Community_Inclusion_Currencies/Simulation/.ipynb_checkpoints/Grassroots Economics - CICs...

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"# Model Specifications \n",
"\n",
"<!-- ![](images/differentialspec.png) -->\n",
"\n",
"![](images/SystemStockandFlow.png)\n",
"\n",
"![](images/graph.png)\n",
"\n",
"## System Definition\n",
"Reserve $R_t \\in \\mathbb{R}_{++}$ at time $t$ is the total quantity of reserve currency tokens bonded to the bonding curve contract.\n",
"\n",
"Supply $S_t \\in \\mathbb{R}_{++}$ at time $t$ is the total quantity of community tokens issued by the bonding curve contract.\n",
"\n",
"Spot Price $P_t \\in \\mathbb{R}_{++}$ at time $t$ is the estimate of the value of the community token, in units of $R$ per units of $S$.\n",
"\n",
"\n",
"The system level state is $\\bar x_t := (R_t,S_t,P_t) \\in \\bar{X} \\subset \\mathbb{R}^3_{++}$.\n",
"\n",
"The agent level state is $\\hat{x}_{a,t} := (r_{a,t}, s_{a,t}, p_{a,t}) \\in \\hat{X}_a \\subseteq \\mathbb{R}^3_{++}$.\n",
"\n",
"The system state is $x_t = (\\hat x_{1,t},\\ldots \\hat x_{n,t}, \\bar x_t) \\in X \\subset \\mathbb{R}^{3(n+1)}_{++}$ and lies in the Cartesian product of the system-level state and the agent-level state.\n",
"\n",
"\n",
"Conservation Function is:\n",
"\n",
"\\begin{equation} \\label{vnought}\n",
"V(R_t,S_t) := \\frac{S_t^\\kappa}{R_t} \\equiv V_0,\n",
"\\end{equation}\n",
"where $V_0 = V(R_0,S_0) := \\frac{S_0^\\kappa}{R_0}$ is a constant defined by initial supply $S_0$ and initial reserve $R_0$. Parameter $\\kappa$ is the curvature of the bonding curve.\n",
"]\n",
"\n",
"\n",
"Given the conservation function, allows us to assert that the spot price $P_t$ is completely determined by reserve currency and community token supply holdings and the functional form of $V$:\n",
"\\begin{equation}\\label{spot_price}\n",
"P_t = P(R_t,S_t) = \\left . \\vphantom{|} -\\frac{\\partial V /\\partial S}{\\partial V /\\partial R} \\right |_{(R_t, S_t)}.\n",
"\\end{equation}\n",
"\n",
"\n",
"\n",
"## Burn to Mint\n",
"The Bond to Mint mechanism takes a system-level state $\\bar x_t = (R_t, S_t, P_t)$ and an agent $a$'s action, given by a bonded quantity $\\Delta R_t := r_{a,t}-r_{a,t+1} \\ge 0$ such that $r_{a,t+1}\\in \\mathbb{R}_{++}$. Quantity $\\Delta R_t$ is reserve currency transferred to the bonding curve, and returns the state $ x_{t+1}$ such that\n",
"\\begin{equation*}\n",
" (R_{t+1},S_{t+1},P_{t+1}) = \\left(R_t + \\Delta R_t,\\sqrt[\\kappa]{V_0(R_t+\\Delta R_t)}, \\frac{\\kappa (R_t+\\Delta R_t)}{\\sqrt[\\kappa]{V_0(R_t+\\Delta R_t)}} \\right) \n",
"\\end{equation*}\n",
"and the associated updates to the agent-level state $\\hat x_{a,t}$ are given by,\n",
"\\begin{align*}\n",
" (r_{a,t+1},s_{a,t+1}, p_{a,t+1}) = \\left(r_t - \\Delta R_t,s_{a,t}+\\sqrt[\\kappa]{V_0(R_t+\\Delta R_t)}, g_a(x_{t+1}, \\varepsilon_t)\\right)\n",
"\\end{align*}\n",
"and $(r_{a',t+1}, s_{a',t+1}, p_{a',t+1})= (r_{a',t}, s_{a',t}, g_{a'}(x_{t+1}, \\varepsilon_t)$ for all agents $a'\\not=a$ where $g_a$ is a private mapping for agent $a$ and $\\varepsilon_t$ is an exogenous signal.\n",
"\n",
"* Realized Price is: $\\bar{P}(\\Delta R) =\\frac{\\Delta R}{\\Delta S} = \\frac{\\Delta R}{\\sqrt[\\kappa]{V_0(R+\\Delta R)}-\\sqrt[\\kappa]{V_0(R)}} \\rightarrow \\big(\\frac{\\partial S(R)}{\\partial R} \\big)^{-1}$ as $\\Delta R \\rightarrow 0$\n",
"\n",
"### Derivation to CIC\n",
"\n",
"$$\\textrm{CIC Issued} = S[(1+\\frac{\\text{Added Reserve}}{R})^F-1]$$\n",
"\n",
"Where:\n",
"$$ F = \\frac{1}k$$ \n",
"\n",
"Use:\n",
"$$V_0 = \\frac{S^k}R$$\n",
" \n",
"$$\\Delta S = (V_0(R + \\Delta R))^\\frac{1}k - S $$\n",
"\n",
"\n",
"$$ \\Delta S = (\\frac{S^k}R(R + \\Delta R))^\\frac{1}k - S $$\n",
"$$ \\Delta S = S(1+\\frac{\\Delta R}R)^\\frac{1}k - S$$\n",
"$$ \\Delta S = S((1 + \\frac{\\Delta R}R)^\\frac{1}k-1$$\n",
"\n",
"\n",
"## Burn to Withdraw\n",
"The Burn to Withdraw mechanism takes a system-level state $\\bar x_t = (R_t, S_t, P_t)$ and an agent $a$'s action, given by a burned quantity $\\Delta S_t := s_{a,t+1}-s_{a,t}\\le 0$ such that $ s_{a,t+1}\\in \\mathbb{R}_{++}$. Quantity $\\Delta S_t$ is token supply removed from the system, and results in the state $x_{t+1}$ such that\n",
"\n",
"\\begin{equation*}\n",
" (R_{t+1},S_{t+1},P_{t+1}) = \\left(\\frac{(S_t+\\Delta S_t)^\\kappa}{V_0},S_t+\\Delta S_t, \\frac{\\kappa (S_t+\\Delta S_t)^{\\kappa}}{V_0(S_t+\\Delta S_t)} \\right) \n",
"\\end{equation*}\n",
"and the associated updates to the agent-level state $\\hat x_{a,t}$ are given by,\n",
"\\begin{align*}\n",
" (r_{a,t+1},s_{a,t+1}, p_{a,t+1}) = \\left(r_{a,t}+R_t-\\frac{(S_t+\\Delta S_t)^\\kappa}{V_0},s_{a,t}+\\Delta S_t , g_a(x_{t+1}, \\varepsilon_t)\\right)\n",
"\\end{align*}\n",
"and $(r_{a',t+1}, s_{a',t+1}, p_{a',t+1})= (r_{a',t}, s_{a',t}, g_{a'}(x_{t+1}, \\varepsilon_t)$ for all agents $a'\\not=a$ where $g_a$ is a private mapping for agent $a$ and $\\varepsilon_t$ is an exogenous signal.\n",
"\n",
"Given these mechanisms, an agent's action set $U({x}_{t},a)$ can be fully determined from both agent-level restrictions and system-level conservation laws:\n",
"\n",
"* Realized Price is: $\\bar{P}(\\Delta S) =\\frac{\\Delta R}{\\Delta S} = \\frac{\\frac{S^{\\kappa}}{V_0}-\\frac{(S-\\Delta S)^\\kappa}{V_0}}{\\Delta S} \\rightarrow \\frac{\\partial R(S)}{\\partial S} $ as $\\Delta S \\rightarrow 0$\n",
" \n",
"### Derivation to CIC\n",
"\n",
"$$\\textrm{Reserve Redeemed} = R[(1+\\frac{\\text{CIC Redeemed}}{R})^\\frac{1}{F}-1]$$\n",
"\n",
"\n",
"Where:\n",
"$$ F = \\frac{1}k$$ \n",
"\n",
"$$\\Delta R = R - \\frac{(S-\\Delta S)^k}{V_0}$$\n",
"\n",
"Use:\n",
" $$V_0 = \\frac{S^k}R$$\n",
"\n",
"$$\\Delta R = R - \\frac{(S-\\Delta S^k)}{S^k})*R$$\n",
"$$ \\Delta R = R - (\\frac{S- \\Delta S}{S})^k *R $$\n",
"$$ \\Delta R = R(1-(1-\\frac{\\Delta S}{S})^k)$$\n",
"\n",
"## Reference papers by Dr. Zargham and others\n",
"* https://epub.wu.ac.at/7433/1/zargham_paruch_shorish.pdf\n",
"* https://epub.wu.ac.at/7385/\n",
"\n",
"\n",
"\n",
"### Simulation setup\n",
"\n",
"#### System Initialization\n",
"\n",
"\n",
"#### Agent Initialization"
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"cell_type": "markdown",
"metadata": {},
"source": [
"## Simulation"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[{'N': 1, 'T': range(0, 360), 'M': [{}]}]\n"
]
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],
"source": [
"import math\n",
"import pandas as pd\n",
"from tabulate import tabulate\n",
"import matplotlib.pyplot as plt\n",
"import seaborn as sns\n",
"import numpy as np\n",
"\n",
"%matplotlib inline\n",
"from tabulate import tabulate\n",
"from typing import Dict, List\n",
"\n",
"from ipywidgets import interact, interactive, fixed, interact_manual\n",
"import ipywidgets as widgets\n",
"from IPython.display import clear_output\n",
"\n",
"# The following imports NEED to be in the exact order\n",
"from cadCAD.engine import ExecutionMode, ExecutionContext, Executor\n",
"from sim import economyconfig\n",
"from cadCAD import configs\n",
"\n",
"exec_mode = ExecutionMode()"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
" __________ ____ \n",
" ________ __ _____/ ____/ | / __ \\\n",
" / ___/ __` / __ / / / /| | / / / /\n",
" / /__/ /_/ / /_/ / /___/ ___ |/ /_/ / \n",
" \\___/\\__,_/\\__,_/\\____/_/ |_/_____/ \n",
" by BlockScience\n",
" \n",
"Execution Mode: single_proc: [<cadCAD.configuration.Configuration object at 0x7f7f637eb690>]\n",
"Configurations: [<cadCAD.configuration.Configuration object at 0x7f7f637eb690>]\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/aclarkdata/repos/CommunityInclusionCurrencies/v0/sim/parts/functions.py:64: RuntimeWarning: invalid value encountered in double_scalars\n",
" realized_price = quantity_recieved/deltaS\n",
"/home/aclarkdata/repos/CommunityInclusionCurrencies/v0/sim/parts/functions.py:64: RuntimeWarning: divide by zero encountered in double_scalars\n",
" realized_price = quantity_recieved/deltaS\n"
]
}
],
"source": [
"single_proc_ctx = ExecutionContext(context=exec_mode.single_proc)\n",
"run1 = Executor(exec_context=single_proc_ctx, configs=[configs[0]])\n",
"run1_raw_result, raw_tensor_field = run1.execute()\n",
"df = pd.DataFrame(run1_raw_result)"
]
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"cell_type": "code",
"execution_count": 3,
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" <th>native</th>\n",
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" <th>supply</th>\n",
" <th>reserve</th>\n",
" <th>spot_price</th>\n",
" <th>user_spend</th>\n",
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" native \\\n",
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"4 [530.9524347906868, 6172.526885259749, 14578.0... \n",
"\n",
" cic supply \\\n",
"0 [9587.357534446111, 4868.714330437587, 17019.7... 100000.000000 \n",
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"\n",
" reserve spot_price user_spend impact \\\n",
"0 100000.000000 2.000000 0.000000 0.000000 \n",
"1 100000.000000 2.000000 29113.071395 0.000000 \n",
"2 100000.000000 2.000000 29113.071395 0.000000 \n",
"3 11766.157564 0.686037 29113.071395 0.000000 \n",
"4 11766.157564 0.686037 29113.071395 47064.630256 \n",
"\n",
" prices \\\n",
"0 [2.595940395058093, 1.4010176731572506, 1.6767... \n",
"1 [0.7557579805938984, 0.4078792754476903, 0.488... \n",
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"4 [0.7557579805938984, 0.4078792754476903, 0.488... \n",
"\n",
" actions run substep timestep \n",
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"source": [
"df.head()\n"
]
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"execution_count": 4,
"metadata": {},
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"source": [
"df = df[df['substep'] == df.substep.max()]"
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"df.user_spend.plot()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7f7f61168a10>"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"df.spot_price.plot()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7f7f60a89290>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"df.supply.plot()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7f7f609fe790>"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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uO7AWwyIY+PON44Wmy2rBsPChfAzkfO4WlWQT3MJRSerTXcehd4xpi2HZ8GAJhswTpKX7Hrfhqu5njbnD8VJuJMsGL6hiJhhowSC5xVAQleRH0GSSJbixPhoKV52VxTADwZBlEv/9S3fjjq0Hej52tuglKqmqo3rQBEOdnds/GMVrwLVtpzrzcYyBFgyZtPkLRbWSSO1PAiUxQkX0nKikGWgGY9NKMCyfAZXUTjN858HduPupQ71feJYIrWo3230HzcdArR00gTYImG+LYf94qy/nramkAYAES3DzvAw+NcI14hAVEloNbibhqmNTM6eSuB/kWGFuLYbBsrnrInr9w3z6b7YfnMS5H/5uXxQsNX/M+WkXHAZbMNigpMIEN3+QKyrJHm+356OSZtIByGJYNtLs+dheQkbnGr1MitWL6M2+XfOJup5P/2B9eP2/1qHJNjLZH6tBRTUe//1jwAWDNIvY+yUxrMUgc9ttVJLM7d/hVNIsfAzDjd4f7bGcmHpxvMqK+w5egtuxE8zHO+bTGutn2LFTa+04xkALhqzEYgjlKqjtLCqJzVtzVRKDLIaZ9Mmq+QH9gOxhMFUtHTFoXP3xElK5EBGK+uvftfon4LNMLorghIEWDBLShKn6FoOplRQQDLYkRj4Cycl8noWPYSaT+8Kgkqrs634WYeCczzWV1DfMZ62kqiVbZoLa+TwAUFFJ6rsflVREJaVZkY+BfmeCYRYWw0w6T5FfZD7Q23oMVX0MgzWAaudz/zCfBQr7mY+S1s7nhQ8praVQXBLDP0YGO04ashhmIhimSDD0fmxV7r4f6I1Kcj+LMKiCYdCc5oOA+cxj6CclqxLcBqtfzwSDlZ7rQUpbXTVXEqMwKsk6n8MruGXOvlWxeecR3L5lP54+ONXzsabNx9DH4KV9lEJW1P4GTTBYS3Kw2j0ImE+hm/Zg/faKxUIlDbhg4OsxhKOS/EGeSmYJBKgk18dQHX97/cO4fYvNWJ5J1zmWVEYvq5dVjZ4aPB/D/PHgiw024GM+fAz6Wn2jko7//jHQVFImZWFJjCK6QzoJbnnns5PH0EPP6iQS5566Bg998AKceeKyGWmd/erQe8amcc/T5ck+dMlqgkE/vy7a3+AluKnPQS/bsBBhltadFx9DfxQsqSMaF4PeMOCCoaQkRklUkuHT9TbJtjklMXroAKmUGIojLBlqIBJiRoW2/MWFZoN2kmHTkwcBAJ/+/hN49xc3le7fk/NZf/aS4DYI9Iz1sxzbdhyPMIravISrqs+57nOLKQFyoAVDtZIYHpXEimCFNPSZlsTIpHQipGbSeXqpV9QNf/edR/C2z/wID+8aw+HJNg5NdkoHSi9UUtX1odMZCtljhV6eQY3eQGNpfi2GuT3vXCpuCx1dBYMQ4gohxF4hxGa27QNCiJ1CiHv1vzez394vhNgihHhUCHEB236h3rZFCHEJ236qEOJOvf2rQoihqo1XUUn6Rrw7KXqJvCRGyOScaUmMzPN3zKRTzqUJ/PjecQDA7iPTGG+lSDOJ6U6xGWOSu3pIcOvFx1D1nvaMTeOpAxOV9p1r1HkM/cN8Jrj1K4+hKoV6PKCKxfB5ABcGtv+DlPKl+t91ACCEOAvA2wG8UB/zKSFELISIAfwTgDcBOAvAO/S+APB3+lxnADgE4F1VGy+lLHQ+F1FJ0olKUuAdyA1X7cFiyCRi7fCIopkmuOXbM1OM6JIcrSTFREsl3R1tdbpeO6mwKK8tYd6NSupdyL7yb27Caz/6/Wo7zzGOlzUDFiL6mXTmo1/LiC6mPJeugkFKeSuAgxXPdxGAK6WULSnlNgBbAJyr/22RUm6VUrYBXAngIqEcBK8H8HV9/BcAvLVq43lJDD9c1UYludvTzPoTSDLwfWZuMVhHuLIYZk4lzUVI33AzBgBMdzJMtpVgmGilhfv34mOYyUI9M8kin2/0YjXV6A3zSdPVVNLsMRsfwx8KIe7XVNNqve1kANvZPjv0tqLtawEcllIm3vYghBDvEUJsEkJs2rdvHyRQUhJDfYaoJL8khmsx8Fm5Fx8Dd4TPjEqayzyG0aZ6tdOdFOPaYhifTgr3pytWCTE1crUHi2EQxpLtD8e4Icch5rO6ar+cxP3MqF5omKlg+DSA0wG8FMAuAB+bsxaVQEp5uZTyHCnlOevWrVMvvjBcNSzdncxn3Un5BJbMsIiedCyGmXXKueS4R7TF0EoyYymUUkkUTliBQK1ahXS2q+HNN+YzcmaxYT5pmH5VyTUBLYugf8xIMEgp90gpUyllBuBfoKgiANgJ4BS26wa9rWj7AQCrhBANb3vFhlRIcPMOSaUlNUIa4kxLYqTcxyBEpWM37zyCO9kyntZUrX7dIlDZ7+mO9TGUWQy9OAeLNLLpToote4+avwfNYlhMHLKPyXbivLu5huyhf80W/QtXXTz9Y0aCQQhxEvvzlwFQxNI1AN4uhBgWQpwK4EwAPwZwF4AzdQTSEJSD+hqp3tzNAN6mj78YwLeqtiOTJSUxCmiZLMuHW/J90hlquSpcVZi2VDn2spsex4eufSh3vbm0GKY7GSbIx9AuEwxhDvjyW5/An3/tvuC+/hj/4yvvwRs/fium2spC4bRcr/fUOQYFi+Zz8lpo+PKdT+OX/vH2vt17Ufh4X67Vpwk87ZMlshDRtSSGEOIrAF4H4AQhxA4AlwJ4nRDipVAK+ZMAfg8ApJQPCiGuAvAQgATAe6WUqT7PHwK4AUAM4Aop5YP6Ev8TwJVCiL8GcA+Az1VtvCyzGApeokpwE85vfB8+IfXSr/y2VDm2k2boJHlBNBf9mQTD4am2ub8yi4Hg+xju3X4YDz0z5mwLCVQAuO3x/focGYDY4ZN7HUxTnRTNeH7TbBbzQj1jUx1MdVLH8p1LzGe4ar/qMvUr2mkhoqtgkFK+I7C5cPKWUn4YwIcD268DcF1g+1ZYKqon+EllHEXrJ7tFsPKaxUwthlRKxD0muKXS16p7v24RSEgdnGibbUdbvVsMaSZzwqIo9NCP5klnsRreVDvFihksjzobUAsXA1XgI+mzRj+/Pgb3mnOFmkoaEEiUlcSw+3BkMl/6gAsPPrn18v4zL6eiyrFZJoO1meZCISH/yYFxKxgmqgiG3OSeFxZF0RlWGKu/Z1PCnOio+YR1wC+Mgf/lO5/GBf9w67xcq9+hmEaZmJeopDCNPFvMpQ9woWPAq6tKtrSnyP0GBMJVM4kscn+bk5IYGVsbIgI6FRLF0kw6E/FcLtRDkxxfEL00XJUJyyyza2lnMm8xFGlOvtY5U+sLUFTSfCNjz2Ah4C+++cC8XSvps1A0VNK8+Bjcz7k7b1h5Oh4x2BaDtKUwiqgk/x2GiugVZT7PPFy1WoJbKqWzxrTP3R+ebIcOqwRqe3UqyX7nzyD1rBq+r3+L0hv8M00WBPorGL6zeTcu+uRtOY1yPuv59IL5KEDoW3tzjWOT4OZe68B4a1aRV/2KdlqIGGjBoKKSuqzglhMMdgIIcZEz5cVTaZ12VRPcpKeN88H5xL5xnP2hG3OO36qgezowUY1KKovM8iOEupU3CFEyvQ6m6T5SSf/jqntx344jZn1uwkKNSpqPdS3I19UvodivpLMQioIIPnnzFvzu58urDJdhMVFJAy0YJGDXY/B+K9IaVHVVdx++y0wT3HjmcySqTYS80qvf5v1HW5AS2HN0unojeHu8yXn5SMNkQIfgPAMmHJPUtRi27Z/Akanyda1p95kuegT012JYs1TVadw37j5bfj8LSSvspBmuums7vnzn0327RhoQ5nOJ+VwEqShRcWwqKR0D3TCX93Booo2Xf+hG3Lf98KzP1Q8MtI+BT8a5khgFzjReRM+eJ0wl9TKd5amk7seoqKQ8lZRJRsdU8FWE4F//WStGuiS4MQHFDITUs2p+87N3YvfYdG4/jjCVtHB8DGuXDWPHoSnsPdrCGScuN9t5E9NMohHPfdjmTNBJJd73jfsBAL/+yuf05Rr9XlZ2IVBJnTSb1fVTT3Hw55xesHtsGgcm2njywARecsqqGZ+nXxhsi6EsXLWABw9FJbklMfLho1XgZj6rTvnAjiOYLpngssz1MfDBGYrs6QX+oDhp1Sju23Ekl6xm97ffnRBaz8cwNtXpOomQpjZTfw3Q36ikdcu0xXC05Wx3rbe+Xb5nJPOQ7Gecz8cBlVTkfE6yWQqGWfTnonMtNNqSMOCCoTjBzZbW9qgkKXNO5yLHa2/hqm5BvyNTHbz1U7fjP+97puQYNyqJazqz1bD8Af7n5z8PAPDQrrDPgj8nfs1USl2RNj9xFDXtS3c8hRd/4AbcvmW/PX+vPob5oJI8wcBbuJBi1efDx9DviWo+LQZb2cC9VjvJB1L0dl77fbb9g/x2C3Vd9IEWDFVKYvh0B1/z2Y8ConOGvldqC/N3TLVVFmkZp+knj3FBRRNwMsMwEd70E5cP48UbVuL8s9Y7A+OpAxOmJLfrY+C0kjugq9BD9z59GGkmcfGrNuKilz47d/7iNtud+kklLRtWiXP7xj3BUOCAP9aYj/IgScF4mStwmrTfKCq/MWsqKRAoMttzLdQs6oEWDGUWQ9kKbvmy2/b3Ttp94qvSFhrMZR0ok9LpGNzcpkmqysI5wXOz877ytLUAgEYsnEn/v33ydnz+h0+aaxJ8iwEIZ8YW3Vo7zbB6yRD+8pfOwmufuy53XBF426ba/ZsM6b3nqCSnhMfCGbAz7QO9gCjNfmc+z6vzOUAl9apo3bH1AP7uO48AmHny6+adR7B55xFnG80ztcXQB/Cy277JYCd/F3yhnhDv6XTcHt6Z42OIqmWSksXgRztIaeu8zAWVdO5GtVxGI4oc/8CRqQ4O6sxo3/Fqv6vPUAJUET2UZFkuv6TKbfAJsJ8WAwnNUippASzfSP1pplZjL5gvH8P81kryLIZEah9j9Tbc+NAe/Ovt2wAUMws+vnXvTrzmI98z/ewt/3gb3vKPtzn7LPRFfwZaMEjAWQOB48kDk7jok7fh370QP57ghkBnDdUuqgK3bpNAx0ykJe0vEFCZtFzoTDUK3t/Ofg4JBmvJkMbS1n8XJvnRfaTSWcvCP4ajk0jEniVXNBjv3HoAF37iVkx3UnTYs58qqQQ7W9A9lDufj/2ApT5dJYt+tqD8nX5RG8eiVlLOx1DBivfBw9tTL1qvCP/vNzdj5+Gp0oRS6usLibLkGGzBIMMJbq88dQ1effpabN0/gVsf2+cdk3dMO/z6DEti+FRSEphwffhhnVZQcCtiZtoiXfd/vfkFeOGzVwBQVJLvK2gnmXNtwBWO3NcRivAKoZNlpqQGhfQV7fvI7qN4ZPdRjE11ZmQx/Ovt2/Cm//ODSvsS6J5yFgO3HBeAYKBnNx9UUr8thvnNYyAh5G6fSRIfp3udPJeSYbl0WGUBHJ0uXhiL3mktGPoAKcMlMX7hrPX4/O+cizNOXJY7xk1wo88CbbkXKklyLbnYdN688wh+/9/uxj/e9HhukuaZldR5Z6otppnE2qVDePfPnWYmmDiKzPlIYzGCgQlBJ8mPtc0fUIUWQ5qZZ0Gvpchi4JYRD8uc6lQTiE/un8BTByYq7UugttC92+32+0JwChqLYR6opL5HJVHJ6nkNV81TSUBv95hkNljF9QcWn2PZiBIMfmY9R7rALYYBT3ALWwz0PQ4koGRSMkuh3LzthYtU1VXd6wP5F3/dA7tw/ebduOnhvThBx9PT+gW8A86Wk81kPumvGQvTIWnyb5Flw+aedpq3GDpZPtSv6PEkqUTUdN9L0W1wPpjvUjWPIQm0qxuKJimXJuvplH1BdAwshn7N20Va/Hxeq0pASO5cmfVLhApehrBMWwxUISCE2vncR0jkE9vAtkWBBUektB2GXknRu6k6SKT2W4RKgPuTz6HJjtnHVFP1Jipuvs7cxyDhr3MTR8JMMolnMfB2dpgmbTTJVAYm0iKLwVZnpVdQRMtxTZVbDFXzGJJAu7rBUHjecU4uxwKgkkgw+JZNP9D/PAb3Ov1EUR7DTHh9TvNW8a8BqvwMAIyVUElVw1Uv+qfb8f6r76/a3DnDQAsGrhVzLZ2+hSyGVJZHJXFU9THQ4aHQWb8THplqm2vSTzRJc4rLDtSZTQppJnMhvBGWIFoAACAASURBVI3IhqsaiyFxrw24FoMVUPkY8FIqyVB82mIouA3ObXParJVUEwydGWSzFmmUzsBfAJocvb7JOXLEZ5nEq/72Jlz9kx253+bLxzAfz7VICBGV1IuylbLnwtte9piWDlWxGKoluN23/TC+8uPtVZs7ZxhowQBG3/A5kLTV0BKF3LGLLp216pxMg4kmQ35Zf6AdmlCdJclkLnmMLzBC32deEiOf29GIbbgqCYa2mYCZxRCgktJM5p5HUdMS7mMw4apFz9i+A35dft9JmmGilQStCPIZce2wGwVoFIMcNWb/XhhRSerhzVXobjvNsOvINJ46MJn7bb6ikuZnPYZyKqmXe+RrpHBBc8tj+/DM4angMdbHUOJ8Dji0FxIGVjDsPdrCwcl2cKEes62QStITsN5WSCVVbAudL2S9+J3w0KTNG/C1NL6CmxEMM+SXpZTGMU9oRMKY03kqSf3OtwFuHkOOeqlEJZUXGuMJdPxeedTGz/79zXjhpTfghZfegB9vO+gcn6TuJPDiS2/A2z7zo/JrFgxK/udCcApS951ozY1gKKOL+h0lM59UkqGKfSqphzIUhybauGrTdqeCAu8v7/v6/bjgE+HV9Ub1euu+YODtMZb7HD6P3/vSJrz40hvm5FwDKxj2jE1j+8EpW5+I/WaicArmJF9a0wvz5UhVae5TSa6Pwd2Xm5c0AfuTm0sz9dZxtuw9io2XXIvH9h4NUEmRWaGNzsvzGIYbkd6W15zLFuwB3E7fyTInQoufxwe3mkhoNVmG9thUB7uOTOPcjWuQZhI7Drnaru9QPNpKcPdTh8IPx7sn39JYaEX06P3NFZVUNhn1e62B+c1jCF+r04Pwu/aBXXjf1+/H3rGWOZd/vqMl1YoBYMz73beCgbm10G54cE9p7kQvGFjBQAhVV6XvISoJCOUNqM+G562tGpVE5/N5df4b4RBblc2f1Jxw1Rn6GL5+904AwOadYwEqSf3dyTJzbZ7HMKw1nXbA+dxJs1LnM/cPqDBin0oKt5dTVSQgR5qxGTjkwPuZM08AoHwi39m8OxcX32tdK95Wuz28TxlOff+1+M3P3ln52r1AGMEwtxZDqFprvzNx6bTHMo+hl6gk8r1Na6o1lbKy0KQ+7VsMrcC4qqOS+gS+HoMtYldOY/iCgV7kUE4wVGsDdcTI05L5b4CKtJnuZFi1RBVxy1FJc+BjGG/ZzujLRaKKuPbPo5JGtMXg+BiY0ApRLzRB+4XeYvZe+L35MKU/pI1KGm3G5r7JwlqrQ3s/9f0t+O//djeufWCXum4JPVIEf70Jez9h66EMUgK3sSqycwl6f3MlGJKsmEopW/P5km/cj+89sqfr+W98aE/QsQ0UW2mzwVMHJvDEvvHAtdxrAuqavTjYE19xyqr3sczru4QW8xX1Yr3MBtsPTuLupw72XIhx4AUDn/yEt62bxeCbt/7CLFXfGe0X8jHwF0/Wwlpd9tnfR7IOHVoeswo4H+0LRnoendRGALUqWgxF+QLU5pxg8HwMRWOR527QJD86FJtJjJKE1i4dBgBsP6gcfrSWNQ3gXrNZQ98Xno9hbqkk+y6LLYbQc7z6np24fcuBruf/8p1P4fJbtwZ/6wdN99qPfh9v+Ngthdfit8It2irvlvpziylOVZUFOr8frsqj/ZIZ5FTMBBd84lb86qd/hKs29RbZNPCCQTDvgs/xh5zPQF5jIg2m4Xlrq4erksXgtgNwB8ThSdJ+h53j/UGZSZiFhnrNfOZp+KFwVbpeTiOC9TFUjUpSbdWWhycYcnkMhRaDFTyOxZC6g4ssBoIpF8GimjjKEuScSYo1m7/v+Syil2USn/juY7kSHXNuMZRoqby4Yqh9nTTD//rmA3jvl3+C3UfCy80mmXToEucc8yh0Q7SVE/FWYUyZWmKJVTwqCwZZZDHko+76GaUlpTR9pywLO4SBFwx8LveppFAeA4cNW1SfzRlaDNbHkHc+p5mqYvqX39pslsQ8YVnYYggluPXqY+AOMV8wkg9FlR/2qKQMRjDwwc0T7UKdmJ6RL8Bi710U+hjYxE7nGA5RSZ6VRbdWpHlxX05Rm9X3sCY7l1z7f9yzExsvuRa/9bmwL2Lr/nF84ruP478e2u1sF7OwGG5+ZC9+47N34Dc+eweu/LEqJGn9RWVUUv5cqZR45vA0/v3Op3Ht/btw57aw9ZBmsjAx0afp+rnGRKi2URIIqCiD8cGx4IyqTabr+5MxH1emblMfs9pdYbzIqCRuMfiZx0VUEsGnkvz9q3Kh5VQS8InvPoYv/ugpfPYHyswmWoTga708pLZ3HwMTDAU+hiS1fGuLdfzhRoBKMmGz4UQyamfH0xRjz2IojEoii0RKM1hGm5F1Pk+FrazYsxhy+SKlgoHRCgW00lxqclSLvyhairLhyaIkkNLDLQYpJTZeci3ef/UDufPw9cyve2AX7tp2CPfvOIJvaN6/zI9QVLuHsvr5hF+k8SclgoEf8onvPo4z/9f1pYtYzQbWx2C3OTROhTEVUpyqKgt0+hyVlMyvxeBWje7tOoMvGAI+htAEHQI9KnrhM3U+56kk+1smrXlNyW0+LeKHCmZSOhROL3AFQ9hi8KkkKRWJEkVuaW6aFAC3mBgHbcpRSZ7zuehZulSS+j7iWQxxJLBixC3r5dcR8hUif5INXRNwq2TyNlZRCqoqDpSgVqQlHzaCwRVmJPwmmd+Imv6VH7vl5AHg8z98Eqe+/zoc0etyr185jLOfszrn6Ay1oyjhio7hE34RFZNlEtMFxQ/5eanttBbIXMMPQwfCARVloEmcMvC5Fd8NNHYn26lzDM/m72feSMg/2et1jgPBkPcxWOdz+bE23ln93fQFQ0Ufg8l8LnA+k7lIGjEV2eL78E++ZkSvCW6lVJJxPmcOndDRay1EQmCoEVle1etYZRaDX8/HtxiKJlHH+VzgY1g52oQQwqH66BEXlVIusxgcJ3NBVFIV2qCqFkaTZSeVwVBRaush32LQNznBqKSyAf6ZW54AoPxMVO1XlUFxkxrLfAwHxltOtVp6Pjz7uui+k0xiOkmdSLXXfOR7uPb+Xc4zj7x3V4Qsk/j87dsqF1QkhPIYkh6dz9Q2LlSravdcGEyy5+ZQSX10PvtJrOr7IhMMTlSSl9PQjUriUUAA0Gx4PoaqnKKktrhaMqAGFnUoor2GGu5jpxdo68mUR5CUYXy6hEqK8+GqgNJkMqmeWzOObLw3H1hdBIOvhfrPopuPIcksvTXSjM32I1OJsRZ4cIBd3cyl4Qj+JBtqc/57vl1lqFrcjmvb04FjyFLwrRxqAaeSyugMitSSUj2XONKCIWcx5M9Bz/FjNz6Gd31hk71elr+HNMtwcKKNf7p5S055kNJajxOtBDsPT2Hb/nFH6EYeDViER3YfxQf+8yHc4q2pou6x+NhuVFKlqCSvRLeid7seljv/BLPgHYuhhNYjzDSsN2RFLxqLQXifAJuMuuQxECyVpD7zUUnVQJNSKNkuy/ImqE9Z2eqq+rpSOoN4ayBWuwh8ABRFJXVS6QgcopOMxRAoxZ1m+QQ33mZ/sqlaXZVP7KRFjTRjo/WMTSmLAXCDA3wqKfXeweGJYouBDxI/1j30vQhVHahc2w5pvz6VtHdsGv98yxOmnZMVLQaz1kaaIdOCoRlHuYznkCOSznt4suNE05BywCmiTirx0RsewUdveBTfe2Sv2U7np33pvtupmxxGykI3wUoTqU9Tqt+Kjw1lWfdKJflrYPhF9AjBKC62jQsGx8dQgUqaqTHhV1Dm26qiq2AQQlwhhNgrhNjMtq0RQtwohHhcf67W24UQ4jIhxBYhxP1CiJexYy7W+z8uhLiYbX+5EOIBfcxlwl9EoLhd6gYCNZKqWwzS+cxHJVV7mLRbKMEtZIL6lJVPh2TStul7j+zFGz9+C/aOhUME3Xa41/GjsuLI+hj4RN5OM20xCAzFEdqkLXmmeKijFie4qc9uFoPhQ6Vt00hTle6giK4VRjDY52aoJM+6oXsusxj4Y+Lj37EYKrz7qhYDFwYh56xxPusJ+b998nb87fWPYKcu0sZ9DEXUF0dHBxfEUYRGLHK0RShc23FUBiZRru2mmQ1U2LbfKi30LimRi+7bz5qn8VE2udN9+O0hlIcj02eYSqpihfuKjl9EjxASWq7FUEAlFbyLovP0gk6AXu1HVNLnAVzobbsEwE1SyjMB3KT/BoA3AThT/3sPgE8DSpAAuBTAKwGcC+BSEiZ6n3ez4/xrlSNIJVWzGPwOlPMxsEnv/Vc/UFhN0VZXzV831KF8KikUrupGy9hJowx+FU7/9olKUiW08xaD0G0LrY1bTCXpcxTkMXSrrkrjL814VFJs2jk23cGKkabTfg6fSqK/eQZ4/poFFkPgvsoQmhRCmE7KBYOlktpoJ5kJa6bn7fgY2IRVlN9gLQbVJ+0E636ac3o3G1rBj0/EnSzDSStHAAA7DtkxQe/Ptxg6SeY8TxofrS5VY+365PnnPFlyLKdkCU4p+QpC3xdGasGe/HHT7Xzb+L3yYBA3j8FGAxZhps7jkDUy5z4GKeWtAA56my8C8AX9/QsA3sq2f1Eq3AFglRDiJAAXALhRSnlQSnkIwI0ALtS/rZBS3iHV2/wiO1cpaIpwVm7z6IuuFgPoAaq/84JBfT51YBJf+fHT+OET4fhtW11Vt81zPvsv379O6k1umcxPTK0KS1362alFVFLiWwx64EZC0VwdE6LndqxQJzaUl+989oRzofOZca3UJiMYUomxqcRYDJzq88N5fVO/bM52wlLZMU6sfRW6oaJ5PtVOTV8MldA+zMJVf7Q138d4U/gkeZDRZdNOuQWVpxILgWZkS637nwR/0uA0iqGSeAhzKk1f337QFjU0EUxaEE6zaCz+bOnY6S5rbrSNYMg/56mS3I5uVFK1BDdPMMjwJL51/zg2XnItrtclWui6NNY4DdgKtKHUYihof9W2H4uopPVSSnoSuwGs199PBsBzr3fobWXbdwS2ByGEeI8QYpMQYpPUcYZ86rN+B53g1qvz2ef+9e9lmos6j9oxSCXJfEcc8pzcfriqDPCZ3RauOTTRxru/uMnZ5t8/TayJFx3TSjJIKB9DsyGsxcAn0II8BrN+cmFJDNov3O6icFXaNt7qYNmw+ptTfQnj0+k8RZaAD34bDq3kCYwHnzlSKiB6cT6v1vWxQhQIRSUlmcTje46Wnos/5/3jNlOaqoDSeTKpnc9xPiopx59XsBicLGImxF2LQZr7VfeqQ6K9VfasxVD+/Px3zDEV0NRNm804KrinSv6jPJUU6gr3bj8MAPjKXXZ6SzNplBnXYuDO57zy5aMoc7sbQo7teY9K0pp+b1ed+bUul1KeI6U8J9KTXGitZ1MSo2Lmc5GPgSyKboKBNodWcOMF8VKpFhaKI9/H4Go4aYB+6sbHEt3wtpdvMNvKqCTeUdpphiyzPobQgiZ8YSGOTAIP7xrDH375Hme7vx5DUb/ka1EkWQYhLNWWpBnaSWb4bC64eTlwdXz1geBYFg5nb/e5Z/sh/OJlt+GfC2r/ANUH63Qnw+olKnclHJXUMRrmkyxUNHxN20huMexmPqhOkiFJbVSSn8fQzWJIMpsoF/K1pFlm+uP2Q5P451uewPcf3Wuea45KSl0qqarFYNZPCGj4ZdngXS2GStZgXniGFCMjvLz6YrS8Z6GPIeAgzt2HIxh6oZJIEZh/i2GPpoGgPyk0YSeAU9h+G/S2su0bAtu7IrS+shUI6nO2eQy+xVCkIdrMaff6gNuhkjRDHImcU5jH8tNnjkrqMojoGi85ZZXZVkYl8U7T6ijnIIWrUgdOPQ06XBJDGq2Jo+gec8czKqiTSjS1wxSwTnF6L7wsullAKLXHO9FGZYKhQrjq7iNKA7/rSZ9FtegmrAlTndQIhmBU0lQbz1mzBACCq6tx8AnrABMMvM5SR78rZTFEuYnCn2SCE57ps+HfeJG5v73+EfzpV+81x5BAoMnbdz4bwdDFYvDLUnCU+xj0fbFr9hqu6t+3lOE+ZZ3Irg+D/GJuuGpeOJX5hN3gj16oJHc+AeZPMFwD4GL9/WIA32Lb36mjk84DcERTTjcAOF8IsVo7nc8HcIP+bUwIcZ6ORnonO1clcD7fftdUUo+ZzznnplQp/vRCO6nSmh/zzH3rYwjkMbBJuJMqusanePyFelTMtGcxdDO79cHDbPKsSiXRoIm0th7iKMvyGEKUXb66arhjuusxZGjEgvGzavCTBcEtutSjRXzBlWYSH7jmQbz7i5typZn5bfDBw5/5cDPSbSjWTHsJV129VE0UvvOZSrFvPGEpAGDb/nKLgSsn7/v6/bjn6UPmGqZdiaL9LJXkWwxuu0Naq+2TYS25k2RYOhTj4Q9eiN9+9UZMdyzVSPfo+hjs+6vqfPYXsuKoUiSRv+deE9x8YVS0HoOpIOCdn5JYeVFLtyRGXvnywdtZNdCBn7uvFoMQ4isAfgTgeUKIHUKIdwH4CIBfEEI8DuCN+m8AuA7AVgBbAPwLgD8AACnlQQAfAnCX/vdBvQ16n8/qY54AcH2VhvuhqXybKU1RtVaSfmh+fkGaqWUl//0OlcLfTjJ8/7G9uOATtzoRSjSuQlQSL9fbIYvBa5eZHHlUUo9UkrkHFvHk3z5dN/WppERpdJEJVyUqyR6bpMUlMWj/m/7steza+llEdj+OJ/dPOGGSJEAbkTACjMI06Z4akStws0w6fiIesTPRTvD5Hz6JGx/ag9u99RJcYZC7JX2/mg4pmYC6CYZWkiLNJNqJpZKmOim+8MMncZXmpEnTf96zlgOACVGtes1NTx4y1zJtz0gwRGhG+TyGblFJAIKRaXz/dpqh2Ygw0oxNmXSb8+CGq7YT6SgQ1DdCtJp7r3bc+CirOMt9dfZcvVFJvrD0IwUJRIdxRSuTSskcaUbOKm6hkhhVw1V7oZJCaz30mijb6LaDlPIdBT+9IbCvBPDegvNcAeCKwPZNAF7UrR0+fNpIfXc19srVVQuopFaSYd/RFrZqLa6TZjg82YGUqobPs1eN6uOrUUmdVC15mRMM+ndObeUshi5UUhIQDH5KSNP4GNz1lSkqifj9UOZzmmWFZbdJMFA0EcCfRd7HcOtj+/DOK36My95xtuMreObwlNFyAautW4vB3luSSTd6xrMYuHbmU4CZ9vVk0kt2Y99p4imbgMqczzc8uBu/96W7cfUfvBoAsIp8DJ0Uf/WfDwEAfuVlJ2PvUeUb+OmTVwLoXp+L3vP/95az8KFvP2T6BbcoydkbC6UMpNpnkAY0SaCALmLFFX0QNUSKVDNSVgkJ5pbxMWTO/s04cuijooJ79l7DznKg96gkJ1y1io8hcfcJJaoCttKA79yOI4Flww2nRE2YSqomGHqhkkLlNnq1GLoKhoUOJ8GNwkXpt67hqgpFUUnUiYkn7KRZMBbcp5KcWkls8lFUUp7i8U390KIg3SwGOpZr1fkEN2HazgdbO1X1bYSurWNrJbkduajsNg26ESYYTB6D2c8ee4cOydy2b8K0+59v3Yp9R1vYsHrUWgxEJWlB4Tuf/egZPsj4ROA/u1RKNLRlVJTHMFVBMJRZDLfqMg70uUZTSZzyuWPrQVOBc+MJS7F8RE0kK0ebuVr+5pr6XoYbESJh782vw6Ocz5FRBlSdJml+5yjzMQTLcJPFoN9HrNcSp3BM0qId53NmLfJ2oM0h0H7+JA2Uv5dQHoOb4FZBMOQshrCQPMrmBkKaqVDhpcMNp8Kqk8cQcBD7KBJs3RCq3LpoaiUZPp9t8+mLqpnP1mJw9ydtjARDO2XrGHimI7++XxIjZcdQpAgHz19Q7co7pbr5GOga/Pxe8JMZyCGLQUqYkhjWFHXPH45KshbDSJP5N/zqquyYvZo+Wb9i2NwnUSqXveNs8958H0PD8TF4HKqUOXqM4E/gUiotl9rP74VgLYZizbRsYqNwxT06jFQVAnSdkddv3oU9Oppo/YoRrF+hksb89To4qN/FkcBwI2aCwc1jUFqrW1GX+sihyQ7O/4dbTDnw0KRRtD5yMxZmBcBh773QMw/7GOz+/u9FMIl5IYuBHev7r2yJmTCV1Mt6DISi4As+N/B9o0hgyVDD9TEE6Kwyi4G/l96opNlbDIMrGOgzaDH0RiWZFdw8wUAWwzjTCozTM9DRaL73nc92NTYlGPxooSST+OY9O0x0T4jP7BqVJK1gsFnHRRaDm5PQ0pqzgBeV5Dufgz4GJRioLo9/rVB1VRIMo0Oxc861S4fwsuesNgLaUEmxskR4gluaZbnSDUVx3yEqiSZMxxHNvk92qlgMxYONolL2aapodKiBkUaMXWz1s807j2DPWAvNWGD1kibWr1BrTvhrT4SuGQuB4WZkJteWIwjJXxPZ+ljMrzTVSfHYnnE8vGsMQIHFUOB8VgUOM7ST1LxvX6Ey4arkY9DlVIZygqFaVBJ/lz95+hA+9l+POr4fv/1zkeCWj0qSQZqP5oYclSQElg3HLpUUKF1eNVy1Nyopz2rMea2khY5QuKrxP1Skkqhj5aikxB107cSWqw4lAdlsX3sOXsedtHJfAKVZhr+97hFs2TueO4ZQlUri4bC+YGwwH0MnzcxAbXUytR6DUBSFyWPwwuWKSmK00wxDceRcz4/Q4ueiuk98wSDePpq0y6OSXI3Kp9/KfAxpJs25nHtixxOHXfbcy6ikJUNKmJHFMNKIMDoUY6dOCFu3fBiP7RnH7iNTOHH5CIQQWL9cWQzrSgWDjiCLBEYasbEkW06RO1USI2LWY5IWBzSEqaTwb7RWRieVphqxX3zSOJ+dkhjSCoaAlVN2r1wA/8qnfoh//N4WR2Bfv3k37mMh09TkNJMmM7vjTdzdkLMYAgEhgM1TyFFJ2mLgVJIznkxJjOI2FIXb+nh8z1Fccdu2wLktvbx4LAbjfLaTRd75XH4OP6wt72NwO24ndR3J9jzUpoCPwdNkQxZDmnnLaQb4zJ4EQ5QXUAAPV1Uc9KrRJhqRwKHJtolKasbcx+BaDOHqqspiGGpEjpD2hSRXjIg2SrLMEYAmX6EwXJVZDB515AuKblQSPQt3yUm7D594ipzMZc5nuuZeYzHEGGlEJuroVaetxVQnxaanDhlL4cQSKmnj2iXOeeNIhdQemGjjj75yD3YenjRUXpKyCK+YvfMeBIOhE3MWQ4Qk1e88zlN8QHGCG71Hul43erQsKolTch/69kO44nY7MdI7fWLfBF770Zux8/DUDBLcfCukIHrLhLLb80up5iff+RxKwKRJfGy6g+8/aivV+vuXWaf/ce9OfPDbD+X25QEpvUYlDa5gQN7HILzPMh+DEPmSGH64qj8ZF/sYXCrJLYmRLwfg+xjSLMt1/twg7sLHGsEgRC4skMDXMEgyFSWyZukQDoy31cRdGpUUXvM200JNCQaRSy40eQzsGErM8nMjhjzBQFp701gSXODmqaQi57OvbfHQSScqid0vVwr8ldUIZRYDXZMshtFmjJGh2IQ5v/r0tQBUSQnyLZRRSafqPAca9JEQGG5EuHf7YVxz3zP44RMHsGy4aa6dZlbQA/Ss3fbSPYYmjVD2OwCMNJTFwJ3POYuBaiW1XR+DP766+xi0gzYwKfIw0OlOWuhDyKQqF/Moyz2qoj3nayXJnC8DsFaP7++KI4HRodgRYHwff82EP7vqPvz2v94VDINX+5f0tcSfO9x3N9yIFqHFwCZZP4+gjEqKhMiV3fY1H38yVqUG8p3Vhqvmuf0sczXbUB4DzyQl9JrHYKKSYiYYvOs44aqZSiY7YdkwDkyoyUtNJJEpf1GtJIarPfrP3q+u6i8RyQdxwxMApLWT07Lp+BjyVFJRuGouKolRSQ6TxPbhFsOWgvUwSmkmL5JmpBljtBmb673ytLXmNysY1Ke/9CsAnLZumTovcz6PNGMjtI5OJ6amFNFGceQlNc7EYghSSZmxEoGQxeBHJUmHSvKvXwQ/85lTT05xuiTzxqN7ni/96Clce/8uY1HNJPM5K/CxtQIWA0Ul8XIk/nX9+lVP64x3Ho3GBXapEuI9x4d3HcW2/RM26bURV7KSOAZWMBBE4A+ajMqcz7EQlfIYODrMYqhMJXn+gqBgSGXOVPT/rioYIiGYgHT34VpykiqqYe2yIewbJyrJmvukdfLzh53Pal+avEkg5KKS9LG82FvHu4avgU6YcFXtfGYTkB+uSvdEcCyGnPMZzPkcthi4YPj1f7kTOw7lS1WEBmuWSVxx27ZcuOlIM3bCeTesHsWvnbMBLzhpBV7//BMBAK/YuAavf/6JOPuU1fBhLQYtGLTFwAf8SDPWZbYzrbXa8iKdLHMSAIGwtkvw17kAoAMMFF/dSbOchWfOm1uoh6ik2NmvusWgPnnBPh6V1EqyQssPAJ45oo678j2vKrxfDillwMoMh+7yqghmX+3fKQpLV/dEglf9TUKLPxM3XLW4zf5vl9+6FR/8zwfNMxmagcUwsHkMoaikXBG9gMZsTPEo5HwOaz4EvvJZVSopy4BUcCopT3GFBohv3ldNcGtEUY7GITQd7VFRAScsG8a2/RM6KknYWPM0y8VBF/sYbISKcXx7fg7ql/6CL6ljMUTOsVNlCW6pzNEH3HJz17QORCUFwlX9UpAnLBvCG56/Hl/dtB37x9vYsHqJ87tzfT0ZPLx7DB/89kOm9hFhdCg2CYArR5toxhH+/m0vcfZZt3wYV/z2K5y6RwQ6Hwm5SIercgw3Y6WlmsznLhZDp8z57FIdAExWeif1LYYC57O3UE+OSurqfJbO59OsjpSfkd5h9+B308l2ikgALz1lFeJIdE1wK8r29qkkIcIUL19vm8O3wNV51QOmd8kjtXi37YVKApTlQfexKKmkUEmMonBVPiHHHpUkRJ4rzfkYEmsxhKKSQiUxQs5nXzCEavTnqKSe8hhc7Z0QRQJCKKFD1TfXguuB6gAAIABJREFUah+DlEpY0mB/Yu84jrBV0JI0K6eSyGLwggJsrSS1nU/YPj3lJ7KR1t40212LIWfRMAHv1JkJhKvSNco0zZFmjLe85CTd7vzz5+clAUd9xrcYRpnFsHZpcZ6Cf5/LRxpYv2LYHMvDVXneCKAmALWehnoWDWYxUJkMjjKLIeRnasaRyaTuMB9D01d0/PUYdJ7MsE8l9Riu+jRb+8EPI+b+E/89TrQSlownuloMIUevv8odoO4nZMmnGbTFEK6iDOSzk4cDFkNR+HW+vfnfJtupeXeLymIgMRAuiaH+DheRsxoXL14XKm7na/Lt1JrjISrJ+hjAfnOdtpHIV1cNCQb/ZfcSlRQZiyG/H9XO6WQqlv+E5cOY6qQQQllfVPzrlz/1Q+e4shXc2iz01VBJBT4Gnzf1Jx5+bD7BjfsY3HWruWAY8kov5GiBTJoJk88hmVTH0v7Djci0yV+ISLXfFUzN2O7H6/CPNCMsG25gw2pVQuW0dUtz5+Lg/fB9Fz4fv3XeT+Hupw7qa1L/Rd5iaERm/QVyPvNw1WKLIX9v1jnqKjWNWGA6UdRnscXgRyVJNOL8yoVVy27TJ1/JzhcMZestTLZTh/bqFq4aKsFBRfQaTLAoH08+Q11qWjYfls4memMx2HMBbr9xlJsyKinQNyfbKbNGIic6qgoGVjD4yWx8WygDGXBfFHGxALBnbNrEHnP4CTjFPgYZvD79Jtlp4kgg7kJZAXnnVyuxZStC4Alu/uppHHEkdE5CpnwMWnslc/vNLz4Jw40Y377/GVy/ebc9f2YT9TgowW3Im9RtSQzXx+BYDKl0qQovYSpXK4m9H38VOm5B+BNQyMdAtBoffKTVCqEE8UgztoIhIBS5sOZlT+jvk1eN4pvvfTVGmzGGGhH+8i1n4d0/d1ppnoK6/3wGOb1L0jQjneDGMdxQ7SXfTSNm4arecq68/eHS2nmaqakr3yapRCvhUUkFzue29TEIEQWiksqVHVp7PGSl+7WS3EAE9zyT7RTNhqU6uyV7hZSATFpLM8nUfY00YgBWMND4pKikMh8DPVcat0HB4OURFSFYlrydmvucicUwsFQSgT97f42GvMXgU0nA1zZtx9fu3oGRZpTb3+f1lWAIO5tUW/ICicxuc90oYDEEsmtDESSXfOMBnPb+a3HZTY/j0m9tdn6nQc8zn0OCgTSejnY+n8AmKQEV6fKLP32Ss64Dmd9FC/W4VJJL45nMZ7ovL57cDVelqCSXShqOAwv1ZD6VZAcSn4Aikde2VOZz3sdAa1Ks1OUsiJoBiiyGPJXUTu27bMYCJy4fwXKdBR1FAievGs0JLh8O5emVd6F7oZIYHMPNSAsGqReFEkaYdkIWg+7fVfMYFDUVmSg6vyQGwY9KUufL8lFJFZ3Ptvy2fd7+egyJI+B9iyExykYci6CFVHQuAvU3fq9NbyVGrhSEwtJtoqvtu9OdDH/+tftMm3l4q7tQT29U0lQ7sWH4jXjuq6suVJhH7jif3c8yH0MUKcGwW5couOLiVzix0ZEIWQzlCW6h/AHfxxCirEJUUs753Mnw1U2qVPOmpw7lHJTUnAbLdg0KhliY9RiWDDUcwcCbNcIG8VAcIc2yYFRSJqXJY+DXzFVXJa3P41lDVJLJY9DPxWTY+tVVvYk5ZDGMNuOgj4HegVNETyoH8srRJvYebSkNvEETaxfBoCeFdpK/n17BJxTfV+NHJXEo6ktYi4EluPn9ELD9u8zHwCenhrEYlPPZ5JcwLj2OBKY7Ki+nk6p1CcZbiZPgZq7fhR711xVwJ393X9fH4P422U6xRlvGsdboyxCiZii4gb+bZiB/Y6gRIcvyFkMk8vdDuVRfu3uHeZZFVFJZgluIZp7spCxcdTFZDJ4QALiMcOkMgtOBhYCE1aJedfpa56ULIXIWg1sSozgqyfUxuC817Hwu5ngJTpG0JMuZljQwoqg4XFVdPzIJbnEksEqvRUz3TOChlVRYL+xjkK6PoYDOo0P9QmLuxOMKBio3MORRTHRd/oy4FsYn5NGhGG3vPWaZ3YffkoTqOfRMRprWxxAy10POZy4sulkGRRBM24y9T6ckRtP3McRoMCqJh0xyGpRQZjEkAYuhGSuLwXc+cy166VCMVpIaq2HFiNU9QxRf0QJOgM0FMWGrXjtDa4AD4ZIXnOrsNkmGBGWaSSdogc7FQfdsqCQ2npqxnZwNxeNYtlowTIeppF4tBind9UwWTR6DzXzOa1dFeQy8A0daWieZKgAnRF7C+xYDj+1vBzpiUUkMPqnEAefzdAUqiS/g0g4Mcm4xFCW4ARSxo6KSmrHLU/NmjQ7ZSWe4ERVGJUlNJQ2zgcc//VpJfADnnc+uBjrVTrQTL89lp5lfEsOGq/LBO9KMA+UNrObnRyVFQjAqKbZUUkBj85Oa/G0ztRiA/HP0BYOikkIWg11oqRGxzOdUBvIYSiyGgI+BKve2dHReaAGlpcMNTHcyY+1RlVlA+Yh8I7ZswqJxY9ZV9ibAEUallfkYADewoZtgKJpoVYCBfeY5p3s7M9cXAo4vcSi2k3OHOYUJ9Fy4g71qVFJRaRYqCT7ciHLvvhsGVjAQHIvBbHMHE8GnkjJpNWf/d4H8pKrMYzdSAuAWQ14w+FZHFNmwUUKQSvI6Ap+YptpprqMYi6GkJAZAzmed+RxFQa0FcCNeqHBaEZUU9DGYNhTfV5q5kxWZ5iTAJ9qpo2V2i0rizjbCkqE8lZQW+hiUIKPJbJhZDMFw1UBWK7/WTC0GwE5kfp8iqirofG4qKokUGh66nGR5ZcJouPo58r6QML6cQDQlHWerq9rjlGBIzSTJBYMQIicsq2jCRavJDTOLyQ0iyPdTogSrhasWUUnuHJFzuuuxnmX5PIamppgASztyi4/mm/FWOFy1zGFe9Ayp5LefCFkFAysYjBDw6J+i3wCXE4wjAQn1wJshwRCgYWgtXcCjkvTXcHVV9xx0Dd5pwuGqxS9ysp0ULs/oWAyBe6CSF0kqEcfuQHV8DGzSIZ4+1Lcy6Yerqu2+9WSWN/V4U8diaOTfA5+shnzB4Flt1tnmtZ29KyqfTBOm62NQ733VqOKjRxqxzRwOUkn5QexQSX22GEZy4aqxXiVNtatbrSTfYuDPLVTTX1FJIleqxKGShhtIMomjLTUpUflx0x6vU4YW4fHbkBhlzN2X99Fu6y1w/1W3BLfQ2KMKBpy+6kolRW7fzVkMAWvdcT47mc8zsBimyWKIF5+Pwdnk8ds+ZcMFBUUl8TDVroKBRXaEqSQ6NnAwtcGbMONIFFBJ9mX7lMFkO805p6ldUVQhXFVrj81IFC4FyrWZEa11V6mV5Jf89n0MblRSuCQGF1auxcCoJJmvrkqnHvKoJD5waKwZi0H/tP3gJPaPtxAJG5UURVZw+oPvsz/Yiju2HjR/hyjG2VkMXj8JOZ8DCW6NSBjNlSsJVTKfeXtN5rOTma7ON+VZDFzJoXpNFN+/YtT6GDgtyEuvFMFSSHlljO6X4FCCgVMaC6yCxRAKDb1v+2F8/7F9LpWUEwyZUTz8qKRmQ8D3MXDBTv1rvKAa64yoJG0xLKrqqoRw2W39t3d3TrQH08D8xCr/vIR2NyqpRFMn+BbDUBx1zXz2zW9FJRVbDKYdgYZQHHqSZmjEkedwt/txwTDaVBmeZQv1dI1K8nwMI80oV2bD0if2/HySz1FJ3jugzu9YDEOuxUD3YPIY9N/v/fJPcONDeyAgsFJPZq0kdXwMdz91EH+tyxt//1G1ZOcv/vRJznlcH0NJR+gCsmisvwjO+YsS3Pi6ylyw+XWp6P4AO7HwidZm5tr9m1HkBHBYHwOn7tSzO6SL+zkWA/N5jJpM7u7x+UWryfE+6hdU9MET3LppzyFhddWmHbnj/DDdqU7qJJry+aTJLQZ9/lD7x7tUYw23N/ybtRgilYfRg9UwsIKBHjmfzPxh6FsMVL2S/0alIQDfxxCGKVUcClct0dT969Kk3YzDGgyf+KmzUKnmiXaSj0piCW6NEgHViAX2jbcw2UnR0E53vzIqEKCSCpzPpIn6mc++kDYlMfTkPdqMc4v/0KQhGAXCJ3lOQ6SZdGgp1/ls9yMfg13GVZrnoNql/iYNNxLASh2V1GIhmUma4caH9uKzt21Dlkm0khSvOm0t3vSiZ5nrA672NjfOZ+h2aR8Dy2MIlcRQPgZrMfDFmfI+Bpei4RMVXccvotfwJjvAnSApc/6QsRi4j8EKkSqCwVfC/CRDZ2J16ML8ubgF1jUqqWQSfmS3Ld/tl9A5MN4KjkNACabMCAarHPngzmebH1VOLftRdwSaN2h8dwvT5RhYwUDgk1+IpuFYOsycPfonx2IIWB8+przBBASK6JU8VZo4jcVQQDckaWZir//8gucBAN74gvX6evlBkrIJo8z5vHK0iXuePozDkx1DmZgJme3HzdwlQw20mDbEQbHodB/5InruBEyDTgkG6fgtXDPdpRz83zMpkbLJ4Oqf7MDlt27Tx7iOc8C+LxobdK6j0wnGpjtmYhFCYKnWeludVEesqX5iNOzUFpHzo5vmIlxVtS/clynRTuUxhMNVucVgnc+hVQFTY/Gp4/MWQy6PIUDz8QmSxtjhCbIYLJUkYAUVRb2VCwYS5tZC5M+UT6zdLAYuxGYSlRSCP7/sGWuZ/iWE5ytrlFsMhFC46nCXBLUioXF02o3q68XPMLAJbqbEdqAkhqWSPB+DEDh93VI8sW/CLmCeZpV9DIBNxW8HLAbr/O5uMdC1ihyUSSbxsxvX4DO/9XIAwHt//gxcc98z9vcii0GIQsEIAP/n7Wfj8T3jEAJ4yQaV3dxsREA79SwGRiVpOiakcZB2SvfhP3s6Iz0jPih8kz3E37rhgbZ9Pmf+JKu8yZ8paabkIOeUGwD89bUP45bH9hlBK4S99+lOZiJp2qk0E24ryUxSHz0z62OYG+ezX2nWlMTIrAAzzl/Nmw83VZRZi1sMxseQj0rKpOpn7VQJwJCPIed8drRgreR4zmcgbDFEwr5PesbtMueztwpfkkknYdEJV+2Sx2BKYkRRV82ZJtqhRpTj709cPmzWLKdnsVzfM5XWAdQ4dLKkWR5DqWAIZD4PNyNHWEkpcfuWA3jNGWshhCj00xydTpx1v3sRDANrMYQm327OZyGA5z9rBQCb/NFJM/MCXcFQZDEEqCRm8vF2hOALoWaRxZDJnOUxxDqazxmmmSrnwJOaQu04YdkwXnX6Wpx32lqjtVkqye4XjEoKdCyahIYb7kTm02o0FnkBMr+6JqeAGiEqifsYZJ4aIQyxUgW09jJNMpZKsufad7Tl1iDyFq0f0kljnJMnQRP7FgOb6GZjMfjZ6zYqiVNJ6t7IsqQieuR85pMTLd7j6wotnbTZjN0lZ03ms1MSw53sbA0rZjFoa+twyMfAHLKjzeIwYNOGLDN9ONEWw2gzbw0C+ZpXPmxwRPcJkibaUW/i/ukNK/G9/+d15m8zb8QC61eOYO/RabdmWcT7rsiV0wkJhlaSmRphPHOZWwVfu3sHfvNzd+Kb9+wMZrQTjk53EEW27/QSsjqwgoHgL5sJFNdKioTAWc9WgoEW76CaQf7+RQ7kqXYxlVRG4ZjzehMnDSQfVG+Fw+c0O14cv38fZe3gMBNuicWgwlJDFoNLJfkTmY1KIiopM+dseZOCW1pBU0kFUSBb903gI9c/oq/ptqnIYhhvJbjyx9tz52qndgWwSABnPXsFlg838EdvOBMAreORGUHWSlKT1GcEQ7BW0mwsBk8whKKS9DOnpUBtET3bH20RQFXny5+MpjupiSrjzzGUx+BbDMHM52HP+cyikgSjNapSSUuatCqdthi8xEvT3pKy26qtROF2Lw9xYFxZBCcud4sdrhxtGh8KnQtQ72L9imHsPjLt1E3zn1UmlbZvLIYCxWGnXpCIV17liujmnUcAKKus7Pm1kswpvb5ILAYFfq+GStJ/+xNjJIDffc2p+J3XbMTFr9oIQFsMXgSIOpd77FLdIatQSeXOZ/2pv6xkpnZuX2/G860LGrx//51H8ONtB3OTSNkKds55zSRktw07XC5RK3knl9GqC53PZDHkHW9+EbVmw9Ww+HkBFTwQCbWewX49eF99+toc1+7w0ENEWWS4YfNufPi6hwHkaakOo2iWjzTxwF9dgJ977jrdlrzF0EoyDDf7ZzHEFaKS6L2csMxaDH6cvWmfthhyayIY6yd2+pupruo5n10tOD9uKFzVUEl+HoMXlVREg5AmPKoVJxLeXLDxBDduQYfmP55n001z3n1kGkNxhHWeYPAFPbf+1y8fwZ6xlhOV5CaMWp6/iEparv0xtFJdZnwMboLaQe2/WbO0WViOnyvH1mKoHrI6sIKBZv+wxRDm2COhFui+9JdeiFVL1GByqCTH+aw+qUMt0ZrCZAUqqSxc1bcYygRDbgU2LzyOFln/9C1PYNNTh3IWQ0W5ELQwuGCkQRyqAku0BS2/GbMOae+D5THoEiS8dANhyJvUAFdAbTxhKe75y/Px4g0rzbYrfvsVeQFaYjGE9ukwiyH0zFRbXR8Dadk5wTBHJTFs0iX0Z55KWr2kiUgAL3y2eh5rlg3lavlQn+joqCR/MmoZi8GnkvQk6zmfmyEqiV1zCaOSmrFwNPxIWEvNDwrwQc9xKVvHOskyQ0Gpc3iKUiD3gsCXje2mOe8em8b6lcOllRPUuYT5PHGFppJYPlHIuqLk0lD7aflWWkaWutJwI3b6FQkGoNjiIkuL94HF4XzWCPHeVlr620VunyIqiSTP8uEGDiRtLB2KsQ/hlch8Kqkswc13PvciGHxnZkfXxac2+fkLvVJJRXvTYAzlWxRTSe59SNioJHKK+tpOI6CN+pPrytGmM+CGG1FOELsTlbUY+OIuDpXEVuYLPQOiksg6aic2KoneJ/VD1/lcUTIH4FNJtiSGpZJOXDGCG//Ha3Hq2qV428tPxhknLs9VOqWCfBQa7FsMVAmV+0uA4jwGvs8om3yEUGODh6uONGOnz0aRjWoy4aoFGi+9Dx7W2kmlE1noCzma+Mp8DFHUPSpp95FpPGvFSC6BzVfMzDuKBJ61YhidVGL/uJq0I+HWSuIrBrYLLIZnrRjBI42jYYshzVsMrU5WmNw2OtTARDt1LJdu61BwDKzFEKKS/EEUopL870VUEn1dps27JZ4vIFR2u6yqKQ0Y3/nMq5v6KJvwAKV9hya7sKArBu/gIdC9hwVDOZVE3zMmUBVXHeXqSHEqyURtBegYOrdaVCdfrXYoQIO1k8xZ3IU7n/l9hYSppZKYxeBNpiYjfo5qJfl90i+JQc/59HXLEEUCZ5y4XLW14T53da/CaKq5NRG0v6QZu5N+cD0GL1yVL1FKfY58DEemOhhtxl6hOEYlaYF93QO78NkfbHXaNNVO8bqP3uycj6r7DsWRUer8kiCtJMUHrnnQKThJ4FnaVSyGZ60chb80p+/jo98bkTA5Uru07zJXK4nlEiQFzudmI8KGVaNGMNB+w83ICU8n/40KHHAFw1++5Sxc/8c/axQiHoCwKHwMBG42+j6GEJVk9oXVwBqxO6Hyc9GEzjUVIJz5XBQmy4+3S1+qR7+iFx+DLxhS6UxqPiVUUS6YthQZGKH1aAlEL/mRTU7bBauVpKm7RixyUUlcwyZLKmRR0fvyI6FMe71aSYDS5LkQ5dpfNcEgzf1PthOtfVtePpz53F/ncwg8QsgqChGLSnKPazHrh1u6ofUYfOcz0bF0DcAdJ6NDsbOPopJci+Hqe3biX29/0mnTj588aDRvyZ5rR2fr03P1S4Lc8tg+fP6H7rl42wHVV8omSCmlthiGcxaDn+lsIsciYRZjGtNlKHh0IGCVhDS1PoYQNXXy6lFLJfE8BtavDk2oa5BQ5zjjxGV4wUkrrGBgfqF5i0oSQjwphHhACHGvEGKT3rZGCHGjEOJx/blabxdCiMuEEFuEEPcLIV7GznOx3v9xIcTFla6tJ/ayqKQyi4GHwcXsBfvnIsGQtxgYlcQiEfzrECj6yFJJanuZYMgVAQz4GLgW7GfLllFaHGUL+wB2og35GGgg0CAN+SsiwcNVMxNbXUYl/dOvvwxfete5JrmPw1gMenLJ+2KYYGDhqnzVL34tTj0EfQwN12IwGaU8XNWr60O/zxS5CDPPx1Bk3YXWC6B1oEPOx6lOirZO8qTuxdc1dldw87J5A3WseJQdLWlK4M5nri37luNtj+8z309aqdbJpryVZmwL8fnhpFSmJARToFGUC4bDkx20kkxbDF6/ylkMVqGk/k9Ri8pisPuT0pMwKsmnvBpRhA2rR43Fk+nw4mZslyOdaqfm+FYny40hatPo0Ox8DHNhMfy8lPKlUspz9N+XALhJSnkmgJv03wDwJgBn6n/vAfBpQAkSAJcCeCWAcwFcSsKkFPqduYKBPsNUiutjsBqYT8FwUKQAD1Oj4wj0vG3huJDF4FNJ6tGvKvUxuH/nqSRpOqJqf5h+6Aa676K9aXBPddKccDoypQQDmfWhZx8J4UQlDWlKIpfgxiaRZ60cwc+euc5oYhx07hFPGJnzBHwMrTRzBJuv/RFC727I8zFQDRrH+WzCVefIYgjQm3Fkk5mK3u1QgI5rRHahpWevUhPtxa/6KQDA2FTH+kvYhBuyGOJYFD43utclAR8AvSfHYmBOaf5evn3/M/iXH2zDq09fix+9//V428s3ALBrocR6eVF+XsJ3H94TbBtgLdqRZrg2GaCsBUoifdaKkbxGH/v9zI5lOj/lIIRqJQFuVWDfSd6IBFaMNE3/oiqtjTgyUXO7x6bN/iEqicYf9XteSPHJAzbEuxv6QSVdBOAL+vsXALyVbf+iVLgDwCohxEkALgBwo5TyoJTyEIAbAVxY9WKuEHRfXDmVpNBJMtPRuBZG2si65aqD+KFrIedzkaXCz2epAbW9lEryNWFPA+2kNhlGtV8fZ7T2wlO75w3USuKgiKPpTpoLUSTBMNx0z1HkY0gMHRCibKo12EYshS0G1znNnc/Muiq419BW38fAq1ZSW7KAj8F39PYCn0qiNnejknjUjkmijIXJA1i9ZAhPfuQX8SdvfC4A5cjspJTHoAXuUBzOY4gio9As9xQlc60oMvdNfX7tUjV2hBCmD3Ntf6qTGsXh/d94AADw1rNPxkkrR825iEpqRjY3ww9TPsrKSfigY1aMNs378/HgM2O49JoHAagIobzzOexjiCMwi0GXPI/y6zEAymLuGIvBEwyxwHAz1gEl0lR+bkbWYqAwbSBMJVnhbhVRasfje47iM7c8Ebx3H7ONSpIA/ksIIQH8s5TycgDrpZS79O+7AazX308GsJ0du0NvK9qegxDiPVDWBtaefCqWocBiKKBG+J/0vc2ikviLvOwdZ+PhXWP4+eefiP/rnA1YNtxw+EvfxyBEfj0IDjtpQ19LTSq+JeLdr/O3P3EmqQzSI2WWSwjdwlt5p1eDQ1kOmZTWYmARKuqT3Qfc9RjU2sH5SbOqhk33R5OGr3lZP44t8+BHJalojXzMe6jOVTOOMNG2y1VSPRseleTXwenlfkIIJl1GgEyL2wm4mji3HCkvgM67YrQJIVT0UDvNsIqV91CVb20eA0UcNRiN4ys0tJ2WHG0lmWnL6qVN7Dw8Bb4ew6iXg6CiA4HxdoI/ev0Z+LVzTgFgLaBWokKKechsqAgdf36J5x8BFAMwNp1ASpkbH9v2TwAAPvObL8NZz15ROVw1jiIjpMgaiYS7P1kUWcazyvNtpufS0mu/KOdxZHwMB8ZtqCplrbttVJ/k6+GWy352bDfMVjD8jJRypxDiRAA3CiEcO0VKKbXQmBNowXM5APzU814s1Tb7e3fnM/9OA5pZDKyjvOjklXjRySo+/IRlw46kBvKCoVsBPp8rjiLVnuUjxa8gF20TiEriazn4grFqgpuhkgotBkslrdEcspRqYrZUkut8dnMimI8hzXJhj4TKgsFQSeFYeB77b8tmZ47znNbGzgmVAuczJbUBwBgrZ2wsBuYkpfudk1pJnsVQ1k7A5e6txRCZPIbY0B9qCdNDE210EunQYqNsOdQ0kxhpxJhOUsfZ7vdbvvzqSDPCkSk7+a/WDuhIWEtoZMjV9qc6qfFFcaHDkysTTSVZ53O+pAS/d1cwaIE20kSaqaAN329I0UA/c+Y6fU/lVBL3MXC6FXCjgQAr4JTFoNp13mlrvfNHRthNtVOzbnczFiYqiecwtDqZk2kP5KkkZTGoc+476s5hZZgVlSSl3Kk/9wL4JpSPYI+miKA/9+rddwI4hR2+QW8r2l4O/cw5B9ptzWd/sgI0lVSBk1/idWS3aFf43KFrU5sakdLQyiyGblFJnVR64aruZFJW5ZXD0hbh34eMZm4HmBIMsclj8B3BrqZrfQy+1ue0oyL35Se/+SuTmTDNEoshEmEHbphKEs7KWuOtvGCwCW7SvNOiOlhVYCNe7DZ/oakQRgOCgecx8Ge8ZskQDk22lfO5EZnzjzAfQ6rLUHzq11+GX335yZaS8Xw/fAzRZE6WJoW1ZpKVxAiU5iCBy4WOKxhUGXQjXBrFgsHvS9QPSOiMTalr/f6/3Y1v3rMDALDz8KRT9iIX1KBfxmd+82X49v/9M9bHIEQuQCOf4Gb7CT3bl//UajzxN2/GGScuU22O7bObTlKlcOqJ3VoManJ/1ooRTSX5SlGeSqJt+8ZblZNeZ9xzhRBLhRDL6TuA8wFsBnANAIosuhjAt/T3awC8U0cnnQfgiKacbgBwvhBitXY6n6+3lV9ff4ZKYkQFE6PjfNafToJbyVPzO2E7dWv880ND2lxuLWT9wsosBv803cJVjaUQ4KfLQAKl0McQKGSXSTdZiiyGYBY1WHXVTKoFggLadNUoHt9i8BN3uIDkK4VxJ6eqQlvpcmjGkcNLh3wMPI+B/FFl77YbQoUdfWEbgkMlCWsxtJMMCaufvfLSAAAgAElEQVQkDKgcmkOTbZvFrX/i62RnUoW4vunFJ+HE5SNmUstbDFYIvf0Vz8Epa0bxio1rAACrtWA4PNk2VNKQl5g43UkxNpUvo0EadKujqaQoMhN0GZVUpFStYGGlUkrc+NAe3Pb4AQCqRtGG1aP2ngqczxe+6CS86OSV4GVLaCyQ8sGrHPPrJ1owENXEfQBkbannwakk62M4MNHG8uEGlo80TD4NR9Bi0O3ef7RlrLdumA2VtB7AN/Vk2wDwZSnld4QQdwG4SgjxLgBPAfg1vf91AN4MYAuASQC/AwBSyoNCiA8BuEvv90EppV0zsQvcPAZtMei/y6gk2rfNSmIUDTb6jcrwDumImlTz5ZkXH27XPbYUij9hNiK1BGdRET0g4Hz2w1UzL9LGE3CVBYNZIMfdfuV7zsPmnUfcdZf1AJBw/Qo+HedHJfEies0ov/avur9qgoEnuAH5+GxDJcXu0pzcYhDewCWESjI348gpp2Gjkiy1wjOff+65J+DDb30xzj5lVaX7CcG3/vj3Mss2ZDEsHY4x0U5MWCphzdIhPHN4WifrCbQSoomahlbxrQy6d9/HwKOofv91p+P3X3e6vY6ejA5OtB3KqRlHhp6b4oIhRCUlqaZ9hQk99Z3PHEWCgQTa2FQHU5qeOjihtPCdh6ewce1Sdo4oeA57z/Z9+D4GTuEALI8hk0oZZefi5Tp4+RnjfGZRSQcn2lizbAjDelXFQuczS3AzFsPRFtatcINoijBjwSCl3ArgJYHtBwC8IbBdAnhvwbmuAHBFL9cXUJMT9+xTVygqZldE94QcoSEMa81rpBnpZT4lGrHShv2JEFCmJ633kLMYhFqCkwujj//aS9BOMlxy9QPOvrbNwnGqFVoMAa29DHT/vo/hvNNUee69LESOOrFkFgOvEum3gc5Lb4moJH/QqXZUba8vGMJaEzfx234ElwiXTgiVnhlqCMePYZZMbIadz0NxhFedvjZ/oh7Ak6cIgt1XEUI+hqXDDewda2G6kznU5aolQ3jwmTGj7NA9Lh9pGIUjzdx3SQLStxhU2e6wn2qNLvJ3aLJtJn3y/xjB0E6t0Bkp8DGYcirdLYaiOmN0/aPTibnegYk2pJTYeWgKrznjBHNMUUIbgTv36fz03IRAYUkM6iN+21Q+hBWEJBhoOV7V1hbWLB1CJARaSZoLV6U2LQnkMRxtJXjekuWFz4yjH+Gq8wP94rmGV1Z2e6gRuen5jE2uGu9PUn+U1d8BQlSS+qQX3oyF4xAFVCfwL/srL9uAM9cvY7dYrlUnabgkRq+Zz2VLgQKuZkaJOtxicCYjfY58ghtFJSmtNRQPP2MqKWcx8AFrLQY/SzxkHfj+CiCvKfIlE3PO5ySrbPmUIeh81qct02NCUUlLhxtmcZmlTDCs1lQSrWJI11o+3DDPKpPuuiC/+vINeOtLn40/1eGu/FpFCtYvvGA9hhsR3nHucwwN1IiE44OZ7mQmWdLxMZi1MVS4LQ91Dq1nQH3Yf7M0EdOKcmPTHWOhHBhv48hUBxPtFCevslRSPo/BtyDsWKaFk1yLgc0/HpXkrj0SmU+irKc7KVJN4zViVV1VSokD422sXTqM4UYUrJWUy2OI3XyK1UurUUmDKxg0yspu80H1pd89F79x3k+Zv/k7rxo/TxMXDa7X/u+bkaRZjkqiCZ06Po/m4JYDf2GhyKCQZsjb2smkm/nMaCqgnBrjIM2mKDEy5GOgqCTAjdcPUUlCqDA9wBbRC+cxVKSSPIvBn9+51UL/Jtupo/XzpDuOUNkAv10hHwNfwW02Gc+E0DusUk49SCUNxTig6RKef7B66RCmO0q5GGLO52UjDZNbQDw3YdlwA594+9m5CaYRR4UC68QVI3j0r9+En96wyvGd8D4wXUAlNXQZDloLmSgoICwYqISK/25pLJrSFVMd4+w+MNHCY3vGAdgKp0B3KpesXt4fuY+hKMEtTyXZcUuCvdVR8wrlMQDQtFcba5cOKcGQ/P/tnXmQXVWdx7+/e999W++ddCfd6aSTTkL2HcjCFgKECBhQmQFEttGS0dFxRsVhK0sdLAdnylKrqAEGpaYcR1FRh0GnGMZhKEeHKC7EGISEsBggG2RPJ+nlzB/3nHvPOffc9+7rflt3n09VKu/dd/vd3zt3+Z3fcn6/sBR8g2QhAAjKlft9IST3YRViDDXF5EqKFNGTTsxqLTVMPucmt4YJccNvXtaNH219Ezv2HcP+Y6diXUly32K96qjsXvr57RuCh5w+046TAfBnp8ZaSSW6koILL6aEb1wXNZF1It+gplRZOcYg6t0YXUkJFXTgSopJV9SzzNKug8Mn1EVNROYSAaZtumI4ctJQEoPP6ESRwNFiyhTTq+eaUBQDhRaDuE1UiyF8SPhF9Pzjif1PDfrtXJNMMLyYtSnR/UJ/ujxOcVlJgH99ibUjciE/kwJuyXk4eGIgYjFEYgy817d/7GE8s8sPQC/tCeNCSdcxhP3b3SAlWs9KErI+s+stvHGoX3MlCYshDD6L+EdKit8NDA0HMYbD/QM4NTiEQycGgtTj46eHgnMuym7LK5+BiWQxSM+ywGJI8HyRXUlJLQZxAic3ZvA3m+YD8BuA+5kb4X66K0l2OZgshu7WXNCFS3mgGm5IxZWkV1fVMlkSu5Kk2YwJWVbZ/Bdmr1oPR8gOaZsUYxD1bgxjnlSR6cHniLya1ZKW1lvIv8n0c01joJfPFua7nq4q9woeLaYmOLKLLA6TK0mOKzRmzYpBTF7kAOjJgSF/1prgvLgxa1N0ZKUtPxz7B4Zw9OQA8mk3olizXhj89xwnmMh4brSybmgxqMeV3U+ZlIMjJweUldJPvbAP3S1ZpcKBfo3G1UqS06fjS2L4r7/05It4+sX9qitJcq/JrqRhFq5jAPxnzeAw8y0GHnw+1D+A1pwnVW/wv1MtoicphgLVnGXGrGIQP3VICT5H3TGxf69YDAldSXzwPZcwtcUvs7vn8EkMM/WYQfBZmtnomULdrVl08e8oRS55Vi1X/JS/2zVYTIUImrkUqNeedh1l3z9Z1WO0GEwPr1zaDXzcosy5PLv88PrZWNPXHsxyihH0bY6ZoeoB8HTKwaF+ddVnnBIy9feIswBkS1D4jv39E2rkApw3dzLeu3qG0QIo9KCWlaUcYxA0SrWM5IdEhv8W1wlX356QMmOK4Wkz5DhS0uxYHtftbxzBttePRNZH+LK5wToSOW7kOU5kLISrSHclyUqoOefhSP9g4LoCgN+8dkixFgDgyuXTcM9Vi4PJTtyCt0AxeKErSXfh6JMFoyvJdaRgu5Suyr//9ke3wnUIZ89qD2IMh06cRmvei1jJpiJ6QHKLYcy6klyHMAS1Jrz4/YksBkOOcTHEyXUdJ6i/vvfIyaAKok5Kshj0h9XHL5mHoYuiD6FirqRCwWc96F5quqop8CpI88CaQ4Ttn7sUmZSL2777HABzjEE+9sULpuCffroLbx07FWQlyTfZRQs68SlugSVBKLA411OgnEhyJfWrdXTixsYUY5BvYpGyDAAZ1w1uuuFhFmwfzYpnwdKe1siDKokrSb6u9R4JANCYCR+88kPCcx2s6m3D/qOngodKv5i1JriOUi4ldjkB/AEv9Y546H9fBgDM7WyM/E3Wc4LZvVjg5joUlraWFv8KV5E4i67jlwOR7xu/LMZApLbS0uktyvvp7Xm8b00v7v7hNv4b9XRV1apLu07oSiIt+SUSuA7fpyTrMEhXHRjC0DCU5kZbXn4bt57fh6U9rcikduPU4BAOHh9AWz4duMVk96GQsa0hjWZeCmTelGRZSWNWMTTnPNz2niW4cnlYVkkPPhdC3qfUrCTPJUxqSCPlkK8Y9JIYmu/RS1FkFq+beOHfSq8NN2RacSWpK5+DKq8lupKEv7+QxRD2PghLkBtjDIbg81UrunH/0y/hpod/gde5f1WexSRVYILBIjNz3WpJpxwcPqFbDObvNscYwp2bs15QHkWJMUhN3kez4rkQpfbyFtdag+RealAsBtWV9M5l3Xjnsm785+/3AFBz6YuR0s5p7H5yVpJBgcorzAVZzw1cSaIfg+dGrzNAik/w05hN+XWu5HPSnPXwo61v4uBx9Zq4fElXQdn1tTeudp9npFIi+kxd/62ye1LOXpR7n/grn9Xrr6c97x+LB58PnjiNnrY8jksrrgGpaKfjV1f47ac3Kp8XY8y6kgDgmrNmGB9KSR408gM4af683BjGcQidTRnsOWJyJfn/i2eMYjEUkU2vSqqj9ipWXUlixj/SWkmF6rWnU+rsCAjTWLOGip6y7POnNuN9a2Zg2+tH/ONJAUT9O5MgZvVxrqRIjMGNxhjibhCTxSC7AZpzKWW7v1DOHzsxa9PLp5SLMKkg2f5mi0FexxBaD6YeFn7KZLKHiRcz0dHpbs0i6zloyXlGxfDG4ZORbVlPdyWFSkU/ZOBK4u+XTW/Fqt42xbOwnC88/PlLbymuul5pcZuJqMWguZI0y9lxKJisRhbHya6kwPJweFdCvxe3qA0lX+fC3SpiDIf7B1RXkp6uKlmZSZUCMIYtBhMjDT4nVQy6n31KSxZ7j5xEZ1PWONMXD1p/Zul/VszLIItiutHk2cOh/tN4Ye/R4L04XqnVVYVLZqCIK8mXT1IMXpiOKxAf66Lfc9US/HznW9h14DgvazByi6GYL1+fyXkpCmZUxY5ZLMYgfOBytodwV+zc56c8zu6IukPKgZhlJp71GYLPspLwXAdNmRSOnhpUlJ8cY/CDz8WPdcPaXlw4v7Pofhec0YFn774EjZmU0eV26aIpkW1K8Nkl5NMpJbgqI5fpBoCVM9rwSa3Z02c2L8LQMMM3nnkVHU0ZvHf1DKyf11FU9qIxBkN8xyXCIGNIp9S/Vdcx8OvUUddDiLGXjyuUdiblYmiY4cCxU2jLe5HqDXkpXXUkjDPFkNxiUIK8JcYYRFbn1OYsXtx7FJMbM8rsXLwUK3I910lszSiWh1ExOMGD6IGn/V65Oc/lF5K/T7EFa5Hv5FptqIArScTyFMVgshgofgXs1JYsdh04HskmKdliCGIMMcFnzW1negDFupIMaxvOmNKEKc0ZbJjfGZQ91juTDQ0z7OC58HMMfvJykIt5GMahWwyZlBOZubY1pH3FID18soqfO5kraVVvO1b1Ft0NRGHhSF2xf/W6FbjC4M7JptwgHpByHNx6QR82L+8G4M+yRYka/zv93ydWVMcp0UXdzQD8+k1/fsFs4z46kdpJWtkSo2JwyBinkc+DnoGW89ww+Ky53ELFELp/W/PpiPWS9XzLI+mkV2dMu5J0ShkCJfhcYoxBlLqd2pLFm4dP8qJY0RlwV7O/ivLsme1G37uJJOsY5HTP7pZsMCMSDzVTWYpCiP0K9YRd0NUEh6DMrLIGiyEudgKEbRrlvr2lyCkQlk3cRa/38Dalj5YSfF7V24Ytd16ML7x7abB2QmlryRX1i/uOoactFynnXC7yWnvYYoTtaX2ZTUX9RGaS/HvyiispWfB5JOjnpactZ3yQZ9Nu8KBPOYSulhxWzvCbPLqO2vtZ/864sVrIFcORAs19dHTXZfjwj94HSk00J7rGQ1UMpGzLeq668lkak8CVJP1O35WkKikiP5BdivtI+a0j+qs6RS+JUQh5l6QPJrm8AgCcNbMdD//sFTz7ykHlphNyLOxuxj3vWow5HY34/I+fT3QsxZVk+CEiaMfYMACGq1f1YAovjBW4kvg1U6orydQTWHDfe1eCaf5mk8WwdvYkHDph7pA1tcWX0yF/Vj23sxEZzwnaTSZFWAxx2WS6Ek4biq3FnQeTK0lGWB+yFeI4fnmNHXuP4oyEWR8jQTywE69o19wKDYYS7yIzyTQr7eeupHKsyzChnz+R6acjVzbWrUSX/FLVctaS8nmM6CM5T/p3BxMQN2oxiFPkOgQaJqVukv5dKc1iyHouTvK2nQ3plNli8NQkgtCVFB5jaU+LMcsrCeNMMYj/i984hTIG4pBr+wN+rrnnEvYdPRUsrNHlEBdg0hRStUqr2ZWUdsP0vfaGdCC/yO8PluonnCyI2YZevlqGiCIKN2vISlo/rxPr55l9zeLGP3RiANPb83jy4xckE1BjQHMbCLpaskqmUBh8jg5E3GkwuZJkxOxUSTd0CP/+3Bs4eGIAF5xR3Fc9UvJSxcwk6KmLpt4fIjNJVnTKOgaWzJU0EnQXX0ejufKnPPHQ/fyOQ8gY7uXLl3Th7eOncd3ZM2K+08XqWe04v4TzFRd8Fvessd+268AdYhHrVr7MPEdVMFnPRf/pIfzx7X5cNL9T+c35tNli0FO0AeDbH1yb+LfpjCvFUKi1po5cjyXphS9uGOFuaMp6WNM3CT/dcUD5jqAKpiEgXexY8j1vzErS/MTtjZmwO9SQGnxO+rvEjZfUwhAIiyFpb+PJ/MYvpZOUiSArSXtI/N8dflHf1946ASBUkHKasUgnjFPQRfQCrljShTcO9WOdVD315nWz8OvXDiLlUOD7rgRBQLHE4LNIVzVZDK0GV5IcY9DrgJUTMckR8YE4y0SeeJgqnJr89S15D/ddv7Lg8R+5tbQHZ1yMQa/2C6j3u0PR6+2kVPxOLhMC+Pfj/qMnceDYKfR1NChuKFEDSXZbtebSkTUVo2WcKQb/f/kk3H35AqUwlkBeYZl0pepfbpiLE6cHcc1ZYcO5O96xAEumvaHUYjJZLuLaLcViMBkybXkPrXkPe3gp7EkNaalpkepKSnpDX7G0G8+/eQQfuXBuov0FQdnthCuWhWLQ26SWysoZbXhy+17M4DndOkH7Sv7zxczUb1kZpj2OhHVzJmOdVJoZAD52cWnjNlLCTJzS/k60jGwyKAZRVE2pgcWb6ITtNCujGDKeg1zaxen+eBcmoFkMBj+//HnQynWw8HeOBN1CjZTEiOmep9dNAvx0VIG8GhzwXWe/fMVvSTO7o1F5PonJaV9HA3Kei3zaxfT2HK/wWvrkLo7xpRiCkhjhtg+c12fcV85HT1pEryXv4QvvXqpsW9jdHASyAjkMJSmSzuKLrWP45MZ5OHZqEOfe+xQA35UkUvmEYljU3YKzZ7VjxiTzg1MnnXJw1+ULE+0rkzUEwgrR1+EraNFTd6Tcen4fNi2eGij8h285CzuktN1wrFWLIZ9OBcHGCj3rKopQDAVCQbE0pFNmi4HHGJSS9DxwWcoCt5Fw49qZOGfOZHQ0ZZT1ODpyjCESQyBSZs9iNbXep6AcFEtXlV1jstJwKBpjkDuveVqyRNZzAqt4dmejsgZHXAMLuprx/N9uCo/nUmIXYxLGlWIQ128SrSlbDEmrepYqh2k1dLHZnrzgxpTd0ppPo1VasdrekA5iHuJimt6ex3dKNJNHQlB2uwSL4Vd3X6zIPxIchxQr8MJ5nbhQimsIPS/GWsz08mk36KpXKfdIJRFuBFFqOY6v33wmnty+V9l23dkzIhMYADhrZhtWzGiNJADk0m5QEqOcDxyZOZ2NiVJ7TbW45PeyshDnutAq/pESdSVpFoPBlRRmJekWQ7wrSS6EOL0tp6wGj5uEeU5pC9iKMa4Ug29KJdtXziKST9qq3raiN14xTI1ykrbbbMl7ePRDa3Hk5CDO1VwWJtryabzNl/YXy6gpN6VaDACCKrKVJOxLoVoMubRf22hgqHJ+80rSEKSRFp4Nb5g/BRvmqwvF9EVegvlTm/GDD58T2Z6tgsWQFNlVpLtz9GJ1QeZgRSwGPfisxRgkOYXMcTEG+RmjZzeJJI3ZHQ2R1O64Sa9rKCg4GsaVYnCIEq9lkE+yfGE9+qF1o5YjiHU4JouhuISretsTHystBaOLZdSUG1F3x5TtUkvE+QwWuKVCi8G/QaOKIes5RR+4tSZo4jLKiUuiY4lFkwlLYlQS2SLVrftc2lVm2EGMoQKKIVIrKcaV1NWSDUpzpBxRzlxXDJLFoCmYOy9bgAvO6EBnk68gkng0TCXIR0N93dGjxaCZk1BuV5JLvnlr6qZVCbNczNhH4nseDQu7mvGVa5fjvFHGDMqN0PMp7YbNpVNIOYRT0j4Csdq0nhGuxVNVkDPPXUlDCUtiVJJCWUmff9diZFJu4DoTSqIcFW51itVKEq7c1bPCiV0QYyigGOZNbcKsyQ1BLwjPdZSUb70PhAlhmZSLcaUYMil3RItxRrpsPPb7XAf/8v7VmD819OmW2iOhFORmMdWEiJTqtvWCvmZEPCTyXrTFKuBbFDnPxUGYF+bVC8GK5CpYDB1NWWzdfQgMtbcY+qR4kp6VJO6xe9+zBIu6W7CwqxmfuOQMXLfavH5hNOgTyMZMCjnPDR7oIkgsr40QlQB0F5Bc8XbZ9FY89cn1iY9rYn5XM17ladrlYFwphhvW9GKt1sIzCUlaEpZKXCvRcpl7X75meaT0Q7VdSfWKHPgDVFdS0OlKulHzmjuiXhGKoRKBVZ1bzpmJ6x/aAqAyVm4pLJ4W9kmIu3+uOStUBB+9qDLpw/rMvSGTws9u34BWvibqA+f1ob0hrUyWXCe6MPSzmxcpyRLFSKIYbljTixuknvajZVwpho6mjNKaLynVCK6V2jynGFetCC8+8bAz1cKZiARjrSmGXDq0GOTTkPNcJeWxXqlUDSYT62ZPwsaFU/D0i/uxpKel+B9UmMc+cg7ue2pnbNmMamB6QLdL5bxbch5uOWeW+jdO1I1007qZJR03iSup3EzoJ4noxlWOVozFMLW8LBftDWl8dvMibEhQ9ngi4GoWg5yuKj6T3W65tFuVa2C0VKrPgwkiwoM3nlm14xVjaU8rHrihtvKMxOUsYgyjOm4Nrs0JrRjyaRenB4erYjHo/ZjLTamzkPGMaJDiRiyGlDEek0lFG9DXI9VUDJYoI1lVnHJHHxSuxbVZ/3dDBWkQZYyr6Uqa0CNePVwpEyQjxRhu4/n8sssxrfWgrleq6UqylAfXcUZvMdQg+D+hrzS56XmlKbWwnWV0ZD03WGQkZlw5z8VVK6Yp8RnATxfMei6e2fV21eUsBXmhl2VsYIoxlEotnhkTWjF8bvMi3PmD36G3vXCv13JQah9my+h48MZVQYvNcB2D2RXzxauXAfDbTvYmrC9VC8pVIM1SPbpasoHb8ms3nYnpMYUfCyHO+7wK9vrQmdCKYd2cyfif2y6syrH0xTCWyrJudlhORE5XLcRFC6L9hi2W0fCZzYuC4pajub4e/+i5mN5WvUmLtU2rxPp5Hbjt0nmYOany1olFJaliGAu05T28Z2VPrcWYUMjtbEvFc52ypEIvntaClrxXfMcyUTcWAxFtAvAVAC6Ahxhjf1djkcpKaz6Nv7hwTq3FmJAsntaCd6+cFvQJHsv85tMbay3ChOPhm89ClYsK1Jy6UAxE5AK4D8AlAHYD+CURPcYY215bySzjgcZMCl/60+WR7Y98cA1ee7t8ZQQs4xMiqnm9qGpTF4oBwNkAdjLGdgEAEX0bwJUArGKwVIzVfZMipUssFkv9xBimAfij9H4332axWCyWKlMviiERRPRBInqWiJ7dv39/rcWxWCyWcUm9KIbXAUyX3vfwbQqMsQcZY2cyxs7s6KivHgAWi8UyXqgXxfBLAHOJaBYRpQFcC+CxGstksVgsE5K6CD4zxgaJ6CMAnoCfrvp1xtjvayyWxWKxTEjqQjEAAGPsxwB+XGs5LBaLZaJTL64ki8VisdQJVjFYLBaLRYHYGO0TTET7AbxaazlKZDKAA7UWYoRY2avPWJUbsLLXgqRy9zLGCqZ1jlnFMBYhomcZY/XTL7EErOzVZ6zKDVjZa0E55bauJIvFYrEoWMVgsVgsFgWrGKrLg7UWYBRY2avPWJUbsLLXgrLJbWMMFovFYlGwFoPFYrFYFKxisFgsFouCVQxlhIimE9FTRLSdiH5PRB/j29uJ6Eki2sH/b+PbiYi+SkQ7iWgrEa2ssfwuEf2GiB7n72cR0RYu3yO8wCGIKMPf7+Sfz6yx3K1E9D0i+gMRPU9Ea8fQmP81v1a2EdG3iChbj+NORF8non1EtE3aVvIYE9FNfP8dRHRTDWX/e369bCWiHxBRq/TZHVz2F4joUmn7Jr5tJxHdXivZpc8+QUSMiCbz9+Ubd8aY/VemfwC6AKzkr5sAvAhgIYAvAridb78dwL389WUA/gMAAVgDYEuN5f84gH8F8Dh//x0A1/LX9wP4EH/9YQD389fXAnikxnL/M4AP8NdpAK1jYczhN6N6GUBOGu+b63HcAZwPYCWAbdK2ksYYQDuAXfz/Nv66rUaybwSQ4q/vlWRfCOA5ABkAswC8BL+wp8tf9/Fr7DkAC2shO98+HX7R0VcBTC73uNfkhpgo/wD8G/w+1i8A6OLbugC8wF8/AOA6af9gvxrI2gPgJwA2AHicX1wHpJtnLYAn+OsnAKzlr1N8P6qR3C384Ura9rEw5qJzYTsfx8cBXFqv4w5gpvZwLWmMAVwH4AFpu7JfNWXXPnsXgG/y13cAuEP67Al+DoLzYNqv2rID+B6AZQBeQagYyjbu1pVUIbiZvwLAFgBTGGNv8o/2AJjCX9dTS9MvA/gUgGH+fhKAQ4yxQf5eli2Qm39+mO9fC2YB2A/gYe4Ge4iIGjAGxpwx9jqAfwDwGoA34Y/jrzA2xh0ofYzrZuw1/gz+TBsYA7IT0ZUAXmeMPad9VDbZrWKoAETUCOBRAH/FGDsif8Z8lV1XOcJEdAWAfYyxX9ValhGQgm9q/yNjbAWA4/DdGgH1OOYAwH3yV8JXbt0AGgBsqqlQI6Rex7gYRHQXgEEA36y1LEkgojyAOwF8upLHsYqhzBCRB18pfJMx9n2+eS8RdfHPuwDs49sTtTStAucA2ExErwD4Nnx30lcAtBKR6NkhyxbIzT9vAfBWNQWW2A1gN2NsC3//PfiKot7HHAAuBvAyY2w/Y2wAwPfhn4uxMO5A6WNcT2MPIroZwBUArueKDah/2a8Vmy4AAAGbSURBVGfDn0g8x+/XHgC/JqKpKKPsVjGUESIiAF8D8Dxj7EvSR48BEJkAN8GPPYjtN/JsgjUADkumedVgjN3BGOthjM2EH9T8b8bY9QCeAnB1jNzi91zN96/JbJExtgfAH4loHt90EYDtqPMx57wGYA0R5fm1I2Sv+3E3yJNkjJ8AsJGI2ri1tJFvqzpEtAm+63QzY+yE9NFjAK7lGWCzAMwF8AvUSfthxtjvGGOdjLGZ/H7dDT/hZQ/KOe7VCJ5MlH8AzoVvTm8F8Fv+7zL4fuCfANgB4L8AtPP9CcB98LMdfgfgzDr4DesRZiX1wb8pdgL4LoAM357l73fyz/tqLPNyAM/ycf8h/MyLMTHmAD4L4A8AtgH4BvxsmLobdwDfgh8HGeAPo/ePZIzh+/N38n+31FD2nfD97uI+vV/a/y4u+wsA3iFtvwx+puFLAO6qleza568gDD6XbdxtSQyLxWKxKFhXksVisVgUrGKwWCwWi4JVDBaLxWJRsIrBYrFYLApWMVgsFotFwSoGi8VisShYxWCxWCwWhf8HOCTERqNrT4kAAAAASUVORK5CYII=\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"df.reserve.plot()"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.5"
}
},
"nbformat": 4,
"nbformat_minor": 2
}