFCY+8bnQe91jkiKkuM/FYEw5D57ibBozE4na21YQRhSfh5DbioNxWOpI0MYkpp4u+NRVFyX25C1YjhCq9dWLkb2cMNMl/taIgy5ePZYt3PycLYgpHu4sYOSa/xxnxLfD0Ugzj+fEGQcw9r1aWxH8j5EGCLZR0jGDGnjnhbys+d+DGFICDTaHiCAMOQAEg6sJIAwZCU4uh0gwB7uAJJkBxCGJEPNQDEJIAyJSdeWbYQhtvIdM1qKijHp2rItLSpaemKImwEhRbmQYl8Ns0sqjBmLGxCG3M+uZO6M2dUwL1L5iDAkFen144TcTMm5PiIMWZ9jeu4nQFFxPw/pu5C1Ymwzp6hs7Ivme/ZwmjTj2JLueWoUhmz5TMahLbfqhCDPPPO17vSpx4NFIFOjpGQRci0k3YdNxbT2mHtaiPvhiSFrCdLPEUAYwjzQIoAwRIskdtjD5ZsDCEPysWdkRQIIQxRhGjeFMMT4BFAMn6KiIkzjpqTCEIdJ8u25qxdONENU+o261r7ZKi2Ujm/aIAy5P/UlwpDW5ozmhx5hiCbNOLYkc7wfOeRmSN9H6zfCEC2S2KGouG4OSK8npqznXDum/NE6xh5Oi2Q8O6/tfta98c7n3gFy73lC9nB9MNK9Td8+1++tTwOR+L1lfZLYH7YJFYSHXGcNx1nz2vn2V/7yn9rrijBkDUH69AQQhvQk+L2VAMKQrQTp3xNgD9eTSP8bYUh65owYgQDCkAhQjZpEGGI08RHCpqgYAapRkyFFRYkwJPe35zTTGFIwDC34afqpbUtajEQYMk1eMm8Qhkyzc0cRhsyzKeWMdI1w/uZcGxGGlDJj6veDouK6HIasFeMRWv13kj3cONPlvZcIQ5568lB3+dnjWZ0P2cP1jpYoDHGf9f5JIM7P0D8J08cW+ltyvR5qc659qNAt1VND+mu0Tz/9dM91hCFzGeS4hADCEAkl2kgIIAyRUKKNhAB7OAmlOG0QhsThitXEBBCGJAbe8HAIQxpObuLQKComBt7wcCFFRWvCEJf2kJsaoUW/UqeVpGjcFxKHMfDEkPs0JIXmVm94DefD2tcIQ9aSS9cvZF3MOdcRhqSbE62PRFFxXYYl1xNzlnOuHXM+aRxnD6dBMa4NhCFx+LrPtPvJIQKZikhyvT7Vb82xNXvEkGutNT65Pv1+DmHIWoL0GxJAGDKkwestBBCGbKFH3yEB9nBDGmlfIwxJy5vRIhFAGBIJrEGzCEMMJj1SyBQVI4E1aBZhyHLSQ76x1cJNDGmRtC8kDukhDLlPQzJnWpgrw9xrvkYYokkzjq2Qm7055zrCkDj5t2iVouK6rIesFVMjjJ9MNtWmtmPs4crP2JU373S3Pry36Oi5M0e68ztHF9vEPhmyh+t92fqZ7O34fo9FIKmeAuLza3heuucZ9ln7eo0wRLKfWOuP6zfcyyEM2UKSvj0BhCE9CX5vJYAwZCtB+vcE2MP1JNL/RhiSnjkjRiCAMCQCVKMmEYYYTXyEsCkqRoBq1GRIUdHiE0PctAgpHA6LbDVOKWmsUzdrEIbcz7i0kDvFsMY5o+0zwhBtovr2Qm8s5ZrrCEP0c2/VIkXFdZkPXSvGo6y5mTq2Udp79nClZeSgP5L9Tq3CkBhPoahBBHIwy2H7u6n+IcfWXgfFyFfv99AnhCE9FX5vIYAwZAs9+g4JIAwZ0uD1FgLs4bbQ29YXYcg2fvQuhADCkEIS0YAbCEMaSGIhIVBULCQRDbiBMESWxJDCXM03MiQ3ceaeAIAw5P5ckgpDap4nsk/NulYIQ9ZxS9lLsk4M/RnefBgej/0aYUhswnbsU1QMz7X038Ily7WLbadiYw83RaWsYxJhyMWzx7qdk4ezOh6yh+sd1fhc9rb637Vez0rF8H2cW36vvQ6KkS8Xx3htRRiyJbv07QkgDOlJ8HsrAYQhWwnSvyfAHq4nkf43wpD0zBkxAgGEIRGgGjWJMMRo4iOETVExAlSjJkOKirUUSmOkMqQwNyeciOGXtk3JDd9xMbH3AWFIT6LrJBxrLaQ/jDLOK4QhcbhqWpXM7+F4ueY6wpBhFni9hQBFxXB6IddNc9Zrvp6ai4k93ByZMo7vfvBF98pbd73OXL1wwtsmdoOQPdzQlxCx+7Df0uu5vcFSn9znYnCYi2mtMMTZi+Hn2B+EIXOZ43gIAYQhIbRou0QAYcgSHc6FEGAPF0JLty3CEF2eWMtEAGFIJvANDoswpMGkZgqJomIm8A0OG1JUtCwMcakP+WZZrhuhW6aoNL652BCGPKQvuXE+x/GhFZuvEIaUn3fJ/B5GkWuuIwwZZoHXWwhQVAynJ72m8Fke38D0tS/9PHu4sjP02u5n3RvvfO51smZhiIZoawpQbeKQGIKLKS5bBW7a+ZrKE8KQqcxxLJQAwpBQYrSfI4AwZI4Mx0MJsIcLJabXHmGIHkssZSSAMCQj/MaGRhjSWEIzhkNRMSP8xoZGGBKW0JAiYm03M6Q3cebiQhjycC5J5slUYfahBbuvEIaUn3uEIeXnCA91CVBUDOcpvabwWc4lLPP5tfY8e7i15NL0kwhDnnryUHf52eNpHFoYJWQPNzaj9fkc263p2lZyrT6Ob837rcIQN6amr1MlbRMWAABAAElEQVT7OIQhazJLnzEBhCFjIrxfSwBhyFpy9BsTYA83JpLuPcKQdKwZKSIBhCER4RozjTDEWMIjhktRMSJcY6ZDiorWnxjipkbIt7Y0CoEpp6PkZu9SwRdhyMNsSQq4tc2Ph9HFfYUwJC5fDeuStWI4ztK6MWyn/ZonhmgTtWuPomJ47rVuPCMMCWdPj/UErrx5p7v14b1FA+fOHOnO7xxdbJPiZMgebsofrc/olO0aPreSa/Wp2EKPaVzva+Vq7noMYUhoVmk/RQBhyBQVjq0hgDBkDTX6TBFgDzdFJc0xhCFpODNKZAIIQyIDNmQeYYihZEcOFWFIZMCGzIcUFRGG3J8YIYXEGgqjLiqp4GWuoOhsIAxxFO7/SAq4GoXifryWfiMMKT+bCEPKzxEe6hKgqBjOU/LvoMTq0nWHpH9pbdjDlZaR/f5YEoa4yEP2NPtJ+d+V/tmNGfuQjgYHrfV06mkhzleEIcOM8XotAYQha8nRb0wAYciYCO/XEmAPt5bc9n4IQ7YzxEIBBBCGFJCERlxAGNJIIgsIg6JiAUloxAWEIesSKb0xWsvNf2nBca6g6CgiDHk4l6RCmyWeD63ZeoUwpPx8S9e/PpJc6yBPDOkzwO+tBCgqhhPUuumaa/0Ij1jWgz2cjFOuVhIRfCtPDOkZa31We3vD3xqiiKE9zdcx4x76qcEg9LprOP7w9dy+A2HIkBKv1xJAGLKWHP3GBBCGjInwfi0B9nBryW3vhzBkO0MsFEAAYUgBSWjEBYQhjSSygDAoKhaQhEZcQBiyLpFSIYWzrlEQXOelvJekOOq7OYMw5CFvhCEPWYS+QhgSSix9+9AbFL61I1YECENikbVnl6JieM4l1xUSq7nWD4lva9qwh1tDLV0fiTDk4tlj3c7Jw+mcmhkpZA83Y+LB4ZB9zYNOwhelfoZDr2WE4R5otnUfqJmbOV8QhhxIGwdWEEAYsgIaXSYJIAyZxMLBFQTYw62AptQFYYgSSMzkJYAwJC//lkZHGNJSNvPGQlExL/+WRg8pKtZULE2Ro5CbHqX/SRlJcXSumNizRhjSk5D/aZ7S58XDiNK9QhiSjvXakSTrxdB2rptCCEOGWeD1FgIUFcPpSa6R3Nqwe/Mjr/G5b7l7OxbYgD1cgUn5Y5d2P/iie+Wtu14Hr1444W2TokHIHk7ij6YAYWo83z5iqk/MY6HXMmt92Rq3tp9T6ynCkLXZpd+QAMKQIQ1ebyGAMGQLPfoOCbCHG9JI+xphSFrejBaJAMKQSGANmkUYYjDpkUKmqBgJrEGzIUVFhCH7J4j0qRCuV64bo/s9nn4nLQT7RAwIQ/bzlRRyfUz3W7TxDmFI+XmWzO1hFLnWP4QhwyzwegsBiorh9DSFIS39W8keLnwuperx2u5n3RvvfO4drlVhiAtcuifwQpppsFUkMWN21eHQa5lVg3zVaUvMMfIxtZ4iDFmbXfoNCSAMGdLg9RYCCEO20KPvkAB7uCGNtK8RhqTlzWiRCCAMiQTWoFmEIQaTHilkioqRwBo0izBkW9JDCnZbCoPbvFzuLY1h6htmQ8sIQ4Y0uk56U+ylS9/Y39H4O4Qh5U+ANTdTfOtHjKgRhsSgatMmRcXwvEvWCXeD8tLLb3uNT93I9HYqtAF7uEIT85VbEmHIU08e6i4/e7yIIEL2cCEOS/cFITaHbUvZD0nWqKHfa19vWb9i+Dgl1kUYsja79BsSQBgypMHrLQQQhmyhR98hAfZwQxppXyMMScub0SIRQBgSCaxBswhDDCY9UsgUFSOBNWg2pKjIE0OmJ4hEAND33FIc7G1o/5YUHSVFXIQh+zMjmRdTxdn9Vuy9QxhSfs4la8Y4CoQhYyK8r4kARcXwbEnWCXdN9Pr1971/TkZyDRLuYZ4e7OHycJeMijDkIaWQpyI+7BX2KvfnWrJGhUU03Xrt3i+mQGfsE8KQ6dxxNIwAwpAwXrSeJ4AwZJ4NZ8IIsIcL46XZGmGIJk1sZSOAMCQb+uYGRhjSXEqzBURRMRv65gZGGLI9pSHF09KEAFLfJcVbhCH755KkoFvafNgfQZ53CEPycA8Zdc3NFIQhIYRpWxoBiorhGZGsE1JhSEv/VrKHC59LqXpcefNOd+vDe4vDnTtzpDu/c3SxTaqTIXu4tT5JRM5rbbt+kv3FFvtLfSVr1FJ/6bk11z+SPYR0/Kl24zUVYcgUJY6FEkAYEkqM9nMEEIbMkeF4KAH2cKHE9NojDNFjiaWMBBCGZITf2NAIQxpLaMZwKCpmhN/Y0CFFRZ4YMp/8kALe+Fta81bjn5H6LSlqIgzZny+p6EbCdr/ltt8hDCk/v2tupuRY9/hTMuXPpVo8pKgYninJOuHWhXdvfty9ev29xQHGNzEXGxd+kj1cuQmS7HOsCUNctqR7hbWZzSUOkaxRa2Ma9ltznR+bufNveF2GMGSYMV6vJYAwZC05+o0JIAwZE+H9WgLs4daS294PYch2hlgogADCkAKS0IgLCEMaSWQBYVBULCAJjbiAMEQvkSEFxjVFQj1PH1qSfhNQ4i/CkIdc3SupMGRYmN1vweY7hCHl5z1kreujyTHPEYb09Pm9lQBFxXCCknXCrQvu59LLb3sHkFyHeI0U0IA9XAFJmHFBIgy5ePZYt3Py8IyFtIdD9nBbPUstVNjqr6S/ZI2S2PG1CV27UrB2Pg8FdwhDfFnkvIQAwhAJJdpICCAMkVCijYQAezgJpThtEIbE4YrVxAQQhiQG3vBwCEMaTm7i0CgqJgbe8HAhRcXaCqap0yYVAji/hsW41H4Ox5MURaXf5EMYMiR7/7WEb44b5gc9LecIwpBycjHniWRej/vmmOcIQ8ZZ4P1aAhQVw8lJ1gl3w1R67RR6czXc4zQ92MOl4bxmlNr2OSF7uDU8xn1SCBake46xb6HvpetOqN2p9qFrl2TtnBpnzbH+2gxhyBp69BkTQBgyJsL7tQQQhqwlR78xAfZwYyLp3iMMSceakSISQBgSEa4x0whDjCU8YrgUFSPCNWY6pKhYW8E0RyqlT+BwvvXFuBx+ujGlBV5pkRZhyMFMSuaDlO9B620eQRhSfl7X3LTIsd4hDCl/LtXiIUXFsExJb7r2N0wla0qONSQsallr9nAyTqlb7X7wRffKW3e9w169cMLbJlWDkD2clk/us/369fe73ZsfaZk8YCfFdbF0jTrgXOCB0C8CSPdmgW7MNu/9Qxgyi4gTAQQQhgTAoukiAYQhi3g4GUCAPVwALOWmCEOUgWIuDwGEIXm4tzgqwpAWs5onJoqKebi3OGpIURFhiH8GhBQa+2Kc32qcFtLiY3/jxucFwpCDhCTCkNzz4KDXeY8gDMnLXzK65Cbu2E6KGz3jMRGGjInwfi0Bioph5KTXQv31hWRNQRgSlgNahxF4bfez7o13Pvd2si4M6QFJ9xB9+zW/Y143SNeoNX4P+4Re40vWwqF9jddubf0z/+aRPVOPPfaYhklsGCWAMMRo4iOEjTAkAlSjJtnD5Us8wpB87BlZkQDCEEWYxk0hDDE+ARTDRxiiCNO4KYQh+hMgpFgas+jpi0xSfAzxD2HIQeKSuRBaND44SltHEIaUn0/J2jGOImQtGfdd+z6FMMTdXHr35sfdC889vdZN+lVAgKJiWJKkN117YYhERJljDQmLWtaaPZyMU+pWEmHIU08e6i4/ezy1a7PjhezhZo1sOCG5xt1gfq9rrM+9dI1K6X8KnlPxOMZ/5S//qb1TCEOmCHFMSgBhiJQU7XwEEIb4CHFeSoA9nJSUfjuEIfpMsZiBAMKQDNAbHRJhSKOJzRAWRcUM0BsdMqSoyBND5JNAcpOjt5bjW7DS4mNIQRZhSJ/Rh7+lhef+5tjDnnZfIQwpP/cIQ+7/Ka4bNz7Z9zj9kPWy/Czj4ZAARcUhDf/r0H/7JNdMrYgo2cP550+OFghD1lGXftbXWb/fK8a/rSn8dt5LfU/lz1we/skv//TeKYQhc4Q4LiGAMERCiTYSAghDJJRoIyHAHk5CKU4bhCFxuGI1MQGEIYmBNzwcwpCGk5s4NIqKiYE3PBzCkDjJDSnw5bjZIRWGhAgWEIYcnEvSeZBDHHTQ2zKOIAwpIw9LXqwRhuRY52I9MWRp/ZTeBFriy7nyCFBUDMuJ9N++/hpj6TPVj5xjDenH1vzNHk6Tpp6tK2/e6W59eG/R4LkzR7rzO0cX26Q8GbKHi+2X5DO81QfNf1+la1Qqn1PwW4rlF37+VPdTP/lohzBkiRLnfAQQhvgIcV5KAGGIlBTtfATYw/kIxTuPMCQeWywnJIAwJCHsxodCGNJ4ghOGR1ExIezGhwopKvLEkLDJEFLk0yx2SryU3NgNvQmDMGSavIQ1wpCH7BCGPGRR6ivJnB77HrqejPuveR9LGOKLn8/zmmyV3YeiYlh+pNc/vTBEepO2bx/mTVmt2cOVlY/eG4QhPYn1v6Wf+/UjyJ/A4RtDuub47PjOS/Z3Kbj5/Dz1E492f/tvnUIY4gPF+UUCCEMW8XAygADCkABYNF0kwB5uEU/UkwhDouLFeCoCCENSkW5/HIQh7ec4VYQUFVORbn8chCFxcyx5PHrvQaobHtICpKSY2fvufiMMGdJ4+FoyB0JZP7Te3iuEIeXn1CeMmIqgFWGIZP3k8zw1A+o+RlExLH+Sz8lwTZDepE11nRQWbVhr9nBhvFK1lojfeWKIPxuSz77fynKL4dqx3HL+bAo/3egSoeiaa6pxZI7J7s2PxoeD3runhvz0X/yxoD40hsCQAMKQIQ1ebyGAMGQLPfoOCbCHG9JI+xphSFrejBaJAMKQSGANmkUYYjDpkUKmqBgJrEGzCEPiJl16s8N5oVHolEQjLYaG3oBBGDJNXyIMSZX7aQ/LOoowpKx8THmz5iZGjjke44khkvUzR6xTeeKYHgGKimEsQz8n0mslyU3WME/Tt2YPl565ZESJMOTi2WPdzsnDEnNJ2oTs4ZI4NBhEcu07aL7q5RYRpmSNWuXUqJNvzdLwo7/m2MrcPTXk77/0l0YR8BYCcgIIQ+SsaLlMAGHIMh/Oygmwh5Oz0m6JMESbKPayEEAYkgV7k4MiDGkyrVmCoqiYBXuTg4YUFWssmpaQtJBCna+AqBGP5KZuX2QMGQ9hSNe5m1vv3vy4e+G5px+gkxR91/B+MEBjLxCGlJ9QyRoyjiLHHI8hDJGs51tuVo258b4MAhQVw/Kw5t89ybqS4hopLNLw1uzhwpnF7rH7wRfdK2/d9Q6DMMSLaF8DyTqwr8OKN2v/vU3hmwvHt2ZJ1j0flp6BVGC3ZM/n71JfzkEAYQhzQIsAwhAtkthhD5dvDiAMyceekRUJIAxRhGncFMIQ4xNAMXyKioowjZtCGJJmAkgLf7FvnkoLoX2RMYSOZWGI43rjxif7HuPsGJ4+9fieUOTV6+8tooyd98XBCzuJMKSwhEy4I13Pxl1Dn0I07h/6HmFIKDHazxGgqDhHZvq45Fpj/O+eFdEVe7jpOZPzqFQYcvXCiZxuHhg7ZA93oHOiA5K1QMOVUEFDKr+Wrns0fBjv1yTr6BLv8bq81JZzEBgTQBgyJsL7tQQQhqwlR78xAfZwYyLp3iMMSceakSISQBgSEa4x0whDjCU8YrgUFSPCNWY6pKjIE0PWT46Qb3GNi3zrRz3YU1qEXCpkHrR6/4hVYYiPqSuySv7u9xrmc7mo+TjCkPKzt/bGQ+o5HkMYIhHFxFzDy58dbXpIUTEsr75/F5218Q1IybrSwmeLPVzYXErRGmFIfMqSz/dWL0LWB8katdUf13/pukdyPeHzYWw/ZL85ZztUZDNnh+P2CCAMsZfzWBEjDIlF1p5d9nD5co4wJB97RlYkgDBEEaZxUwhDjE8AxfApKirCNG4KYUi6CRBSFI1VlJMUIcc3a6SErApDJEwlDMfFXUmfFtsgDCk/qyFr2TCa1HM8lzAk1vo9ZMnrtAQoKobxltx0HV9rSNaVcZ8wr8pozR6ujDwMvXht97PujXc+Hx6afM0TQyaxiA9K1gWxsZmGUnFICl+ci3PXPRrjz8UqWUtn8O0dbmGdXYqPc/EIIAyJx9aaZYQh1jIeL172cPHY+iwjDPER4nwVBBCGVJGmKpxEGFJFmqpwkqJiFWmqwkmEIenSFPItrhhFOWkRcq7Q6CNlURgSklMfv7nisa9fa+cRhpSf0bU3HVLPcW1hiPTznjrO8mdM/R5SVAzLoeR6Y3yds6ZPmFdltGYPV0Yehl5IhCFPPXmou/zs8WG37K9D9nDZnf1jBySfcw1ffXuZFH6M17g+Lq2x5641pNcqvT9TvxG4TlHhmI8AwhAfIc5LCSAMkZKinY8AezgfoXjnEYbEY4vlhAQQhiSE3fhQCEMaT3DC8CgqJoTd+FAhRUX+lMz2yRBSDPQVNUO9kY49V2j0jYcwxEdo+fxa7stW6zuLMKT8nK0VhqS+0aAtDIm9hpafebseUlQMy73kszK+xpHezKz930r2cGFzKUVrhCEpKO8fY+11xH4ry+/Ga8ywtWSNGrZf83pOGKIR+1JsztetTzP02V/Dgz7tE0AY0n6OU0WIMCQV6fbHYQ+XL8cIQ/KxZ2RFAghDFGEaN4UwxPgEUAyfoqIiTOOmEIaknwAhBUHNG6mSIuFcEVNCCWGIhNJ0my3cpy3WexRhSPm5C1nDhtFormdDu3OvcwhD+CzPZaPu4xQVw/InWSPGNx4RhoQxprUegStv3ulufXhv0eC5M0e68ztHF9ukPhmyh0vtm2S8nOKMXGNrjesTyGmM4xtDkmPa2CKAMMRWvmNGizAkJl1bttnD5cs3wpB87BlZkQDCEEWYxk0hDDE+ARTDRxiiCNO4qZCiIk8M0Zks0psfbjStm4zSAuH4Rk1IxBaFIY6PlO0Syy3cl+zWeA5hSPlZk9z0nYoCYcgUFY7VQICiYliWJGvE+N896bVR6nUkLHJ/a/ZwfkapWyAMSU384Xga19APrc2/Gq83KcYdj+m8k4j056O4f2bK7lSfrWPVvtZOMeFYXAIIQ+LytWQdYYilbMeNlT1cXL5L1hGGLNHhXDUEEIZUk6riHUUYUnyKqnGQomI1qSreUYQheVIUUpDUKMxJx9vy7TCrwhA3gyQ3weZmmpb4Z85+bccRhpSfsbXzXWMtC6Gj/cQQSdzSGzYhcdA2PwGKimE5WPtZkdzITL2OhEXub80ezs8odQuJ8J0nhsTNinSfssWL4b/PkjVqy1iu73A8914jxrFNZ3fuZ2uM7E/myHJ8jgDCkDkyHA8lgDAklBjt5wiwh5sjE/84wpD4jBkhAQGEIQkgGxkCYYiRRCcIk6JiAshGhkAYki/RIQW7LYINF6HkZsvWAqBlYYhjvLbgW/tNLhe75g/CEE2acWyFrF1DD1LPdYQhQ/q83kKAomIYPckaMXWDU3KtknodCYvc35o9nJ9R6hYSYcjFs8e6nZOHU7u2OF7IHm7RUCEn115Hh7rv1p4bNz7pdm9+FNo1qP14jZOsb74BxjaX2kufwrRko/b1dik2zukTQBiiz9SqRYQhVjOvHzd7OH2mUosIQ6SkaFc0AYQhRaenKucQhlSVrqKdpahYdHqqci6kqFhr4bTUhIQU7EIKgeN4peNsGcONaV0Y0nOXFradEOdbz3+92zn9RN+V318RQBhS/jSQ3PSdimLrGjNlc+mYtjBEclMndYxL8XNOjwBFxTCWkjVi6rOytl+Yd3lbs4fLy39q9Fr3NyF7uKm4SzwmvYYu0fexT0NRhUZcU2vmeMzxe8maOu4zfL/1SwNDW7xunwDCkPZznCpChCGpSLc/Dnu4fDlGGJKPPSMrEkAYogjTuCmEIcYngGL4FBUVYRo3FVJUrLVwWnKKQwp2wwJjSEzSYuTWp5IgDHmYFcfc/bx6/b2HBwev1uZyYKLZlwhDyk+tdE0ZR7LmpsbYRsj7HMIQPtshGaqnLUXFsFxJrm2m1gNJv9pvVLKHC5tLsVvvfvBF98pbd73DXL1wwtsmdYOQPVxq37aOt/Y6Y+u4mv376wGtWNbs06RfDliKu49jqQ3nIOAIIAxhHmgRQBiiRRI77OHyzQGEIfnYM7IiAYQhijCNm0IYYnwCKIZPUVERpnFTIUVFhCH6kyWkYLf2ZojkW+5rbQ+JIAwZ0nj42uV4+MMTQoY0Dr5GGHKQSWlH1t7kmLoRHDM2TWGIdK1ec+MmJgNs6xCgqBjGUSLwmFoPJGuLxvVKWDS6rdnD6fLcag1hyFaC8fpL1oN4o2+33AsqNOKYWi+lHkrW4yVbta+5S7FxTpcAwhBdnpatIQyxnH3d2NnD6fIMsYYwJIQWbYslgDCk2NRU5xjCkOpSVqzDFBWLTU11jiEMyZ+ykIJhaGFQejMz1O4UNYQhU1Q4FkoAYUgosfTtQ9asoXca68zQnu+1pjBEGjPCEF9W6jxPUTEsb5IbkVPrgeRzVvtNSvZwYXMpdmuEIbEJb7Pv9jGvX3+/27350TZDGXq76wHJmiZxbcu1hXQvuORHL3JZasM5CCAMYQ5oEUAYokUSO+zh8s0BhCH52DOyIgGEIYowjZtCGGJ8AiiGT1FREaZxUwhDypgAkpsovachxTlpQXJLwbH3C2FIT4LfWwggDNlCL01f6boy9mbqRvC4jeb71MKQ2m9Ya7JvzRZFxbCMSq5pptYD6Q1MjWuWsIj0WrOH02OpYem13c+6N975fNHUU08e6i4/e3yxTY6TIXu4HP5pjrn2ukPTh1Bbbp2SPLXRZ3dqrfT1GZ+XrMnjPsP3XN8MafB6jgDCkDkyHA8lgDAklBjt5wiwh5sjE/84wpD4jBkhAQGEIQkgGxkCYYiRRCcIk6JiAshGhggpKvKnZOJNCunNEOdBSHFOUpAMsbdEAGHIEh3OSQkgDJGSytdu7Q0arbVGGjnCECkp2vkIUFT0Edp/XnITcupmp/RaCGHIft68W08AYch6dql7rr32SO1nP55b4169/l7/dtVvresm6dq65GTN6+5SXJzTI4AwRI+ldUsIQ6zPAL342cPpsQy1hDAklBjtiySAMKTItFTpFMKQKtNWpNMIQ4pMS5VOIQwpJ20hBU/JU0OkRcCpmzNrqCAMWUONPmMCCEPGRMp7H7JWDb3XusExtLn0WlMYsvZG95J/nKuHAEXFsFxJRKlT1x7S6xbJNVCYx+las4dLx1oyEsIQCaWy2kj+Pc7tsbve0fjzN1Pr5NrYJOvykm1NX5bG4Vy9BBCG1Ju70jxHGFJaRur1hz1cvtwhDMnHnpEVCSAMUYRp3BTCEOMTQDF8ioqKMI2bQhhS1gQIKXb6vrklvXmrdYMFYUhZc6lWbxCGlJ856c3bcSQIQ8ZEeF8LAYqKYZmS3ICcu/bY0jfMyzyt2cPl4T43qkQYcu7Mke78ztE5E9mOh+zhsjkZaWDpHifS8EnMagsxQvaYcwH69p5z/ThugwDCEBt5ThElwpAUlG2MwR4uX54RhuRjz8iKBBCGKMI0bgphiPEJoBg+RUVFmMZNhRQV+VMy8SdLyA1X301Wyc0VF5FWkQ9hSPz5YWEEhCHlZzlknRpG41uzhm01Xms+MUSynmrfxNFggA0dAhQVwzhKPi8IQ050x44dCwNLa3UCV96809368N6iXYQhi3iynWxdHKK1P+sTtPbare/vfs+t28M2vLZLAGGI3dxrR44wRJuoXXvs4fLlHmFIPvaMrEgAYYgiTOOmEIYYnwCK4SMMUYRp3BTCkPImQMg3uuYKdNLin+aNTIQh5c2lGj1CGFJ+1qTryziS1oUhc+vxmAPv6yNAUTEsZ1uEIZJrIM1rl7DItrdmD7edoaYFhCGaNPPYalEgEmuNk6yvS1lMfR235AvnyiOAMKS8nNTqEcKQWjNXnt/s4fLlBGFIPvaMrEgAYYgiTOOmEIYYnwCK4VNUVIRp3BTCkDIngOSmivN8rkAnLZJq3shEGFLmXKrNK4Qh5WfMmjBEGq/2t3vLnwl2PKSoGJZryTXM3PWH5Mbl3LVPmJd5WrOHy8N9blSEIXNk6jou3ffUElWs6wnp9cwSp7m1e6kP52wQQBhiI88pokQYkoKyjTHYw+XLM8KQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuCmEIWVOgJAC59S3yiQ3ZVzkmoVHhCFlzqXavEIYUn7GttxY0FxzfKS0/pSMdD1OGZsvds7rEqCoGMZTcg0yd3MRYUgYa1pvIyD5M5n8KZltjFP1dtcmr19/v9u9+VGqIaOMM7Wv0xxIssYujVezMG8pLs5tJ4AwZDtDLNwngDCEmaBFgD2cFslwOwhDwpnRo0ACCEMKTEqlLiEMqTRxBbqNMKTApFTqEsKQchMXUrgb3mCR3sTULjwiDCl3LtXkGcKQ8rOFMORgjrhRcpBJS0coKoZlc4swRHINU/PnjT1c2FyK3VoiDLl49li3c/JwbFeC7Yfs4YKNV9xBsoaUHF5skemWa7ie23Df2R/jNwQQhjAHtAggDNEiiR32cPnmAMKQfOwZWZEAwhBFmMZNIQwxPgEUw6eoqAjTuKmQomLNxdMa0xxSuBveJJEWRLWLeghDapxl5fmMMKS8nIw9Clmbxn1j3/AYjpfyiSHDNXjoA6/bIEBRMSyPW4Qh0vUl5VoSFv1ya/Zwy3xSn615bxOyh0vNNfd40r1Qbj/H42uL9sf2+/chXz7o+wx/c80zpMHrngDCkJ4Ev7cSQBiylSD9ewLs4XoS6X8jDEnPnBEjEEAYEgGqUZMIQ4wmPkLYFBUjQDVqMqSoWHPxtNb0hhQ2e6GH5IZMjIIewpBaZ1lZfiMMKSsfc95I1pmpvilv5moJQyQ3UFLdzJliyrH4BCgqhjGWrA/9NcvYMsKQMRHexyRQ894mZA8Xk2HJtkP2UbnjSHkdIV1nl5ikvJ5b8oNz5RBAGFJOLmr3BGFI7Rksx3/2cPlygTAkH3tGViSAMEQRpnFTCEOMTwDF8BGGKMI0biqkqFhz8bTmNEtuSvbxuaLiq9ff69/O/o5RfEQYMoubEwEEEIYEwMrYVHLjd8q9lDcSEIZMZYBjawhQVAyjJlkftgpD5vqHeZq+NXu49MznRtz94Ivulbfuzp1+cPzqhRMPXpf0ImQPV5LfqX2pRRyS8vrI5UCyTi/lKsZecmk8zpVPAGFI+TmqxUOEIbVkqnw/2cPlyxHCkHzsGVmRAMIQRZjGTSEMMT4BFMOnqKgI07ipkKIiwpA8k0XjW11jz2MUHxGGjCnzfg0BhCFrqKXvs/aGQoy1Zy56LWGIJFZukMxloY3jFBXD8ij5zCwJO7b2D/M2bWv2cGl5L42GMGSJTlvn3F7q9evvd7s3PyoysBzXEBqCmZTXdEUmDqf2EUAYsg8HbzYQQBiyAR5d9xFgD7cPR9I3CEOS4mawWAQQhsQia88uwhB7OY8VMUXFWGTt2UUYUkfOQ54a4osoVvERYYiPPOclBBCGSCjlbyO5cTvl5dLN4Kn2W46lFIakjGsLE/quI0BRMYybZH1Y+sxs7R/mbdrW7OHS8l4aDWHIEp02z2mIIWKQySGw0PjiwdI6HoMTNssmgDCk7PzU5B3CkJqyVbav7OHy5QdhSD72jKxIAGGIIkzjphCGGJ8AiuFTVFSEadwUwpB6JoDkRokkGoQhEkq0yUUAYUgu8mHjrl2PUt5E0BCGSG+c5LipE5YxWm8hQFExjJ5kfVhaCyRi2FjXMmGRhrdmDxfOLFaP13Y/695453Ovef6UjBdRVQ1KE4fkXMska+1ScndO/cnupUvfWGrCOUMEEIYYSnbkUBGGRAZsyDx7uHzJRhiSjz0jKxJAGKII07gphCHGJ4Bi+BQVFWEaN4UwpJ4JIL1B6Yso1g1MnhjiI895CQGEIRJK+dtIbvxOebl0M3iq/ZZjCEO20KPvkABFxSEN/2vJ+rC0FkhuVua8meonMN+CPdw8m9RnJMKQp5481F1+9nhq10TjhezhRAYNNZKsUalwxNqXSfzX2FsureUSH2jTDgGEIe3kMnckCENyZ6Cd8dnD5cslwpB87BlZkQDCEEWYxk0hDDE+ARTDp6ioCNO4qZCi4ovXbntpXTx7rNs5edjbjgbrCEhulixZjnkjBWHIEnnOSQkgDJGSyttu7VqU8gaChjBE+s3inDd28s4EG6NTVAzLs+Sm69JaIFlfYl7PhEUb1po9XBivmK0RhsSkW7ZtyRqVIoIS1jHJervEgqeGLNGxdQ5hiK18x4wWYUhMurZss4fLl2+EIfnYM7IiAYQhijCNm0IYYnwCKIZPUVERpnFTCEPqmgBbv9kV8+YlwpC65lKp3iIMKTUz+/1aeyNh6Wbw/hG2v0slDOGmyPZclW6BomJYhiQ3XZfWAsn6Uuvnjj1c2FyK2RphSEy6ZduWrFGxIyhBFOJi3Lq3dDaW1nN3nh8bBBCG2MhziigRhqSgbGMM9nD58owwJB97RlYkgDBEEaZxUwhDjE8AxfApKirCNG4KYUh9E0D6DfZxZLFvoiAMGRPn/RoCCEPWUEvfR3LjdsqrlDcPNIQhkjhLubkzxZtjOgQoKoZxlNx0XRKqSq5zYl/ThEUsb80eTs4qdkuEIbEJl2tfskbF9n5pDYw99tj+37n0z7ub3/vB+LD4fa3rsThAGooIIAwRYaKRgADCEAEkmogIsIcTYYrSCGFIFKwYTU0AYUhq4u2OhzCk3dymjoyiYmri7Y6HMKTO3EpuVo4ji33zEmHImDjv1xBAGLKGWvo+a9Yg5yXCkPS5YsTtBCgqhjGU3HRduimKMCSM95bW7mkBUz87p5+YOtzUMYkw5NyZI935naNFxh2yhysygIxOSdaomO6VJqT49f/r+90/+Ic3N4W8tKZvMkznagggDKkmVcU7ijCk+BRV4yB7uHypQhiSjz0jKxJAGKII07gphCHGJ4Bi+AhDFGEaNxVSVHzx2m0vrYtnj3U7Jw9729FgG4E1j/2NXbBDGLItp/S+TwBhSB0zwYowRHLzKLboro4Z0baXFBXl+ZVenyxdk2jYkHuctmWKPdxQ7PHuzY/3Arxx45MHge7e/OjBa8mLVte4K2/e6W59eG8RAcKQRTzVnpT8254iuFI+W59++mn3N/7mr28KuZRYNgVB500EEIZswkfnAQGEIQMYvNxEgD3cJnybOiMM2YSPzqUQQBhSSibq9wNhSP05LCWCFEXFUmLFj7gEEIbE5RvTesiN2RTFOoQhMbNtxzbCkDpyLflG/1QktT0xRHLzKGVMU0w5Fp8ARUU5Yw1Rh4YNucdpW2rs4cbCj170ESr4CI28tbUOYUjoDGinveTf9lTRptij+WJxwpBfe+P7X/33r31NF88vCf4WO3KyCQIIQ5pIYxFBIAwpIg1NOMEeLl8aEYbkY8/IigQQhijCNG4KYYjxCaAYvkZRUdEdTFVMAGFIxcn7ynVpYTPFI4sRhtQ9l0rxHmFIKZlY9mOtMCTlDZC7d+92bl06duxY9+ijjy4HNHG25ZvTE+FyaIEARcUFOKNTGp8bDRsjt4p5K93D5RJ/+EC1JA5BGOLLdrvnpfunlARSXh+N43LCkN/4Fz/Y/OdkWlofxox47yeAMMTPiBYyAghDZJxo5SfAHs7PKFYLhCGxyGI3KQGEIUlxNz0YwpCm05s0OGlRMalTDFYlAYQhVabtgdMhhc3YBUeEIQ/SwosNBBCGbICXsCvCkIew+YbsQxatvqKoKM+slqhDcn1T403I8R6uF4C4P/mS6skf8mwebJlCaHxw1DhHEIbE4VqDVcn6kiOO2Hu1uZicMMT9/NI/+l635clDLa0Pc6w4Pk8AYcg8G86EEUAYEsaL1vME2MPNs4l9BmFIbMLYT0IAYUgSzCYGQRhiIs1JghwXFZMMyiBNEkAYUm9a19yYjXkTBWFIvXOpJM8RhpSUjXlf1qw/zlrKmx5bnxgijRFhyPw8aeUMRUV5JhGGHGTViz/cmVd/5be6L7/8srv5vR8cbFjJkVbWPIQhlUy4CG6WKgzpQ425X+vHGP7uhSG//a8+7y69/PbwVPDr1L4HO0iHaAQQhkRDa84wwhBzKY8WMHu4aGi9hhGGeBHRoAYCCENqyFIdPiIMqSNPNXiJMKSGLNXhI8KQOvI05eWll74b/K2umN/kQhgylSWOhRJAGBJKLE976c3fsXetCUNirqljdrzPR4Ciopy9dG3wiQskN25LvQHpGLx+/f09aFu+fS+nnrZlqdxDKbx47ba3y8Wzx7qdk4e97XI0CNnD5fCv5DEl60tu/1NeL/XCkMcee6xbs78csuK6aEjD1muEIbbyHTNahCEx6dqyzR4uX74RhuRjz8iKBBCGKMI0bgphiPEJoBg+whBFmMZNhRQVay+gtpbqtUXNWAV9hCGtzbA88SAMycM9dFTpzd+x3ZQ3OlI8MSRlPGOWvE9HgKKinLV0bfAJQyQ3J0v7/EmfMiSnWV7Llm761r6vCdnDlTeT8nq0dg+V2utUn7ehMES6hi+xiLXXXBqTc/kJIAzJn4NWPEAY0kom88fBHi5fDhCG5GPPyIoEEIYowjRuCmGI8QmgGD7CEEWYxk2FFBVrL6C2lOotNx9iFRkRhrQ0w/LFgjAkH/uQkdfeOEh5I3erMKTGG9MhOaStnABFRTkr6drQojCklpvN8mwebJlyDT84uu6R2vc1IXs4XXL1W6vtsxr7czcUhrjsSq5/lmZBrL3m0picy08AYUj+HLTiAcKQVjKZPw72cPlygDAkH3tGViSAMEQRpnFTCEOMTwDF8BGGKMI0biqkqFh7AbWlVG8taMYoMCIMaWmG5YsFYUg+9iEjS2/+jm3GWHvGY/TvtwpDJOtsynj6uPidngBFRTlz6drQmjBki2BXTjdvy9Zu9ta+rwnZw+WdOeWNLvn3vTSvY15vjIUh0nV8iZFvjV/qy7k6CSAMqTNvJXqNMKTErNTpE3u4fHlDGJKPPSMrEkAYogjTuCmEIcYngGL4CEMUYRo3FVJUrL2A2kqqtW4+aD/mF2FIKzPsfhyuKPzuzY/33rzw3NPJgkMYkgz1poHW3jSIeWNjHFAKYYj2OjqOgfdlEKCoKM+DdG3w3TSUfGO9JKGCxF85Rb2WjlH/88wzX+tOn3p87+3r19/vdm9+1J/y/i6JtddZYYPa9zUhezghEjPNahSG9MmJcR01Foa4sbYy4vqoz5id3whD7OQ6dqQIQ2ITtmOfPVy+XCMMyceekRUJIAxRhGncFMIQ4xNAMXyEIYowjZsKKSrWXkBtJdVawhDtIj/CkDZm2Nz8ilGIniKGMGSKSpnH1tw00F53lsggDFmiw7kQAhQV5bS0hCFz/xYNPUm5ngzHnXqdSxjiGLifoejDvd85/YT7NfkjYTvu6BPyjNvX8F6yr7l64USxoYTs4YoNIpNja65fMrk6Oaz2NfmUMGTrmlbS+jwJkYPqBBCGqCM1axBhiNnUqwfOHk4dqdggwhAxKhqWTABhSMnZqcs3hCF15atkbxGGlJydunwLKSpKCqgXzx7rdk4ergtCZd5qFjM1C4sIQyqbSBPu+m7oac6XieH3DiEMmSNT3vE1a1HKGwVbhCG+z0KfjRZvlvax8fshAYqKD1n4Xml9diTihZTriS/urTdRl+xPiT+WhB9LtiRcx/1b/Ob/7gdfdK+8dXcc6oH3CEMOIGniwJrrlxID17ounxKGSNfyJS4trh1L8Vo/hzDE+gzQix9hiB5L65bYw+WbAQhD8rFnZEUCCEMUYRo3hTDE+ARQDB9hiCJM46YQhtQ1AdYU9H0Rat3YRBjiI13+eUmhXKsIPUcDYcgcmfKOS+bL2OuUN3K3CEOka63W+jnmxPuyCFBUlOdDejPR99mRfAZTric+AtK45+xoij/mxpAwHfdt9cYuwpBxpm29X3P9EkrIXS+/ev290G7B7TWuy6eEIc6RrYK3ktboYLB0CCaAMCQYGR1mCCAMmQHD4WAC7OGCkal1QBiihhJDOQkgDMlJv62xEYa0lc+c0SAMyUm/rbERhtSVT2mBzhXyL738tig4raIdwhAR7qIbSQvlWnNmCgbCkCkqZR6Tzpeh9zHnznAc9zq2MCRlLOPYeJ+WAEVFOW+pQKI1YYgjJIn99E8+1n355ZfdmTOPdztn/o09sGuf/iHPStetEYVo3HAO8TFlW4QhKWmXN9aa65eQKPrPzprPXcg4fVt3PfKt57+++Cek+rZTv+eEIZI1bcre8Fir4rJhjLy+TwBhCDNBiwDCEC2S2GEPl28OIAzJx56RFQkgDFGEadwUwhDjE0AxfIQhijCNm0IYUs8EkBYX1xQjNYp2CEPqmUtznoYUymPdFEcYMped8o5LhWpDz2PNm+EY/WuEIT0Jfm8lQFFRTlB6I9EnDNGyI/dcr6W7Xut/Tp96fO9lL/7IsYeTsux9dr/7a8nhsZZeIwxpKZvhsYRc74Zb77rx+ibdw60Za9hn7ed2ThjibK+51hv6lPK6bzgur9MTQBiSnnmrIyIMaTWz6eNiD5eeeT8iwpCeBL+rJoAwpOr0FeU8wpCi0lG1MzmKilUDw/lZAghDZtEUd0JaVBwWBaWFT42iHcKQ4qZMsEOhxV8NQdHYSYQhYyLlvg+dLy4SjbVGSmSLMEQS23CtlfpEuzoJUFSU500qQhjfOB2PoGVnbDf3+xx7OOm1YM/GwtqGMKTPts3foZ+JEEpznx/pPi5krKm2c+NPte2PLQlDpGtxb2vqt2+9n+rDsfoIIAypL2eleowwpNTM1OcXe7h8OUMYko89IysSQBiiCNO4KYQhxieAYvg5ioqK7mOqIAIIQwpKhscVaRFzWHwLKeatKSQOXUYYMqRR5+uQ+eIijHGTH2FIPXNHIp4YRxNjzozH6N8jDOlJ8HsrAYqKcoLSf0eG1ypT1rXsTNnOeSz1Hi50nd56LZiTbcjYCENCaLXXNvRzEUJgaW1z69rr19/vdm9+FGJyVduQz/KSMMQNvpVXiC+rgqVTEQQQhhSRhiacQBjSRBqLCII9XL40IAzJx56RFQkgDFGEadwUwhDjE0Ax/NRFRUXXMVUYAYQhhSVkxh3pt8ymCm8hxbwtT4BAGDKTvMoOS+eaCyvGTX6EIfVMmJC1pY8qxpzpbY9/bxGGSIR4U+vt2Afet0GAoqI8j1qCDi07cs/TtEy5hwtdoy2taQhD0sz3UkcJ/WxI45B+hkKutaVjT7WT+uMThmz1N+W13xQHjqUhgDAkDWcLoyAMsZDlNDGyh0vDeWoUhCFTVDhWHQGEIdWlrFiHEYYUm5rqHEtZVKwODg4HEUAYEoQrW2PJTUrn3NS31KQ3V1z/LYU7hCGOYBs/0gLwlvkyRwphyByZ8o6vubESY87MkYktDNkipJvzmeNlEqCoKM+L9Jpj6nplOIqWnaHNEl6n2sNJ/x3vmUhvIPfta//92u5n3RvvfL4YxlNPHuouP3t8sU3OkyF7uJx+ljj2musXXxyhn6HQz6hv/KXzvusVnzDE2ZbuRef88Pkw14/j9RBAGFJPrkr3FGFI6Rmqxz/2cPlyhTAkH3tGViSAMEQRpnFTCEOMTwDF8FMVFRVdxlShBEKKii9eu+2N4uqFE942NAgjIC0cLhUkpTacZ2sLdwhDwvJaemvJnFk7V5ZiRxiyRKesc5I5Mva4BmFIqzekx7ngvZwARUU5K83Pj+RGZIx/h+TRhrdMsYcLXZtTrsvhxOL0QBgSh2stVmMIQ3xitzk2oZ/XOTu+40v7RIkwZCszi+uMLyetnUcY0lpG88WDMCQf+9ZGZg+XL6MIQ/KxZ2RFAghDFGEaN4UwxPgEUAw/RVFR0V1MFUxAKgxp4ZHLBadh0TXJjRFnYKng585LC3prC3cIQxzltn6WitW++baWBMKQteTS91uaH3PerF1f5uwtHV/7xBDNG9tL/nGuHgIUFeW50vz8SK5/EIbsz03oupxyTd7vad53CEPy8s89unRPJPVz6zVx6OdW6te43ZyfEmGIdG0fjzl8X9t6PfSd134CCEP8jGghI4AwRMaJVn4C7OH8jGK1QBgSiyx2kxJAGJIUd9ODIQxpOr1Jg0MYkhR304MhDCk7vdJCoaSwH1LQmyscLtFCGLJEp+5zw3no5tq3nv96t3P6iShBIQyJgjWK0eG8kA4gWauktnzt1gpDpHGt/Xawz2/Ol0eAoqI8J9JrDcnnB2GInLtrKV27hlYleRi2b+U1wpBWMrkuDm1hiNbnaM1nOJTA1B5PIgxx42zllvIaMJQL7bcTQBiynSEW7hNAGMJM0CLAHk6LZLgdhCHhzOhRIAGEIQUmpVKXEIZUmrgC3UYYUmBSKnUJYUjZiZMWCKeKfFORhRT0Qr/VhTBkijjHQgkgDAkllq+99Abw0MOUNwViCkNSxjHkx+s8BCgqyrlL1wXJjVSEIXLu0uvFocXQ67xh39pfIwypPYPb/F/zeZkbUft6QNO3OZ/H+0apMES6vs+N645bXneWuLRwDmFIC1ksIwaEIWXkoQUv2MPlyyLCkHzsGVmRAMIQRZjGTSEMMT4BFMNHGKII07gphCFlTwDJTREXgeQGi2sXUtALLXQiDHGE+dlKAGHIVoLp+oesJ71XoetK32/Nb4Qha6jRZ4oARcUpKtPHpOuC5LpFcg1U203GGHs4KfNhxmrjNvRd4zXCEA2K9drQFF+MRRYaVNxn+vXr73e7Nz/SMDdpY+i3VBjiDIV8yWBq4OG4U+c5Vi8BhCH15q40zxGGlJaRev1hD5cvdwhD8rFnZEUCCEMUYRo3hTDE+ARQDD9GUVHRPUxVRABhSLnJkhYtQwtsUruOTMiNA4Qh5c6lmjxDGFJPttbcjKxBGCK56RG67taTVTydIkBRcYrK9DHpNQbCkBPdsWPHpiEGHpUIaIYmWb+6DmHIcEbYe73m+mWOUszPk3Q9nfPNd7y/JgsRhmiwk6z/Pt85Xx4BhCHl5aRWjxCG1Jq58vxmD5cvJwhD8rFnZEUCCEMUYRo3hTDE+ARQDB9hiCJM46YQhpQ7AaSF/jXFNcmNz56M1D7CkJ4Yv7cQQBiyhV68vu5GwNTPpZffnjo8e6y/CTHbQPHE2ieGSNbHmDeCFBFgSokARUU/SLdGhHzD3a0Fzzzzte70qce7ndNPTA4guQ4KEbBODpL4oPYeTrJeDUNk7bpPA2HIcFbYe60puJDuk9ZS1vR1zodf+PlT3U/95KPdY489Ntdk33HJ2ryvw+hNbev2yH3ezhBAGDIDhsPBBBCGBCOjwwwB9nAzYBIcRhiSADJDxCeAMCQ+YysjIAyxkun4cWoXFeN7zAilEkAYUmZmpEXAtQX+kG97ScdAGFLmXKrNK4Qh+TLWiz/evflxd+PGJw8c0XyUeQ3CEMkND+m6+AAiL6omQFFxOn1uzXDrxavX35tuEHB06jMl+SzWdoNRcw+HKCRggo2aSoQh584c6c7vHB31LOetdA9XjsdleCLdY0m9jS0M6f3Q9ru32/924pCf/os/1r9d/B269oyNpbwWHI/N+3gEEIbEY2vNMsIQaxmPFy97uHhsfZYRhvgIcb4KAghDqkhTFU4iDKkiTVU4qVlUrCJgnIxGQFpU3P3gi+6Vt+56/bh64YS3DQ38BCQ3Q5yVLTdEQop6knEQhvjzSgs/AYQhfkbaLUK/6b9l/JQ3A9Y+MUSy/krWxC2c6FsWAYqKB/MR6yblUCDS4mdRaw8Xyn/I9WA27R258uad7taH9xYDRxiyiKfakyH7H1+QqT9XoZ97n//j89J4Qr5gMB6jf891VE+ind8IQ9rJZe5IEIbkzkA747OHy5dLhCH52DOyIgGEIYowjZtCGGJ8AiiGr1VUVHQJU5USQBhSXuKkRT9p8W4pQslNF9dfcjMXYcgSac5JCSAMkZLa3s6tNe7JIJpPBPF5JVlLfDak59cIQ6Q3O1J9Q1gaK+3iEqCouJ+v9Dplf6+wd+4aR/IkktpuLmrs4UL5a1wvhmWv/NYIQ8rPUQwPQz87Ph9yfba04xjGKY1pq8Am5fXgMD5exyOAMCQeW2uWEYZYy3i8eNnDxWPrs4wwxEeI81UQQBhSRZqqcBJhSBVpqsJJjaJiFYHiZHQCCEOiIw4eQFrskxbulhyQjuVs+G6+IAxZIs05KQGEIVJS69qlfDrIlIcpbwQgDJnKAMfWEKCoeJ9a7vVjKne+a5OpPjmPbd3DhVy3uThTrrk5uYaOjTAklFgb7aWCeGm0OUWioWuBNCbXTrLHlAppl8bNyW/JL86tI4AwZB03eh0kgDDkIBOOrCPAHm4dN41eCEM0KGIjOwGEIdlT0IwDCEOaSWX2QLYWFbMHgAPFEEAYUkwqHjgiLVpqFdNCvvG1NCbCkAcp5MUGAghDNsDzdA35rHtMrT6d8iblGmGI9EbL0lq4Gg4diyVAUbHrNG4CxkiwJWGIdH0acmatGtJ4+BphyEMWVl6t+fwssZGIJ5b6a5yLuS5L4tt6XSkZQ4MTNtIQQBiShrOFURCGWMhymhjZw6XhPDUKwpApKhyrjgDCkOpSVqzDCEOKTU11jiEMqS5lxTqMMKSs1EiLlpqFtJCi4tK4CEPKmku1eoMwRD9zIZ9x/dH3W2xBGJIyhv30eJeLgPWiovTaJEd+rAhD1qzjtbFJOX8QhqSkXcZYUuG91NuSRFdbBRpzMfuud9asS8OxfPaHbXldPgGEIeXnqBYPEYbUkqny/bS+h8uZIYQhOekzthoBhCFqKM0bQhhifgqoAUAYoobSvCGEIWVNAWnRUrsYGXLTZ+5GA8KQsuZSrd4gDNHNXMhnW3fkeWtLArP5XuFnYj0xhBsZ4bmovYflouLWG3+xc699PRTb37V7OOn1Ye9/qnW2H6+23whDasvYNn+1r4VK/Hxpx9gTd9c833r+693O6Sf6Q/t+h65N+zp/9WZuXzlux/vyCSAMKT9HtXiIMKSWTJXvp+U9XO7sIAzJnQHGVyGAMEQFI0a+IoAwhGmgRWBtUVFrfOy0QwBhSDm5lBb0YhUjpYW9uZuiCEPKmUs1e4IwRC97sb5BquFhrHVs6NsaYYiEWQrfh3HwOj8By0VF6bVBrixZEIZI1qUhf9aoIY3p1whDprm0eFS6v5LGXvLnSzvWIZM5AUfo+jS06V7P7SvH7XhfPgGEIeXnqBYPEYbUkqny/bS8h8udHYQhuTPA+CoEEIaoYMTIVwQQhjANtAggDNEiiR2EIeXMAenNl1g3QUK+FTxVHEQYUs5cqtkThCHbs+c+y69ff7/bvfnRdmMjC66Ar2V3ah0ZDbfpLcKQTfjoPCBgtai45oaf5hoxSMHsy1jXRLMDbjwRuocLvdFb8k3rjehUuyMMUcVZtDHp/koShFvfnnnma90Lzz0taZ6lTeiaEeLk1PoSsn+cGyv29eDcuBzXJYAwRJenZWsIQyxnXzd2q3s4XYrrrCEMWceNXoURQBhSWEIqdgdhSMXJK8z10KJiYe7jTkEEEIaUkQxpEW+qIKcZQchNoPHNGIQhmpmwawthyPbca9wE6W9+nD71+AOHph4jLl27HhgZvYh5M2CNMETCLvY6PELE2wIIWCwqrvls959nyefItX335sd72X31+nurs9yPudpA4o4he7jQHLA2yZOJMETOquaWoZ+hkFhL/ryljjtk/zjF2F1zvnTpG1OnOFYRAYQhFSWrcFcRhhSeoIrcs7iHKyU9CENKyQR+bCKAMGQTPjoPCCAMGcDg5SYCIUXFTQPRuXkCUmHIa7ufdW+88/kij6eePNRdfvb4YhtOThOQ3ERxPWMXIUMKiWNfEIZM55ajYQQQhoTxGrfeUpx3hfmlvyM/Hsu93/pN0Zg3A2IJQ2q7ET2VN46FEbBWVAy5FnAkx2uH5Jpm+Dly47mftQKRoa09wMQaGAAAQABJREFUQwX/T7qHW5OD/saqW5fdjxPeDMV97tiUwM8dt/aDMMRGxiVr0RYS473QFlvafUPXkJDxx3FvvRZ0Y4+/cBDiD23LIIAwpIw8tOAFwpAWslhGDNb2cGVQv+8FwpCSsoEvqwkgDFmNjo4jAghDRkB4u5qAtKi4egA6miGAMCR/qkMKd7GKZs6HGzc+Cf4TEcObMQhD8s+lFjxAGLI+iyFryXCU8U3d4Tnfa42bAcN1xDdeyHmEISG0aLtEwFpRMeRm6pS4S9J/6nO/ZQ3rRRFLeSzhnGQPt2ZddXlwP5I/9eXalv7nMGLn6sVrt71DXDx7rNs5edjbLlcD6R4ul3+5x127noT6PbUGhtqI1X7NWiL1ZSwO2SJMdmNO/Zsg9YV2ZRBAGFJGHlrwAmFIC1ksIwZre7gyqN/3AmFISdnAl9UEEIasRkfHEQGEISMgvF1NQFJUXG2cjqYISIuKPDEk3rSQ3EBxo48LcFoebSmcDouhCEO0MmLbDsKQdflf8zkefn7XjXq/l3QNmxtDy4+x/VBhiPQGSiyB3th/3pdDwFJRMWQtmfvsStaEpZuAIT70s2TJXt+mhN+SPdzWG6whcca6tgzxIUdbhCE5qKcbU/rvuZZHpa8/sdaU4fqxlfncvydaOcJOfAIIQ+IztjICwhArmY4fp6U9XHyaYSMgDAnjRetCCSAMKTQxFbqFMKTCpBXqsqSoWKjruFUYAYQheRMScvMj1s1IyQ2cJUp9MRRhyBIlzkkJIAyRknrYLmQd6XsNi/n9sbW/t64hbtx+HVnrw1Q/hCFTVDi2hoCVomLoWjJ3XSJZE3yf+dAbmT57a/Ieo49vDxeaAy0fNf9N0PIpph2EITHp5red+nNUg6ghFpPh2iFZ+5dmRy3r+FIMls8hDLGcfd3YEYbo8rRszcoersQcIwwpMSv4FEwAYUgwMjrMEEAYMgOGw8EEfEXFYIN0MEsAYUje1EsLaMOim6bHW7/d5Xzpi6EIQzQzY9cWwpCw3K/5DGsX3kNv4E5F2K8jU+fWHgsVhkhumsTwc2189EtHwEpRUfIZ6KkvrSOSa5ul/m6M0HXFZ6/3O/fvpT1cCP9YcdTCcWv8CEO2Eiy3f67P0ZxQriRSsdj0+9TQdXvMhmusMZG63iMMqStfJXuLMKTk7NTlm5U9XIlZQRhSYlbwKZgAwpBgZHSYIYAwZAYMh4MJLBUVg43RwTQBhCH50h9SnItVbFxzU3mKmCsI/of//pPdl19+2T366KPdI488MtWMYxDwEkAY4kW0r0FIET5WwT3Eh33OD97E8A1hyAAwLzcRsFBUDLkm6W8CzkHVEIZIbAzHj3WdNBxD4/XcHi6Ev4YfczZirMVzY+U8jjAkJ/24Y4euHVre1LIGxVpr3L8Lp0893l16+e1NSK2I0zZBKrQzwpBCE1OhWwhDKkxaoS5b2MMVir5DGFJqZvAriADCkCBcNF4ggDBkAQ6nggjMFRWDjNAYAl8RQBiSbxpIC5e+GzBbItAShjgf/vv/7i8hDNmSDPruEUAYIp8IocX9WMV2hCHynNGyTgIWiorS9URyTSK5vvGtRxIb/WyS+NS3zf17bg8XEm/sGCyIQxCGxJ5FeexL17EY3tUiDHGxx+Lk1uIbNz7pdm9+tBpxTev56iAb7YgwpNHEZggLYUgG6I0OaWEPV2rqEIaUmhn8CiKAMCQIF40XCCAMWYDDqSACc0XFICM0hsBXBBCG5JkGIQW52IVGrZsRp37i0e5v/61TPDEkz5RqZlSEIfJUhnx2YxbaQ9azuehi+Bf6xBCJwCWGn3NMOF4OgdaLiiGfYck1iWRtWhKGhIhWa/tMTu3hJGtP6k9DbVxD+SAMCSVWR3vJ2hMrEsnaGGvsNXZD1v0Q+05YtkUYYkGYFsKzprYIQ2rKVtm+IgwpOz81edf6Hq7kXCAMKTk7+CYmgDBEjIqGHgIIQzyAOC0mMFVUFHemIQQGBBCGDGAkfCktXKYozGvekPiFnz/V/dvf+Lf4UzIJ51JrQyEMkWU0pKAfex0JuYk7FV2smwAIQ6Zoc2wNgdaLitL1RLqWSK5xloQhUn9quxHr5t54DyeNdc283dpnKUdbbefujzAkdwb0x8/5WZKujfpRb7O49fpt2+jzvVtee+ajrv8MwpD6c1hKBAhDSslE/X60vocrOUMIQ0rODr6JCSAMEaOioYcAwhAPIE6LCYyLiuKONITAiADCkBGQBG9DCpcpbnpoFgXdU0P+3pWfRhiSYB61OgTCEFlmJTdenaUUNyu2rCFOFPKt57/e7Zx+QhZ4QKtQYYiEaQqeASHSNBGB1ouKkrnvUEuvSSSC06XPkvQ6SepPomkiGma4h/v2//Tb3avX3xP1W9OIb+7PU0MYMs+mxjPSNSNWbDWuRUMWf+fSP+9ufu8Hw0NZX8cSDGcNysDgCEMMJDlRiAhDEoE2MEzre7iSU4gwpOTs4JuYAMIQMSoaegggDPEA4rSYwLCoeOzYMXE/GkJgTEAqDLny5p3u1of3xt33vT935kh3fufovmO8OUhAegNm6abJQavbjkh9kozCt7wklGgzRwBhyByZh8dDboCkulkhXUPc+vDuzY/3gjl96vEogpCeVAxhCOtbT9fW75aLitL1JOSaZKswRLKehPhT0mwd7uFe+Ov/m5pr7kbqM898rXPrqvuZEtu5XLufEDFKqn9D9hxL+D+EIQlhJxhKsubEcqPWtWjI49NPP+1+8ZduFiUO4XprmKE6XiMMqSNPNXiJMKSGLNXhY8t7uNIzgDCk9Azhn4gAwhARJhoJCCAMEUCiiYjAsKiIMESEjEYzBBCGzICJdFh6A8YNn7IYr1lQPfNTj3cvX/6LkQhitnUCCEP8GZbcNHVWUt6skPqUstCPMMQ/l2ghI9ByUVH62Q25JpFcUyytTxKflvrLspqnVb+H+5//19/pXv/2v9zkxNonLrlr0Rs3Pul2b37kHT/lmu11RrEBwhBFmJlNheyttF2tdR0ac3DCEPfzS//oe6J1Ydw/xnueGhKDalybCEPi8rVkHWGIpWzHjbXlPVxcctutIwzZzhALBRBAGFJAEhpxAWFII4ksIIy+qHjixIkOYUgBCanYBYQhaZMnudnhPEpdaNzypyCmCLZ6I2EqVo7pEkAYsswz5AZIyI3c5VH9ZyU3gp2VlD6FCEOka2BK//3UaZGKQKtFRel6EnpNIlkP5mxKfar1s9jv4f7G3/z1VdN3rRhkPJh0zWv15qxEGHL1wokxtqLeS/dwRTkdwRnp3kp76Lk1THucFPZ6Ychjjz3WSdbvFD65MWpd51PxKW0chCGlZaRefxCG1Ju70jxvdQ9XGucpfxCGTFHhWHUEEIZUl7JiHUYYUmxqqnOsLyoiDKkudcU5LC0q8qdktqdOerPDjZSjEKZZCGz1RsL2WYAFHwGEIcuEpOtI6hsW0vUj5dqGMGR5LnFWTqDVoqJ0PQkVe0rWg7k1SupTyrVEPlP8Ld0e7rV/eqv7tTf+tb/xoIXjpf3ntyR5avF6bveDL7pX3ro7oDv9EmHINJeSjv7/7L1rjCfXeadXc+fQFCWa4lBKsNnwanPIxgaQgCQIIiikvYBWXPgiigoDhAjyUV8k7IZIvpgE6QBrgIghYxEjSBAgIDagTNH2LpZaIZZJODaQC9b6YA/JsUWRlC04Fi/SkJTM0QyHZOY0VTPV1XU5VfU71/dpgPz/uy7vOe/znq7uc+qZ+vteL9R9Hrt+qduJFa8rhrg2fa4NMfq29HdPjD7RxjgBxJBxNuxZRgAxZBkvjh4nUOscbjzjfPYghuRTC3qygQBiyAZ4nLqHAGLIHhx8s4EAYsgGeJy6hwBiyB4cQb/xXbxMtdjo+69HfSGlysO3fxyXJwHEkOm6+PzL2BQ38nz65TKLuci/RAzxvT6XejN6elSxd45ArYuKvj+3S8e9z03FoeuU789hyX9fuDncf/Ff/8nckLu033H6/D03NDsnr720TfXG9+++pfVX9S9UHMSQUGTjx/W9hil7FvPvGGW/p2L1xRB3rO/1eCru1n1Dvye2xuT8cAQQQ8KxtRYZMcRaxcPlW+scLhwxXWTEEB1LIiUkgBiSEH5lTSOGVFbQhOkghiSEX1nTiCFxCrpkcS3lArzPzZwlxFLmsqSfHJsPAcSQ8Vr43sRLcdPU9+ZMzBsqajGEGxTjY7P2PTUuKvr+XbLmeuITu//z5Ht9c2NtTZ9yGaNLxJDQefoyr+1vOcSQXH4atvXD5zqzrYW9Z4eUtPa2FP+7ITHE9SI246HMY/7dONQ+2/wJIIb4s+LIaQKIIdN82OtPoMY5nH/2aY9EDEnLn9ZFBBBDRCAJ0yCGMAhUBBBDVCSJgxgSZwz4LqyFvgkwl63vTYK5OO1+FvNaErz6EkAMGSflex2JfRPPt18us/7N4KFs3XXo+dNndnd94XM3Dx3itQ0xxAsTB3kQqHFR0ffnds31xCd2/1rgK5e5cq3pk0eZoxzi5nC//s/+rDn9wluz7cXI04d7bX/LIYbMDr0iDvAZu6pE+tcrVdxc4oyJIa5/PtfzkHnUzj4ku9ixEUNiE6+3PcSQemsbO7Ma53CxGa5tDzFkLTnOy4oAYkhW5Si6M4ghRZcvq84jhmRVjqI74yuG3P/42dk8H7jzaLNz/aHZ46wdsGRBLcZNgDn+S/o7F4vFvDlC7O8TQAzpE7n8vc8TfVL8zC29OTN2nXPXnueee6M5dfqHl5O++G6tMKcWQ9b2Y08yfFMkgRoXFX1+bteOeZ+/I7rXKp/j24Gztk/t+alffcWQWHn6jAPEkNSjZrh93znc8Nllb11yzdiaafdatTVWrudPiSGuzzF5DzEa+7tx6Fi2pSOAGJKOfW0tI4bUVtF0+dQ4h0tHc1nLiCHLeHF0pgQQQzItTIHdQgwpsGiZdhkxJNPCFNgt30VFxJD1xfVZdHfRY90E8MlEuQBY2w0FH34cs54AYsg4O59rSezryJprxdg1YSq/sXPGaTXNEjHER7qJzXYqtxT72ie5nLztmmbn5LUpupCszdoWFX1/bteOed+nj7mbfb7HtsUv/Qahm8P9+bOvN7/xm6fblPa9ruW+L5DHhqnrbnv6mutve26OrzwxJMeqLOuT7zVsWdT9R8f8Wdzferwtc2KI60ks5kNZ13YNGsqxhm2IITVUMY8cEEPyqEMNvahtDldSTRBDSqoWfR0lgBgyioYdCwkghiwExuGjBBBDRtGwYyEBxJCFwBYevmQRLbebHUv6PoXFwr+0m8qffcsIIIYM8/K9eRp78dznpmI/o6FrwlycoXP6cfvfI4b0iaz7fux3Qeyxtq73mrNqW1Qcq2mf1tq/S3yvVy6+b19c32q4SdvO4b7+f3y/+drv/1UfefQc5669roO1/awjhuwbdsVtWHLdWJtcbeN+ioOPGOLOj8F9qJ9r/gYcisO2sAQQQ8LytRQdMcRStcPmWtscLiwtbXTEEC1PoiUigBiSCHyFzSKGVFjURCm1i4rHjx9vjh49mqgXNFsDAcSQsFX0WXB3Pcj1ZodiAZDFvLBjrLboiCHDFfX9WVx7I3e41emtvn0aitLtp2+c7jlDMfvbEEP6RJZ/P3eDP9ffXcsznT6jtkVFn79Ntvzunhs3LW03fr765Evtt7OvNYy3/hzOXf/cR2i5r8/fc0P0p/H4jIXabpAjhsz+qGV/gO81Zk0i7tqX4mdxTV9V5/iKIa4937/ZVH1r49R2HWrzqukVMaSmaqbNBTEkLf+aWq9tDldSbRBDSqoWfR0lgBgyioYdCwkghiwExuGjBPqLiqMHsgMCMwSUYshj9x2fac3W7iULZ0tveMYkuSSPsX7lnN9Yn9mehgBiyDB3n5/DLTdyh1sd3+rTn/Gz9/4LdJ8bky7W0uvIEjHEpw8Wb0r4fMSOq00NN+xdHmNfNS0q+t5Q3VJT3zbGeA9t39KfoXiptuU2h7N47UMMSTX6de2GuMa43tVynVlKeokY4mJv/Rtwaf/c8Rb/BlvDKeU5iCEp6dfVNmJIXfVMmU1Nc7iUHNe0jRiyhhrnZEcAMSS7khTbIcSQYkuXXcdzW1TMDhAd8ibgI4bUsoDqDUV0oM9iu2uqhEXIrQuAS2/oikpAmAIJIIYMF83nBn2sa8nW64HLsJVYlsRaeh1BDBkeS0u2+v4ea2PGGoNte7Fea1pU9P2ZW/rz1q/F0rHTP7///db+9OOl+j63OZxPnWq7IVvLvMZnDpdqnMdo1+fvIt9+WHxKSJfNUjHEnev7u6Tbzpb37d+NW2JwblgCiCFh+VqKjhhiqdphc61pDheWlD46YoieKRETEEAMSQC90iYRQyotbIK0cltUTICAJkUEfBYVa1lAFSHzCrNksayUmx1LcupCqvVGYTdH3usIIIYMs/S5ARLjZ035r3TdIv+p0z8cTri3dU1uiCE9iCu+9blp3A9b201kl19Ni4q+v8u3/m2yZuz0x1L7/Zqf//bc3F5zm8P51Km2n+knTr3TPPXshcmhcdOJg81Ddx2bPCb1Tp85XOo+hm7fZ/zO9aGm68tcrmP714ghLpbv75Oxdpdur+1atDT/3I9HDMm9QuX0DzGknFrl3tOa5nC5s+73DzGkT4TviySAGFJk2bLsNGJIlmUpslO5LSoWCZFO7xLwWVREDFk+WHwXKktbjHQ3hZ8/fab56pMveUPZenPJuyEOrIIAYshwGX2uKaEXzGPfAOiSWHMdQQzpElz33kdI6kd2ws/tt3+kOXnbNc3OyWv7u4v8vqZFRZ+aKv428WnHZzAo+uLTTqxjcprD+Yp+a66/sXiuaQcxZA21PM/xHcNDvbf+lJAuk7ViiIsR829DnhrSrVp+7xFD8qtJqT1CDCm1cvn1u6Y5XH50p3uEGDLNh72FEEAMKaRQBXQTMaSAIhXSxZwWFQtBRjdHCPiIIT4LqC78Y/cdH2nF1uYlC2SlLrb75MiCq61xr8oWMWSYZEoxxN14+dqTL3s/3WM4g/Vb194Y9hVDfG8s5XC9dn2NKVv4spmrbiuLuONKFEZqWlT0uZas/Zlz9XVjxn09+Ovf2n3d8r8t/djSbshzc5rD+f5853DtU9bEZ17DE0OUxMPH8pmXtL1gftKSuPy6RQxxUXyvJZdbXP+utuvRehL5nYkYkl9NSu0RYkiplcuv3zXN4fKjO90jxJBpPuwthABiSCGFKqCbiCEFFKmQLua0qFgIMro5QkAlhpSwgDqCQLp5ycJkDTc8XL7PPffGvhvGNeQmHRgE8yaAGDKMyudmbognhiy5pg33fNvWLdeS0sUQd6PFPaEp9TVW9eSHoZHgbtC5L/eEkfYrR3GkpkXFENeSVgZRCmRbfvbbsZTja05zON/re203YhFDcvzJ0PRpbEy3v2s+f88NUeVKTVbho2wVQ1wPY8khIf7WDU/YRguIITbqHCNLxJAYlG20UdMcrrSKIYaUVjH6O0gAMWQQCxtXEEAMWQGNUwYJ5LSoONhBNhZDADFEW6qxBcl+KzXe8Hjrrbea999/v7n66qubAwcO9FPmewh4EUAMGcbkc3NeuVjuFvjX3uR11zd3c1/xxIAtNyRLEkO6N9bdCDh1+ofDA6GzNdbvkVg3ezqpXXrb3szriyPugJhPTqlpUdFHDPH5uWuvEa4WPuPVHbfky6cPS+LlcmxOczif3yuxrjMx64MYEpN22rbcdSrm74q02a5vXSGGuNZ958Hre3rxd/9FofSRBz+5JQTnBiKAGBIIrMGwiCEGix4o5ZrmcIEQBQuLGBIMLYFjEkAMiUm77rYQQ+qub8zsclpUjJk3bekJIIbomC5ZDKtxoR0xRDeWLEdCDBmuvs8NPIUYsuQ6NtTT7rVNGWuorbltOYsha0SQoXy7vIf2q7b5yASqttbEcTeKuvKIi+HkJPeluClY06KiTy37UoZqvO4WxON/sca1R1fkh+Q0h/MZCzXWAjFEPqwJWDgBlRjiMGz9288HZf93lM85HBOeAGJIeMZWWkAMsVLp8HnWNIcLT0vbAmKIlifREhFADEkEvsJmEUMqLGqilHJaVEyEgGZFBHzEkIefPte8+Op7ky3efcfh5t6dI5PH1L7TZ4HdMWj/BXTLw93M+sLnbm6/LfYVMaTY0mXVccSQ4XL4iCFr/xWlu+nrPrLkq0++NNy459ah9n2vi/0mFDcjcxFDQt5UH2LeZ6n4PsaNHkU/p2K0v3vXCCQ1LSqu/ZmcYqvcp/jZV/ZHHSuXOZzvz7RCOFQz3BoPMWQrQc6vjYBSDHFsfK8vaznWeF1ayyKn8xBDcqpG2X1BDCm7fjn1vqY5XE5cffqCGOJDiWOyJ4AYkn2JiukgYkgxpcq+o7ksKmYPig7OEkAMmUXkdYBiAaz0RS7EEK+hwkEzBBBDhgH5iCHuTN9/RelkBfdRMe5L8TEQY4KCa2fpR8qobgz7iiG+128ftiElkN1i9f43xr13mORbX06SxhIH6Uskbj3A/XfH7R9tjh49InkKSaoUcxZDVD/7qdj6tJvLHM53HPhc93zyzukYxJCcqkFfciCgFkNcTiH/Zoj5t08O9SmlD4ghpVQq/34ihuRfo1J6iBiSrlKIIenY07KQAGKIEKbxUIghxgeAMP1cFhWFKREqEQHEEA143wX2qdZKX+RCDJmqLvt8CSCGDJPyFSz6N1ZbUcFFdU8Fee65NyQiSLeX/Ta7+9z7JTcH5mL1Y099rxRD2uvzEE/XB4VcM5XL2L62X2P7lduX1FHZbs6xlOM1Vp6+klms/rTtlMiy7fuS1xzmcL4/y7XWBDFkyYjlWAsEQoghjpvvtWYN4xqltTUccjoHMSSnapTdF8SQsuuXU+8RQ9JVAzEkHXtaFhJADBHCNB4KMcT4ABCmn8OiojAdQiUk4COG3P/42dkeWv4oGeWiV8lPDUEMmf0x4QAPAogh45AUAtp49OV7nJTw+Xtu8H56wtS1cmksn976iiG+0o1Pm7GPifU7Y6p2sXPOrb2Yco4i9xzHe60CwlC9cpjD+f4uqbUuPmJICfManznc0BhkGwT6BEKJIa6dUH8/xPr7p8+K78cJIIaMs2HPMgKIIct4cfQ4AcSQcTah9yCGhCZM/CgEEEOiYDbRCGKIiTJHSTKHRcUoidJIcAI+i4o+YsgDdx5tdq4/FLy/OTbgu8Du0/eSF7kQQ3wqzDFzBBBDxgnl9C/9194wdDcI2q+Tt13TvvWWSy6d4PGmdjFkbQ080O07RPl7bl/wCjbErIUCV4priRNo3Ff7dJ1WBnPbdk5e615MfKWewy25SVvrv8h/+OlzzYuvvjc53hBDJvGwszICIcUQh2rJdccXbclzZt8cSzsOMaS0iuXbX8SQfGtTWs8QQ9JVDDEkHXtaFhJADBHCNB4KMcT4ABCmn3pRUZgKoRITQAzZVgD1QlfJi1yIIdvGEmd/QAAxZHwk5PAv/dubuSXcyK1VDIldgxzG3fhPRT57SrqJHqumscdqPqNhvCep53C+kldpstM48f17EEP2M2GLbQKhxRBHVz1ndr9fHnnwk7YLl1n2iCGZFaTg7iCGFFy8zLqOGJKuIIgh6djTspAAYogQpvFQiCHGB4Aw/dSLisJUCJWYAGLItgL4LrD7tlLSjaV+ToghfSJ8v4YAYsg0tRT/0t/1qMQbvLWIIY797bd/pHFPWEkh5MSSCKZHfv57S/v9rb5J11aoxGtF2/cYrynncEtqXtp4XlI7xJAltDjWAoEYYojjuOQaNMcdMWSOUPz9iCHxmdfaImJIrZWNnxdiSHzmbYuIIS0JXosmgBhSdPmy6jxiSFblKLozKRcViwZH5/cRmBNDTr3ybvPoM+f3ndff8Nh9x/ubgn3/6tvfbp5/8xu78V8/+/Lu60eP39Bcd8XNze3XfDZYu/3AysUtF7v0f52JGNIfIXy/hgBiyDS12DfpS77J6yuGOOJqyW+6itN7W+buqBQiyFDvcuIz1L8ctpV4I939HeO+vvrkS6sR5jheVycT4cRUc7glf7OW/vfoXBkRQ+YIsd8agVhiiOO65Fo0VQfEkCk6afYhhqThXmOriCE1VjVNToghabi7VhFD0rGnZSEBxBAhTOOhEEOMDwBh+qkWFYUpECoTAqWJIc+d+Xpz+sw3J+l96mNfbE5ceevkMYqdqoUt15caFuERQxSjihiIIfNj4J//7/+mee3tv2yuv+FMc/2Nb+2e8OdP//3d11PP3D4fwOOI9mZvLmKCR5f3HbJEDFFez/d1ZGKD4+y+Pn/PDbuvufJO9aSaXSgF/K/03+G+47+U8ZrzkEk1h1sid5UoOS2pOWLIEloca4FATDHE8fT9nTPFvvTfu1O5lboPMaTUyuXXb8SQ/GpSao8QQ9JV7sDf/M3fvJ+u+aZxC4vu6+DBgym7QdsVEHBj6cCBA7v/VZAOKSQi8P777+9el9w1yY0nviCwloAbS+4/rktrCXJeS2Dub6W/+MGB5p//34faw0df/8e7L4zuU+34f9/4X5o33vlrr3A3Xvmp5paf+UWvY9ce9M8efa45/cIHN2XXxrjtlqubX/mlv9f8/K1Xrw2RzXlzYymbjtKR7AkwlsZL9MLffbN56e0/Hj/g4p4//F8/2bzy0onJY4Z2uuuR+6rlmtT+3e3+VvJZD1Bc04e4ttu6fN220q77v/+v/7r5/X/9N206vHYIPPY//8ed78p/+xff3vu3TWljNecKpJjDLbm2/co//nebX/nH/17OCDf37dH/62Dz3R9OrxH/4q3vNr98a9Ll7Nk8+VtpFhEHeBJIMZa2/k1h4VrlWb6sDnNyiO/f3Vl1nM5kR8Bdl1jvzq4sxXUoxd/dxUEK1OED3/ve9/L+SzpQ4oSFAAQgAAEIQAACNRD4Vy8cbP7whcOTqfz7P/te80//o7BiyHfe/sPm5bN/MtmP/s5fvPbh/ibp9+7GyW/85unVMf+7f3JbcTcGVyfLiRCAwGYCS66D7gkiPk8PcbLCL128Eei+rN/8ddf0v/j2m82/fOr/21yrVgKpje2/fOp7Ej6bAWcSwNX5v/2nt2XSG7qRC4FWrHHXk7/8yx/vduvnfu6q3ddfvvvvRe3mkp/ZX77732li9y8qjJ829j/8P4dnxZBfuOVC80u3fPAPDVP0kTYhYIHAkutTn8f/9j/9h/1NfA8BCEAAAhCAQCYEDrzxxhvJxBBnlv3d3/3d7r8O+pmf+ZlMkNCNEgm4j5Jxj/w8dOhQc+WVV5aYAn3OhMBPfvKT3bF07NgxxlImNSm1G24sucfrXXHFFc2RI0dKTYN+Z0Dg7bffbty/7HC/39zvuf7X15690Hz9uXf7m/d8f+N1B5oH7zy6Z5v6m9/77j9ZHPLnP/ILzcmP/KPF5y054aFf/1bz7F+cWXJKc8fPX9M8/GufWHROCQe7jyVyRv5VV13FU7FKKFimfWQON1yY59/4N81fvPGHwztHtvblEHftcV+33/6R5uTFjzC547YPvh85vfjN7u8kd11yfye565Lv1xO/92Lz3HNvzF7bW54ubsvUva+dq8vx2dNnmudP/9CLkzu+pq+27p+/50YTta6pdjFycT8bD/3335psygkYO3dc1/wHO9dNHrd1p7uW/c7vvuwd5gufu6G591dv8j6+1AP/q985N9v1/+Y/O9LccWL6qSKzQQIfMDeHC9w84Ssi8KMf/Wg3mw996EPRs1p6nXIdtHKtil6MjQ26NSX30bLuKX0f/vCHN0bjdMsE3BzOrXkfPny4OX78uGUU5L6RgPtoWfdxMkePHm3cvTi+4hE4cPEXQlIxxP1x434hpfjjJh5mWgpNwIkhTjJyv5CQjELTrju+E4zcWHJ/2DCW6q516OxSfT516LyIH5+Au2nmJvHuptmQGPLEqXeapy7KIVNfN11cOH3ornB/ZD935uvN6TPfnOrC6L57bvzK6D7Vjgcf+dPm1MUbZHNf7rOQT168Ebtz8tq5Q4vc7xaCnBhy9dVXI4YUWcE8Ou3EEOZw+2vx5Etf3r/RY8t7f/uJ5t7/5L/0OLK+Q9xCkLsuuYUgd11a83Xq+R/sO63Wa/i+RFdscLyev3hjvP/lRJvul8/vzO7xsd7vXBSmul9O+HFft9z8oeadi+PpH1y8ke+kbL4gMETgd373O81Xn3xpaNfgNvd34Rc+d/Pgvq0b3c/igxflZd+vkH3x7UOs4+5//OxsUw9cFN53rt8vzM+eGPGAuTlcxK7QVOEE3nzzzd0MUt3MX3LttHStKm1YuTWlM2fO7K4pXXNN3fJ5abUprb9ODHHyo5P7+QfapVUvr/46KcRJRk4KYQ4XtzaIIXF501ogAoghgcAaDIsYYrDogVJGDAkE1mDYuUXFh58+17z46vSjlO++43Bz7064J9dsEUM+9bEvNieuvDV4ZccWtNxNps/fc0O1MkgXbG5iyKtvf3u3e6+de+FSN687dkuU8XCpQd4sJoAYsh/Zlmugi3bbNb/Y3H7NZ/cHrnyLQgypHFF26Q2JOFs62ZVUnJjZ/Voi+LCo2CXH+yECY38HDh3b36a+0YkU0ie893vEkL08+A4CqcUQVwGfa6ibVz/y4CcpWKYEEEMyLUyB3UIMKbBomXaZOVy6wiCGpGNPy0ICiCFCmMZDIYYYHwDC9BFDhDCNh6pdDPno8RuaT3/8S1Gr3N7YWnLTKWoHAzWWkxgydyPd6o3yQKWXhkUM2Y9zbjzvP2P/FotjHjFk/zhgyzoCLCqu42bprF+57w82pauSQ5ZKIa7Tv//4P9zU99JORgwprWL0NzSBHMSQNschQcTSP7RoOZT4ihhSYtXy7DNiSJ51KbFXzOHSVQ0xJB17WhYSQAwRwjQeCjHE+AAQpo8YIoRpPBRiiPEBIEw/BzHEPSXk+Te/0bx+9uXZzCzeKJ+FksEBiCH7i6AQQ1xUa2MeMWT/WGLLOgIsKq7jZuWsoRuZa3Lf+q/h10ghj/zaJ0w81a5bD8SQLg3eQ6BpchJD+vVw1zVr/9iiz6CU7xFDSqlU/v1EDMm/RqX0kDlcukohhqRjT8tCAoghQpjGQyGGGB8AwvQRQ4QwjYeaE0N8Fk9z/igZV957bvyK8SrHST8HMeTJl768KFlrN8oXwUl0MGLIfvAqMcRFtjTmEUP2jyW2rCPAouI6blbO2vq0kC6ntf8yfo2conpKSbf/Jbz3mds8cOfRZuf6Q1mnMzeHy7rzdC4rAjmLIVmBojOTBBBDJvGwcwEBxJAFsDh0kgBzuEk8QXcihgTFS/BYBBBDYpGuvx3EkPprHCtDxJBYpOtvZ25RMYfFU/cUiD/+/m+vLsanPvbF5sSVt64+nxP9CKQWQ9bePLd0o9yvkmmPQgzZz3/rNbAf0cqYRwzpV57v1xJgUXEtufrPWyNk+FBZ8iSPNX2wKoU49jnMbXzGwNwxc3O4ufPZD4GWAGJIS4LXLQQQQ7bQ49wuAcSQLg3ebyHAHG4LvW3nIoZs48fZmRBADMmkEBV0AzGkgiJmkgJiSCaFqKAbc4uKuSyeLn0SRLc0Hz1+Q/Ppj3+pu4n3AQikFkO2jBGeKhNgQKwMiRgyDO6P/va3vD4iafjs/VstCHOIIfvrzpZ1BFhUXMfNwllrpAxfLj5yyJr2t35kjW//czzu1CvvNo8+c362a4/dd3z2mNQHzM3hUveP9sshgBhSTq1y7iliSM7VKatviCFl1Svn3jKHS1cdxJB07GlZSAAxRAjTeCjEEOMDQJg+YogQpvFQU4uKOS2ebrkpihgSZ5CnFEPWPi2kJWPlCQptvjm/IoYMV0f91BDXSu1yCGLI8Fhi63ICLCouZ2bljDVixhI2U0/2WNO2ZSnEcc9pbrNkHAwdOzWHGzqebRAYI4AYMkaG7UsIIIYsocWxUwQQQ6bosG8JAeZwS2hpj0UM0fIkWiICiCGJwFfYLGJIhUVNlBJiSCLwFTY7taiY0+Lp1puitd8AzWFophRDtjwtxLFDHsphBH3QB8SQ8VpsEeTGotZ8bUQMGas625cSYFFxKTE7xz/4yJ82p07/cDJhJ3ecvO2a5vnTZ5qvPvnS5LFDO/tyyKnnf9B87cmXZ9vtx7IuhTgeOc1t+vVZ+v3UHG5pLI63TQAxxHb9VdkjhqhIEgcxhDGgIsAcTkVyeRzEkOXMOCNDAoghGRal0C4hhhRauAy7jRiSYVEK7dLUomJOi6eIIfkPMMSQ/GtUQg8RQ6arhBwyzae7FzGkS4P3WwiwqLiFXt3n+oohX/jczbsg/sVXTze/+6++txhKK4eseUqIawwp5APkOc1tFg+C3glTc7jeoXwLgUkCiCGTeNjpSQAxxBMUh80SQAyZRcQBngSYw3mCCnAYYkgAqISMTwAxJD7zWltEDKm1svHzQgyJz7zWFqcWFZ849U7z1LMXZlOP9TncW26I8kSI2TJuPgAxZDNCAlwkgBgyPwy2XAvHotf45BDEkLFqs30pARYVlxKzc/yv3PcHs8k+8mufaHZOXrt7nJvD/fmzrze/8ZunZ8/rH+Dkjrmnk/TPcd8jhVymghhymQXvINASQAxpSfC6hQBiyBZ6nNslgBjSpcH7LQSYw22ht+1cxJBt/Dg7EwKIIZkUooJuIIZUUMRMUkAMyaQQFXRjqxhy04mDzUN3HYtCYuvN0Htu/EqUflptBDHEauW1eSOG+PHcej0caqU2OQQxZKjKbFtDgEXFNdRsnLNGDHHXppf+6lzz+//yr1eJHkvItk8aWXJOzccihtRcXXJbSwAxZC05zusSQAzp0uD9FgKIIVvocW6XAHO4Lo247xFD4vKmtUAEEEMCgTUYFjHEYNEDpYwYEgiswbAliSF8nEzeAzSVGPLcma83p898cxOc2675xeb2az67KQYnawgghvhzRA6ZZoUYMs2Hvf4EWFT0Z2XtSJ+Pkuk/McRdm44fP94cPXq08Tl/LVOkkP3kfJ6GGFN6399D/y1Tczj/KBwJgaZBDGEUKAgghigoEsMRQAxhHKgIMIdTkVweBzFkOTPOyJAAYkiGRSm0S4ghhRYuw24jhmRYlEK7NLWo+PDT55oXX31vMrO77zjc3LtzZPIY5c4nX/ry6nB8nMxqdF4nphJDtoyJNjGeJtOSSP+KGLKsBsgh47wQQ8bZsGcZARYVl/GydLSP2NH9KJf+HO7U8z9ovvbky/InhyCFDI9CxJBhLmy1TQAxxHb9VdkjhqhIEgcxhDGgIsAcTkVyeRzEkOXMOCNDAoghGRal0C4hhhRauAy73V9UzLCLdKkQAqWJIVtvgtb2UQmxhpl7Wsvzb35jsrkLF95trjn895tjx441d/zs3ZPHqnbytBAVyXziIIYsr8XW6+JQizVcKxFDhirLtjUEWFRcQ83GOT5iSJfEyVs/3Lz//vvN6Rfe6m6WvkcKGceJGDLOhj12CSCG2K29MnPEECVN27EQQ2zXX5k9czglzWWxEEOW8eLoTAkghmRamAK7hRhSYNEy7TJiSKaFKbBbpYkhW0WAGp4a4iSNE1feGnS0uTbcl5NBXj/78qq23MezuK9QH9GydSy0SfExMi2JPF4RQ9bVATlkPzfEkP1M2LKOAIuK67hZOOt3fvc7zVeffCmLVN2TST5/zw3Nzslrs+hPjp1ADMmxKvQpNQHEkNQVqKN9xJA66phDFoghOVShjj4wh0tXR8SQdOxpWUgAMUQI03goxBDjA0CYPmKIEKbxUFNiyP2Pn52lE/ujZJyw8Mff/+3Zfk0dUNLHhnSf1DEkaKjli7a9obammM7tU/fTtaf4CBmkkLnKxd+PGLKOueLaONRyyT8jiCFDFWXbGgIsKq6hZuMc91EwD/76t5Iny1NC/EqAGOLHiaNsEUAMsVXvUNkihoQiay8uYoi9mofKmDlcKLLzcRFD5hlxRAEEEEMKKFIhXUQMKaRQBXQTMaSAIhXSxa1iyAN3Hm12rj8UNdut/zK+hI9IWCpouCehnPzwZ1Y/SWRpe1sKrpBEeFrIlgrkfS5iyPr6IIfsZYcYspcH360nwKLienYWzkz91BD3pJBHHvykBdSbc0QM2YyQABUSQAypsKgJUkIMSQC90iYRQyotbIK0mMMlgP7TJhFD0rGnZSEBxBAhTOOhEEOMDwBh+oghQpjGQ5Uohmy9+Znrx8ko5Iyl/7pf0ebaHyHX1+uO3bJYZkEKWUu8jPMQQ7bVaev1caz1pdeWsTgxtyOGxKRdd1ssKtZdX0V2Dz7yp82p0z9UhFoVgyeG+GHzEUNiPw3Rr+f7j5qaw+0/mi0QGCeAGDLOhj3+BBBD/Flx5DQBxJBpPuz1J8Aczp+V+kjEEDVR4iUhgBiSBHuVjSKGVFnWJEkhhiTBXmWjY4uKp155t3n0mfOzOT923/HZY0IcsPVjRHJ7aohKdnCsfW/gKtvcUmPf/ro2lDe9S/pIoS18SzsXMWR7xZQ/J93eLPlZ7Z6X6j1iSCry9bXLomJ9NVVnlMNHyiCHzFf14afPNS+++t7kgYghk3jYWSEBxJAKi5ogJcSQBNArbRIxpNLCJkiLOVwC6D9tEjEkHXtaFhJADBHCNB4KMcT4ABCmjxgihGk8VKliyNaPk8nlqSGhbuDO5ZeLFNL98fO56bxVCGrb82mrPZbXuAQQQzS8Q11bSvrZQQzRjCWiNA2LiowCHwKpP1LG9RE5ZLpSiCHTfNhrkwBiiM26q7NGDFETtRsPMcRu7dWZM4dTE/WPhxjiz4ojMyaAGJJxcQrrGmJIYQXLuLuIIRkXp7CujYkhPo9adqmmemKI4qZnyqeGuP4//+Y3mtfPvhxsxIzdwM1RCulCGOq3ktdQ/G77vE9LADFEx19xnRzqTSk/Q4ghQ9Vj2xoCLCquoWb3HJUgsnPbz+5CXPoRNcgh42MPMWScDXvsEkAMsVt7ZeaIIUqatmMhhtiuvzJ75nBKmstiIYYs48XRmRJADMm0MAV2CzGkwKJl2mXEkEwLU2C3toghN5042Dx017FkWZf61JCYYkb/Bm7MthUDwz35xH0pBRo+QkZRmXAxEEO0bC3LIYgh2rFkORqLiparvz73JYJIK4F8/p4P/u7ZOXntpYbXfEwNcsglfHveIIbswcE3ENglgBjCQFAQQAxRUCSGI4AYwjhQEWAOpyK5PA5iyHJmnJEhAcSQDItSaJcQQwotXIbdRgzJsCiFdqlkMURxwzOmJKB86sWS4dY+GaU0KWRJjr7H9kUZ3/M4Lh4BxBA9a8W1cqhXuf88IYYMVY1tawiwqLiGGud0CTi5w3392Z+/2txy01XN0WPHmsOHDzVdAaR7fP89ckifyLrv73/87OyJd99xuLl358jscakPGJvDpe4X7ZdHADGkvJrl2GPEkByrUmafEEPKrFuOvWYOl64qiCHp2NOykABiiBCm8VCIIcYHgDB9xBAhTOOhxhYVS/kXdU++9OVNFYx1YzPUjVmf5N1TN6674ubm9Jlv+hxe7TGxal0twEiJIYaEAR3qGpTzzxViSJixZDEqi4oWqx4m5y1zuCVPIGl7/8ivfcJbPmnPqfnVRwx54M6jzc71h7LHMDaHy77jdDA7Aogh2ZWkyA4hhhRZtiw7jRiSZVmK7BRzuHRlQwxJx56WhQQQQ4QwjYdCDDE+AITpb1lUFHaDUBUQGFtULEUM2fpxMq6EoZ8awpM68vhBCV3nPLIsvxeIIeFqaE0OiSWGOK7u6/k3v7GveEMfg9V+RJY72El7u6/HbmlOXHnr7nv+lx8BFhXzq0mpPdo6h0MO2VZ5xJBt/Di7TgKIIXXWNXZWiCGxidfbHmJIvbWNnRlzuNjEL7eHGHKZBe8KJoAYUnDxMus6YkhmBSm4O1sXFQtOna6LCYyJIT4Lp+2jlk+98m5z+tX3dnsW+9HLihudof7Fu+ubu1E4dGNQXEbCzRAIVeOZZtm9ggBiyApoC05RXDOHmnOyw6c//qWhXcm2hRJD+iKI+hrP9SrZkBltmEXFUTTsWEhAMYdDDlkIvXO4z/yGJ4Z0gPHWBAHEEBNlDp4kYkhwxGYaQAwxU+rgiTKHC454tAHEkFE07CiJAGJISdXKu6+IIXnXp6TeKRYVS8qXvoYjsEUMuenEwebFnwoh3R62wkh3W8j3iqeGfOpjX5T9a22EkJDVXh6bm6zLmaU8AzEkPH0rcohKDOmKIGoJZKra7trlvm6/5rNTh7EvAgEWFSNANtKEag6HHLJuwCCGrOPGWXUTQAypu76xskMMiUW6/nYQQ+qvcawMmcPFIr2/HcSQ/UzYUiABxJACi5ZplxFDMi1Mgd1SLSoWmDpdFhPYIoZMdSXmv7ZT3ORU/Gt3hJCpEZFmn6KuaXput1XEkHi1V0h1Q71VinZD8X23rRVDUokgU3khuE3RCb+PRcXwjK20oJzDIYcsGzXuCYePPnN+9qTH7js+e0wOB4zN4XLoG30oiwBiSFn1yrW3iCG5Vqa8fiGGlFezXHvMHC5dZRBD0rGnZSEBxBAhTOOhEEOMDwBh+spFRWG3CFUggaFFRd+F07l0Yy6sKm5wrr2ZaUkIcaLFyQ9/Zrf0J6689dIQeO7M15u//fFfNm+889eXtuXw5p4bv5JDN+jDAgKIIQtgCQ5VXDuHupGDyOArhrhr+GvnXmhe+8l3sv/orxy4DtW79m0sKtZe4Xj5qedwDz7yp82p0z9clMAjv/aJZufktYvOqeFg3/lNzPnLFq5Dc7gt8TjXLgHEELu1V2aOGKKkaTsWYojt+iuzZw6npLksFmLIMl4cnSkBxJBMC1NgtxBDCixapl1WLypmmibdikBgaFHRd+F0rnsxF1bdjb0//v5vz3Vpcv/Sp0tYEkJ8bka+9dZbzfvvv998790/aV4/92LyG6w+fZ4cEOxMQgAxJD72WuWQMTGkJBFkbDRwfRsjE2Y7i4phuFqMGmIOhxziN5J85zcx5y9+PR8+amgON3wkWyEwTQAxZJoPe/0IIIb4ceKoeQKIIfOMOMKPAHM4P04hjkIMCUGVmNEJIIZER15tg4gh1ZY2emIhFhWjJ0GDWRAYWlR84tQ7zVPPXtjcv9gLq4qbm3M321LKIE5cue6Km5vTZ765uTa+AeZ4dOO0YsjVV1/dHDhwYHeXe5JIzP62/VnS7/YcXvMggBiSpg6K6+dQz9vr1u3XfHZod9BtTgz5qx/+WXPkyJHmu+f/z922Xj/7ctA2YwbnOhePNouK8VjX3lKoORxyyPzIQQyZZ8QRNgkghtisuzprxBA1UbvxEEPs1l6dOXM4NVH/eIgh/qw4MmMCiCEZF6ewriGGFFawjLsbalEx45TpWiACNYkhiqeGOMz9G5mp/3W564/7+Jb2o1tC3cDtD7GlNx2HxJA2ZkxBZO1HArV95TUtAcSQdPxDXluWXk/WUkh9vV7b7y3nxWK7pY+ln8uiYukVzKf/IedwyCHTdUYMmebDXrsEEEPs1l6ZOWKIkqbtWIghtuuvzJ45nJLmsliIIct4cXSmBBBDMi1Mgd1CDCmwaJl2OeSiYqYp061ABEKJIXffcbi5d+dIoF6Ph1Xf2HRSRqp/Yd4XQtqsVQJMG2/odc2NxikxxLXh5BD3FfIJIkghu4iL/h9iSNryqa+h/WzWXFv6Mdrv3bXQfT3/5jd2X1Ndq3cbT/w/9/vi0x//UuJe1Ns8i4r11jZ2ZqHncGvkkP/8nhubL3zu5tgoJts79fwPmq89+cETnm6//SO7x27to88TEW86cbB56K5jk33LZefQHC6XvtGPsggghpRVr1x7ixiSa2XK6xdiSHk1y7XHzOHSVQYxJB17WhYSQAwRwjQeCjHE+AAQph96UVHYVUJlTmBoUfHhp881L7763qaeP3Dn0Wbn+kObYqw5OYY0saZfS8+Zu3ka8ubtXNtjucyJIe15IZ4esrbPbZ94zYcAYkj6WoT4Ge1n5X5m3ZfvR8wggfQJDn/PtXCYy9atLCpuJcj5LYHQczgnVDz4699qm/N+zUUOaYWQU6d/uK/vO7f9bPPIg5/ct913A2KILymOs0YAMcRaxcPkixgShqvFqIghFqseJmfmcGG4+kRFDPGhxDHZE0AMyb5ExXQQMaSYUmXf0dCLitkDoIMyAqHEkMfuOy7r49JAIaWJpX1ZevzYU0L6cUIJMFtuKvqKIW0uipvPW/rb9oPXvAgghuRRD8XPp28mrSRy3bFbLp3y2rkXmtd+8p3d7y0/CeQSkAVvuC4ugOV5KIuKnqA4bJZAjDlciXLIlBDShbpFYEEM6ZLkPQQuE0AMucyCd+sJIIasZ8eZewkghuzlwXfrCTCHW89u65mIIVsJcn4WBBBDsihDFZ1ADKmijFkkEWNRMYtE6URwAkNiyP2Pn93UbqqPkWk7HUqaaOOHel36UQAhBJh7bvzK6vSWiiFtQ65e7iaw+3I3gqduAjtG111xc+NuIJ+48tY2BK8VEUAMyaeYMeWQfLKuoydLf5/UkXW4LFhUDMfWWuRYc7i1coirxxb5Ymk9fYWQbtzff/wfdr/1fo8Y4o2KA40RQAwxVvBA6SKGBAJrMCxiiMGiB0qZOVwgsB5hEUM8IHFI/gQQQ/KvUSk9RAwppVL59zPWomL+JOjhVgIhxJCUTwtpeZR2Q3PNv/BWCzBr+tDydq9rxZBuDN5DADEkrzFQ2rU0L3rpe/Opj30RiU5QBhYVBRAJsUsg9hzuwUf+tBn6WJa5criPbbn99o80X/jczXOHLtrvRBD39bUnX17VL3duSDEktdzu8vP9GprD+Z7LcRDoEkAM6dLg/VoCiCFryXFenwBiSJ8I368lwBxuLbnt5yGGbGdIhAwIIIZkUIRKuoAYUkkhM0gj9qJiBinThUAE+ouKp155t3n0mfObWstBDHEJhHiixiYwAyf7fnTMwKm7m5586ctjuxZt3yqFuMYQQxYh5+ARAoghI2ASbkYOSQhf0LTi+r62G05gdF/tU6F23//0I4J2d3T+554G1f3K6clQLCp2K8P7LQRSzOHWyiFtnu4JIu5rjSTSiiDu/C0yiDu//Vorhjz89LnmxVffa8MMviKGDGJhY+UEEEMqL3Ck9BBDIoE20AxiiIEiR0qROVwk0APNIIYMQGFTeQQQQ8qrWa49RgzJtTLl9SvFomJ5lOixD4G+GOLzmOWpuDktqKqfqDGV95p9ikf9q+SXLR8h0+aOGNKS4HULAcSQLfTCnZv79TRc5nVEjiWHuHHy/Jvf2IU29bFgS6m2HyPmzrv9ms8uPX3z8SwqbkboHaArE+UkB3knMHNgqjncVjmkm1b7NJHutvb9c8+90b5d/USQSwEG3mz5mBvEkAGgbILARQKIIQwDBQHEEAVFYjgCiCGMAxUB5nAqksvjIIYsZ8YZGRJADMmwKIV2CTGk0MJl2O1Ui4oZoqBLGwnULIY4NDn+S/etTwnpllxxs1Z1wxAxpFsZ3q8lgBiyllyc81QyWpzexm3FXdvd18kPf2ZPwyeuvPXS9+1Nb7ehfYrG6TPfvLQ/5BvVtb7fx1YGUYog/TaGvnf5uK8Y8gCLikMV0G2bG0Ohxq4uA/9IKedwv/O732m++uRL/p3N8Mi1TwtxqSCGZFhQupQFAcSQLMpQfCcQQ4ovYTYJIIZkU4riO8IcLl0JEUPSsadlIQHEECFM46EQQ4wPAGH6KRcVhWkQKgMCajHkgTuPNjvXH8ogs8tdyEUOUQohbXYKMUTxtBDXH8SQtiq8biGAGLKFXpxzc7mmxsl2vJW+CNIVQMbPGt7jmL528SNWQssVyhvsczfzhzMNt7UVRUI8UYRFxTB1WzqGlOM3TEbzUVPP4UqVQ9xTSj5/zw3Nzslr5yGPHHH/42dH9lzenNOTDy/3avhdfw43fBRbITBPADFknhFHzBNADJlnxBF+BBBD/Dhx1LEqt1UAAEAASURBVDwB5nDzjEIdgRgSiixxoxJADImKu+rGEEOqLm/U5FIvKkZNlsaCEugvKvr8a7qpDj123/Gp3cn2pbyRGUIIaUFuFUNc3z798S+14Ta9IoZswsfJPyWAGFLGUEh5TU1FqCuCbJFApvofQxBRXPdLeHKMUhRhUXFq1K7bt/YaUrocksMcriQ5RCGEtCPURwzJUXBv+99/7c/h+vv5HgK+BBBDfElx3BQBxJApOuxbQgAxZAktjp0iwBxuik7YfYghYfkSPRIBxJBIoA00gxhioMiRUsxhUTFSqjQTmEC7qPjdt69s/vL1pnnq2QubWsxVDHFJrb0JsRZIrJsXT7705bVdbJR9RAxZXQZO7BBADOnAyPztVjEt8/SaGCLIGIPQv6+2yCElSCF9ri7f6664efXHzrCo2Ce6/fstf7t86mNfbELJWdszm46Q0xwuZ0FEKYS0FUEMaUnwCoG9BBBD9vLgu3UEEEPWceOs/QQQQ/YzYcs6Aszh1nFTnIUYoqBIjOQEEEOSl6CaDiCGVFPK5InktKiYHAYd2ETgX3zr75o/+PbBTTHak286cbB56K5j7bfZvoa84eZuPp388Gei3rDYcnMFMSTbYWq2Y4gh5ZU+5DU1Jo2t8kCIvoZku0YOKVEKGaqL+93nvnw/doZFxSGK67dtHddrxu763mrPzG0Ol5scEkIIaSuIGNKS4BUCewkghuzlwXfrCCCGrOPGWfsJIIbsZ8KWdQSYw63jpjgLMURBkRjJCSCGJC9BNR1ADKmmlMkTyW1RMTkQOrCKwBOn3tn8hJBuwyV9LvfWmxLdvN37FEJI24ctN+qU/+qWJ4a0FeF1CwHEkC300p6rvq6Gzqa9brt2cn76QOgns/j+HtjyuyZ0LbfE95FEWFTcQnj/uVuE1jaa77htj8/lNdc5XGpBJKQQ0tYeMaQlwSsE9hJADNnLg+/WEUAMWceNs/YTQAzZz4Qt6wgwh1vHTXEWYoiCIjGSE0AMSV6CajqAGFJNKZMnkuuiYnIwdGARAZ8F0iUBSxJD2ry23MhsbyqmvqG45abhPTd+pUWx+RUxZDNCAlwkgBhS9jBw16PXzr3QnD7zzawScddr9+We6OS+Ul+3dzux8H9bfl/NNTV3kz1k23N9i7nfjZOhj5xhUVFXhS1/s3R7oXziWTdu6Pe5z+GcIOK+vvrkS6FRNDFkkDaJU6+82zz6zPn229HXnD8Ss9/p9uNAr7rqqubQoUP93XwPAW8CiCHeqDhwggBiyAQcdi0igBiyCBcHTxBgDjcBJ/AuxJDAgAkfhwBiSBzOFlpBDLFQ5Tg55r6oGIcCrWwh4LtAuqSNEsWQNr/2Zqb7/rWffKd5/ezL7a7d1/am4tANoz0HJvhm7U0W9U0VxJAExa+wScSQOorqRAL3lUoQcdfsnz1yQ3P8wseb66/8uebqq6+uAmxIQWNMDgnZZu5FaZ8mcvOVv9D85Cc/aY4dO9ZcccUVuXc76/6t/Zuln5T7Gf/0x7/U35z99yXN4dSSiBNB3Nfn77mh2Tl5bdRa+c57EEOiloXGMiGAGJJJIQrvBmJI4QXMqPuIIRkVo/CuIIakKyBiSDr2tCwkgBgihGk8FGKI8QEgTL+kRUVh2oQSElB/jIzr2gN3Hm12rq/rX6y5Gxgl/MvyNY9lH7sJuHaYIYasJcd5XQKIIV0adbwPLRa04l7/aSDnz59v3HXp6NGj1YghbkSobqwPja7+74XQtRvqQ67bbjj+nzaHDx9u/sF1v5RrF4vol2r8IobEL/ep53/QPH/6zG7Dzz33xmgHbr/9I7v7Tt52ze5rbAlkqGOIIUNU2AaBDwgghjASFAQQQxQUieEIIIYwDlQEEENUJJfHQQxZzowzMiSAGJJhUQrtEmJIoYXLsNuIIRkWpbAuhRBDSvpXdoWVa7a7S2+0qJ8W4jqIGDJbJg7wIIAY4gGp0EOcZOC+tjxFxN0Mbp/c5GJNiXu1iiEub/f1R3/7W/uebvXBnm3/b+UQpJBxju2TRG6/5rPjB7FnkIBq3Ib4O2aww+KNzOHEQD3D+c57SprL8FEynsXnsFkCiCGziDjAgwBiiAckDvEigBjihYmDPAgghnhACnQIYkggsISNSwAxJC7vmltDDKm5unFzY1ExLu8aW3v46XPNi6++J02tpMVUaeKZBPOVQ0LdTEEMyWQgFN4NxJDCC7ig++6a9dq5F3bPcB/h1f/yFUD657Xf1y6GuDxDyRtOwOl/pFrLlde9BJBE9vIY+879vD//5jdk4yrU3zJj/VdtZw6nIrksjo8YctOJg81Ddx1bFjjh0YghCeFX1jRiSGUFTZQOYkgi8BU2ixhSYVETpYQYkgj8xWYRQ9Kxp2UhAcQQIUzjoRBDjA8AYfosKgphGg11/+NnpZmXtpgqTT6jYHM3XkLeSEEMyWggFNwVxJCCi5dZ1y2IIQ55KDkks3IW0R0kkeEyhRij99z4leHGMt/KHC5NgRBD0nCn1TIIIIaUUafce4kYknuFyukfYkg5tcq9p4gh6SqEGJKOPS0LCSCGCGEaD4UYYnwACNNnUVEI02goxJD6C+9uxLiv647dsvs69ZELuwds/B9iyEaAnL5LADGEgaAiYEUMcbxC3HhX1cFqnPZjj1z+Vj9yZk5WXTs2Qkqua/vkex5zOF9S2uMQQ7Q8iVYXAcSQuuqZKhvEkFTk62sXMaS+mqbKCDEkFXmeGJKOPC1LCSCGSHGaDoYYYrr80uRZVJTiNBfs1CvvNo8+c16a9913HG7u3TkijUmwsggghpRVr1x7ixiSa2XK65clMcRVJ2c5pCtJtLJif0S1HyvktruPFqrxo2zaJ4o4BqFlzT7f2N//0d/+VrAaIobErmb57fmIIaXNZfgomfLHZS4ZIIbkUomy+4EYUnb9cuo9YkhO1Si7L4gh6erHE0PSsadlIQHEECFM46EQQ4wPAGH6iCFCmAZD+SyOLsVS2mLq0vw4fp4AYsg8I46YJ4AYMs+II/wIWBNDHJWc5BB3836rAOGeONEKI6fPfNOv8AUdVaMoEnoMliyFuKHJHC7ND+jDT59rXnz1vcnGS5vLIIZMlpOdCwgghiyAxaGjBBBDRtGwYyEBxJCFwDh8lABiyCia4DsQQ4IjpoEYBBBDYlC20QZiiI06x8iSRcUYlOttAzGk3tqmzAwxJCX9etpGDKmnlqkzsSiGOOahb8z71DXkzXuXn/uq8aki/SerlPJUkVAfGdMfayHHVb+tUN8zhwtFdjouYsg0H/baJoAYYrv+quwRQ1QkiYMYwhhQEUAMUZFcHgcxZDkzzsiQAGJIhkUptEuIIYUWLsNus6iYYVEK6lIIMeSBO482O9cfKogCXVUTQAxRE7UZDzHEZt1DZG1VDHEsU8ohsW/et6JIjU8UcbXsyiK3X/NZtymbr1hCiEs49rgKBZk5XCiy03ERQ6b5sNc2AcQQ2/VXZY8YoiJJHMQQxoCKAGKIiuTyOIghy5lxRoYEEEMyLEqhXUIMKbRwGXabRcUMi1JQl3wWR5emgxiylFh9xyOG1FfTFBkhhqSgXmeblsUQV1F30/6Pv//bUYub+uZ9+9EzNT5NpFvIVLKI4+u+nn/zG83rZ1/udinoe5fvpz/+paBtxArOHC4W6b3t3P/42b0bBr4rbS7DR8kMFJFNqwgghqzCxkk9AoghPSB8u5oAYshqdJzYI4AY0gMS8VvEkIiwaSocAcSQcGytRUYMsVbxcPmyqBiOrYXIIcSQx+47bgEdOU4QQAyZgMMubwKIId6oOHCGgHUxxOGJKYeklkKGhkPtTxPp5tyVRa47dkuj+BiaHESbHMdVl/vS98zhlhLTHI8YouFIlDoJIIbUWdfYWSGGxCZeb3uIIfXWNnZmiCGxiV9uDzHkMgveFUwAMaTg4mXWdcSQzApScHdYVCy4eBl0HTEkgyJU2AXEkAqLmiAlxJAE0CttEjHkg8LGkENKuHmfg+SQ4ketL4yM9eG1cy807kkr7ivm00DG+uO2lzCupvo/tI853BCV8NsQQ8IzpoVyCSCGlFu7nHqOGJJTNcruC2JI2fXLqfeIIemqgRiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNNgKMQQg0WPkDJiSATIBppADDFQ5EgpIoZcBh1SDin15r2lp4lcHgnlvCt1XM0RZg43R0i//9Qr7zaPPnN+NnBpTz/ko2RmS8oBngQQQzxBcdgkAcSQSTzsXEAAMWQBLA6dJIAYMokn6E7EkKB4CR6LAGJILNL1t4MYUn+NY2XIomIs0nW2oxZDbjpxsHnormN1wiIrbwKIId6oOHCCAGLIBBx2LSKAGLIXlxMhTp/55t6NG7+r5eY9ksjGgSA+vZZxNYSFOdwQlbDbEEPC8iV6+QQQQ8qvYQ4ZIIbkUIU6+oAYUkcdc8gCMSRdFRBD0rGnZSEBxBAhTOOhEEOMDwBh+iwqCmEaDIUYYrDoEVJGDIkA2UATiCEGihwpRcSQ/aCVckitN+/bj5xRSzT7q8GWPgH3sTcnP/yZ5sSVt/Z3VfM9c7j4pUQMic+cFssigBhSVr1y7S1iSK6VKa9fiCHl1SzXHiOGpKsMYkg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTIOhnjj1TvPUsxdkmd99x+Hm3p0jsngEKpMAYkiZdcut14ghuVWk3P4ghgzXTiGH1CqF9IkhifSJhPveyphiDhduDI1F9p338FEyYwTZXjsBxJDaKxwnP8SQOJwttIIYYqHKcXJEDInDeagVxJAhKmwrjgBiSHEly7bDiCHZlqa4jrGoWFzJsuqw77+c8+00YogvqbqPQwypu76xskMMiUW6/nYQQ8ZrvEUOsXIDv0uvXVT87vk/as5c+G7z+tmXu7t5v5HApz72xaqfEtLFwxyuSyPOex8xpMSPxfzxj3/cuBuxV111VXPo0KE4MGmlSgKIIVWWNXpSiCHRkVfbIGJItaWNnlg7hzt27FhzxRVXRG/fcoOIIZarX1HuiCEVFTNxKoghiQtQUfMsKlZUzESp3P/4WVnLiCEylEUHQgwpunzZdB4xJJtSFN8RxJDpEq6RQyzdwO/SG1pUdPxe+8l3kES6oBa+tygZMYdbOEgEhyOGCCASomoCiCFVlzdacogh0VBX3xBiSPUljpbg0BwuWuPGG0IMMT4AakkfMaSWSqbPAzEkfQ1q6QGLirVUMl0ePoukrnfuX9C9+Op7kx1FDJnEY2YnYoiZUgdNFDEkKF5TwRFD5svtK4d89PgNzac//qX5gJUeMbeo6Di6r9NnvlkpAW1abjyd/PBnzDwlpEuPOVyXRpz3PnMenhgSpxa0kicBxJA861JarxBDSqtYvv1FDMm3NqX1bG4OV1o+JfUXMaSkatHXUQKIIaNo2LGQAGLIQmAcPkqARcVRNOxYQGBqodQtkP7qHYebR585PxvxgTuPNjvX8wjjWVCVH4AYUnmBI6WHGBIJtIFmEEP8izz09At38/66K25urjt2i8kb+F16SxYVX337281r517YPR1RpEuxaSwLIS0J5nAtiXivDz99rkrJnY+SiTeGam8JMaT2CsfJDzEkDmcLrSCGWKhynByXzOHi9MhOK4ghdmpddaaIIVWXN2pyiCFRcVfdGIuKVZc3anL/9rs/bk6//n7zhy8c3m3XCSHu66G7ju2++nzkDGLILirz/0MMMT8EJAAQQyQYCXKRAGLIumHgxIYTV9667uRKz9q6qNg+UcTqR88ghFz+wWAOd5lFrHeIIbFI006pBBBDSq1cXv1GDMmrHiX3BjGk5Orl1fetc7i8simrN4ghZdWL3o4QQAwZAcPmxQQQQxYj44QRAiwqjoBh82ICc//aDDFkMVKzJyCGmC29NHHEEClO08EQQ0yXX5q8elHRylNFEEL2D0PmcPuZhN6CGBKaMPFLJ4AYUnoF8+g/YkgedaihF4ghNVQxjxzUc7g8siqjF4ghZdSJXs4QQAyZAcRubwKIId6oOHCGAIuKM4DY7U1gSgw59cq7Xh8l89h9x73b48B6CSCG1FvbmJkhhsSkXXdbiCF11zdmdjEWFWt5qggyyPTIZA43zSfEXh/J/e6LH595786REM0Hizk1hwvWKIGrJIAYUmVZoyeFGBIdebUNIoZUW9roicWYw0VPqpAGEUMKKRTdnCaAGDLNh73+BBBD/Flx5DQBFhWn+bDXn8DUoiJiiD9HjmwaxBBGgYIAYoiCIjEcAcQQxoGKQIpFxe5TRXL/CJpWBnG8+Rii6VHHHG6aT4i9PmJIiR+LOTWHC8GRmPUSQAypt7YxM0MMiUm77rYQQ+qub8zsUszhYuaXc1uIITlXh755E0AM8UbFgTMEEENmALHbmwCLit6oOHCGwNSiImLIDDx27yGAGLIHB9+sJIAYshIcp+0jgBiyDwkbVhLIZVExF1nEiSDXXXFzc92xWxBBFo4p5nALgQkORwwRQCRE1QQQQ6oub7TkEEOioa6+IcSQ6kscLcFc5nDREs6oIcSQjIpBV9YTQAxZz44z9xJADNnLg+/WE2BRcT07ztxLYEoMeeLUO81Tz17Ye8LAd3yUzAAUg5sQQwwWPUDKiCEBoBoNiRhitPAB0s55UTG0LOIkEPd18sOf2X3liSC7GFb/jzncanSrT0QMWY2OE40QQAwxUujAaSKGBAZsKDxiiKFiB0415zlc4NSTh0cMSV4COqAggBiioEgMRwAxhHGgIsCioookcbaKITedONg8dNcxQEKAj5JhDEgIIIZIMBLkIgHEEIaBikCJi4pOGHFfr5174YPXn3xn99X97/WzL+++b6WPSzsuvmmfBOK2IYF0yWjeM4fTcPSNUvPTD6fmcL58OA4CjgBiCONAQQAxREGRGI4AYgjjQEWgxDmcKvfUcRBDUleA9iUEEEMkGAlykQBiCMNARYBFRRVJ4kwtKvo8MQQxhDHUEuCJIS0JXrcQQAzZQo9zuwQQQ7o0eL+FAIuKW+hxbpcAc7gujfDvEUPCM6aF8gkghpRfwxwyQAzJoQp19AExpI465pAFc7h0VUAMSceeloUEEEOEMI2HQgwxPgCE6bOoKIRpPBRiiPEBIEwfMUQI03AoxBDDxRenjhgiBmo4HIuKhosvTp05nBjoTDgfyd2FKPFjMafmcDNY2A2BPQQQQ/bg4JuVBBBDVoLjtH0EEEP2IWHDSgLM4VaCE5yGGCKASIj0BBBD0teglh4ghtRSyfR5sKiYvga19GBqUdFnMfXuOw439+4cqQUHeWwggBiyAR6nXiKAGHIJBW82EkAM2QiQ0y8RYFHxEgrebCTAHG4jwIWn+8xlSn364dQcbiEmDjdOADHE+AAQpY8YIgJJGD5KhjEgI8AcToZycSDEkMXIOCFHAoghOValzD4hhpRZtxx7zaJijlUps09Ti4oPP32uefHV9yYTQwyZxGNqJ2KIqXIHSxYxJBhac4ERQ8yVPFjCLCoGQ2suMHO4uCVHDInLm9bKJIAYUmbdcus1YkhuFSm3PzwxpNza5dZz5nDpKoIYko49LQsJIIYIYRoPhRhifAAI02dRUQjTeCjEEOMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODHQmXCIITOA2A2BiwQQQxgGCgKIIQqKxHAEEEMYByoCzOFUJJfHQQxZzowzMiSAGJJhUQrtEmJIoYXLsNssKmZYlEK7hBhSaOEy7DZiSIZFKbBLiCEFFi3TLiOGZFqYArvFomKBRcu0y8zh4ham5qcfTs3h4lKmtdIJIIaUXsE8+o8YkkcdaugFYkgNVcwjB+Zw6eqAGJKOPS0LCSCGCGEaD4UYYnwACNNnUVEI03ioqUXFmhdTjZc9SPqIIUGwmguKGGKu5MESRgwJhtZcYBYVzZU8WMLM4YKhHQxc81xmag43CIONEBghgBgyAobNiwgghizCxcETBBBDJuCwaxEB5nCLcEkPRgyR4iRYKgKIIanI19cuYkh9NU2VEYuKqcjX1+7UomLNi6n1VTJ9Rogh6WtQQw8QQ2qoYh45IIbkUYcaesGiYg1VzCMH5nBx61DzXGZqDheXMq2VTgAxpPQK5tF/xJA86lBDLxBDaqhiHjkwh0tXB8SQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ00tKt7/+NlZOg/cebTZuf7Q7HEcUD8BxJD6axwjQ8SQGJRttIEYYqPOMbJkUTEGZRttMIeLW2efuczddxxu7t05Erdjgtam5nCC8IQwRAAxxFCxA6aKGBIQrrHQiCHGCh4wXeZwAeHOhEYMmQHE7jIIIIaUUacSeokYUkKVyugji4pl1KmEXk4tKvospiKGlFDlOH1EDInDufZWEENqr3C8/BBD4rGuvSUWFWuvcLz8mMPFY+1aqnkuMzWHi0uZ1kongBhSegXz6D9iSB51qKEXiCE1VDGPHJjDpasDYkg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhphYVa15MNV72IOkjhgTBai4oYoi5kgdLGDEkGFpzgVlUNFfyYAkzhwuGdjBwzXOZqTncIAw2QmCEAGLICBg2LyKAGLIIFwdPEEAMmYDDrkUEmMMtwiU9GDFEipNgqQgghqQiX1+7iCH11TRVRiwqpiJfX7tTi4o1L6bWV8n0GSGGpK9BDT1ADKmhinnkgBiSRx1q6AWLijVUMY8cmMPFq8OpV95tHn3m/GyDj913fPaYHA+YmsPl2F/6lC8BxJB8a1NSzxBDSqpW3n1FDMm7PiX1jjlcumohhqRjT8tCAoghQpjGQyGGGB8AwvRZVBTCNB5qalERMcT44FiYPmLIQmAcPkgAMWQQCxtXEEAMWQGNUwYJsKg4iIWNKwgwh1sBbeUpiCErwXGaOQKIIeZKHiRhxJAgWE0GRQwxWfYgSTOHC4LVKyhiiBcmDsqdAGJI7hUqp3+IIeXUKveesqiYe4XK6d9WMaTUf2VXToXK6SliSDm1yrmniCE5V6esviGGlFWvnHvLomLO1Smrb8zh4tULMSQea1oqmwBiSNn1y6X3iCG5VKL8fiCGlF/DXDJgDpeuEogh6djTspAAYogQpvFQiCHGB4AwfRYVhTCNhxoTQ2pfTDVe9iDpI4YEwWouKGKIuZIHSxgxJBhac4FZVDRX8mAJM4cLhnZf4CdOvdM89eyFfdu7G246cbB56K5j3U3FvB+bwxWTAB3NhgBiSDalKLojiCFFly+rziOGZFWOojvDHC5d+RBD0rGnZSEBxBAhTOOhEEOMDwBh+iwqCmEaDzW2qIgYYnxgrEgfMWQFNE7ZRwAxZB8SNqwkgBiyEhyn7SPAouI+JGxYSYA53EpwK05DDFkBjVNMEkAMMVl2edKIIXKkZgMihpgtvTxx5nBypN4BEUO8UXFgzgQQQ3KuTll9Qwwpq14595ZFxZyrU1bfEEPKqlfOvUUMybk65fQNMaScWuXeU8SQ3CtUTv9YVCynVrn3lDlcvAohhsRjTUtlE0AMKbt+ufQeMSSXSpTfD8SQ8muYSwbM4dJVAjEkHXtaFhJADBHCNB4KMcT4ABCmz6KiEKbxUIghxgeAMH3EECFMw6EQQwwXX5w6YogYqOFwLCoaLr44deZwYqAT4R5++lzz4qvvTRzRNHffcbi5d+fI5DG57hybw+XaX/qVLwHEkHxrU1LPEENKqlbefUUMybs+JfWOOVy6aiGGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HmpsUZGPkjE+MFakjxiyAhqn7COAGLIPCRtWEkAMWQmO0/YRsLKo6P72G/s6PXODfey8tdvn2rvtxMHZ0D7H7Fx/aDaO8gDmcEqa07EQQ6b5sBcCLQHEkJYEr1sIIIZsoce5XQKIIV0avN9CwMocbgujUOcihoQiS9yoBBBDouKuujHEkKrLGzU5FhWj4q66McSQqssbNTnEkKi4q20MMaTa0kZPDDEkOvJqG8xlUXGpuDEmV8w9RaHaQq5M7KYJCWVIPulv68onzOFWFmHFaYghK6BxikkCiCEmyy5PGjFEjtRsQMQQs6WXJ57LHE6eWAEBEUMKKBJdnCeAGDLPiCP8CCCG+HHiqHkCLCrOM+IIPwKIIX6cOGqeAGLIPCOOmCeAGDLPiCP8CCCG+HHiqHkC6kXFvuDRFTi67xE45mtT6hE3fLRpDh784KknfZHE5dTf1pVLSs05dr/vf/zsbJMP3Hm0KZXt2BxuNmkOgECPAGJIDwjfriKAGLIKGycNEEAMGYDCplUE1HO4VZ0wehJiiNHC15Y2YkhtFU2XD2JIOva1tYwYUltF0+UztqjIR8mkq0mpLSOGlFq5vPqNGJJXPUruDWJIydXLq+9Ti4pIHnnVylJvuk8y6Ysk3e9LFR+21hIxZCtBzrdCADHESqXD5okYEpavpeiIIZaqHTbXqTlc2JaJjhjCGKiCAGJIFWXMIgnEkCzKUEUnEEOqKGMWSYyJIU+ceqd56tkLk310C9IP3XVs8hh22iGAGGKn1iEzRQwJSddWbMQQW/VWZtuVPdwTPJ77/oXm/ffeaw5cfMKDe8oDT/JQ0iZWbAKtUNKVR1wfut/XIJMghsQeWbRXKgHEkFIrl1e/EUPyqkfJvUEMKbl6efUdMSRdPRBD0rGnZSEBxBAhTOOhEEOMDwBh+oghQpjGQyGGGB8AwvQRQ4QwDYdCDDFcfHHqiCFioBWFa8WP9mNb2leEj4qKTCoyAq1I4gJ25ZHu+9xEEgtPPhybw8kKTyAzBBBDzJQ6aKKIIUHxmgqOGGKq3EGTRQwJincyOGLIJB52lkIAMaSUSuXfT8SQ/GtUSg8RQ0qpVP79HFtU5Ikh+dcutx4ihuRWkTL7gxhSZt1y7DViSI5VCd+nVvpwLTnho5U+3PeIH44CXxAIR2BOIoklkCCGhKsxkesjgBhSX01TZIQYkoJ6nW0ihtRZ1xRZIYakoP5Bm4gh6djTspAAYogQpvFQiCHGB4AwfcQQIUzjoRBDjA8AYfqIIUKYhkMhhhguvjh1xBAx0AzCIX1kUAS6AAERgVYi6T55xL1XyCM+grtL47H7jouyiR9mbA4Xvye0WDoBxJDSK5hH/xFD8qhDDb1ADKmhinnkgBiSrg6IIenY07KQAGKIEKbxUIghxgeAMH3EECFM46HGFhV9FlTdgu5Ddx0zTpD0WwKIIS0JXrcQQAzZQo9zuwQQQ7o0ynzfiiC/9+wFnvZRZgnpNQRWE9gijliYx4zN4VYD50SzBBBDzJZemjhiiBSn6WCIIabLL00eMUSKc1EwxJBFuDg4VwKIIblWprx+IYaUV7Nce4wYkmtlyuvX2KKihQXV8qqVd48RQ/KuTym9QwwppVL59xMxJP8aDfXQySBOBHFffPTLEKH429ob9DFb7j5FYqjd7kcEDe132xg/Y2Tq2O7GZTtO+k8asTCPGZvD1VFdsohJADEkJu1620IMqbe2sTNDDIlNvN72EEPS1RYxJB17WhYSQAwRwjQeCjHE+AAQpo8YIoRpPNTYoqKFBVXjpZenjxgiR2oyIGKIybIHSRoxJAhWeVBEkO1Ip8SN9sZ5t5WhbW6/4iM8uu2U8L59Ks1UX+cklP5+hJQpmmH33X3H4UsNPPVTwezSht4bd+y9O0d6W8v5dmwOV04G9DQXAoghuVSi7H4ghpRdv5x6jxiSUzXK7gtiSLr6IYakY0/LQgKIIUKYxkMhhhgfAML0EUOEMI2HGltURAwxPjBWpI8YsgIap+wjgBiyDwkbVhJADFkJLvBp7Y14Ph7mMui+2NGKG+1re6RFcaPNveTXdsy7HNx16blXLjRHDh9pDh06dCkt5JJLKKK9QQyJhpqGMieAGJJ5gQrpHmJIIYUqoJuIIQUUqZAuIoakKxRiSDr2tCwkgBgihGk8FGKI8QEgTB8xRAjTeCjEEOMDQJg+YogQpuFQiCGGiy9OHTFEDHRlOHdT3N30dv9ZeJJCV/Loih3d9w4lksfKAVX4aWvncF25xCHoiyT9bRZ+1rYOBcSQrQQ5vxYCiCG1VDJtHoghafnX1DpiSE3VTJsLYkg6/ogh6djTspAAYogQpvFQiCHGB4Aw/bWLisIuEKoSAoghlRQygzQQQzIoQgVdQAypoIiZpIAYErcQ7Y3r2iQQJ3q469L7F//7+YvvDx8+3CB5xB1bNbWWYg7X/mw6jn2hpPu9NZkEMaSmnyxy2UIAMWQLPc5tCSCGtCR43UoAMWQrQc5vCSCGtCTivyKGxGdOiwEIIIYEgGo0JGKI0cIHSDvFomKANAiZAQHEkAyKUEkXEEMqKWTiNBBDEhegouYRQ8IVs73RXLoE0n+6R1f46D7Rg0XFcGPJWuRS5nDdn/FujVqRpAaJ5IE7jxb95J6xOVy3XryHgA8BxBAfShwzRwAxZI4Q+30JIIb4kuK4OQLM4eYIhduPGBKOLZEjEkAMiQi78qYQQyovcMT0SllUjIiEplYSGFtUfOLUO81Tz16YjOpuqDx017HJY9hphwBiiJ1ah8wUMSQkXVuxEUO217t/c9jdFC7phnArfrTCR/valT58KLGo6EOJY3wI1DiHa68TLv9WHOm+z/WagRjiM2I5xgIBxBALVQ6fI2JIeMZWWkAMsVLp8HkyhwvPeKwFxJAxMmwvigBiSFHlyrqziCFZl6eoztW4qFhUASrqLGJIRcVMnApiSOICVNI8YkglhZxIo3sTceKw3V3dm4xzx/b3uwXqc+fPNYcOHWqOHR2XGLe00W+zFQ/62/vf+x63VGDotzP3fVuLlkH7muuN3G4+rfThtjmeXaZqbiwqdsnzfgsB63O4/jXHsUx13XnsvuNbSpn83LE5XPKO0YHiCCCGFFeyLDuMGJJlWYrsFGJIkWXLstPM4dKVBTEkHXtaFhJADBHCNB4KMcT4ABCmb31RUYjSfKixRUW3cPvoM+cn+fDEkEk85nYihpgreZCEEUOCYF0UtL1x1z2pvXE3t63dX4JY0Pa19NeuIDGWSytNtHUsrT5tjr96x+EkH/3AouLYyGL7UgLM4eaJud9B7bXKHe3eh7hmIYbM14IjbBBADLFR59BZIoaEJmwnPmKInVqHzpQ5XGjC4/ERQ8bZsKcgAoghBRUr864ihmReoIK6x6JiQcXKvKtbxBCXWumLqpmXp6juIYYUVa5sO4sYsq40PjJH90Zb20qIm21tbF4hsIWAk0GcCOK+1E8AWdovFhWXEuP4MQLM4cbIzG/3+ZjL+SiXjyh9DjM2h7ucIe8g4EcAMcSPE0dNE0AMmebDXn8CiCH+rDhymgBzuGk+IfcihoSkS+xoBBBDoqGuviHEkOpLHC1BFhWjoa6+obFFRZ8nhjg4pS+qVl/giAkihkSEXXFT1sWQvuDRlTm6790QQOqo+AfBYGpOBGk/Eia1CNLHz6JinwjfryXAHG4tuQ/Oe/jpc5Lffe5689Bd4x8xtq2Xcc4em8PFaZ1WaiKAGFJTNdPlghiSjn1tLSOG1FbRdPkwh0vHHjEkHXtaFhJADBHCNB4KMcT4ABCmz6KiEKbxUGOLioghxgfGivQRQ1ZA45R9BGoRQxA89pWWDRDYQyD1x8Ps6czMNywqzgBitzcB5nDeqAYPdL9bnST51LMXBvf7bkQM8SXFcRYIIIZYqHL4HBFDwjO20gJiiJVKh8+TOVx4xmMtIIaMkWF7UQQQQ4oqV9adRQzJujxFdY5FxaLKlXVnEUOyLk9RnUMMKapc2XY2VzFkTPToPsWDJ3hkO6zoWAYEuk8Ecd3J7akgU4hYVJyiw74lBJjDLaE1fuxWQeTuix9Tde/OkfEGCtgzNocroOt0MTMCiCGZFaTQ7iCGFFq4DLuNGJJhUQrtEnO4dIVDDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTzU2KKiW3B99Jnzs3QeuPNoUTd3ZhPigNUEEENWo+PEDoGYYkhX9mgFj/a17RKyR0uCVwj4EyhZAhnKkkXFISpsW0OAOdwaatPnrPl4GcSQaabstUUAMcRWvUNlixgSiqy9uIgh9moeKmPmcKHIzsdFDJlnxBEFEEAMKaBIhXQRMaSQQhXQTRYVCyhSIV0cE0Nc9+9//OxsFoghs4jMHIAYYqbUQRNViSGt9OFEj67sgegRtHwEN0ag/TiY204cbNx/7qukJ4H4lotFRV9SHDdHgDncHKHl+33mK/2oiCF9InxvmQBiiOXq63JHDNGxtB4JMcT6CNDlzxxOx3JpJMSQpcQ4PksCiCFZlqXITiGGFFm2LDvNomKWZSmyU4ghRZYty04jhmRZluI6tUYMaR8p3wogyB/FlZ0OZ06gFUBcN1sJpEYBZKwMLCqOkWH7UgLM4ZYSmz9+jRhSg9g+NYebp8YRELhMADHkMgverSeAGLKeHWfuJYAYspcH360nwBxuPbutZyKGbCXI+VkQQAzJogxVdAIxpIoyZpEEi4pZlKGKTkwtKi59NHN746j9V8MtoO73lm4ktflbeUUMsVLpsHlOiSHtU0B+79kLu51AAAlbi9TR298pa/vhxtJ7777bHDhwoDl0+PBomO7vqNGDFuxoBaWpU3Ibu13WrfjR9p/f203DomI7GnjdSoA53FaC+89HDLmqOXTo0H4wbIGAJwHEEE9QHDZJADFkEg87FxBADFkAi0MnCTCHm8QTdCdiSFC8BI9FADEkFun620EMqb/GsTJkUTEW6frbUYoha2j1b0YNxejftOMm1RCl9NsQQ9LXoIYeuJv5//a7P24OHjzYvPyjY5c+Bia3G+k1sPbNoXud7p/Tvz63+8e2u/2xruHnz59v3HXp6NGjzdVXX912rajXVoaa6rSPiOLOb49D/JiiObyPRcVhLmxdToA53HJmU2e4a+Sjz5yfOmRw32P3HR/cXtLGqTlcSXnQ1/QEEEPS16CGHiCG1FDFPHJADMmjDjX0gjlcuioihqRjT8tCAoghQpjGQyGGGB8AwvRZVBTCNB5qalHxiVPvNE/99F/m545p6Mbl2I3Joe2xblTmznFL/xBDttCzd257w9vdrG5vWDsKCCC6seBzXaz5eliDGKIbDUTaQoBFxS30OLdLgDlcl8b294gh7zZXXcUTQ7aPJNsREENs11+VPWKIiiRxEEMYAyoCzOFUJJfHQQxZzowzMiSAGJJhUQrtEmJIoYXLsNssKmZYlEK7NCWGrF1sLRTFaLeHbq66g4duqLZBpvbVKqEghrTV59URQPzQjIP+9ae9trSv3VZqvbZ0c1zyHjFkCS2OnSLAouIUHfYtIcAcbgmt+WPXSOzu9+pDdx2bD575EVNzuMy7TvcyI4AYkllBCu0OYkihhcuw24ghGRal0C4xh0tXOMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ80tKq753G7jSDel378J3A82dDO4e8zc/pA3jhFDupWo+30rfbgseeKHX637P9vtz2r72kYJ+TPatmHlFTHESqXD58miYnjGVlpgDqetNGIITwzRjiib0RBDbNZdnTViiJqo3XiIIXZrr86cOZyaqH88xBB/VhyZMQHEkIyLU1jXEEMKK1jG3WVRMePiFNa1OTFkzYJrYQjo7gCB/k3s/iH9m9lu/7nz55r333+/OXb0WHPgwIE9pwwdv+eAn37DTfEhKuG2dQUP10r3I126790+PuLFUfjgq//z0Y7v9tUdxVj+KayEL4ghCeFX1jSLipUVNGE6zOG08NfMU+6+43Bz784RbUcSRJubwyXoEk0WSgAxpNDCZdZtxJDMClJwdxBDCi5eZl1nDpeuIIgh6djTspAAYogQpvFQiCHGB4AwfRYVhTCNh/JZVHz46XPcFDY+TnJOv3+T3rev3Zv4vucsOU4dvy9qzPVl7HgEj2Fy3XHU1q59bc9A9mhJlPGKGFJGnUroJYuKJVSpjD4yh9PWCTGEJ4ZoR5TNaIghNuuuzhoxRE3UbjzEELu1V2fOHE5N1D8eYog/K47MmABiSMbFKaxriCGFFSzj7rKomHFxCuuajxjiUlqz8FoYCroLAQhUSKAVPlrJo311qSJ6VFjwTkqIIR0YvN1EgEXFTfg4uUOAOVwHhuDtGnmdJ4YIwBOiKgKIIVWVM1kyiCHJ0FfXMGJIdSVNlhBzuGToG8SQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ/mKIQ6T+9gJ9xQC9x9PHTA+cEgfAhkSaCWQX734mHj3hfiRYZEidgkxJCLsyptiUbHyAkdMjzmcFvYaMeSBO49W8ffBkjmcljrRaiOAGFJbRdPkgxiShnuNrSKG1FjVNDkxh0vD3bWKGJKOPS0LCSCGCGEaD4UYYnwACNNnUVEI03iorYuKThZxX92Prei+RyAxPsBIHwIBCLQCiHv6R/sEECSQAKALD4kYUngBM+o+i4oZFaPwrjCH0xZwjRjy2H3HtZ1IFG3rHC5Rt2k2QwKIIRkWpcAuIYYUWLRMu4wYkmlhCuwWc7h0RUMMSceeloUEEEOEMI2HQgwxPgCE6bOoKIRpPFTsRcVWJHHYuwJJW4b+NsSSlgyvELBHAAHEXs2VGSOGKGnajsWiou36K7NnDqek2TSIIe82V111VXPo0CEtWKKZIoAYYqrcwZJFDAmG1lxgxBBzJQ+WMHO4YGhnAyOGzCLigBIIIIaUUKUy+ogYUkadSugli4olVKmMPsYWQxRUunKJi9eXSdo2xrYjm7SEeIVAegKt/OF64p7+8fPXHWjOvv12c/Li64c+9KH0HaQHxRJADCm2dNl1nEXF7EpSbIeYw2lLhxiCGKIdUTajIYbYrLs6a8QQNVG78RBD7NZenTlzODVR/3iIIf6sODJjAoghGRensK4hhhRWsIy7y6JixsUprGsliiGhEPeFE9fOmFzS9mFsP/JJS4hX6wT64sfcR7+89957zY9+9KPm4MGDiCHWB8/G/BFDNgLk9EsEWFS8hII3Gwkwh9sIsHf6UjHE/U3y0F3HelHK/JY5XJl1y7HXiCE5VqW8PiGGlFezXHuMGJJrZcrrF3O4dDVDDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rxB8CQgNL2Ykw08d2PkNKS4jUWgaXix1y/EEPmCLHflwBiiC8pjpsjwKLiHCH2+xJgDudLyu+4pWLI3Xccbu7dOeIXPPOjmMNlXqCCuocYUlCxMu4qYkjGxSmsa4ghhRUs4+4yh0tXHMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaG8ATIkpjsacnNIS6x/37oULu7sOXvyc8wMHDrSHNcgql1Bk/6YrebjOtk/3aF/bBHauD/dZ9oghLWVetxJADNlKkPNbAiwqtiR43UqAOdxWgnvPRwzho2T2jgi+W0MAMWQNNc7pE0AM6RPh+7UEEEPWkuO8PgHmcH0i8b5HDInHmpYCEkAMCQjXWGjEEGMFD5gui4oB4RoLjRhirOAB033rrbea999/v7n66qv3iCFLm5wTV/rx+oJKf//c91vPn4qvkGL6ssZUe/19faGj/31IwaPfF9/vEUN8SXHcHAHEkDlC7PclwKKiLymOmyPAHG6O0LL9T5x6p3nq2Q/EZJ8zH7jzaJPj3z4+fe8fwxyuT4Tv1xJADFlLjvO6BBBDujR4v4UAYsgWepzbJcAcrksj7nvEkLi8aS0QAcSQQGANhkUMMVj0QCmzqBgIrMGwLCoaLHqglFViSKDuEbYQAoghhRSqgG4ihhRQpEK6yKJiIYUqoJvM4bRFcjLxo8+c9w762H3HvY/N/UDmcLlXqJz+IYaUU6uce4oYknN1yuobYkhZ9cq5t8zh0lUHMSQde1oWEkAMEcI0HgoxxPgAEKbPoqIQpvFQLCoaHwDC9BFDhDANh0IMMVx8ceqIIWKghsOxqGi4+OLUmcOJgV4Md//jZ72CuiewPXTXMa9jSziIOVwJVSqjj4ghZdQp914ihuReoXL6hxhSTq1y7ylzuHQVQgxJx56WhQQQQ4QwjYdCDDE+AITps6gohGk8FIuKxgeAMH3EECFMw6EQQwwXX5w6YogYqOFwLCoaLr44deZwYqAXwz389LnG56P77r7jcHPvzhF9BxJFZA6XCHyFzSKGVFjUBCkhhiSAXmmTiCGVFjZBWszhEkD/aZOIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M9GI434+TqeljZBxF5nD6sWQ1ImKI1cpr80YM0fK0HA0xxHL1tbkzh9PyXBINMWQJLY7NlgBiSLalKa5jiCHFlSzbDrOomG1piusYi4rFlSzbDiOGZFuaojqGGFJUubLuLGJI1uUpqnMsKhZVrqw7yxwuTHmeOPVO89SzF0aD1/a0EJcoc7jRcrNjIQHEkIXAOHyQAGLIIBY2riCAGLICGqcMEmAON4glykbEkCiYaSQ0AcSQ0ITtxEcMsVPr0JmyqBiasJ34LCraqXXoTBFDQhO2ER8xxEadY2SJGBKDso02WFS0UecYWTKHC0d5TA6pUQpxFJnDhRtL1iIjhlireJh8EUPCcLUYFTHEYtXD5MwcLgxXn6iIIT6UOCZ7Aogh2ZeomA4ihhRTquw7yqJi9iUqpoMsKhZTquw7ihiSfYmK6CBiSBFlKqKTiCFFlKmITrKoWESZiugkc7jwZXKCSPt124mDzc71h9pvq3plDldVOZMmgxiSFH81jSOGVFPK5IkghiQvQTUdYA6XrpSIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFf7A9773vffTNU/LEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAKhCCCGhCJLXAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIJCYAB8lk7gANK8hwEfJaDgSpWn4KBlGgYoAjyFWkSQOjyFmDKgI8FEyKpK24/BRMrbrr8yej5JR0rQdi8cQ266/MnvmcEqatmMxh7Ndf2X2fJSMkqbdWHyUjN3aqzPno2TURO3GYw6XrvaIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjnFsSNAAAToUlEQVThA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBDhDCNh0IMMT4AhOmzqCiEaTwUi4rGB4AwfcQQIUzDoRBDDBdfnDpiiBio4XAsKhouvjh15nBioIbDMYczXHxx6oghYqBGwyGGGC18gLQRQwJANRqSOVy6wiOGpGNPy0ICiCFCmMZDIYYYHwDC9FlUFMI0HopFReMDQJg+YogQpuFQiCGGiy9OHTFEDNRwOBYVDRdfnDpzODFQw+GYwxkuvjh1xBAxUKPhEEOMFj5A2oghAaAaDckcLl3hEUPSsadlIQHEECFM46EQQ4wPAGH6LCoKYRoPxaKi8QEgTB8xRAjTcCjEEMPFF6eOGCIGajgci4qGiy9OnTmcGKjhcMzhDBdfnDpiiBio0XCIIUYLHyBtxJAAUI2GZA6XrvCIIenY07KQAGKIEKbxUIghxgeAMH0WFYUwjYdiUdH4ABCmjxgihGk4FGKI4eKLU0cMEQM1HI5FRcPFF6fOHE4M1HA45nCGiy9OHTFEDNRoOMQQo4UPkDZiSACoRkMyh0tXeMSQdOxpWUgAMUQI03goxBDjA0CYPouKQpjGQ7GoaHwACNNHDBHCNBwKMcRw8cWpI4aIgRoOx6Ki4eKLU2cOJwZqOBxzOMPFF6eOGCIGajQcYojRwgdIGzEkAFSjIZnDpSs8Ykg69rQsJIAYIoRpPBRiiPEBIEyfRUUhTOOhWFQ0PgCE6SOGCGEaDoUYYrj44tQRQ8RADYdjUdFw8cWpM4cTAzUcjjmc4eKLU0cMEQM1Gg4xxGjhA6SNGBIAqtGQzOHSFR4xJB17WhYSQAwRwjQeCjHE+AAQps+iohCm8VAsKhofAML0EUOEMA2HQgwxXHxx6oghYqCGw7GoaLj44tSZw4mBGg7HHM5w8cWpI4aIgRoNhxhitPAB0kYMCQDVaEjmcOkKjxiSjj0tCwkghghhGg+FGGJ8AAjTZ1FRCNN4KBYVjQ8AYfqIIUKYhkMhhhguvjh1xBAxUMPhWFQ0XHxx6szhxEANh2MOZ7j44tQRQ8RAjYZDDDFa+ABpI4YEgGo0JHO4dIVHDEnHnpaFBBBD/v92zdgGAAAEYf9/7RMlDu0DTQAXDKCZclTDEPkBgPJ7KoJmylE9FeUHAMpvGAKaKUY1DBGHD0tvGAIbKsb1VBSHD0uvw8GGinF1OHH4sPSGIbChUlzDEGnwA9kNQwamSpF1uL/gD33267PQ8F9RAAAAAElFTkSuQmCC"
}
},
"cell_type": "markdown",
"metadata": {},
"source": [
""
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[ 0.5 0.5 0.5]\n",
" [20.1 20.1 20.1]\n",
" [10.9 10.9 10.9]\n",
" [ 4.1 4.1 4.1]]\n"
]
}
],
"source": [
"import numpy as np\n",
"# Passed-in gradient from the next layer\n",
"# for the purpose of this example we're going to use\n",
"# an array of an incremental gradient values\n",
"dvalues = np.array([[1., 1., 1.],\n",
" [2., 2., 2.],\n",
" [3., 3., 3.]])\n",
"# We have 3 sets of inputs - samples\n",
"inputs = np.array([[1, 2, 3, 2.5],\n",
" [2., 5., -1., 2],\n",
" [-1.5, 2.7, 3.3, -0.8]])\n",
"# sum weights of given input\n",
"# and multiply by the passed-in gradient for this neuron\n",
"dweights = np.dot(inputs.T, dvalues)\n",
"print(dweights)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
\n",
"GRADIENTS OF THE LOSS WITH RESPECT TO BIASES\n",
"
"
]
},
{
"attachments": {
"6bc97cfa-5ef2-48e8-a092-543ab5661b0e.png": {
"image/png": 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"
}
},
"cell_type": "markdown",
"metadata": {},
"source": [
""
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[6. 6. 6.]]\n"
]
}
],
"source": [
"import numpy as np\n",
"# Passed-in gradient from the next layer\n",
"# for the purpose of this example we're going to use\n",
"# an array of an incremental gradient values\n",
"dvalues = np.array([[1., 1., 1.],\n",
" [2., 2., 2.],\n",
" [3., 3., 3.]])\n",
"# One bias for each neuron\n",
"# biases are the row vector with a shape (1, neurons)\n",
"biases = np.array([[2, 3, 0.5]])\n",
"# dbiases - sum values, do this over samples (first axis), keepdims\n",
"# since this by default will produce a plain list -\n",
"# we explained this in the chapter 4\n",
"dbiases = np.sum(dvalues, axis=0, keepdims=True)\n",
"print(dbiases)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
\n",
"GRADIENTS OF THE LOSS WITH RESPECT TO INPUTS\n",
"
"
]
},
{
"attachments": {
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"image/png": 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yZWVuc2hvdDwvZXhpZjpVc2VyQ29tbWVudD4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+CuLEE94AAAAcaURPVAAAAAIAAAAAAAAArwAAACgAAACvAAAArwAAQB0ztRt0AAA/6UlEQVR4AeydXbAl11Xf+2pGMyIjzXhsRy4J2ZbkUYiVpxSulECpQBlbWCE8OBEP+YJKChM7sbDDQIgqVU7lIRGEyOBCETG4igRSGMoQv0BZyKCYBCJRMeW3JE6kkYwtpxhrMqORppiRZCuz7pk1Z9++e6/9/e8+ff5dNdN9du/ea+//Wvvj193n3J3z58+/Nky4vfzyy8PlOgyHDh0ajh49OmFNtsf017/+9eGVV14ZDhw4MFx77bXb0/AJW/rqq68O8u/gwYO7/yasytaYlhiXWJcYl1jn1l8BGc+/8Y1v7I7n11xzTX+DtDCcPXt2N86PHz/OOAfFw8WLF3ctXXfddSCL223mtddeGy5dujTs7OwMhw8f3m4xQK2XcVzGcxnHZX3Orb8COwSy/iLPzQKBDO8RAhlecwIZXnMCGV5zAhlecwIZVnMCGVZvsUYgw2tOIMNrPrlFAhneBQQyvOYEMrzmBDK85gQyvOYEMqzmBDKs3mKNQIbXnECG13xyiwQyvAsIZHjNCWR4zQlkeM0JZHjNCWRYzQlkWL3FGoEMrzmBDK/55BYJZHgXEMjwmhPI8JoTyPCaE8jwmhPIsJoTyLB6izUCGV7znRdeeGHSH/WQRdOLL764+6XB66+/Hq/AFloUIBNAkB86kB+Z4NZfAdFbdKfm/bVWC6q5xDh/1ENV6buX8VwmcvkhFf6oR1+ttfTLc/ju2HLs2DHGuYrSeS8/MCEbf2Cis9BXihcgk5s98qMe/IEJjOYyjst4LuM4f/wNo/nO6dOnJwUyTDNphQpQASpABagAFaACVIAKUAEqMD8Fdr72ta9NCmRy50P+ycY7qrgAUc3ljhM3jAKiOfXGaC1WGOM4rdUSNVclcHu5ky0b50+c5oxznNZqiZqrErg9NcdpLZb4HTKs3rOwxu+Q4d3A75DhNed3yPCa8ztkeM35HTK85vwOGVZzAQP+HTKs5vwOGVZvsUYgw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gQyvOYEMrzmBDKs5gQyrt1gjkOE1J5DhNZ/cIoEM7wICGV5zAhlecwIZXnMCGV5zAhlWcwIZVm+xRiDDa04gw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gQyvOYEMrzmBDKs5gQyrt1gjkOE1J5DhNZ/cIoEM7wICGV5zAhlecwIZXnMCGV5zAhlWcwIZVm+xRiDDa04gw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gQyvOYEMrzmBDKs5gQyrt1gjkOE1J5DhNZ/cIoEM7wICGV5zAhlecwIZXnMCGV5zAhlWcwIZVm+xRiDDa04gw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gQyvOYEMrzmBDKs5gQyrt1gjkOE1J5DhNZ/cIoEM7wICGV5zAhlecwIZXnMCGV5zAhlWcwIZVm+xRiDDa04gw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gQyvOYEMrzmBDKs5gQyrt1gjkOE1J5DhNZ/cIoEM7wICGV5zAhlecwIZXnMCGV5zAhlWcwIZVm+xRiDDa04gw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gQyvOYEMrzmBDKs5gQyrt1gjkOE1J5DhNZ/cIoEM7wICGV5zAhlecwIZXnMCGV5zAhlWcwIZVm+xRiDDa04gw2s+uUUCGd4FBDK85gQyvOYEMrzmBDK85gQyrOYEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM0JZHjNCWR4zQlkeM0JZFjNCWRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jwmhPI8JoTyPCaE8iwmhPIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNSeQ4TUnkOE1J5DhNSeQYTUnkGH1FmsEMrzmBDK85pNbJJDhXUAgw2tOIMNrTiDDa04gw2tOIMNqTiDD6i3WCGR4zQlkeM0nt0ggw7uAQIbXnECG15xAhtecQIbXnECG1ZxAhtVbrBHI8JoTyPCaT26RQIZ3AYEMrzmBDK85gWyt+Qt/8H+GMw8/Olx85tTwuu+7Z/fEzSfvXWdodEQgayRkRjEEsgyxGmQlkDUQMbMIAlmmYA2yE8gaiLhpRRDI8B4jkOE131YgUxC47h0ndkXvAQEhbxLI1sr8j7v+8frDlaNvfugfDsfuvmNfek0CgaxGvbJrCWRlupVeRSArVa78OgJZuXalVxLISpXb4OsIZHjnEcjwmm8jkH31oc8M5z712B6x5ekMCsoIZCvpfX5Qp9z55E/rYZM9gayJjFmFEMiy5KrOTCCrljC7AAJZtmTVFxDIqiXcvAIIZHifEcjwmm8bkMmTsedOPuIVuseTGZ8hAtlKlVN/82d3X1X0aUQg86myWWkEMqy/CGRYvcUagQyvOYEMr/nkFglkeBcQyPCabxuQWU9lCGTY+LOArLUv+IQM61uxRiDDak4gw+ot1ghkeM0JZHjNJ7dIIMO7gECG15xAttYc9doin5CtNLeAjE/I1nG5qUcEMqznCGRYvcUagQyvOYEMr/nkFglkeBcQyPCaE8jWmhPI1logjnw/6KF2CWSqxObuCWRY3xHIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNV8akMl3xC48+dRw5K4T3l/qs57KtH5NLuRNPiFbKUMgC0XIMtIJZFg/Esiweos1AhlecwIZXvPJLRLI8C4gkOE1XxKQjb8fdt1ttw+3f/L+PaISyPbIMekHAtmk8nc3TiDrLvEeAwSyPXJAPhDIIDLvMUIg2yPHdnwgkOH9TCDDa74UIBvDmCo5fg2RQKbKTL8nkE3vg541IJD1VHd/2QSy/Zr0TiGQ9VZ4f/kEsv2aLD6FQIZ3MYEMr/lSgMwCLff7SFY+vrKIjT8CGVZvtDUCGVZxAhlWb7FGIMNrTiDDaz65RQIZ3gUEMrzm2wBkLmhZQOaCW09P8DtkK3UJZD2jbPqyCWRYHxDIsHqLNQIZXnMCGV7zyS0SyPAuIJDhNd8GIHO/S4aEgJA3CWQrZZC+4N8hC0Vjv3QCWT9tfSUTyHyq9E0jkPXV11c6gcynysLTCGR4BxPI8JovBcjk1xWfO/lIUEB9SoaEgFBlCGQrZZC+IJCForFfOoGsn7a+kglkPlX6phHI+urrK51A5lNl4WkEMryDCWR4zZcCZKKctcAnkOFjK2bR8lfr10cJZDFvtD9PIGuvqVUigcxSp885AlkfXa1SCWSWOgs9RyDDO5ZAhtd8SUBmfT9MX1tEQkDIm3xCtlIm5Av1VUi/knQCWYlqddcQyOr0y72aQJarWH1+Alm9hrklEMhyFVtAfgIZ3okEMrzmSwKylNcWQ6819oCAkDcJZCtlCGShCFlGOoEM60cCGVZvsUYgw2tOIMNrPrlFAhneBQQyvOZLAjJRz3pKZqlLILPUaX/OgucevuATsvY+jJVIIIsp1PY8gaytnimlEchSVGqbh0DWVs+NKI1AhncTgQyv+dKALPQHomPK9oCAkE0+IRsGAlkoOpaTTiDD+pJAhtVbrBHI8JoTyPCaT26RQIZ3AYEMr/nSgMxa6FvqEsgsddqfs/zUwxd8Qtbeh7ESCWQxhdqeJ5C11TOlNAJZikpt8xDI2uq5EaURyPBuIpDhNV8akImCJa8txiDALfN133fPcOSuE8Oxu+8ochifkPEJWVHgbNhFBDKswwhkWL3FGoEMrzmBDK/55BYJZHgXEMjwmi8RyKynLyGFBbJuPnmv97QLY5ohBnCaz7cnkBHIfHGxtDQCGdajBDKs3mKNQIbXnECG13xyiwQyvAsIZHjNCWQrzUNAZn0nTf+2Wa7XCGQEstyY2cT8BDKs1whkWL3FGoEMrzmBDK/55BYJZHgXEMjwmi8RyERF31MtS10fkFkwJmX5rrFs6DkCGYFMY2HJewIZ1rsEMqzeYo1AhtecQIbXfHKLBDK8CwhkeM2XCmS5ry2O4SoGY+Kp8TWp3iOQEchSY2WT8xHIsN4jkGH1FmsEMrzmBDK85pNbJJDhXdALyGRxXvoDDHgVsBaXCmSiYugPD/sUduGqJ4yJbQKZDWSuL3y+KknjryyWqFZ3DYGsTr/cqwlkuYrV568FMlmbjLcLTz41Ttr9ESlJ5DpmGAhk+8Jj+QkEMryPWwOZDHZnHn50uPjMqd3G9Fjo4VVqa3HJQJbz2qJ+Hyz1ydqdT/50sSMIZASy4uDZoAsJZFhnEciweos1C8gUthSwLn5+DVq6Jimpsfyg1HXvOBH8EaqSMjfpGgLZJnmrUV0JZI2EzCimJZCFnnLU/DpeRlM2JuuSgSwVrsRZAmSyPXfykd299Z/Cm5XHOkcgG4ZQ/xTdetw44RMyKyL7nCOQ9dE1VCqBLKRMv/Rzf/C/h1dffmX40//+zPDKF57ZNVQDW7k1rZ2Lcu3NIT+BbA5eANeBQAYW/LI5BJBJq3os+PBqtbG4ZCAThVJfW5SJzX2aGlK3RewQyAhkofhaUjqBDOtNAllfveUGnzztkiddSOiKtWrboIxAFouImZ+XjiSLLXnMm/oHXQlkeKe2ArLYkxE+JVv7dulAlvraosREbJJtAWOiPIFsO4BMxqFt/s4HgWw9ziKOCGTtVJa+K5usG2WLzQ27mSb6b9vWMwSyiQKthVnfgizljgKBrIX6eWW0AjLrdSitUUoMaN4l75cOZDE4T/VtKxgTewSyZQPZePyRBdM2fueDQJY6urTJRyCr11Hmi5Q3JeottS1hm9YzBLK2sQMrbTwxquGUOwoEMlULtyeQ4bRWS0sHMmmn76aMtj9l3xLGxB6BbLlAZt0ASJl3UuJxU/IQyLCeIpCV6b2pEOa2lkDmqtH5WCbw8+fPD4cOHRqOHj3a2dpyire+PxL7lTQCGT4OWgFZygK89SIbr1Ybi9sAZKEbMykK9lhEE8iWC2SxWNumhROBLGWEaZeHQJanpfTVqb8PJvOLu8mTdN1y6rZN6xk+IdMI2bA9gWyzHIYEsh4L7c1Se1XbbQAy66lFzGexGzex633nCWTLBbLYzaBtWjgRyHy9v18agSxd21g/TS8pnFNhSyBLf/L+DR98z+4F1ndLS57Y9Zinwi2b9gyBbFr9i6xbi7CUxTifkBXJXnVRKyCzQFwrmBIDmnfJ+x5AphOK6DaX786UTMC9nmYQyAhkSx5TtG0EMlUCsyeQpekce4qdVsoq16FbbxtE9+u+9W3D0bu/ZTdxDFvj9Ujspsw4f6w+sfJi1/c6r+uA1muAnXPnzr3Wq9Ip5cpC9cKFC8PBgweHI0eOpFyy9Xn+70cfHV749c96dTh237uHm35kdafCm+FyovzBP9H9mmuu2dU9lI/p7RQQCJZ/Bw4c2P1XWvL/+vaT0UtlIL39Vz4Yzbf0DBLjEusytkis126hfid9TrZYv6u1H7r+/BNPDV89+XOh0/vSb37oA8PRb1u/PrIvQ0WCan7ttdcOOzs7FSVt7qWhOJEWpYzPuS1/8cUXd+P8hhtuaBLnIfun/tbDw8vPrv4ekS9Pz7jy2ZsyTW48yCZfteBWroCMXc//7OrX/r7p8tOW0BgqYCA32GRMkbGFm1+BWB/1X3U5ji+vGWR74/2rtaPMD6p5aJ0YshUaB6xx0VevHmOlz05umq8doTbnlr1z+vTpSYEst8LMPwynP/bZ4aVPP+6V4vr3vnO48UOrBaI3AxM3WoFT3/lAUv1v/9yDSfmYKV2BmPbS92RD97+Xnnh6OP3AJ5IawvEhSaaqTNb4fOODPzhc/21vqyp/qou//AMfH1750rNe84wrryzRROm7mxoP0cYlZBiPqde+9dbhzf/hHyRcySw+Baw+Os4vWh9//7uK42/sOy0/5ENrXNRrdT/XcTLUhlCbtT2p+53nn39+UiCTO9jy5EAoXJ4ecIsr8KW/+3PBifFN//qHhhvusid8ufMh/+Ru07bexY6r3DZHC81ffPLp4U/+yc8nVezEf/nJpHxLztRCc1efp/7Kj7sfzeMb/vp3DW/68D1mnlYn/+RnHhte/E+/Gy0OUScZz2Xb5rHF8kfK+Bx15CiDPJWUWJcnwT3H89p5Z1Ttjf6ocV765F1i5OIfPX11HpcF3Vt/+QMbrUlu5UPxFNKiVvPc+m1i/tgaQbR9/T+6J7pGlLbr/CnHvji35kPf+iNWN7GTUz/Jj956j+38Dhnaow3sWe/hpnwBkt8ha+CEzCJk0ST/ZNEk/0o267uD4/JS4mB8zdI+t/4OmdXvQtr1fgc+NSZ610Pbz++Q2X+KoMd3986ePbt7U/P48eNdb2pa31Xs0S6NqTnua79D5htLtu27vz4N1Nfj+Uvg4NKlS7s3HA4fPqzZuPcoMP4emcSV/ODG+Ptfnkv3JAkAy3guMOZ7NdfyX2g88I0hUj/5LtaRu05k13FPhQEffPVXs6E26/mUPYEsRaUZ5YktwMYDma/qBDKfKn3TWgDZeKC1apwSB9b1SzjXGshy9B/r1wOIYmOBW4cWk4VbXuiYQLZcILPiHxVfobhDp9cAGXVcecta0I/nLwJZfoTL/JALYa6VGJBZcGLNdxL/um0ChGldZW/1XavNbhnWMYHMUmeG56yASL3DRiDDO5ZAhte8NZBJC6z+l9JCGbRlu/nkvSnZg3lyYEwKSR0bggYTTxDICGSJobLR2WqAzAKRbQJba0E/1oFAhu8uMSCz5iDUfINWxZr/CWRob8zAXouAIJDhHUkgw2veA8i0FVY/1DzWXl/TKAEzayK0bI4XOVbe0nMEMhvae/gA9cqiFfMtFiOlMTfFdaVAZmko7Rg/GZqibSibBDKU0mV2aoBMLC4xlq25t8UYyCdkibEqjqh5/JtoJprNGsRSA4JAFpW5eQYCWXNJowX2BDI1HltgaT5rL/029dUNa0KwbMg5xF1LApkNZKljdMyX7nkCmasG5rgHkPWIDYwaZVassXOsBZ+QlWlcc1UMyKRsaz3a4+ZTTXtaXGvNvy3aSyCLeEkccObhR4eLz5y6mnM8WFw9ATiwXndIvSNBIAM4amSCQDYSBPARAWTaDGtxoXli+9hTsxY2UseIWF1D5wlkBLJQbCwpvRTIrPl7ynXFFL6xFrfjm0cEMryHaoFs7EN8C/pY9EFoq7YSyAyfWQugqQZPa0BPXWwRyAyndzrVAsh8A0GouqmxELp+CelIIFO9rDFD86TsZXyRTV9pbFVui7t4bv3HN6zkZ4vlb9u8/jve7v2pZPfapR5bvrLmDdVSfnFMNvV9TCc+IYsp1P58CZBZcSE13LYxm0DWPi5blpgCZDk+bFm3qcty+3IrGJM2EcgMz1rwI5e1XtwYVdk95QbBOG9OUBDIxur1/0wg66/x2MIUQKZ1sPqq5kndS992n9CnXufLlzNO+K6XNJmELzz51HDuU4+Fsgx//r89RCDzqBMCMl+8pPqKQOYRunNSayALxUXnZkxevLXGcgGVT8jwrqoFMqkxeo2MV6mtRQJZQE/fBDnOmjphjq8r/WzVKWdAJ5CVeqD8OgJZuXalV04JZFpn6bOyWfCieVF7d6GTY1Of4KTA4bH73j1884/+1ZziF5O3ZJwOLUxT5hgCGT50SoAs5GOpfc78jW9tP4vWWx/uYp5A1s8HoZJTgEyuTfVhyA7T1woQyNZa7DmygszN6A4abnqP45KJ3lcPAplPlb5pSCBLWcT1be08Sp8DkLlKWP3Xzdf7OGfMEgiTbfw92lgdCWT+p4e+hXcsLmL+IpDForH9+Vwgi/m49CZJ+5ZhS7TWWW7cE8iwfhFrLYCMa5E8vxHIAnpZd7PcS5ABZ9XJHbzc+vmOCWQ+VfqmEcj66usrfW5ApnWUxZlsUz01s8YsfR3x4uefqnpNkkDWDsgsf0kcEchEBeyWC2QWePggHdua6axZoOrqQiDD+ygVyGTOeO7kI94KxsYu70VbnEgg8zjfCjBPdtiXcS0gy7nDRiDzebFvWgsgs/zv1p6D4EqNuQKZ6ytrQeLma30six3ZBLx0S3kVUfNa++vf+87hlh/7nq39Dpk1f7iLTNUwJQasG24EMlUSt88FMmvs9sUEriXTWrL6ijuPEcjwfkoFMqmZFd85a1N8K+dlkUDm8Yc1SHiyQ764aNXJHbh89RunEcjGivT/TCDrr/HYwiYAmdZZFuW1T6W0rKn2Mg4d+8C7hiN/6bbh0KFDBDKPI3xjtfX0RIvwXafnCGSqBG6fA2Qx4N7mBWvquoZAhotttZQDZNYYZt1MUlvcrxQgkHkiITaAji+xJstx3tLPVp1y77ARyEq9UH4dgaxcu9IrNw3IpnqFsVRfvU7Gvzd88D3DsbvvGPh3yFa/QpnzCo+1mFGNZR9a2BDIXJUwxzlAZvk3d+7GtA5rJeXpCgrIBBBlk+/Myp+fSP3TE1jFMNZaARljPN1fBDKPVhb8eLLvJvW+y2XVKTfgCWQhL/ZLJ5D10zZU8qYAmdW3Q22bQ7oLYlofAlk+kFkLUtVV9gQyV41pj1sBWcin07YOa90CVtUHBWS+vqh1wKoyvbUcIEt90jl9q+ZdAwKZxz8lC6TenTZl0PI0xZtEIPPK0jURCWS5gN614RMWvglAZvXrsXTiV9mmfLVRIMy6c0wg6wdkoTcx5vCErPf8N+4LU39uAWQhf07dNrR9awzUuEIAWWjdt61+agVkEk+9H1igY7aXPQKZR9lQx/RkvZqkA8fVhMYHvjs3aiI32AlkqhxuTyDDaa2W5gxkOWNMaEEgZaDgTMY32eS1RGsjkOUBmXVn2aezb55BAVnKwtlX5yWm5QCZtN+nXe68vUQdpU3WWKg3FxFA5vORau7rd3puqfscIBMNrDXqNupXEhcEMo9qVsf0ZN9N0oEjdL4mPTZp5w7sBLIab5RdWwtksRhwa9UzFl07cz+eI5CJH3P+plfMl9ZippV/QkDoK59ARiDzxcXS0nKBTNqvN1DkWL9zKcfbvllzm449UwOZ1mObfJULZNa6mUCWFjkEMo9OVmB5su8m9eyw1qIrtmDz1ZdA5lOlbxqBrK++vtLnBGS5ICbtSenbKWNDbDyTyfLCk08F/y5azthGIMsDMst/vpj2+YJPyHxK9U0rAbK+Ndrc0ucCZFY9RN3cG9+b65FVzVsCWcpctul6tag/gcyjYmwB47lkN6lXh7Um7ZJAJ5CFPNgvnUDWT9tQyXMAshIQk/ak3lG0xiotI7bQ0HyhV058EBDSnEC2UiZVS2tsD2ms/tLzBDJVArcnkLXVOtRfxIqsqxBPyFLHybYtn29puUBm6Zczh8xXkf41I5B5NLYWOZ7sV5PGE+XVE5UHVn0IZJXigi4nkIGEdsxMDWTWBOVUc8+hTFw5rzNZY4M7Hln5dLIMLYr0/J6KBj4QyFbCpGpp+SUg8T5YJ5CFlOqXTiBrq22ov4gVFJCJLas/5oyDUtamby2BTLTo9cBi03V2608gc9W4cmx1Sk/2q0nuAuhqYoOD2GCVa4JPyHIVq8+PBLJecVivAraEqYEsdxwpmfBTx4YYHErMhP52lngtdTIlkK1iPNUvuTEipY/jZA5AlhofK3U2/38CWVsfWv1Axqaj335iuHTp0rCzszMcPny4rXGntNg4uU1xngtkImPquOdIzkNHAQKZI4YeWoOD5vHtey2EWwc5gcznvb5pBLK++vpKnxrIrH7r1lcW2DlPxdxrLRvjxYM1rkkdLj5zyi16z/G4rD0nnQ8EspUYqX6x8jmy7jt0/YECMquubn32VXaBCQSytk61xiYkkEmrrDjvtcZrq2ab0kqALObH2K/0tqn55pZCIPP4zgoqeUXw3Kce81yV9iV874VGYo87NgQyQ/BOpwhknYQ1it0EICt55dhtsrV4GC+SS76vpLbGZWn6eE8gWymS6hcr31hb97O7MCSQucpgjglkbXW21lxoILPqMn463VaFeZVGIMP7g0Dm0dzqkDI4hF7t6dFZLSArtUcg8zi9c1ItkOUsplMXz52bPHnxUwNZrO+WPhVzhQ0t6ENjQyi/W6bvODWmCGQr9SydVctYfEhJoaeWrn8JZL6I7ZtGIGurrzW/yU2rm37kPZBXFqVVVr+U8+7NEPm81K0EyGJ+vPnkvUuVq0m7CGQeGecEZD0CnEDmcXrnJAJZZ4E9xU8NZFIl6b/uH2+ufSKmzZRFQ8lP1Vtjm5Y93ruL//G58WcC2UqRFkAmwJ5y849ANo7C/p8JZG01jq1zkEAmLbPGyZzxsK1K2NJKgMyC2W3RrcZLBDKPelZnlLubKZOtp9iipNhAVXLHgUBW5IqqiwhkVfIVXTwHICuqeOQia0zQS0PgZ02Yeu14nzOREshW6qXMEZYf1X9WOXqnnkA2jtj+nwlkbTW2xiUZf277lQ/CnpBJy6z6yHl9yi3HS90IZHjPEsg8mtcAmU6SnmKLklIm7dyCCWS5itXnJ5DVa5hbwlKBzFqkq0a6oNfP7t4a39x8ekwgUyXS95bGuphLGdutcnSumRrIcuIjXcF55ySQtfWPBUBzBDLte21VmFdprYFMWqdj37xaOp/aEMg8vrAmQQko63zrjtrDFoHM4/TOSSgg28bFUch1SwQyaxHv6mABmbX4ccvQY6sszaN7PiFbKZEyblt5VHMrj/Z1BJBZMaP10BjYhj2BrK2XY/GFfkImrUvpe21VmFdpJUAmLbBuGBLIbB8TyDz6WB1RgOvMw48Gv2zdGsh6BDeBzOP0zkkEss4Ce4rfZiCLjUPWGDeWUuFgnO77TCBbqWLpq75JyWMtVMWSLHAIZL5I7JtGIGuvr7XWefsTH4W+siitS+l77VWYT4mlQJYyrs2nlfOqCYHM449YQFlfps9ZvHhM70uyBqnSuw0Esn0yd08gkHWXeJ8BAtkd+zTRhNhiQ/PJXgHCTQsdE8hWysTmEPl7PKlju5VPfPONO984yJh+/Pjx4cCBAyHXVKVbT2Zbz3lVFQVdTCBrL7QV51MAmbTQqlPOuNherf4lEsj6azy2QCAbK3L5c2wyRQFZbNFEIPM4b6ZJmw5kEovyZFi20E9xx6SXV5t823XvOLEn+chdq8+1f0RyiUBmjU2uiCljQ8uy1DaBbKWEpa0u5KzFnus/qyyBoW/6+3cRyDQAQXsCWXuhrTiXPnP4W9887OzsDIcPH25vPFCiVael34ggkAWComMygcwjrtUJZWCQLeXniD1FZyVZQFbz3j6fkGW5oUlmFJD1miSsPtFEIKMQiXWFtpxfFV0ikFmLeFdCd0HvprvH1vii+XLjiUC2Us7qL7lziOUn6RvHH/k7BDINWNCeQNZe6FifmQLIYn3v9k/e316ImZRIIMM7gkDm0Tw2MMglCCDr9ZoIgczj9M5JmwxkVhx2ls1bvECCPEWLPUHbViDLuVkT860+zfE6wpNIIFuJEptDrLcsxv6zFoVi7abPfKQ7kMXaE+uLnlDZ6CQCWXv3xWJsbkAmCqTc+GqvFKZEAhlGZ9cKgcxV48pxbGCQbAQyj3BMCipAIAtKU3wi9vRmW4EspstYcB+UCRTIHybOXWgTyFbqxuYQC8h8/rPKe92/+P7h0OXXuXp+h8yynwvt4/hL+SxQKpvoJn9oXTZ9ap5yc2b3gob/EcgainmlKN84pFaO3ffuy+PRO+GvLIp9660EROyrBuh9KZBZfvSNbeh2zdkegczjnZTJx+qkre6a9ApsPiHzOL1z0iYDWewOfWfpzOKtCXFpQJbqh5JJT8Ya2c596rGh5Hp1EoFspURsDmkJZAduefPwhn/3/V2BDDHfaQzpXuLd+kVjzaf7mrjVMlL3BLJUpdLzWeudKYEs1pdzb1qlKzJtTgIZXn8CmUfzlA6ImKBS6uGpfjSJQBaVqHkGFJBZgFLTKCsWa8qtvXb8epdbHoHMVQNzTCBb6WwtLqWPWqDh68MWjC8RyCz9YpEsYNb7qRmBLOaF/PNWjB+69bbhln//Q5M8IbPqZc0/+QrM6woCGd4fBDKP5tbiUydLK0+rJ2S9oI9A5nF656RaILPiza26xqeb1uq4ZpHUqg7jcqwJcWlAJm23xgTVptX4o+Xl7AlkK7WsviLAIE8iQ5uvD1uLQinnxt/8Z4t4QmbpFtIrlN7ziRmBLKR6eboV43MFMmntlONtudrxKwlkcY1a5yCQeRS1Fr86Wabk8RSdlWQtvmoGAQJZlhuaZEYBWU1cNGlopBCZdMebvL7lbvodkZSf1982ILPGHdVwyhggkK28YIFFDMhC/rN8f8NH/vZw83f/xS5/h8xaKFv9T+MxdW/ZSS1jnK8XlPmATMe2pb7CNta29WfL/1MCmbTTWovpmrC1HlOXRyDDe4BA5tHcmvi086Xk8RSdnGQNTrWTIIEs2Q3NMhLIyqW0+pq14FriEzJroS8KW3qUeyD9SgLZSivLTzJ+WzcbSoBMXls88Wsf2mggs/p5egTuz9mjT7hA5vO1rhP214YplgIh8JkayKzYXKqvCWRWpPY5RyDz6JrS+VLyeIpOTiKQJUu1ERkJZOVu8i14tDRrsbVEIJN2W2NPaDGvevXeE8hWClvjt+UD62abVWZPICvtf1Y7x+csG+O8JZ9bL5oVyC790Ze9v7hs+bGk/ttyTQjIpP23f+7Bfd8hkz6hv7ypNzmsOaFURys+e/vabSPyl0UJZKXRUn4dgcyjndX5dGC3FkWax1N0cpJVh9oBh0/Ikt3QLCOBrFxKa5K2+tpSgUyU9I0Plhbl6uddSSBb6WXBk6VobGy3+sJN/+b9w/G//C1W8UXnfLGmBcXqq/msvVW+e50sfGVBKj/YIZu+6mx9H0+vb71oViD7f//2Pwe/DziH/qjt35S9Fd9jIIvFTYvYVN2s/tw6ttRmrH2Sr2Ub1a7uS4Gs99pY67fEPYHM41WrI2gH6B10KXXwVD0piUCWJFPTTAgg6zUxNBUiszBrIpSirCdCSwYylVHGid6/KKe2UvYEspVKsbgNaanzS+i8Ne8sFchkXIv9TTxrvlQtrbFC86TuFci++vd+Ifj6KYEsVc11vlQgS/G3lNrSB1bdWtqRelv9XM67W2zMcPPmHJcCmaVTyz6Y05ZNyUsg83jK6uwa/Cl5PEUnJ1kdUuuQXNgoI4FsJAjgI4GsTGSrn8UAdBuArEzVflcRyFbalgJZbGFnzQvyPZsTv/rDzZ1r2YzVd1wZtyyZx2SznnDlzHXWWCF2cusq14Q2AllImbp0azGvT8jOPPy4GTNuDWJzhJs3duzG7jhvq9gqHTd6gE4JkFkaiWY96jn2xSZ/JpB5vGcN7DpBpOTxFJ2cZAV2becnkCW7oVlGBJBpbDar9AwKsvpBrL0EMrwDCWRrza3F5TrX3qPYgsVasPUCMqsdsfq6rbPmTDefe5xTvlxnjRe186ZbLwKZq0a7Y8t/AmSnP/bZ4aVPP55lMDZPpBZm1a2VjZI+IvXP7ScpbY4BmYxF+tqwlCe/jqzf4/OV30ojX9lLSSOQXfGkG1xWYGlQWR1H89QESatJ0FcHAplPlb5pBLIyfa1+EFtgEcjKNK+5ikC2Vs+K3XWuvUcpCyur3Fif2Gst7ZNlL6W+YsUCyVAtSuZRa15uqY0C2anvfCBU/S6L5KCxhZywoOfGB39wOP3AJ4pa2sL3Vgy3eBJnxW6s0an9MFaOez4EZKX1LOnPbn224XirgUwhzAKwcRBoUFlBqXnG1+Z8bjEJhuwRyELK9EsnkOVra/UxKS02CRHI8jWvvYJAtlbQGsPXudZHqYs6a9HaYuG5rlEcpGJ9UMuyFrOaZ7xPLdu9zhozWszLamvTgEz034S/j2bF9rVvvXV45UvPqguy9i18b8Vwat+1Km213bquRdt85fuAzNLAV4am9aqjlr+U/dYCmTVwW86Vjqe/9PTcyUe8WWuDzwr6Fh2fQOZ1W9dEAlm+vNYEldLHCGT5mtdeQSBbK5gLZCkxLaVb/aLF/LBugQ1kObasOc215x6n6uFeY83rJeW5ZbvHmwJkovuZhx+9+iqZaCDbzSfvdZszm2MrtmOVlHgMvTKXE6uWHatP595AUN/E1pNSH6m//LCNviIoDxFki/3YzW6mwv98QGb1L8tM6xtFlq1NPrd1QKadINRxU53Zs/Nbk1eLgYVAlurldvlcILvwh8/sTpLj0mVgDk2UKRPV0gY9a/JLaSuBbBxh/T8TyNYap/TZde70n7DuPT+4dbIWYLmAY5Xl2hwfy5wnY6NsoV8UFU1ksWr9QEjKmDG2Hfo8dyATrWNv/uQCREiLlum5fUZtSyxKbIRukku+Fv6vnZOkHiVr0Cl81QLIWqxXRbNt2bYKyEonhNxgqA1Ca8LNnQR9dSeQ+VTpmyZAdu6/fnE49/HfHV5+9hnTmM/HKRNViwnHrBjwZKyvpkxQBDKgw66YIpCtNU/ps+vc6UAm17RYGLq2Q8dWP/SNU6FyNN0qT/P02qeMGam2BcheeuLp4HeaatcAqfXw5UvVeMo6+uotabl9Rq5x49C6vkV7rfJT5l/remlLaGsZuyEb43QfkFlr0/H1LfQel7n0z1sDZKmDVAuHuwNESXlWXWvLlvoQyEq8UnfNV37qt4bzv/E7yYWMB7OUgXyKQTu5QZkZrQVnah8gkGWK3iA7gWwtYkqfXeeOfyfSzWuVnbIwdMuyjnvZseY4qz6l51LHjNTy5wpkOQtmaWvLWEnVzspXEhfuvBdrv5vXqkfoXGl/KGmXW4cp/OQDMqlTrC2ydun5KqWry9KOtwLIYp20tVNrB38r4GvLlrYSyFp73C7P8qd1pQtl1kSgZdRONlrO1PtYf02dnAhkeE8SyNaa5/b7nP5rjQfuuLGuTdmRdWMktR+GLFtlh64pTc/RNsXGXIHMigtfu1rGiq/83LTcPuNbD1lxVRuzVv18dZG5zP0OX64emn8KP4WATOskWribvDIq2yb8eIzUU3wj25zqu3ggiy3udj1y5T8Jev3ipPUuunuN79jXMX35Qmm5nT5UTiidQBZSpn265csUaxpLsYl2igE7pf4leSzNctpJICtRv+4aAtlaPyuO17lWRzlxLVdY81puWeO6uJ+txW0N5Fj1d+23OK5dhPvqIEBm/U0sHbd91/ZKy4k3tw499HHLzznObYMvBq25sratVtxqv5M8AmGy5fxWgVwfyq9l52hZmzcGZLXlT3G9+mass+hrfYcfVdfFA5k1oajI4gz3EavV6fQaa1/beXoOKFJvApnlvXbnauNIayKTSOwuW23Mqa057K0+m7PQIZDhvUkgW2ue0/9z4lotWP2kduEpNmL19y2GtW6xfe7CO1Ze6HyJrqGy3PQ5ApkVD27dx8ctYmVcZunnnLgI+dYqo3aejPUJKX+82E/RQutl+TDU3pTyS/IsDcisuFB90BqrXd0vGshKHRDrdCqeta9xLIHMUnZzzlmDa04rZLCWzRroa+Itpy6988b6bM4ikEDW21v7yyeQrTXJmUdK+m/vecLqi7qAXLc278gqW7SQreYtFamfe5M1r3bx3HMDMkvPWGs2FchCc0Gs34Wui+mk51vN61qe2/etPi35kb5aEpDFYkJ9IXvXH2464nixQJYyQFnCt+h0VvmWcy3btYOJ2OUTMkv9Nudy4y82EMdqVRprsXLR5y3dcheBBDK094aBQLbWPGcRULLQssaM3L6yrvX6yOqLteNNTtmio/v3l0I3pqTNqNeO5gZk1ppBfCVbCHBrfbmOmPqj1D4Ti29LD62llCGb/kkFTfft9e9+hWLPd00sTeyPbxrE2h9rd8xmzvklAZk13vg00T4T+jNEvmtapC0WyGIdMjYIWdcLFFmToeuYkg4Us+2WX3JMICtRLe8ay4dSki/+YtdYNfCVZ+Wf6zlLg9w2EsjwXiaQ7dXcimc3Z8mNttjiraRMt07WHJfbF91y5dhaINWWPbbV4/OcgMzSUtouesq2JCCLxYgVu7tiTPifD8Tc6sTqXrKmdMtPPd5mIFONUFqrvUUCWcoAFSNfayLNATIROtepMdvqvNI9gaxUubTrSuMvtsCyrJfcYbfKm+JcqW6huhLIQsr0SyeQ7dXWGss1Z2xxqfl8e6v8mnLFllV27Xhj9fXaevt0ap22SUAm65VN0Tt1DozdbLDa2zoWcspL6TcpGiD6yJKATHxkjWeWD1N8Zl2fc26RQBYTPtaZRUCrjFwgk/JSnWp1xlywE7u+jUDmU6VNmuU/sXDo1tuGE7/6w0FjVtwFL7p8IiWmrevncC52Z1DrmNqXCGSqGG5PINurdUpM1yyurPJr5wtrLKodb6wFc40ee9Xv90mA7Ms/8PHhlS896zWSOkZ5L85MtPykWlp5kHWNNS02f8r1KXGdUk6sLq3OS33HrybGyrb6h17b229LA7LSmNA+pLr33C8OyGKBnCquNYARyHqG5GaXHYu/o3/jXcMtP/Y9wUZaC6zgRZdP1C6QrLIR53IHy5R+TCBDeG6vDQLZXj1i44Hkrum7sX5Tumizyk1ZEO9VYf8nS5eUvr2/RGzKXIDM8pMoorEVW89g1Qtbi7VHrkyJj5RywrWoP6MQJiWV/p2rlLWA+re+xvtLWBqQaQslNmK/Wq15ZZ8Sb27+muPFAZk18OQIa3UGmeSeO/lIlu6pE6M1kLSYCKXSfEKW5bqszFb8Xf/edw7yquzBgweDZVpxF7qoVVyEykekWwu0kP1YfyaQhZTrl04g26utNZ5LzlgM7y3N/+mL9310+PpXvuw9WTo2WP2xRZ17l+8Vo2HiXIAsRUcrBkvjo6GUe4qy6qoZUyHEmou1rNZ76RvyB5JLIWxcn1gbevpvqUAmGsd0df3QYrxzy7OOFwVk1uAkIuQIay2Mc4Esx67VhpxyLKcTyCx1ys9ZvpNSb//cg7sw1hrIWsVFecvrr8wZIF1r1uRMIHOVwhwTyPbrbM0lLfruV3/7C8O5f/5L+w1fSUm9GegWYI1lTer80Gc24kcmXE3c47kAWUpsWZDTwpeuLrXHVl21bGvM1zyyt7Rx87U8bq1nih4l/TulzUsFshRNXX1S4829pvR4UUBmLepyO4rVmaWs0C8WyR0L+RlVOa/HsR8QcZ3XeyIUWwQyV/F2x1b8yauKb7z/u6JAZvk/VNPc2HbLkcFJflJa7urp1urunpYX25e0Wcu02k4gU5VwewLZfq1DCwArdveXEk45e/bscPp9v9j0KZk1lrVYAFp9vpUuYcXqz8wFyCw/6UIyFH+iQkhrnRckT876RfLXbFZdpdxr33rrcMevfSjJhLWGkxjWTf+kgn727d35Uc6H3pDq8cTK6itSlx42pdylAllMT2m7u2k/ctN6HS8GyGIdOTTwhIS1OrN0gNDfo8i1M7ZvBUtt2WqLQKZKtNtbfhMrf+73f2p49dVXuwBZyQIp1l9cZSTedfP9zZbxZJULdJZ2Vl/TOoUGTAKZKoTbE8j8WkuMy6Y36nK/5O8vdZUqQHbm4ceHl3/r94PZcseIlIV+0FjCCWv86bXATKhWcpY5AJk1bkpD3HHRt57xrSdCfsmNn2QhRxlD9jWbvPb/lh//Xv1o7n1t1gtq2mPVsVfsWm2RNtW0RzUZ7wlk4RsWY61afV4MkOUMTiniWR3AWiT6BrkUe5rHakerTkcgU7Xb7a0FjMTEjR9696yAzKpvO1X2liT9xreFbm748vrSQv2CQOZTq28agczWVxZzuTcs7BKHQYBMxvTTf+1fBrPmLBStOSinnGBlLp+YYlFr1Sf33NyBbLwOEb3lSZC+2RPyozUvhMbZXO2s/FZcyHU5QGbF8Vgfq07jc1YdQ7qOy8j9bNmUsnrYbQJkFz4/DH/6hWF44/tym9wtvxXjY6M1cTIuK+XzYoDMAqgSUa3yLGFrBy3Lbm3ZWm8CmSrRZm8N/GJB4m9OQBYb3NuogivFvRPsWiWQuWpgjglkGJ1dKwpkF3/xD4fzv/E77qk9x6nzoDWepZaxx3Dgg7UwCvXpQFHw5DkAmbVWKPGT5XcRuMeif+y42NyUA2RWWTVt6VXuWIvx55h/WveZWiDb+eMPD69d+Mq6GX/2uycHM8t364quj1prui7Zf7QYILMG9xKQiQW/X869rwmE8ljp1iBb0g6fLQKZT5XytFisSKeW1xXn8spi7qBUrkz/K62JlUDWX/+xBQLZWJH+nxXIjh8/Pnzx7h81DabMIdYcVLLQD1XIspNSz1C5iPQYkCEWctaap8R+bB4TXUvKzfFHbG5600++b3jDd9yZVKRVljVvxArvVW6NXbm2dZ+pAbJ9MKaNmxjKUmJcq1oTI1pG7n4RQGZ1EBGkZBDJcZwreokt9/rWg6xbth4TyFSJNnvLZ7qAmROQSautOrdRBVOK6uuzRiDzqdI3jUDWV19f6S6QvfTkqeAPDsi1KYsMa2xouehbMpBZ45LPh7lpPdY8lj+0fi39r2W6+1i73vZ7PzEcPnzYvSR4bJWV0g9CBfcqN2TPTbd8VNMm14YeFwOZvKb4xz+hxezfv+WfDsORd+xPB6TkrOt792FfcxcBZJbIpaJaZfqElLQWHcKaDGthT+tNIFMl6vfW4Cylq896AllJjMfqXa8MpgSr7QQyjA9cKxsPZLKYkE2+9yDbjL77sKrQ/v9dIDtw4ED0576tPhOb93Q821+L/BTLllXHfEvtr4g9IVOLvdrRQztrsd+7PVq+1S7JkwNkkj+0nqpZq1lzZ025Ut/YZtmWa1v2z15AtnPkluG1t/xMrKldzsfiyzXaUku3XOt4EUBmDSRXB8TLE+3Omf84vPZn/kLSJJvjOBX4qi1NKNiHBhApqlWAEMgKHBO4xIoTd3CeG5Bpc6T+sl38/FOaFPwF0asZZnIQu1tLIMM7aqOBzHNnd8rFQ6r3xkAWW7RJuaG+Y41nLeY3t01WPd2x071mLsepQCb1DWld05YefrLWUVrX3n6x2iU/ef+WX3p/8hMyqXOP9dTUcWu1qWWsFQPZZd2DryzKuQ0Ast5xLrHp2xYBZNEAff0D+9v+9l/fn+akWJ3OybbnsMWEFWpLywAhkO1xW9UHaxJz4yEVyKzyQhV17YTy1KRLX9DN9zdbXJiTfLW/mqi2xnvpA7LJT4bLFvu1OgLZrkzQ/zYZyIKLiAlfsUlx3hjI5BprYatl+hZvoflHrmk9zsTm2FY3IMXOmYcf3W22/NkO+TMdsbFDNQrtc4Cs5dyt9bH85POrXmftU+aeHm1x62TFLYFspZTlp5b+qQGywXNzy/XzEFl/78nb8IOlnWum9Vjnlm0dLx7I7vzNy18A/dpv79MgRumxyWJfgZcTSgdCLcuy2bKjzQXIpL3u5i72x4t8yVey0Bfd9G9n9fgDl6kT4yYDmeujmmPX36E/rCnly2BY+7fNpBwCmaiA3TYWyJ7/Be88savexF9Ej3nQB2RyTWzxMZ5TrMWwlNcKkKQs3VLHT81fsvfZqJ2r5wxkpX6K+V+0H8dMiT+sa6w6EMhWylnrRMlR6v+xX6qAzBpPxdCMgax3jI91dj9vPJBZwbkr7Ed+z23v1eMeQFbbEaJt+eT9V+tfczAlkEkb5W5lCVzVtFmvbXnnw5o8xJ4bD6lA5ls8aN2tfct2WXZanMvRrcYegaxGvbJrCWRlutVcFQIyaz5Re+7iwxp7eo0vFjS6ddP65u5DbaotW4Ds9Mc+O7z06cejVaq1NTZg+bXGluULtw7uvOamtzi25oYSILPaVNqOXvrn6BeKaymj9maD1qMKyP7nfVrM/v2EN7gs32lFe411Wr61XzaQ3XR2uP1fveRtf2sga+FEK1halK9CTAVkVvu0boh9Ky2tyWNsozeQiW6tBuLePrB0q1lQjOtNIBsr0v/zxgLZTBcQKR4LAZlca/U1LVv6nLxFoH80WNPd/Xg8c8/VHMfmhNJFs9TJanvtOCNA9tITTw+nH/hEtPmttbPaVWPLWuS7jazxiVuO79hqm/wNsjd9+J6s75BZQFY6X1oxWxtXPk18aVa7WtWhGMhm+nRMdbS0q+k/Wn7N/v8DAAD///pe5IMAADW0SURBVO2dbcwmV3nf59nXx7v2+jU2NtjFG7so8CFNY6WmbpUIiAmtVCkttEpLWqHUAtGimBqikI/9UGgLjas0qLRICSqtkyZVpX4JhCSNlFKsFpUSNVCKsYkNBmy8ttesdxfbu32u23ueZ565Z645M3POf17u30i7M/e8nOvM75w5M7+ZM/NsnT59+mIx4vD973+/2MlDceTIkeLEiROdc/L4R36neOa3frd2u2ve8Fjxip+tXVRsHX9VcfGW++sXXpr7pTvf6y4vL7zqbXcXN933lvKsztPevqRIP2TopZdeKl544YXi4MGDxeHDh8Ps7GNv/7IHrwR45UfeXVx51+2Vud1+Pvwzv1Kce+Th2o2q5fXiiy8W9u/QoUOrf7Ub7czsUueqaWzferI4+cB7qrMn99vbxyq3IZm3Om513eq41XWG/ASsPb9w4cKqPT9w4ED+gCkifPffFsWTn25O6Yd+u3nZBJY8/fTTq3p+9dVX19Zzr52KyX7KY7IuXo72oO1cM7StPHfuXPG9z32teOIDH6/bpX3zUvPz9q1vLC/NfTuz8+O1D/5ydVay314+Lv/pNxQ33Ht3cfTo0eh4Xt3vew3g5bEv/+gdurTis5/9avHN+z5au9nQuh0StXbc2nNrx+36PHr48lubV/2BNxfFdfc0LxctqStDVdl5u7i1qUJWRFQM70RRhZqikaqrJCFOysoylpB5jWPYT9U4BU9vf6qNfYyQeY1sLJcU9TA2Vp/1vDpu6aXMP0LWp4SGbbM4IYs4TwwjNnzrNiGzCF5b1ZaDFG2lF6Mtb13bhJh2dOg+mZDZ8PBPfMDbtdWy6rmgdYOWFTxefWO1tcvlLPWNUU6jadrLB0K2R62tjnc9ZvZS3pvqJWRtN7cm1J4awzAMvTkf0hk6XrSQ3Xzvw8UVP9zwBCiiYsQKWao7El5jNPQEUq4oCFlRpODZ5cQYI2Re+ZfLz5vOebL04sYu846pFGVSzgdCVqahmZ6lkHl3dG/5xaI4focGXs8oMULWdgHXFDrVua0pfZvflrcu7UJMG9olvaZ8ByE79av/tbGHjm2bg5/XhvZp/2OYlTn0iVHe3pv28oKQ7SfX5fpj/5Zxv7II2cR7G8SRybfWooXstb/2WDO5iIrhNXzlhFM08Jae1xilimFxxhIyi+01IrZ8yGAnv6YuhNV0U5xUvH2pph8jZG0XJtV9qPtdjVu3zljzvPpteUpxV6+8bwhZmYZmenFCFnGe0JBtjhIjZLZ11/Ylh0w07YXXlto2bec/27en/tWnotr/FO1MELLt7W33vJ0iVpWZd13SJ56XXjW2/c55jvHOEUsTsmqdbavj1bLwjpmuaVXTtt+9hMy7uRXxEKQuH5s0b7FCtn3j08XJf/K95rKMONF6Fb6ccJ9GsLx9mPbipWwExxQy21drdM99/qGw26vx9h237f4+fufedJgZ+0jZa9BDWjZOUWZeeVXTR8h8GU9xAimXr00jZFUi+X/PTsicLjYx7xnnJ9oeIVbIQkpeuxXWsXG1DSsvSz0dI4t1bUT1orYtX3VptG1Tt7wsZLa87px27T/8qcHvKdfF9gSqa5nFni/L+Uh5LVJO16a9/ExFyLzjpwubunLsUj+9YybFzZTOQua0patyjrjmrtaHTfs9eyFrqpRDP+hhFcE78EJF6XIAhW2axl68Lgd6U/ph/thCFvKRa+w16hYzVZl55VU9McYIWVu+Y3hV48Zso1in6TgNsVOVSUjPxghZmYZmeklCFvOesYaqH6WrkFlqXltjF3O5ZMLbE6899baLXZayjakKWWweUqxXdyEf0u3S/nt1IKRXN07JsZq+d56YipB5/GOv0zz2sWXosTKuselUyyD87ixkPB0L6HqPN1LIYk+0MSeIoZW+XHJevNgDvZxe0/TShSzstzV6NpSfxqW80PDKq1ov2oTMa6DD/lgdaPqykq2T80QZ8tB33LZ/VV5945S3Q8jKNDTTCJmGczlKHyGz7UP7aF8pNgmzXgrWOyG2N0I5Dymm2y4wh8RI3TbOXciGsE7NslquTcJz8g8/WGxtbY3+lcWm/Nl+xJ7Hulw7VPmUf3t5GXrN2EnIeDpWLpbe04sVsqEf9Gi7gDTiqRsm7yAdenCVa8imCFl5n3NMdykvT8hiTo6hrnn1MvZkkINFW5reiSPsW1saXZcjZF2JDV8fIRvOsGsKfYWsaxzF+jFtYdd85GhfxhQy77wTcw4YyjgHz3KZ1p3j7Prn6I/e3EnIbD+99wr7XFPV5S3kvUs3Qe98GFOGIaZXF/rsX0jXxp2EjKdjZXS9p2cvZLbndZVyyAc9vIMukO5y8IVt2sZ1+xG26XKQhm2axjFCZo2ZDWce3HvXa+jfWWvKz1zne+VVbQybhKxPXQvbWB20Yew7223lF/LbtF7Kul2OgZCVaWim5yZkW4/eW1w88416ODP4wqJlfElCZvszVBgsjTBU2+Ewf+h4qkLWtr9tkhK4mHQ1/X3X3EIW8mDnDRvsuuPixYvF+fPnOwmZd362dNtY2TrVwTuXxXJpq99dzocp8lPdx/A7Wsjano7xMY+AtHW8CCGrVsohH/SoptVEMPbga9q+bn6quyZ1aZfnNQlZaKxt3bqvFeaQ0HK+5jbtNaxVVnVCFlvX+pw4psTSq9c5jqOw7whZIKEbI2Q61iHS0oTM9iu2bQwMqmNrf1N2T6+mP1Uhq553yvmOZWptsg1jC1k5712FLGZf+5xXU5zLvLx55VfmEaa7XIOEbWLHyYSMj3nEIi8WIWS2t+UDpesHPYKI1ElIE8kcF5LlfajG7XLXpLpt9XcQsuf/59eLc//jkdU7VrH73qcRq8Zfym+vMbR9LLMyIXvmj75SHDh0sHjmo5+pFd46LjnqWV2cXPO8k4/FTL1/4Vi2tA//yK2rO6uvfN9fKQ4ePGizGDITWJSQzeRCYolCFqppW/sR1rOxXcxabwFFT44xhazLece4hDYx5hwf2mOPe1jH0lYNXYXMu5YKee56TeUxsTRj0/PS6crWqwtd5S5wCeNoIaO7YkA2eLwYISs/nvaE7Nv/riief+THd8HFNFK7K5cmhlb2UlK7k14jEnuw7ybmTDz9375SfPdXPlW88Kdfd9aqX9S1wahPZTlzvTIbupdLYO2dfIxPynpt6dWVx4m/8abiVe//q7aYITOBuQlZ4V1MIGSZa0t88taO2MeZyudrOweHIefTsBCjPB5TyCwf5eudcr7CtJ07bKgyC8vrxuXzjddul9erSyfHvC5C5klKOW9dzz1155aQXhcmXtmVb+KGtL2xt69Dr1GjhKytu+JM2lCPsXLZYoSsXDG9D3qYkJ36g5sHMx5a2esy4B3wXRuPavrGx3vBtbp+0+8uDU9TGkua7zWuQ/YzR/0akp++23p8UtelqV1E9GU25+0QMn3pLfkJmZ5mXMSxhax8vROXY3+talvspV9d1085zdIuQuadB8q56XJN1ZZmFyapr/NSpxcYRQmZd0OLd8cCyujxYoTM9jgcNN4HPb70juEyZrFyXDCnPrCsUbWPcnS5S2b75g1d7+B4aS1hmXfi6rt/XRr3vjFU26Wu016+Pfmz7ZbE1eMw5jKETE8fIdMzH1vIbI+9trULkbprGe+8NkY7OnUh6yJ3Xrl1SSeUcer0QrqtQnbm80Xx6IfC6uvjmXwUaT3j481ZlJAZxtOf+Y3ixKt+u5FoKiGzAH0OnsaM7SxoOrDqGkwvHVsW5LRtvdjllgdV//zYPE1lvVSsjbG6601Oht5J3eKmPn7ahMxickPBKOQbELJ8bJtSRsiayOSbPwUhS3HeaZIrr+3ucz0ytCS6CFnMeaDrPnismxg27XPTdZ6t3+ec6O3vkPNdq5DRXbGpiHvPX5yQFU4lee6LLxSP3b/X77yNmh205T7r1fX7HDzVNMq/mw7ULo2HNaQpuiZaviyuDUuShNUOZfjPaxRjwnUp45j0prCOdxLLsb/eRUTgMeQEFdJg3EwAIWtmk2sJQpaLbHO6UxAyy53Xxjbn/uVzu3de99rSHG23l1db1kXImq6jyjG67kMTj67pWB68/PW5pvSuPfqkFzi1ChndFQOqZOOtncb8YrLUeiRkX587e/ZscejQoeKyyy7rkcL+Tbae+nhx4KnP7J956Vfs+2NHXn3rjoS8uTjx+tuKR/7Orxbf//ojtend+OF3rdapXdhx5unPPVR8633/unYry8+t//4f1C4rz/TSKK/XNG1xbAj73rQe8+sJfOtffKo4/Z9+r35hzdyl8/Z42Ic2bvxHP1VDZdgsL6alHHssDcvF5m5t7bldPFl7vrW1NXkQB//f32rM40t/9jcbl01pwZkzZ1Z/xPX48ePFgQMHppS1xebF/qSGDYcPHx59H9vavGoGY9pe71pirDbUmFubYm2LN3zlrvd5i1fLYhhUE6nj3OcasCl/fbk2pWf5f81nP1zdjejf1o5be17H3LvOtgBzaTujYYhW3HriiSdGFbLU+3n0279QbJ19vDZZT8gO/5lXF1e/603F5a//wX3bPvb3Ptb4NcLrP/j319bft3GHH9/73NeKJz7w8dotLG83f+KdtcvCzCf+5WeK7/3nPwg/o8dhv22D6r5HJ8KK+whYWZz/Xw+v1RtjbYPVMxuWzts7di7/6TcU1//8T644pP6v7Vg4+YcfTB2S9GZKYPuRtzfm/Nytn2xcxgIITIlA0zkn5DGc52PPOUOvR0LcMcYP/8QHWsMOuXYz1sd+7GTv83dT/mKu8+p2rCk9WzfXue7QM79WHHr69+uyU7x49RuLF696R+0yZvoEtp566qlRhcwei9qdD7uzl+Ju0+GHfqZxj1965fuLZ7945b7lV9y5X8D2Ldz58fW3f3Ttwjqs84p//s6ibfuwbtv4uQe/Vnz7/R+rXc0O1Fd/8t21y2yml8emjSzNa979k8WJv3h70yrMT0jA6rndcbK7TZtyF9urlymPnbpiGjN2XX42ZV6o51bH5/CEzDtfvHDbA7MoNusmam3LkSNHZsF8FlBbMml/y9OGKf59Q7uWOLPT48aG4zu9fPpco3jXI1f89TcWr3jvm1fpq/6z+m1tiw1tzL22P+T39j/6Z2FSPv7qX/6F2pht13m1G+3MTJ1eiBOY112zeO3mS9e8qbhwzc+FZBh3ILC8d8i8fq09/iZCbB/tri92VsuoqY+yrdfUT9m26fK+mKVj/cYvv/PkSoKtYUshwdV94fc6AXv0b/+su0Vbl4v1rec5J3Vf+S4UvON26LHaJR+bti7vkOlLnHfI9Myn8g5Zrj33rkfGaD9NDs6fP7+64XD06FF3t7223zYcI/8hwx7Xpuu8sG3d2NvXPumVY5gAW3tuN9fsZs/u4HynYbVOj+vs3bQ3fGJZQuZ8hnPr+KuKi7fc37m4vQOomtjQA6DpArYuXe9ArMtX+QVeu7tnTyURsiqpfL8Rsv1sh7xsvD+l9V9tx+yYJ+T13C5rDkKmL0+ETM8cIXuLFHoXIbOMNX3oou5aSrojO8GarvMsH13Pi037aWkNPc/1EjL+9pih7z0sS8g8c+9ZUdou7qrkh3zFrelALTcilp+uT8VOPvCefdlEyPbhkPzYNCHzjptyfU4JP/bY6HrSS5nHpaeFkOlLGCHTM0fIpi1kViOqN63tvFO+Ma2vNS9H9CSqy/Vjdf+q+9Mlreq29rtRyLxeaD2vs+vib+I8hCyi1JtEqW7TIQeBF8cuItsOwGp+mu6QIGRVUvl/b7qQbd/4dHHsh763An38zp33Gv6a8wclOxRHkDDbxPsTFeUkEbIyjbTTCFlanjGpIWQxlNKug5BNX8hCids5woYr75rG+/IphMy74Wn7muKmZ62QeQ89LDDdFY1C72FRQrb16L3FxTPfqIcx4K+GewdQNVguIbMDLPaC0/Lk5QMhq5Za/t+bJmRGNNxguPneh4srfrjm89CRx2Q4oVqaZx58qDj3+ZdfWO9yPNi2NjTdpHh5Kf8PJYCQDSXYfXuErDuzoVssXci8m79jtKFduywOLd+c23tsY0SqTcYs7ynKqFbIeDqWs2oUixKywqssA8y9i5ANufveJU5TrYh5LI+QNdHLN39TheyaNzxWvOJnm7k+/I9/vHFhH+FqTGxnQYqTlJc+y4rVS+B2IreXwGfxNdFM5wxlXUDIlLRfjjWWkNnFuL2yYMP2HbcVN92X50mVJw1jtKNLEjJPqNqEzNv25Zr58v9DrkNDOmtC5nyjYbVN5A3WkD7jdQLLEbK2yjJAyGIPgraDaR3//jlDhSy2oUTI9nNX/NpEIfv2L73VlTHj/vAvXV6c+9bV2Ytg6LGZPYMLCcATMn1BImR65mMIWZ0k5WrX6mIFyrHXGWH9FOMlCZnxCL1H6tjU9W4KIh5zkzJV+awJGd0V64or6bzlCJlTWfp+YTGQjhWyoQdCXyGzRrnLy6oIWShZ3XgThey5//KLxRW3v9y9sIn0c198oXjs/pNNi5PMv/HD7yqu/kuvSZIWifgEEDKfT46lCFkOqn6aaiHzrkHqLuD93LcvRcjaGQ1Zw7vWC5JtZW5Dl4+4Db0GLe/TmpB5vQn4mEcZXe/pjRCyIkFl8Q6gQH/oY2Kv0Q0xquM+ByBCVqWY//fGCVnbE+tLyHMKmf2hzZs/8c7V39pr+2Oi+WvAZkRAyPTljJDpmauFzBMkhExf/kMj9rnWa4vZ51rQS3OfkL3wx0XxqPMhrgE90Lw8bNqyxQiZ+0GPBEJmFaOpUQx3NFJUnhjxszhdn4qV84aQlWlopjdOyJwn1lXiX3rHzdVZvX+H48ISOPZjry6srtsfP0fIeiPttCFC1glXkpURsiQYOyWiFjLvAj71hbiBaLrWsWU54lm63rC0Lou2r163RY9F3bIcZbJPyE5/oiie/HRd6CLFA4/6hDdv7mKEzP2gR8KXDa2hKg/2Ce+Un1P1Gl6LGy44h8REyMolqJneNCFzb5BUkA8RMjsebLAuuzaUjwv74+cI2QqL7L+5CZlbT2dy1xchk1Xv3UAIWZ6PiewCrkwsUchib75XUKz9zCFjFgQhW0OdfcZmCNlMTqyhtE3Kwue9w0ucKUQspI+QBRK68aYJmXuDpIK9TciCdNlm9mUxuwliQ1m+VjMq/yFkFSCCn4sSsoQ38nKiR8hy0q1PGyFDyOprRvzctpvvMSnl6K4a4u4Tsq/97TB7fTyTdnI949Obswwhc95XGfpBj+kV2fAcIWTDGXZNYaOEzDke67g9e+qDdbNbhat2o9JMhKwEQzSJkIlAl8IgZCUYoskpCZndsDr5wHuS7jldFpPibEzM49y40c6CHGVejReE7ND5/10cevzD1cV7v2f2wGMv49ObWoaQee+rJHp/bHpF1z9HCFl/dn23RMgccpnusCFkDvNMixCyTGCdZBEyB06mRZssZDmfyjQV1xK7LIZ9jX1SlrKXVIjtjYOQHX7214uDp36vdlUeeNRi6T0TIeuNbr4bImT6skPIHOYImQNnXosQMn15IWR65ksXMu/9JoQsT30L3yc49/mHCntVJXTVD93027rop85VjJDxQY+01BGytDxnkRpCpi+mjRIyw+s9ta7iR8iqRGb7GyHTFx1CpmeOkN0uhb7kJ2RSkB2CBSHbfuTtzVvRA62ZTY8lixAy90tZmS72erCezCYImb4oNk7IDLFJ2c6w9fyfrMYXz3xjNV77L1MfdLosrpHOPgMhy454LQBCtoYk+wyEDCHLXslGDhAlZJnO3SPv+mjhFyFk7hfdqDBrlQshW0OSfcZGClmJqnvTJNMxipCVCkA0OTchc5/kzuTuL0ImqtylMAgZQlaqDoucNCG78MTHikNP/37t/vH+WC2WQTMRskH45rkxQqYvt00XsjFumiBk+nqOkOmZI2R65ggZQqavddqIbULG+2Ppy2P+QuZ8YhuDr68wCFk9l5xzEbK3NuPlCVkzm5ktQcj0BYaQ6Zmrhcz28Et3vrdxR1/74C83LuuzQBkrJn+8QxZDKe06JmTWs2Xr7OP1Cc+kB0F95qc5d/5C5n08gApTW+sQslosWWciZAhZ1go2kcQRMn1BIGR65lMTstRfPkTI9HVqahFNyA585W82ZyvTjdTmgMtfgpAtv4zX9hAhW0OSfQZChpBlr2QTCDA7IVtADwuETF/xxxAy5afoETJ9nZpaxItP/pti67u/25wthKyZTc8lCFlPcHPeDCHTlx5ChpDpa50+IkKmZ46Q6ZlPTciuetvdxU33vSUZCIQsGcrZJuQKGb3PspTr7IXM/Xobn7yvrTQIWS2WrDMRMoQsawWbSOIImb4gEDI98zGE7NnPfrX45n0frd1Z+yPCJx94T+2yPjObhCx1nNi88Q5ZLKmE6/3pzxfF89+sTxAhq+cycC5CNhDgHDdHyPSlttFCNlK3ML6yqK/nsxMyQ/Tl+psFc/koFEKmr+dLFjKl+MWWHEIWSyrheg3t4ioC3RUTgt5LatlCRqXZK+nSFEJWgiGaRMg+VEs650UvQlaLPOvMJQnZCtQMziEIWdYqXZv4GEJmGWl6cmXLUn1pESEzmhs+ODdRV2Rm0C7OsQRnL2RNdzepNM3VESFrZpNrCUKGkOWqW1NKFyHTlwZCpmc+lpApPuyBkOnr0+Qi8vXyUYpk2UJmSK2vaxiuuydMbfQYIdMX/0YL2UiNO0/I9PV8jkI29/eQETJ9PZ+ikKX6sMfjH/md4pnfqv+6XqoYXUuMLotdiQ1b320TeX9sGFxn6+ULWc3Or7pJHXvd3pLLfqQojt+x93vhUwiZvoARsk/XQ8/YuCNk9chzzkXIctKtTxshq+eSc+5YQqZ4eoWQ5aw5M0nbe3+Mj+VlK8TZC5lr8j2wmazZcLEqbDZzIdKGkFlhageEDCHT1rhxoiFkeu4ImZ75FIXMKKR4jwwh09enSUXk/bHRimP2Qla0VZ5MaF1xs5gTljeELFOlcJJFyBAyp3osZtEchawYqUttqkJHyFKRjE9nLCGzHHof9njlR95dXHnX7fE7UrMmQlYDZZNmzbw9nHNRzV/IjL73eHUCpRPkzbKy78lbl7xZt8pEw4ULF4oXXnyxOHTwYHHwxF9IlCrJeAQ2Wcjcp9gZuz/QZdGrkXmWLU3IVt3bb7k/D6xEqSJkiUB2SGZMIfM+7JHi74R56acQvg6Yd1flHbJdFNkn3PN1xlcMsu/YDAIsQ8gMtGf1MyiIOWSxLJbl/LZKZpNMTvgpYnn/UkwjZN+ox4iQ1XOZ6dxZCpnTywIhm2lFzJztMYXMe4/Mdntot0WELHPlmXry3gOOjOfrqWNR5G85Qma07MR69gvF1vN/Ulw803ABqKBKjMEEOslfVfgmKHoIWcPxmLGB5wnZ4MOwcwIIWWdkgzfgCdlghJ0TGFPILLM5uy16aQ+Vvc6gL23AE7K+5Dpu59ycWqXE3x/rCLTb6ssSsuq+XxI0m42kVeFszu+y3NU+zSsLXSaZ22Qhc7sUZ2zgETL9MT5LITNM3l3hjHU0RQkhZCkodktjbCHznmIN7baIkHWrC4ta2+tpRnfF7EW9bCFrwlcRNVuNJ2pNsDZ7flnmVvWk/PVNm1GWOfvdIHQImcGpGTJe7CJkNbwzz1qkkGV8ipuiOBCyFBS7pTG2kOXstoiQdasLS1qb98fGLc3NFDKPucmaDTtdH8NgT9dsQNoCEcYxBILM2VM5+5CK/ds69ueLgzsfU2kSt5h0Z7WO0wXC+FzM+MEEhExfU+YqZK0XInbjpeFmi57y/ogI2X4eil9jC5ntoydOfT++4Yne0CdvQ8qFLotD6HXY1uspMPEbUx32crKrImR9i8YRN0sSeesLdvO2K4vb7t6HJ28TvQjczWfbBELWRmhRy+cqZF0+CjW14xUh0x9CUxCyHN0Wp/jJeytdhExQx51z9Sp6xt4sgr2bRQiETFVMNQI3JHR4atcnDWvc7J8NBw4c2E0CidxFMcmJqV0IRkEasU86T8iiSijpSrMVsraLkR6U3OPV0kt0swUh61E4AzeZgpB5T7Ns9/o8JUPIBlaMOW8+4rl6zthS5h0hS0lzJmkN+sPQQSyr+1rq4lldZL+bBBIJrKM1bN7aheCY3a1GbOQRsmH1qM/WsxUy21mvu04fGB22WTtmw7YRT8oRsgBLN56CkNneet0W+3QxRMh0dWhqkVq7bV93z9SyvLj8IGSLK9L2HRokZO3Jp1ujg/yVhQ/J84vALv52vzYZccHnp+YvHbORR8j8ssmxdNZC5t08yAFrQJplgTt79uyqx8P29nZx4PiP7qWa6AncXoJMBQJTETJPoCyvXZ+Sed0gu6YVWKUY02UxBcWWNLwbUrw/1gIvzWKELA3HWaUyGyFLRbUqdpWnecjcHujUsuYKWeZGHiHbK1fV1KyFbAeSW19VEDPFKUvcvhDhpozNROL2oWn6MRUhs/ylfErmpYWQNdWGBcxv67LN+2OSQkbIJJinFWTjhGwo/rLQVWTOkt4Uoesla95dt8yNPEI2tOJ3337uQrba4xk9KeteQt22CBJnW+0+VQ9JbLDITUnIvKdaVlRdRMoTsrH+KLTtA0/IjELGwWnzXrrmTcXBG96VMThJBwIIWSCxQWOETFTYQeR2JC589v7Q+f9bbG1tLe4rnLWyZpgf/VAzbISsmc1MlyxCyAJ7u0i5NNhNF7pCBxrt46WL3JSErO3jHlZaMVLmpdPnfbT2WhK/BkIWz6rPml7PAISsD9F+2yBk/bjNeiuETF987h+GLolbyFl46rbYi8AfeHNRZH5JmCdkoTbpxosSsiZsm3i8NrFIPH8uIjclIbMiaHtKFiNU3vtoV73t7uKm+96SuLTjk0PI4ln1WtPpyfLiTe8rDl15Z69k2agbAYSsG69FrI2Q6YvRFbLY7CzpQhAhiy31Wa23EUIWWyLO8WpJLPZmSyyfhOu5ImdxEnevnJqQeU+3AuY2qULIAqkNGzvdFY3E93/wPxRHjhzZMCjj7C5CNg73UaMiZHr8SYQsNtuVC8FJdrfK/EEPQ8UTstgKk249hKwny8oxG1IJT8rtNwIXqKQduzLXIHJTEzIjEiNl3pMy7/2xmC6PaUtlf2o8IdvPI+kvR8hevPqNxYVrfg4hSwq8OTGErJnNYpcgZPqilQqZt3uVC7/RZC3z+2OGACHzKkKeZQhZHq5rqYbjeGfB2VP/fe+z9wcO7H5kCIFbo5Z0xsXLbioO7PAOwxQ+euI95Qr5tLE9LTt+523FlXfdvprdtt2YH/SwDCJkq2LK85/XXREhy8O8IVWErAHMkmcjZPrSnYyQebseLvIufUkym6wJuivabiJkXmHnWYaQ5eHqpRr9h6HD8W2JVb4Wy5M4j3D6ZeWncpa6K3O2Qoc/R9D2Ppkl12Xwnqp1SWfIugjZEHot2zpCdu7WT65uOtBlsYVhosUIWSKQc0oGIdOX1iyEzMMSLuYGyppdiFy85X4vUrJlCFkylNEJIWTRqJKtGC1kfSKG4962ReL6EMyyTVnoqjJ3+gtXFN/96Kd245771tW7030m2t4965Nm120Qsq7EItd3uisWx15ZnLvhnyJkkShTrIaQpaA4szQQMn2BzV7IPGThoq1F1lYydu3bO93t9cK2LUPI2gilX46QpWfalmJWIWsL3rQ8tAm2HJFrojTK/Oe++MJu3DN/fHh3Okw8/+XLw2RhMjd2d0XLDEK2WyRpJxwhu3jd3cX5K/4uQpaWuJsaQubiWeZChExfrosWMg9n+cKsQ7cbL8nYZQhZLKl06yFk6VjGpjRJIYvNfHW9cnvhiJxtxjtyVXj5f5efzK3K4Njr9gcNH0FJ3NYjZPsxJ/vldFdEyJJRjk4IIYtGtZwVETJ9WW6skOlR70ZEyHZRyCYQMhnq3UCLErLdveo44YicpcQ7ch15Jlx91TOiLG4mbR2FDSFLWCAhKTtmHv1Q+LU2vvCa/1hYe24fruEdsjU8WWYgZFmwTjtRhExfPgiZnjlCpmeOkOmZI2QDmSNzAwH23zw8cdt9D67hCRtC1p9x45ZOd8Vi58Nb9rl7hKyRXpYFCFkWrNNOFCHTlw9CpmeOkOmZI2R65giZnvnu3yF76f/sBaeL5R6LRFPh6ZoJmV23XNj+c8WRq16fKPXNTmbr0Xubu/0iZKNUDoRsFOzjBkXI9PwRMj1zhEzPHCHTM0fI9Mx3hWx7u39wnsz1Z7ez5drTNUutR3fIQZmY88bO+2PFzt8JvXDhAk/IxOWLkImBTyEcQqYvBYRMzxwh0zNHyPTMETI98yRCNiTbyFwrvTVha+gO2ZrQElfwuiva/iJko5Q6QjYK9nGDImR6/giZnjlCpmeOkOmZI2R65qML2ZBdRuZW9DZa2Dwh2+muWFx3D0/IhhxjPbdFyHqCm/NmCJm+9BAyPXOETM8cIdMzR8j0zGctZENxRQjdEv4kwaKFzeuuiJANPUJ6b4+Q9UY33w0RMn3ZIWR65giZnjlCpmeOkOmZb7SQdcEd5O3SB0/Cnx9YpLAZlzm8w+Y9HbN92OmuaAPvkK0wSP9DyKS4pxEMIdOXA0KmZ46Q6ZkjZHrmCJmeOUKWiLkJW+nrlCZsS5C1QMeesu1+0t9mTuE9Nk/ILj0ds6wiZEZBOyBkWt6TiIaQ6YsBIdMzR8j0zBEyPXOETM8cIRMxvyRs4bP3B899udg6+7goeP4wa90iLWRuaYvormjZQMiMgnZAyLS8JxENIdMXA0KmZ46Q6ZkjZHrmCJmeOUKmZV77h6EX3B2ySjeZuHlPxyzope6KNomQGQXtgJBpeU8iGkKmLwaETM8cIdMzR8j0zBEyPXOETMu8VsjaslDTHdI2WVKXyCqCIG6r/Tz2uurionjy0+vzwpxSd0WbhZAFMLoxQqZjPZlICJm+KBAyPXOETM8cIdMzR8j0zBEyLfNeQtaWxQ0UNhcJQubiUSxEyBSUJxYDIdMXCEKmZ46Q6ZkjZHrmCJmeOUKmZZ5FyNp2YdOErdRd0dDwhKytgqRfjpClZzr5FBEyfREhZHrmCJmeOUKmZ46Q6ZkjZFrmowhZ2y4u6R22ytMx23WErK0CpF+OkKVnOvkUETJ9ESFkeuYImZ45QqZnjpDpmSNkWuaTFLI2BBVhs9Wn+HfYVp/mv+X+tb1ByNaQZJ+BkGVHPL0ACJm+TBAyPXOETM8cIdMzR8j0zBEyLfNZClkMoilIW6WrYsg2QhZI6MYImY71ZCIhZPqiQMj0zBEyPXOETM8cIdMzR8i0zBcrZLEYM4jb6smYfYnxuntqc4GQ1WLJOhMhy4p3mokjZPpyQcj0zBEyPXOETM8cIdMzR8i0zDdeyGJxB3EL65/9QpjaG9sfnj5+x97vhimErAFMxtkIWUa4U00aIdOXDEKmZ46Q6ZkjZHrmCJmeOUKmZY6QaXlbNIRMzxwh0zMfPSJCpi8ChEzPHCHTM0fI9MwRMj1zhEzLHCHT8rZoCJmeOUKmZz56RIRMXwQImZ45QqZnjpDpmSNkeuYImZY5QqblbdEQMj1zhEzPfPSICJm+CBAyPXOETM8cIdMzR8j0zBEyLXOETMvboiFkeuYImZ756BERMn0RIGR65giZnjlCpmeOkOmZI2Ra5giZlrdFQ8j0zBEyPfPRIyJk+iJAyPTMETI9c4RMzxwh0zNHyLTMETItb4uGkOmZI2R65qNHRMj0RYCQ6ZkjZHrmCJmeOUKmZ46QaZkjZFreFg0h0zNHyPTMR4+IkOmLACHTM0fI9MwRMj1zhEzPHCHTMkfItLwtGkKmZ46Q6ZmPHhEh0xcBQqZnjpDpmSNkeuYImZ45QqZljpBpeVs0hEzPHCHTMx89IkKmLwKETM8cIdMzR8j0zBEyPXOETMscIdPytmgImZ45QqZnPnpEhExfBAiZnjlCpmeOkOmZI2R65giZljlCpuVt0RAyPXOETM989IgImb4IEDI9c4RMzxwh0zNHyPTMETItc4RMy9uiIWR65giZnvnoEREyfREgZHrmCJmeOUKmZ46Q6ZkjZFrmCJmWt0VDyPTMETI989EjImT6IkDI9MwRMj1zhEzPHCHTM0fItMwRMi1vi4aQ6ZkjZHrmo0dEyPRFgJDpmSNkeuYImZ45QqZnjpBpmSNkWt4WDSHTM0fI9MxHj4iQ6YsAIdMzR8j0zBEyPXOETM8cIdMyR8i0vC0aQqZnjpDpmY8eESHTFwFCpmeOkOmZI2R65giZnjlCpmWOkGl5WzSETM8cIdMzHz0iQqYvAoRMzxwh0zNHyPTMETI9c4RMyxwh0/K2aAiZnjlCpmc+ekSETF8ECJmeOUKmZ46Q6ZkjZHrmCJmWOUKm5W3REDI9861Tp05d1Ifdi2hycP78+eLgwYPF0aNH9xYwlY2ANW7G/cCBA6t/2QKR8C4Ba9zsH8x3kWSfCMytbdna2soejwDFql2x9gXmutpw9uzZwphfdtll1HMRdrvBZsOhQ4dEEQljzK0dt7aFIT+BcJ0I8/ysQ4StJ554YlQhCxlhDAEIQAACEIAABCAAAQhAYNMI8IRs00p8Z3/DkwPufOgKPzDnCZmOuT0Ftrt8MNcz5wmZjrl1n7P2ZXt7mx4PIuw8IROBvhQmPK2xnzyV1LAPzLlO1PC2KLxDpmM9mUi8Q6YvCt4h0zPnHTI9c94h0zPnHTI9c94h0zI3ObBXW0wOeLVFw95u8lh7bjc0jxw5ogm64VEQsg2sAAiZvtARMj1zhEzPHCHTM0fI9MwRMi1zhEzL26IhZHrmCJme+egRETJ9ESBkeuYImZ45QqZnjpDpmSNkWuYImZa3RUPI9MwRMj3z0SMiZPoiQMj0zBEyPXOETM9804XMLtbtXxisW5v9yzkgZDnprqeNkK0zyT0HIctNeD19hGydyeLnIGT6IkbI9MwRMj1zhEzPfFOFzC7Srb49//zzhR3rdgEZ3nc5duxY1vdeEDJtPUfItLwtGkKmZ46Q6ZmPHhEh0xcBQqZnjpDpmSNkeuabKmRnzpwpnnvuud2nYfZUzC7c7Z8NJ06cKEzMcgwIWQ6qzWkiZM1sci1ByHKRbU4XIWtms9glCJm+aBEyPXOETM8cIdMz30Qhs3p26tSplYyZdNkfxbbPoVs7a0/M7J8N1157bXH48OHkhYKQJUfqJoiQuXiyLETIsmB1E0XIXDzLXIiQ6csVIdMzR8j0zBEyPfNNFDLbZ/sM+vHjx4srrrhiDfrp06dXUmaiduWVV64tHzoDIRtKsNv2CFk3XinWRshSUOyWBkLWjdci1kbI9MWIkOmZI2R65giZnvmmCZldnD/55JOrd1yuu+662j8UbMf+U089tVpm66QeELLURP30EDKfT46lCFkOqn6aCJnPZ5FLETJ9sSJkeuYImZ45QqZnvolC9p3vfGfVXfGGG26oBW4X8LaOfeTj+uuvr11nyEyEbAi97tsiZN2ZDd0CIRtKsPv2CFl3ZrPfAiHTFyFCpmeOkOmZI2R65psoZOEJWdM7YlYP7R0ze6+MJ2T6Opk6IkKWmmh7eghZO6PUayBkqYnOID2ETF9ICJmeOUKmZ46Q6ZlvmpAZ4WeffbY4e/bs6mMe9jXF8t8ds4t3W25PseyDH7Y89cATstRE/fQQMp9PjqUIWQ6qfpoImc9nkUsRMn2xImR65giZnjlCpme+iUJmx7Y9AbMLdftwR/UriyZM1l3xmmuuqX3HbGgpIWRDCXbbHiHrxivF2ghZCord0kDIuvFaxNoImb4YETI9c4RMzxwh0zPfRCEzyvaEzL6maBfr1cFkzJ6MbW9vVxcl+Y2QJcEYnQhCFo0q2YoIWTKU0QkhZNGolrMiQqYvS4RMzxwh0zNHyPTMN1XIjLS1qyZmVu/sot26Lh45cmT3iVmu0kDIcpGtTxchq+eScy5ClpNufdoIWT2XRc9FyPTFi5DpmSNkeuYImZ75JguZnvbLEREyLXmETMvboiFkeuYImZ756BERMn0RIGR65giZnjlCpmeOkOmZI2Ra5giZlrdFQ8j0zBEyPfPRIyJk+iJAyPTMETI9c4RMzxwh0zNHyLTMETItb4uGkOmZI2R65qNHRMj0RYCQ6ZkjZHrmCJmeOUKmZ46QaZkjZFreFg0h0zNHyPTMR4+IkOmLACHTM0fI9MwRMj1zhEzPHCHTMkfItLwtGkKmZ46Q6ZmPHhEh0xcBQqZnjpDpmSNkeuYImZ45QqZljpBpeVs0hEzPHCHTMx89IkKmLwKETM8cIdMzR8j0zBEyPXOETMscIdPytmgImZ45QqZnPnpEhExfBAiZnjlCpmeOkOmZI2R65giZljlCpuVt0RAyPXOETM989IgImb4IEDI9c4RMzxwh0zNHyPTMETItc4RMy9uiIWR65giZnvnoEREyfREgZHrmCJmeOUKmZ46Q6ZkjZFrmCJmWt0VDyPTMETI989EjImT6IkDI9MwRMj1zhEzPHCHTM0fItMwRMi1vi4aQ6ZkjZHrmo0dEyPRFgJDpmSNkeuYImZ45QqZnjpBpmSNkWt4WDSHTM0fI9MxHj4iQ6YsAIdMzR8j0zBEyPXOETM8cIdMyR8i0vC0aQqZnjpDpmY8eESHTFwFCpmeOkOmZI2R65giZnjlCpmWOkGl5WzSETM8cIdMzHz0iQqYvAoRMzxwh0zNHyPTMETI9c4RMyxwh0/K2aAiZnjlCpmc+ekSETF8ECJmeOUKmZ46Q6ZkjZHrmCJmWOUKm5W3REDI9c4RMz3z0iAiZvggQMj1zhEzPHCHTM0fI9MwRMi1zhEzL26IhZHrmCJme+egRETJ9ESBkeuYImZ45QqZnjpDpmSNkWuYImZa3RUPI9MwRMj3z0SMiZPoiQMj0zBEyPXOETM8cIdMzR8i0zBEyLW+LhpDpmSNkeuajR0TI9EWAkOmZI2R65giZnjlCpmeOkGmZI2Ra3hYNIdMzR8j0zEePiJDpiwAh0zNHyPTMETI9c4RMzxwh0zJHyLS8LRpCpmeOkOmZjx4RIdMXAUKmZ46Q6ZkjZHrmCJmeOUKmZY6QaXlbNIRMzxwh0zMfPSJCpi8ChEzPHCHTM0fI9MwRMj1zhEzLHCHT8rZoCJmeOUKmZz56RIRMXwQImZ45QqZnjpDpmSNkeuYImZY5QqblbdEQMj1zhEzPfPSICJm+CBAyPXOETM8cIdMzR8j0zBEyLXOETMvboiFkeuYImZ756BERMn0RIGR65giZnjlCpmeOkOmZI2Ra5giZlrdFQ8j0zBEyPfPRIyJk+iJAyPTMETI9c4RMzxwh0zNHyLTMETItb4uGkOmZI2R65qNHRMj0RYCQ6ZkjZHrmCJmeOUKmZ46QaZkjZFreFg0h0zNHyPTMR4+IkOmLACHTM0fI9MwRMj1zhEzPHCHTMkfItLwtGkKmZ46Q6ZmPHhEh0xcBQqZnjpDpmSNkeuYImZ45QqZljpBpeVs0hEzPHCHTMx89IkKmLwKETM8cIdMzR8j0zBEyPXOETMscIdPytmgImZ45QqZnPnpEhExfBAiZnjlCpmeOkOmZI2R65giZljlCpuVt0RAyPXOETM989IgImb4IEDI9c4RMzxwh0zNHyPTMETItc4RMy9uiIWR65giZnvnoEREyfREgZHrmCJmeOUKmZ46Q6ZkjZFrmCJmWt0VDyPTMETI989EjImT6IkDI9MwRMj1zhEzPHCHTM0fItMwRMi1vi4aQ6ZkjZHrmo0dEyPRFgJDpmSNkeuYImZ45QqZnjpBpmSNkWt4WDSHTM0fI9MxHj4iQ6YsAIdMzR8j0zBEyPXOETM8cIdMyR8i0vC0aQqZnjpDpmY8eESHTFwFCpmeOkOmZI2R65giZnjlCpmWOkGl5WzSETM8cIdMzHz0iQqYvAoRMzxwh0zNHyPTMETI9c4RMyxwh0/K2aAiZnjlCpmc+ekSETF8ECJmeOUKmZ46Q6ZkjZHrmCJmWOUKm5W3REDI9c4RMz3z0iAiZvggQMj1zhEzPHCHTM0fI9MwRMi1zhEzL26IhZHrmCJme+egRETJ9ESBkeuYImZ45QqZnjpDpmSNkWuYImZa3RUPI9MwRMj3z0SMiZPoiQMj0zBEyPXOETM8cIdMzR8i0zBEyLW+LhpDpmSNkeuajR0TI9EWAkOmZI2R65giZnjlCpmeOkGmZI2Ra3hYNIdMzR8j0zEePiJDpiwAh0zNHyPTMETI9c4RMzxwh0zJHyLS8LRpCpmeOkOmZjx4RIdMXAUKmZ46Q6ZkjZHrmCJmeOUKmZY6QaXlbNIRMzxwh0zMfPSJCpi8ChEzPHCHTM0fI9MwRMj1zhEzLHCHT8rZoCJmeOUKmZz56RIRMXwQImZ45QqZnjpDpmSNkeuYImZY5QqblbdEQMj3z/w9JfEZlXk2wlQAAAABJRU5ErkJggg=="
}
},
"cell_type": "markdown",
"metadata": {},
"source": [
""
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[[ 0.44 -0.38 -0.07 1.37]\n",
" [ 0.88 -0.76 -0.14 2.74]\n",
" [ 1.32 -1.14 -0.21 4.11]]\n"
]
}
],
"source": [
"import numpy as np\n",
"# Passed-in gradient from the next layer\n",
"# for the purpose of this example we're going to use\n",
"# an array of an incremental gradient values\n",
"dvalues = np.array([[1., 1., 1.],\n",
" [2., 2., 2.],\n",
" [3., 3., 3.]])\n",
"# We have 3 sets of weights - one set for each neuron\n",
"# we have 4 inputs, thus 4 weights\n",
"# recall that we keep weights transposed\n",
"weights = np.array([[0.2, 0.8, -0.5, 1],\n",
" [0.5, -0.91, 0.26, -0.5],\n",
" [-0.26, -0.27, 0.17, 0.87]]).T\n",
"# sum weights of given input\n",
"# and multiply by the passed-in gradient for this neuron\n",
"dinputs = np.dot(dvalues, weights.T)\n",
"print(dinputs)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"
\n",
"ADDING THE \"BACKWARD\" METHOD IN THE LAYER-DENSE CLASS\n",
"