From 8869dbaa11dc0054161d9971624c81bf35c65dcd Mon Sep 17 00:00:00 2001 From: mknorps Date: Fri, 21 Oct 2022 09:00:11 +0200 Subject: [PATCH 1/4] fix formatting --- src/Control/Monad/Bayes/Inference/MCMC.hs | 9 +++++++-- 1 file changed, 7 insertions(+), 2 deletions(-) diff --git a/src/Control/Monad/Bayes/Inference/MCMC.hs b/src/Control/Monad/Bayes/Inference/MCMC.hs index e9198fb0..c25ecdd4 100644 --- a/src/Control/Monad/Bayes/Inference/MCMC.hs +++ b/src/Control/Monad/Bayes/Inference/MCMC.hs @@ -11,12 +11,17 @@ -- Portability : GHC module Control.Monad.Bayes.Inference.MCMC where -import Control.Monad.Bayes.Class +import Control.Monad.Bayes.Class (MonadDistribution) import qualified Control.Monad.Bayes.Traced.Basic as Basic import Control.Monad.Bayes.Traced.Common + ( MHResult (MHResult, trace), + Trace (probDensity), + burnIn, + mhTransWithBool, + ) import qualified Control.Monad.Bayes.Traced.Dynamic as Dynamic import qualified Control.Monad.Bayes.Traced.Static as Static -import Control.Monad.Bayes.Weighted +import Control.Monad.Bayes.Weighted (Weighted, unweighted) import Pipes ((>->)) import qualified Pipes as P import qualified Pipes.Prelude as P From 0946d33827cdc2497e5dca5ece009681ac554116 Mon Sep 17 00:00:00 2001 From: mknorps Date: Fri, 21 Oct 2022 15:25:30 +0200 Subject: [PATCH 2/4] description of MCMC --- notebooks/tutorials/MCMC.ipynb | 2239 +++++++++++++++++++++++++------- 1 file changed, 1742 insertions(+), 497 deletions(-) diff --git a/notebooks/tutorials/MCMC.ipynb b/notebooks/tutorials/MCMC.ipynb index 590de342..2d0fd566 100644 --- a/notebooks/tutorials/MCMC.ipynb +++ b/notebooks/tutorials/MCMC.ipynb @@ -2,9 +2,115 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "Failed to load module Plotting
• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’
Expected: PropertySpec
Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value
• In the expression: linePlotSpec
In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’
In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’
• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’
Expected: PropertySpec
Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value
• In the expression: scatterplotSpec
In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’
In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’" + ], + "text/plain": [ + "Failed to load module Plotting\n", + "• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’\n", + " Expected: PropertySpec\n", + " Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value\n", + "• In the expression: linePlotSpec\n", + " In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’\n", + " In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’\n", + "• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’\n", + " Expected: PropertySpec\n", + " Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value\n", + "• In the expression: scatterplotSpec\n", + " In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’\n", + " In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ ":e ImportQualifiedPost\n", ":e FlexibleContexts\n", @@ -23,24 +129,78 @@ "\n", "import Control.Monad.Bayes.Class\n", "import Control.Monad.Bayes.Enumerator\n", + "\n", "import Control.Monad.Bayes.Weighted\n", "import Control.Monad.Bayes.Sampler.Strict\n", "import Control.Monad.Bayes.Traced.Static\n", "import Control.Monad.Bayes.Inference.MCMC\n", "\n", - ":l ../Plotting.hs" + ":l ../plotting.hs" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We'll start with the example of a simple regression" + "# MCMC\n", + "\n", + "Following [wikipedia](https://en.wikipedia.org/wiki/Markov_chain_Monte_Carlo):\n", + "\n", + "> Markov chain Monte Carlo (MCMC) is a powerful class of methods to sample from probability distributions known only up to an (unknown) normalization constant.\n", + "\n", + "Markov Chain is a stochastic process where new state depends only on the previous state (Markov property for discrete-time process). Transition between states is governed by transition kernell $T$. In the limit of long simulation, probability distribution of steps of the Markov process converges to the stationary distribution $\\pi_{\\star}$ under assumptions of existence of the stationary distribution, non-periodicy of MC and availibility of all states.\n", + "\n", + "If we want to **sample** from a complicated distribution $\\pi$, we can construct a Markov process which stationary distribution $\\pi_{\\star} = \\pi$. The question is how to construct transition kernell to achieve $\\pi$ as a stationary distribution.\n", + "\n", + "## Metropolis-Hastings\n", + "MH is a classical and most widely use algorithm with many flavours. Here we present the general outline.\n", + "\n", + "The algoritm is used to generate next point of the Markov Chain ($x_{i+1}$) in the space state.\n", + "MH algorithms consist of proposal and acceptance/rejection steps:\n", + "1. **Proposal**: draw next candidate\\\n", + " We construct transition kernel:\n", + "\n", + " $$ \n", + " T(x_{i+1}|x_{i}) = q(x_{i+1}|x_{i})\\times p_{acc}(x_{i+1}|x_{i})\n", + " $$\n", + " where $q$ is proposal distribution for the next state of the chain and $p_{acc}$ is probability of sample being accepted.\n", + "\n", + " Proposal distribution $q$ should be simple to draw from, for example uniform distribution around current point $\\mathcal{U}(x_i - \\delta, x_{i}+\\delta)$, where $\\delta$ is a small positive number. \n", + " At first step of \n", + "2. **Acceptance/rejection** assess if the candidate might have been drawn from sampled distribution $\\pi$\\\n", + " Having symmetric proposal distribution and adding constraint of microscopic reversibility on the transition kernell:\n", + "\n", + " $$ \n", + " \\pi(x_{i})T(x_{i+1}|x_{i}) = \\pi(x_{i+1})T(x_{i}|x_{i+1})\n", + " $$\n", + "\n", + " we have acceptance probability:\n", + " $$\n", + " p_{acc}(x_{i+1}|x_{i}) = min\\left\\{1, \\frac{\\pi_{x+1}}{\\pi_{x}}\\right\\}\n", + " $$\n", + "\n", + "For details on MCMC see the series of blog posts starting with https://www.tweag.io/blog/2019-10-25-mcmc-intro1/ or an online book https://bookdown.org/rdpeng/advstatcomp/markov-chain-monte-carlo.html.\n", + "\n", + "\n", + "\n", + "## `monad-bayes` implementation\n", + "There are several versions of Metropolis-Hastings algorith for MCMC defined in monad-bayes. The standard version is found in `Control.Monad.Bayes.Inference.MCMC` - Traced MH.\n", + "Implementatio of a single step of of MH algorithm is `mhTransWithBool`.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Linear regression\n", + "\n", + "We'll start with the example of a simple regression. Function `regressionData` defines a distribution of a linear regression values given a list of arguments." ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 23, "metadata": {}, "outputs": [], "source": [ @@ -61,7 +221,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 24, "metadata": {}, "outputs": [], "source": [ @@ -71,7 +231,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 89, "metadata": {}, "outputs": [ { @@ -81,1016 +241,2132 @@ "data": { "values": [ { - "Outlier": "\"\\\"N/A\\\"\"", + "Outlier": "\"N/A\"", "X": -10, "Y": 24.57864936391078 }, { - "Outlier": "\"\\\"N/A\\\"\"", + "Outlier": "\"N/A\"", "X": -9.9, "Y": 38.294498409280365 }, { - "Outlier": "\"\\\"N/A\\\"\"", + "Outlier": "\"N/A\"", "X": -9.8, "Y": 26.301690856119443 }, { - "Outlier": "\"\\\"N/A\\\"\"", + "Outlier": "\"N/A\"", "X": -9.700000000000001, "Y": 28.558284447764866 }, { - "Outlier": "\"\\\"N/A\\\"\"", + "Outlier": "\"N/A\"", "X": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot (zip regressionSamples (Prelude.repeat $ T.pack \"N/A\"))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Function`regression` computes paramteres of the model, namely `(slope, intercept, noise)` and their score." + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [], + "source": [ + "regression :: (MonadMeasure m) => [Double] -> [Double] -> m (Double, Double, Double)\n", + "regression xs ys = do\n", + " params@(slope, intercept, noise) <- paramPriorRegression\n", + " forM_ (zip xs ys) \\(x, y) -> factor $ normalPdf (slope * x + intercept) (sqrt noise) y\n", + " return (slope, intercept, noise)" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mcmcConfig = MCMCConfig {numMCMCSteps = 1000, numBurnIn = 500, proposal = SingleSiteMH}\n", + "mhRunsRegression <- sampleIOfixed . unweighted . mcmc mcmcConfig $ uncurry regression (unzip regressionSamples)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A linear model " + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
" + ], + "text/plain": [ + "vlShow :: VegaLite -> VegaLiteLab \t-- Defined in ‘IHaskell.Display.Hvega’" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + ":i vlShow" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "$schema": "https://vega.github.io/schema/vega-lite/v4.json", + "data": { + "values": [ + { + "Outlier": 1, + "X": -10, + "Y": 29.9980348566582 + }, + { + "Outlier": 1, + "X": -9.9, + "Y": 29.715672412073904 + }, + { + "Outlier": 1, + "X": -9.8, + "Y": 29.43330996748961 + }, + { + "Outlier": 1, + "X": -9.700000000000001, + "Y": 29.150947522905312 + }, + { + "Outlier": 1, + "X": -9.600000000000001, + "Y": 28.868585078321015 + }, + { + "Outlier": 1, + "X": -9.500000000000002, + "Y": 28.586222633736718 + }, + { + "Outlier": 1, + "X": -9.400000000000002, + "Y": 28.303860189152424 + }, + { + "Outlier": 1, + "X": -9.300000000000002, + "Y": 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" - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plot (fmap (second (T.pack . show)) (zip regressionSamples (Prelude.repeat \"N/A\")))" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [] + "image/png": 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" }, "metadata": {}, "output_type": "display_data" - } - ], - "source": [ - "regression :: (MonadMeasure m) => [Double] -> [Double] -> m (Double, Double, Double)\n", - "regression xs ys = do\n", - " params@(slope, intercept, noise) <- paramPriorRegression\n", - " forM (zip xs ys) \\(x, y) -> factor $ normalPdf (slope * x + intercept) (sqrt noise) y\n", - " return (slope, intercept, noise)\n", - "\n", - "mcmcConfig = MCMCConfig {numMCMCSteps = 1000, numBurnIn = 500, proposal = SingleSiteMH}\n", - "mhRunsRegression <- sampleIOfixed $ unweighted $ mcmc mcmcConfig $ regression range (snd <$> regressionSamples)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ + }, { "data": { "application/vnd.vegalite.v4+json": { @@ -1152,122 +2394,122 @@ { "Outlier": 1, "X": -10, - "Y": 29.998034856658208 + "Y": 29.9980348566582 }, { "Outlier": 1, "X": -9.9, - "Y": 29.71567241207391 + "Y": 29.715672412073904 }, { "Outlier": 1, "X": -9.8, - "Y": 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m5VIKFY78QmG7LSK/9PKjGWK5d9IMzbP5zGeIYc9EVEbGnaEiUC7mGEzySy8/miGWe2fNsK/jYc5EVEZGM1QEysUcg0l+6eVHM8Ry77wZmgHYHAGljKsg+EXNxCY+F3MbWkPbkl96+dEMsdwXzGKeFEPkYoQVJPmRH0YAU7tcfzRDLPcFY4ZJ2SG6PJmUSylUOPILhe22iPzSy49miOW+oMzQDCbImYjKyPiZoSJQLuYYTPJLLz+aIZb7gjPDwYb4ROU0qZn9kDIl/3BcjDDU5Ed+GAFM7XL90Qyx3BekGebTEF2eTMqlFCoc+YXCxtukGLaC4EczVCqCvjCFtBhlOyRYGVtBTKaomNjELaT6sxm3Vlvyw0i6zI9miOW+YHeGfQOL2xBdnkzKpRQqHPmFwsY3Yxi2guBHM1QqgkLcGebDELmYYwVJfuSHEcDULtcfzRDLfcHvDOM2RJcnk3IphQpHfqGwFcTOBhu5jtrl+qMZ6tRAKiZTHGciujyZlEspVDjyC4UtFfMXIxNM7XL90QyD5ThwK5eLIcggozbEQucXhDHShvwQem4fQYSNXEftcv3RDHVqIFXvLPsbovaZiC5PJuVSChWO/EJhS9X8xQhlV7tcfzRD5cpwuRhsUERliGnhZ8Papi352dAa2pb80suPZojlfog6TZMpijMR08RPufS8cOSHUSW/9PLLixl2dXVJSUmJFBUVWZOvq6uT2tpaa11cgjROJs0zEdPIT7M2yQ+jSX7p5RerGV64cEFOnz4tCxYskJaWFpk4caLcvHlTJkyYIFVVVV4Wpk6dKlu2bPHNCM0wmcWqdQQUF6Nk5hfr1S/VzC9Gkvyi4xerGR46dEgaGxtlx44dcv78ec8Mm5ubZcOGDbJ//34pLi7OOVKaYU5EWRtEOZk0DDHK/mHk3lezfxhF8iM/jACmzlZ/sZph3zDM7dE+Mzxy5IjU1NRIZ2enzJgxQ4zZVVRUcGeI5dxXHfVihBpi1P1DsbJ/GEHyIz+MAKZOtBkeP35cmpqaZM2aNXLgwAHZtm2bt1s0htnQ0ODtJAe/qqurMSJUR0rgtTffkVeb3vWu8cz8B+S+yXdFej0GJwESIIGgBMrLyzM2zfvOsLu7W4YPH+796enp8W6VtrW1yZQpUzJ2mLdJg6Y8c7u43pmHfcB3XP0LS5H9C0vufR35kR9GAFMneme4ceNGuXjxouzevVtOnDghS5culdbWVt8R0wyjKwYs8lB1GEPkYollgfzIDyOAqV2uv7ztDM03S823SM+dOyeVlZXejtD82bRpk8yfP59miNWkrzruYrU1xLj7Z4uZ/bMlNrA9+ZEfRgBTJ25nmGk47e3tUlpamnOk3BnmRJS1QT4WIxtDzEf/bIiyfza0hrYlP/LDCGBqJ8ww6BBphkFJZW6Xr8UoqCHmq39BqbJ/QUklq/6C9pr5DUqq8PKbl9ukCG6aIUIvv19gCGKIXIzczW+QnjO/QSj5tyG/6PjRDDG2Q9Qs1uxAcx0BRX5YQZIf+WEEMLXL9UczxHJPMwzBL5shujyZQqBQl5AfhpT80suPZojlnmYYkp/fEVBcjEIC/YWM/MgPI4CpXa4/miGWe5ohwC+TIbo8mQAUalLyw1CSX3r50Qyx3NMMQX6Dz0RcOftD4ve4JPBSKnIulhhG8iM/jACm5k8rMH5Wak52K1y3G/c94Ns8x3TH/54XLkgMKuYXg0x+5IcRwNQ0Q4yflZqT3QrXgMboiRfhrxxcyfwGZ5WpJfmRH0YAU9MMMX5Wak52K1xDGn9u5z9Jy7lO7++fX1UhD5dPxAIqq5lfDCj5kR9GAFPTDDF+VmpOditcQxobfl85flbMZ4lJNETmF88vPxMOz5D1F56dUdIMMX5WaharFa6MZmgWy/5Pq0nSDpH51ckvFiU6NfOLsXWZH79NiuXedzFXDqsWzqViDfL4NjUwAQO5xC/gkGJtRn4YbvKLjh/NEGNLM4yYX9IMkYsRlnDyIz+MAKbmbVKMn5Wak90KV6A3E0kyROZXP79YRF0184vxdJkfd4ZY7gMt5sqXgMK5WqxJMURX+UFFoygmPwwm+UXHj2aIsaUZxsgvCYbIxQhLOPmRH0YAU/M2KcbPSs3JboXL+s1Evg2R+Y02v1h0XM38Ygxd5sedIZZ768Vc+XLW4Vwu1r7B5joT0RqKhaAQ+FkMV70p+WFIyS86fjRDjC3NME/88mWIXIywhJMf+WEEMDVvk2L8rNSc7Fa4oDcTfmciYj3IrmZ+MbrkR34YAUxNM8T4Wak52a1wQWZoxHEbIvMbb36xq9mrmV97Zv0VLvPjbVIs9/Birnz5nOFcLla/wQ0+E9E8vi2qVyHyi4pVprjkh9Emv+j40QwxtjTDBPHrOwLKnHQRlSFyMcISTn7khxHA1Im7TdrV1SUlJSVSVFR0e2RXr16VUaNGybBhw7KOtq6uTmprazEiEao52TG4KL+oz0RE+4fRya1m/3IzytaC/NLLL9ad4YULF+T06dOyYMECaWlpkYkTJ8qlS5ekpqZGiouL5ezZs7J+/XpZvny5b0Zohukt1qAjj9IQuVgGzULmduRHfhgBTJ2YneGhQ4eksbFRduzYIefPn/fM8IUXXpDOzk7ZunWrtLe3y+TJk8XsEkePHp1x1DTD6IoBi6yj1losozJErf7p0Boahf3DyJJfevnFujPsw2xuj/aZ4cqVK6WyslKWLFkivb293m3S1tZW8TsAlGaY3mK1HXkUZyJysbTNwsD25Ed+GAFMnZidYSYzXLRokZg/Cxcu9P550qRJcurUKSkrK5OGhgZvJzn4VV1djRGhOjUEXnvzHXm16V1vvHOn3yNVj96bmrFzoCRAAkMJ+G208r4z3Lx5s4wZM0bWrVsnPT09Mn78eOno6PD9Ig13hlh5p/GduebzTNPID6s47gzJT5MAFivRO8PDhw/Lrl27pL6+Xg4ePCjbt2+XkydP+o6YZhhdMWCRddRRmY2WIUbVPx16IuwfRpL80ssvbztD883SCRMmyPXr12XevHly5swZ7/+PHj0qs2bNohliNemrTvNk1zDENPPTKEnywyiSX3T88mKGmYbT1tYmpaWlMmLEiKyj5c4wumLAIuuoo57sqCFG3T+UIvuHESS/9PJLjBkGTQHNMCipzO042UUQQyQ/1h9GAFOz/qLjRzPE2A5Rs1gxoHHxC3sEVFz9C0uR/QtL7n0d+aWXH80Qyz3N0GF+YQyRiyWWcPIjP4wApk7ct0mR4fA2KUKP73wH07M9AoqLOesPI4CpWX/R8ePOEGPLnWEB8LMxRC5GWMLJj/wwApiaO0OMn5Wak90KV2LeTAQ9E5H5dTO/QXvN/AYllbmdy/y4M8Ryn5jFPOgwXC7WoGNE2uU6E5H8ELq8TY/RI78o+dEMUbqD9FwsMaBJ4JftxIsk9C8bYfbP/fpjfrEchuVHM1TmzsUIA5oUfn6GmJT++VFm/wqj/phfLI9h+NEMlZlzMcKAJolfJkNMUv8ykWb/Cqf+mF8sl7b8aIbKvLkYYUCTxm/wmYgl0uV71iY2ch110vgNHhX7h+WZ/KLjRzPE2A5Rs1gxoEnk198QzZmIT1V/HBtkhOok8us/XPYPSz75RcePZoixpRmmhB/yPFNlRFnDcbHEaJNfevnRDLHc0wxTxM8FQ+RijhUk+aWXH80Qyz3NMGX8dh/8gbza9K436icqp0nN7IeUCWDhuJiTH0YAU7tcfzRDLPc0wxTye/2n1+WVY28l0hBdXoyUSylUOPILhe22yGV+NEMs9zTDlPJL6i1Tlxcj5VIKFY78QmGjGWLYwql5akU4bn0qTnY9fmGOgMKunlvN/OZmlK0F+aWXH3eGWO65M0w5v6QZIhdzrCDJL738aIZY7mmG5Cc2R0Ap42L9KQOlGWJAXeZHM8Ryz8WI/DwCSTFElxcj5VIKFY78QmHjZ4YYtnBqfmYYjhs/M8S4BeEX9ExEnZ5kjsLFHKNLfunlx50hlnvuDMlvCIFcZyIqIxsQjos5Rpf80suPZojlnmZIfhkJZDsTURkZzVARKM0Qg+kyP5ohlnuaIfn5EsiHIbq8GCmXUqhw5BcK222Ry/zyboY3b96UCRMmSFVVlQd06tSpsmXLFt+M8DPD9BYrNnIdte1kj9sQbfunQyV4FPYvOKtMLckvOn55N8Pm5mbZsGGD7N+/X4qLi3OOlGaYE1HWBpxM8fMbfCbiw+UTsU5kUTO/GFrySy+/vJvhkSNHpKamRjo7O2XGjBlizK6iooI7Q6wmfdWc7BjYsPzienxb2P5hVIKr2b/grLgzxFjZ8su7GR4/flyamppkzZo1cuDAAdm2bZuY3WJRUVFGEtwZYgXCxSh//OIwROY3f/nFrhxMzfwG4+TXKhu/vJthd3e3DB8+3PvT09Pj3Spta2uTKVOmSENDgzQ2Ng4ZV3V1NUaEahLIE4HX3nzn9hFQc6ffI1WP3punnvCyJJBOAuXl5RkHnncz3Lhxo1y8eFF2794tJ06ckKVLl0praytvk0ZUp3xniYHV4BflDlGjfxih7Gr2D6NLftHxy7sZnjt3TiorK70dofmzadMmmT9/Ps0Qy7mvmpMJA6vFLypD1OofRslfzf5hZMkvOn55N8O+obW3t0tpaWnOkfIzw5yIsjbgZEoOvygMkflNTn6xnmRWM78Y1UR/Zmg7NJqhLbGB7TmZksVP2xCZ32TlF+vNUDXzixGlGWL8rNQsVitcQxqnkZ/mmYhp5IdVHN8skt/7BBJzmzRoQrgzDEqKt1kwUvHy0zoCimaIZZ380suPZojlnjsb8lMjoGGIXMyxdJBfevnRDLHc0wzJT5UAeiYiF3MsHeSXXn40Qyz3NEPyUybwfriwZyJyMcfSQX7p5UczxHJPMyQ/ZQK/DBfmxAsu5lg6yC+9/GiGWO5phuSnTGBgOFtD5GKOpYP80suPZojlnmZIfsoEhoazMUQu5lg6yC+9/GiGWO5phuSnTCBzuKBnInIxx9JBfunlRzPEck8zJD9lAv7hgjythos5lg7ySy8/miGWe5oh+SkTyB4ulyFyMcfSQX7p5UczxHJPMyQ/ZQK5w2UzRC7muflla0F+6eVHM8RyTzMkP2UCwcL5GSIX82D8/FqRX3r50Qyx3NMMyU+ZQPBwmQyRi3lwfplakl96+dEMsdzTDMlPmYBduMGG+NiHR0l5ebldkBhb02ww2OQXHT+aIcaWZkh+ygTsw/U3xLnT75Gnqj9uHyQmBRdzDDT5RcePZoixpRmSnzKBcOE0z0QM14NgKi7mwTj5tSK/6PjRDDG2NEPyUyYQPpzGEVDhrx5MycU8GCeaIcYpDD+aoTJzTnYMKPlh/Oob/01ePNLsBXm4fKI8v6oCC6isZn4xoOQXHT+aIcaWO0PyUyaAhTOL5VW5U145/raYnWLSDJGLOZ5ffkEqPMNs9UczDM81o5KTHQNKfnr8wp6JiPUgu5r5xeiSX3T8aIYYW+4MyU+ZABZu8GJpc+IFduVgai7mwTj5tSK/6PjRDDG2NEPyUyaAhcu0WCbJELmY6+cXi6irdjm/NEPdWhCXi0EZRahw5BcK222RH7+kGCLzG01+sah6apfzm9UMb926JcXFxXqkskS6evWqjBo1SoYNG5b1enV1dVJbWxtLn8JcxOViCDNebQ35YUSz8Qt6JiLWg+xq5hejS37R8ctqhlOnTpVNmzZJdXW1DB8+HOuFj/rSpUtSU1Pjme7Zs2dl/fr1snz5ct9r0QyxNHAypZtfriOgMDq51ay/3IyytSC/6PhlNcOioiLvyr/+678uxoSqqqqwnmRQv/DCC9LZ2Slbt26V9vZ2mTx5sphd4ujRozNei2aIpYCTifzyaYisP9YfRgBTh/5pxc9//nPZtWuXZ4Tm9YlPfEL+8A//UPpMctWqVfKBD3wA6t3KlSulsrJSlixZIr29vd5t0tbWVt+HDdMMIdz8TBPDVzD88mWINEOsAMkvOn6BvkDz/e8kSQ1OAAAgAElEQVR/Xx5//PEhvXjvvfdkzJgxUO8WLVok5s/ChQu9OJMmTZJTp05JWVmZNDQ0SGNj45D45rYtXyRAAhiB1958R15tetcLYh7wXfXovVhAqknAAQJ+Dy3Iaoavv/66mNuY3/72t70hfvazn5UFCxbcHu6cOXPgL9hs3rzZM9R169ZJT0+PjB8/Xjo6Ony/SMOdIVZtfGdJfv0JxL1DZP2x/jACmDr0bdK+26Gf/OQn5Ytf/KI88sgjWE8yqA8fPuzdiq2vr5eDBw/K9u3b5eTJk77XoRliKeBiRH6DCcRpiKw/1h9GAFOHNkNjflF9caZvSNevX5d58+bJmTNnxPz/0aNHZdasWTRDLOe+ai5GGNhC5ReXIRYqP6yqgqvJLzirTC1Dm6H5Qkvf7hDrQm51W1ublJaWyogRI7I25s4wN8tsLTiZyM+PQBxnIrL+WH8YAUwd2gyxy0ajphliXLkYkV82AlGficj6Y/1hBDA1zRDjZ6XmZLfCNaQx+eWfX5SGyPzmP79YD7KrXc5voJ9WRAnPNjZ3hrbEBrZ3uVixkeuo08LPGGIUZyKmhZ9OtQ2NQn4YWe4MMX5WaharFS7uDDFckfPTPhOR8wNLOPlFx487Q4xt5IuRcvcK5gkq2lyCxkvjYqR54kUa+QWtrSDtyC8IJf823Bli/KzULFYrXHwzgeGKjZ+WIXJ+YAknv+j4cWeIsY1tMdLqJicTRjLN/DQMMc38sMp7X01+GEXuDDF+VmoWqxUuvpnAcMXODz0TkfMDSzj5RcePO0OMbeyLEdpdTiaMIPmJIE+rIT/WH0YAU3NniPGzUnOyW+HimwkMV974hTVEzg8s4eQXHT/uDDG2eVuMwnabkyksOX5mM5hcGENk/bH+MAKYmjtDjJ+VmpPdChffTGC48s7P1hA5P7CEk190/LgzxNjmfTGy7T4nky2xge3Jbyg/G0MkP9YfRgBTc2eI8bNSc7Jb4eKbCQxXYvgFNUTODyzh5BcdP+4MMbaJWYyCDoOTKSipzO3Iz59fEEMkP9YfRgBTc2eI8bNSc7Jb4eKbCQxX4vjlOhOR8wNLOPlFx487Q4xt4hajXMPhZMpFKPu/k19uftmOgCK/3PyytSC/6PjRDDG2NEPyUyaAhUvKYulniEnpnx9l9q8w6i9MfmmGWO5phuSnTAALl6TFPNOZiEnqXybS7F/h1J9tfmmGWO5phuSnTAALl8TFvP+ZiCtnf0jKy8uxQUaoTiK//sNl/7Dk8ws0GD8rNYvVChffTGC4nOGnceKFMqqM4Th/Mcou8+POEMu9M4tRX0ddLlblVIUKR36hsHkiFwyR+Q2fX6N0mR/NEMs9zZD8lAlg4ZK+GH1u5z9Jy7lOb5DPr6qQh8snYgNWViedH/uHJZy3STF+VmoWqxUuvpnAcDnJ7/WfXpdXjr2VSEPk/MUK0mV+3BliuXdyMeIXGMIn3eXJHn7Ueso+fkGeVqN31eCRmN/grDK1dJlf3s3w5s2bMmHCBKmqqvLYTp06VbZs2eKbkbq6OqmtrcUyFqHa5WKIEEvg0OQXGFXGhi7xS6IhusQPq5Ro1C7zy7sZNjc3y4YNG2T//v1SXFycM0M0w5yIsjZwuVixkeuoyQ/jOJhf0gyR+dXNLxZNX53ozwyPHDkiNTU10tnZKTNmzBBjdhUVFdwZ6teBF5GTHQNLfvr8kmSIzK9+frGIuupEmOHp06flZz/72YCRlZWVycWLF6WpqUnWrFkjBw4ckG3btonZLRYVFUlDQ4M0NjYOoVFdXa1LiNFIgATySuC1N9+RV5ve9fowd/o9UvXovXntDy9euAT8vjMR223Sv/u7v5PvfOc7AwjPnTvX2xUOHz7c+9PT0+PdKm1ra5MpU6ZkzAZvk2JFyne+5IcRwNTZ6i8JO0TOj+jyi0XWUSdiZ+g3lI0bN3q7w927d8uJEydk6dKl0traytukOrkfEoWTHQNLftHyy7chMr/R5heLjqsTbYbnzp2TyspKb0do/mzatEnmz59PM8TznjECJzsGlvyi55frTESsB9nVzC9G12V+sd0mzYW4vb1dSktLczXzvmDDn1bkxOTbwOViDT9qPSX5YSyD8st2JiLWA5oh+WV+UHxizDBogmiGQUllbhd0McKuEl7N/oVnZ5SFxC8fhlhI/LBKCqd2mR/NMFzOufNS5tYXzuXJFBESq7CFxi/TmYhWQCwbFxo/y+HDzV3mRzOE0z8wgMvFoIwiVDjyC4XttqhQ+fU/E9E84DuqV6Hyi4rX4Lgu86MZKleJy8WgjCJUOPILha3gzdAMMI4joFh/6a0/miGW+yFqTiYMKPmRXzYCURsi6y+99UczxHJPMyQ/ZQJYuDQs5lEaYhr4YRWWXe0yP5qhcmW4XAzKKEKFI79Q2FJxm7Q/mf4/ztc8JJj1l976oxliuefOkPyUCWDh0rSYR/G0mjTxwyots9plfjRD5YpwuRiUUYQKR36hsKVuZ9g3YG1DZP2lt/5ohljuuTMkP2UCWLg0LuaahphGfljFDVS7zI9mqFkJBfYEEGU0gcK5PJkCDTDiRmnlp2WIaeWnVZYu86MZalXBL+K4XAzKKEKFI79Q2FJ7m7Q/LQ1DZP2lt/5ohljueZuU/JQJYOHSvpijhph2flj1uf1sXJohmv1Bek4mDCj5kR9GQAQxRNYfRt9lfjRDLPfcGZKfMgEsnMuLETbygeqwZyKSH5YFl/nRDLHc0wzJT5kAFs7lxQgb+VB1mCOgyA/Lgsv8aIZY7mmG5KdMAAvn8mKEjTyz2tYQyQ/Lgsv8aIZY7mmG5KdMAAvn8mKEjdxfbXMmIvlhWXCZH80Qyz3NkPyUCWDhXF6MsJHnVgc5E5H8cnPM1sJlfjRDLPc0Q/JTJoCFc3kxwkYeTJ3rxAvyC8bRr5XL/GiGWO5phuSnTAAL5/JihI08uDqbIZJfcI6ZWrrMj2aI5Z5mSH7KBLBwLi9G2Mjt1H6GSH52HAe3dpkfzRDLPc2Q/JQJYOFcXoywkdurM52JSH72HPsrXOZHM8RyTzMkP2UCWDiXFyNs5OHUg59W89iHR0l5eXm4YDGomF8McjZ+eTHDrq4uKSkpkaKiotsju3r1qowaNUqGDRuWdbR1dXVSW1uLEYlQzWLF4JIf+WEE7NX9DXHu9HvkqeqP2weJScH5gYFOjBleuHBBTp8+LQsWLJCWlhaZOHGiXLp0SWpqaqS4uFjOnj0r69evl+XLl/uOmGYYXTFgkXXUnOwYR/ILxw95nmm4K4ZTMb/huPWpEmOGhw4dksbGRtmxY4ecP3/eM8MXXnhBOjs7ZevWrdLe3i6TJ08Ws0scPXp0xlHTDKMrBiyyjpqTHeNIfuH5uWCIzG/4/BplYsywbxjm9mifGa5cuVIqKytlyZIl0tvb690mbW1t9b1vTzOMrhiwyDpqTnaMI/lh/HYf/IG82vSuF+SJymlSM/shLKCymvnFgMZqhjdu3JD6+vohPZ4zZ46MHDnS+/v+Zrho0SIxfxYuXOj926RJk+TUqVNSVlbGnSGW94xqTiYMKvkVPr/Xf3pdXjn2ViINkfUXXf2pf4Gmo6NDVq9ePaTHe/fulbFjxw4xw82bN8uYMWNk3bp10tPTI+PHjxcTw+wQGxoavNuqg1/V1dUYEapJgARIIAuB19585/YO0XyppurRe8mrQAj4fVtY3QyD8Oq/Mzx8+LDs2rXL200ePHhQtm/fLidPnvQNw9ukQQj7t+E7S/LDCGBql+ov7JmIGKHsapf4RckhbOxYb5MG6aQxQ/PN0gkTJsj169dl3rx5cubMGe//jx49KrNmzaIZBgEZog0nUwho/STkly5+tkdAYXRyq1l/uRlla5E4M8zU2ba2NiktLZURI0ZkHS13htEVAxZZR83JjnEkP31+STJE5lc/v30R83KbFBkOzRChl/2rxVhkHTUnO8aR/KLhZ3MmItYD3ibNFz+aoTJ5LkYYUPIjP4wAps5Vf0HORMR6QDPMFz+aoTL5XJNJ+XLW4dg/a2QDBORHfrnORMQI0QzzxY9mqEyeiyUGlPzIDyOAqYPWX74MMWj/MArh1S73j2YYPu8ZlS4XgzKKUOHILxS22yLyi49fPgyR+Y0uvzRDjO0QNYsVA0p+5IcRwNS29ZfpTESsB7xNmi9+NENl8raTSfnyOcOxfzkRZW1AfuQ3mECcD/hm/UVXfzRDjC13huSnTAALx8UyP/ziMkTmN7r80gwxtjRD8lMmgIXjYpk/fnEYIvMbXX5phhhbmiH5KRPAwnGxzC+/qA2R+Y0uvzRDjC3NkPyUCWDhuFjmn1+Uhsj8RpdfmiHGlmZIfsoEsHBcLJPBLypDZH6jyy/NEGNLMyQ/ZQJYOC6WyeEXhSEyv9Hll2aIsaUZkp8yASwcF8tk8dM+E5H5jS6/NEOMLc2Q/JQJYOG4WCaPn+YRUMxvdPmlGWJsaYbkp0wAC8fFMpn8tAyR+Y0uvzRDjC3NkPyUCWDhuFgml5/GmYjMb3T5pRlibGmG5KdMAAvHxTL5/JAzEZnf6PJLM8TY0gzJT5kAFo6LpRv8wp54wfxGl1+aIcaWZkh+ygSwcFws3eEXxhCZ3+jySzPE2NIMyU+ZABaOi6Vb/GwNkfmNLr80Q4wtzZD8lAlg4bhYusfP5kxE5je6/NIMMbY0Q/JTJoCF42LpJr+gT6thfqPLL80QY0szJD9lAlg4Lpbu8gtiiMxvdPmlGWJsaYbkp0wAC8fF0m1+uQyR+Y0uv3kxw66uLikpKZGioiLrkdXV1Ultba21Li4BixUjTX7khxHA1Emov2yGmIT+ZSPscv9iNcMLFy7I6dOnZcGCBdLS0iITJ06UmzdvyoQJE6SqqspjPHXqVNmyZYsvb5qh+5O9UCcTlhkdtcuLkQ4BLEpS+PkZYlL650fZ5f7FaoaHDh2SxsZG2bFjh5w/f94zw+bmZtmwYYPs379fiouLc1YyzTAnoqwNXC5WbOQ6avLDOJJfcH6ZDJH8gvPL1DIbv1jNsK9z5vZonxkeOXJEampqpLOzU2bMmCHG7CoqKrgzxHLuq+ZkwsCSH/lhBOzUgw3xsQ+PkvLycrsgMbZ2eX6om+GNGzekvr5+CP45c+bIyJEjvb/vb4bHjx+XpqYmWbNmjRw4cEC2bdvm7RZNm4aGBm8nOfhVXV0dY3p5KRIgARLIH4GWc53y4pFmrwNzp98jVY/em7/OFMCV/d5MqJthR0eHrF69egiyvXv3ytixY4eYYXd3twwfPtz709PT490qbWtrkylTpmTEztukWDW6/M4NG7mOmvwwjuQXjp/WEVDhrh5c5XJ+1c0wCLb+O8ONGzfKxYsXZffu3XLixAlZunSptLa2+oahGQYh7N/G5WLFRq6jJj+MI/mF5+eCIbqc37yZoflmqfkW6blz56SystLbEZo/mzZtkvnz59MMw8+ZrEqXizUiJFZhyc8K15DG5Ifxq2/8N/nemf8nxhgfLp8oz6/y/34FdqVwapfzmxczzIS5vb1dSktLc2aAO8OciGiGGCLyI78ICWCh+8wGORMR60F2Nc0wSrqDYtMMMdguFys2ch01+WEcyU+Pn+2JF9iVg6ldzm9idobBUIv30ws+gSYoraHtXC7W8KPWU5IfxpL8dPklzRBdzi/NEKtNfiZCfsoEsHAuL0bYyHXULvJLkiG6yK+vcmiGOnPodhSXi0EZRahw5BcKG+sPw+Y8P5szEZVQZQzj8vylGSpXhsvFoIwiVDjyC4XN+cUcG7We2uX6y3XihR4l/0gu86MZKleIy8WgjCJUOPILhY1miGErGH75NkSX5y/NUGkS9YVxuRiUUYQKR36hsBXMYo6NHlcXQv3l0xBd5kczxOfPgAguF4MyilDhyC8UNpohhq3g+OXLEF2evzRDpUnEnaEOSJcnkw4BLAr5kV8fgXwYosv1RzPE5s4QtcvFoIwiVDjyC4Wt4HY2GIXw6kKrv7gN0WV+NMPw8yaj0uViUEYRKhz5hcJGM8SwFTS/OA3R5flLM1SaRLxNqgPS5cmkQwCLQn7kl4lA/xMvnqicJjWzH8JA+ahdrj+aoXJJuFwMyihChSO/UNgKemeDEbFTF3L9xXEElMv8aIZ2cyVna5eLIefgYmhAfhhk8iO/bASiNkSX649miM2dIWqXi0EZRahw5BcKG3eGGLZU8TOG+MrxtyM5E9Hl+UszVJpE/MxQB6TLk0mHABaF/MgvKIEozkR0uf5ohkErJ2A7l4sh4BAjbUZ+GF7yIz8bAtonXrhcfzRDm8oJ0NblYggwvMibkB+GmPzIz5aApiG6XH80Q9vKydHe5WJQRhEqHPmFwpaqz7wwQtnVaa0/LUN0mR/NUHlmuVwMyihChSO/UNhohhg28hMRjTMRXZ6/NEOlSdQXxuViUEYRKhz5hcLGxRzDRn6/IIA+rcbl+UszVJpENEMdkC5PJh0CWBTyIz+MwMAdou3TalyuP5ohWjmD9C4XgzKKUOHILxQ27mwwbOQ3iF/YHaLL85dmqDSJuDPUAenyZNIhgEUhP/LDCPxSHcYQXa6/2M3w1q1b0tXVJePGjRuQs6tXr8qoUaNk2LBhWXNZV1cntbW1WvlWj+NyMajDCBGQ/EJA6ychP/LDCAxU2xqiy/UXqxlu375d9uzZI7NmzZIrV66IMba7775bampqpLi4WM6ePSvr16+X5cuX++aTZoiVusvFio1cR01+GEfyc4+fjSG6nN/YzLC7u1tGjhzp7QpLSkrkueeek/Pnz8u9994rnZ2dsnXrVmlvb5fJkyeL2SWOHj06Y9XQDN2bTDY9dnky2Ywzqrbkh5Elv8z8ghqiy/xiM0OD+PLlyzJ+/Hi5du2azJ49W9auXSvHjh2TyspKWbJkifT29nq3SVtbW6W8vJxmiM3rjGqXizUCHNYhyc8a2QAB+bnLL8iZiC7nV90Mb9y4IfX19UMyPmfOHG9n2NTUJCtWrJBp06bJvn375Mknn5RFixbJwoULPc2kSZPk1KlTUlZWJg0NDdLY2DgkVnV1NVZRVJMACZAACVgTaDnXKS8eafZ0902+S56Z/4B1jHwL/DZa6mbY0dEhq1evHjLevXv3yhtvvOF9Prhz505ZvHix12bz5s0yZswYWbdunfT09Hg7RxPD74s0vE2KlZLL79ywkeuoyQ/jSH7u88t2JqLL+VU3Q79Um1ugY8eO9W6Lzpw583azw4cPy65du7zd5MGDB8V8yebkyZO+FUMzdH8yZRuBy5MJy4yOmvwwjuQXjJ/fmYgu84vNDFtaWuT+++8fQHrZsmXy0ksvybx58+TMmTNy/fp1OXr0qPdtU78XzTBYsfq1crlYsZHrqMkP40h+hcVv8JmILuc3NjPMVQJtbW1SWloqI0aMyNqUZpiLZPZ/d7lYsZHrqMkP40h+hcev/4kX5jPET330EWyQEaqz1V9izDDo+GmGQUllbsfFiPwwApia9VeY/LSOgMLo5FbTDHMzUmvByY6hJD/ywwhgatZfeH4uGCLNMHx+rZWcTNbIBgjIj/wwApia9Yfx233wB/Jq07tekOdXVcjD5ROxgMpqmqEy0GzhOJkw2ORHfhgBTM36w/m9/tPr8sqxt7xAtkdAYVfPraYZ5mak1oKTCUNJfuSHEcDUrD8dfkEf34ZdzV5NM7RnFlrByRQanSckP/LDCGBq1p8evyQaIs0Qy6+VmpPJCteQxuRHfhgBTM360+WXNEOkGWL5tVJzMlnhohliuMiP/JQJYOEyrX9JMkSaIZZfKzXN0AoXF3MMF/mRnzIBLJzf+pcUQ6QZYvm1UtMMrXBxMcdwkR/5KRPAwmVb/5JgiDRDLL9WapqhFS4u5hgu8iM/ZQJYuFzrX5AzEbEeZFfTDKOkOyh2rmKIsSsZL8X+YRkgP/LDCGDqQqi/bEdAYXRyq2mGuRmptSiEYlWDESIQ+YWA1k9CfuSHEcDUQesvX4ZIM8Tya6UOWgxWQRUbs38YTPIjP4wApi6k+vM7ExEjxNukUfKzil1IxWo1cKXG5IeBJD/ywwhg6jD1N/hMRKwHNMMo+VnFDlMMVhcAG7N/GEDyIz+MAKYu1PqL68QL3ibF6s9KXajFagUBaEx+ADw+zg6DR3555ReHIdIM4RQHD8DFPDirTC3Jj/wwApia9ZdfflEbIs0Qy6+VmpPJCteQxuRHfhgBTM36yz+//j/O1z4TkWaI5ddKzclkhYtmiOEiP/JTJoCF01r/onpaDc0Qy6+VWqsYrC5q0Zj9s4CVoSn5kR9GAFOnqf6iMESaIVZ/Vuo0FasVmICNyS8gKJ9m5Ed+GAFMrV1/2oZIM8Tya6XWLgariwdozP4FgJSlCfmRH0YAU6ex/jQNkWaI1Z+VOo3FagUoR2Pyw2iSH/lhBDB1VPWnZYiJMsNbt25JV1eXjBs3LhT1uro6qa2tDaWNQxRVMWj1nf3DSJIf+WEEMHWa60/DEBNjhtu3b5c9e/bIrFmz5MqVK2KMraysTCZMmCBVVVVelUydOlW2bNniWzE0Q04mjACmTvNihJF7X01+GMW080MNMRFm2N3dLSNHjvR2hSUlJfLcc8/J+fPn5emnn5YNGzbI/v37pbi4OGel0AxzIsraIO2TCaPHxZz8UAKYnvNXBDkTMRFmaErg8uXLMn78eLl27ZrMnj1b1q5dK3feeafU1NRIZ2enzJgxw9stVlRUcGeIzRlfNScTBpb8yA8jgKlZf+/zC3sEVKxmeOPGDamvrx+S8Tlz5ng7w6amJlmxYoVMmzZN9u3bJ42Njd7frVmzRg4cOCDbtm2T5uZmKSoqylg13BlyMmEEMDUXI/LDCGBq1t8v+YUxxFjNsKOjQ1avXj0k43v37pU33njD2wXu3LlTFi9e7LUxt0+HDx/u/enp6fFulba1tcmUKVOkoaHBM8vBr+rqaqyiqCYBEiABEnCeQMu5Tnn1zXfE/Pe+yXfJM/MfyDmm8vLyjG2Kent7e3OqFRqYy4wdO1aOHTsmM2fOvB1x48aNcvHiRdm9e7ecOHFCli5dKq2trb5X5M4QSwbfWZIfRgBTs/7IDyOQWR30TMRYd4Z+A21paZH7779/wD8vW7bMuy1aWVnp7QjNn02bNsn8+fNphlFUDL/NB1PlYo4hJD/ywwj4q4OceJEIM8wFoL29XUpLS3M1875gw98Z5sTk24CLUXh2Rkl+5IcRwNSsv+z8chmiE2YYtERohkFJZW7HyUR+GAFMzfojP4xAbnU2Q6QZ5uan1oKTHUNJfuSHEcDUrL/C4Od3JiLNEMuvlZqTyQrXkMbkR34YAUzN+iscfpmeVkMzxPJrpeZkssJFM8RwkR/5KRPAwiVt/RtsiI99eJTk/acVGOJfqvmZIUYyacU6eDTsH/OLEcDUrL/C49ffEOdOv0eeqv54xkHG9jtDDDHNUIsfJztGkvzIDyOAqVl/4fj1GeLfrprBnWE4hPYqFqs9s/4K8iM/jACmZv2llx93hlju+ZkN+SkTwMJxMSc/jACmdrn+aIZY7mmG5KdMAAvn8mKEjVxHTX4YR5f50Qyx3NMMyU+ZABbO5cUIG7mOmvwwji7zoxliuacZkp8yASycy4sRNnIdNflhHF3mRzPEck8zJD9lAlg4lxcjbOQ6avLDOLrMj2aI5Z5mSH7KBLBwLi9G2Mh11OSHcXSZH80Qyz3NkPyUCWDhXF6MsJHrqMkP4+gyP5ohlnuaIfkpE8DCubwYYSPXUZMfxtFlfjRDLPc0Q/JTJoCFc3kxwkauoyY/jKPL/GiGWO5phuSnTAAL5/JihI1cR01+GEeX+dEMsdzTDMlPmQAWzuXFCBu5jpr8MI4u86MZYrmnGZKfMgEsnMuLETZyHTX5YRxd5kczxHJPMyQ/ZQJYOJcXI2zkOmrywzi6zI9miOWeZkh+ygSwcC4vRtjIddTkh3F0mR/NEMs9zZD8lAlg4VxejLCR66jJD+PoMj+aIZZ7miH5KRPAwrm8GGEj11GTH8bRZX40Qyz3NEPyUyaAhXN5McJGrqMmP4yjy/xohljuaYbkp0wAC+fyYoSNXEdNfhhHl/nFbobd3d1y69YtGT169ADqV69elVGjRsmwYcOyZqOurk5qa2uxjEWodrkYIsQSODT5BUaVsSH5kR9GAFO7XH+xmuEXvvAF+e53vysPPvigdHR0yDe/+U25fv261NTUSHFxsZw9e1bWr18vy5cv980IzTC9xYqNXEft8mTXIYBFIT/ywwhg6mz1F5sZmp1fRUWF/PCHP/RG87GPfUw+//nPy5kzZ6Szs1O2bt0q7e3tMnnyZDFtB+8c+xDQDKMrBiyyjpqLJcaR/MgPI4CpXa6/2MywD/Fbb70lX/3qV+Ub3/iGNDc3ezvByspKWbJkifT29nq3SVtbW6W8vDxjVmiG6S1WbOQ6apcnuw4BLAr5kR9GAFPHujO8ceOG1NfXD+nxnDlzZOTIkXL69Gl56aWXvFuk3/rWt+Tll1+WRYsWycKFCz3NpEmT5NSpU1JWViYNDQ3S2NiIjZ5qEiABEiABEhCRCRMmyGc/+9mMLNR3huazwNWrVw+52KZNm+Tf//3f5TOf+Yz3b88++6xcunTJuy06ZswYWbdunfT09Mj48eO9zxP9vkiT9J0h+4fNOfIjP4wApmb9pZefuhn6obx8+bI88MAD8qMf/UhKS0tl6dKl8vjjj3v/v2vXLm83efDgQdm+fbucPHnSNyMs1vQWKzZyHTXrD+NIfuSHEcDU2eovNjM0Q9i8ebN86UtfkrFjx8ojjzwiX//61+WOO+6QefPmeV+kMd8sPXr0qMyaNYtmiOWc/MgvIgJYWJoh+WEEMHVizNAMwxie+VzR3A7t/2pra/N2iSNGjMg6Wk6m6IoBi6yjZn4xjuRHfhgBTO1y/cW6M8Qwv682X6oxP8tI6ov9wzJDfuSHEcDUrL/08nPODLFUUU0CJD87u0sAAAcTSURBVEACJEACQwnQDFkVJEACJEACqSdQkGZ45coV7+ca/V9Bn32qWRHvvfee92WhpL7++7//2+OU63PafPb/3XfflXvuuSefXfC9tuF39913J6pv5mlOd911V6L61L8zSWQ2GFbSay7Jczbfa15XV5eUlJRIUVHR7bQGXfsLygxbWlrkn//5n72fZ7z99tseDPNbRptnn2qsIuaRc88//7yMGzdOLly4IOY3ljNmzNAIrRLDPAP2j/7oj+RXf/VXvf4988wz8gd/8AcqsTWDHDlyRD796U/L//zP/wwobs1rhIllnq/7p3/6pzJ9+nTv0YErV66U3//93w8TSk3z5ptvej8m/tCHPuQ943ffvn3yW7/1W2rx0UBJZJZpTEmtuaTP2XyveWYdMw90WbBggRgfmDhxovXaX1Bm+MILL8iPf/xj+dd//dfbZmj+zubZp+ikN/oVK1bIzJkzvQXTfLvq5z//ubz44osaoVVimAehz507VxYvXizmnbopIvPc2CS9fvazn8lf/uVfyv79+xNnhoaV6Zt5jOD3v/99WbVqlfdAiXy+PvWpT8lf/MVfiPnvoUOHZM+ePRmfBJWvPiaR2WAWSa65pM/ZfK95pubN08p27Ngh58+f98zQdu0vKDM0xW0W9ieeeOK2GZp37TbPPtVYLMy7YLPTMk/b+fa3v+0tSo899phGaJUYv/3bv+3tCl977TX5xCc+IX/913/tPRAhKa+bN296vz392te+5vUzaTtD8+bKPEh++PDh8md/9mfez4XMIwbz+TKcTpw44fEyD7aoqqryFoWkvJLIrD+bpNdc0udsUtY8c3u0zwxt137nzDDIs0/7m6F57qnfs0/RheL48ePebbL+L3Nrau/evd7TdMzOyzyD9U/+5E/kz//8z9HLWev9+vebv/mb3tN/vvjFL3o7VvP4u6985SvW8VGBX//Mbvo3fuM3vB22Ke58maFf/8xnmGbCPf300/Kf//mfcvjwYe/2ZD5f5nMkszs1jzc0DyM2+TW/3U3SK2nM+rNZu3ZtImrOL1/mmc1JmLN+/furv/qrRKx5/c3Qdu13zgz9nn1qDMh8WWXwztA89cbm2ac2i4fZFbzzzjsDJObvzOdH//iP/yi/8zu/453faD6T6/sM0yY+2tavf+azJfMkIHOr1JwQYvqZj11Epv6ZW8vmllrfZ6z/8i//4v2/+f3XBz7wARSJld6PnzEc08cnn3zSO2jaPEUp36/f/d3f9W4RPfroo/LGG294T3syJp2U13/9138ljlkfG/OG9s4770xEzfnl66GHHkrEnM1m1klY8/qboe3a75wZ5prcg83QLAg2zz7NFT/Iv5tbfGahNMdSmZ2huVX6D//wD0GksbT54z/+Y+90EPMlH3OU1ne+8x3v0XhJeJljvMwH4H2vj3zkI95RX+a//b8hls++mjsPxqCNWSblZe48/Mqv/Ip3Rqj57NAs7lu2bElK97yPLpLGrA+OCzWX5DlrOCZlzetvhrZrf8Gbofk8x+bZpxqrx/e+9z3vQeTmc6Xi4mL58pe/7O2+kvIyt9Geeuopb7c6ZcoU2b17t5hbp0l85fM2abZ3webba30v82F9PnbW/fvXt8M3f2e+xWwedv/BD34wMSk1b76SxswPThJrLulzNilrnsmdqTNzVJPt2l9wZuhX4EGffaq1eph3m+ZbpOYLDUl9mZ+dmN0EX4VB4NatW2J+I2dqLim76MIgm5xRJHnOJnXNC7r2p8YMk1PO7AkJkAAJkEDSCNAMk5YR9ocESIAESCB2AjTD2JHzgiRAAiRAAkkjQDNMWkbYHxIgARIggdgJ0AxjR84LkgAJkAAJJI0AzTBpGWF/SIAESIAEYidAM4wdOS9IAroEzNNwzO+8zMOKzVP7X375Ze8h8eaP+Q0pXyRAArkJ0AxzM2ILEkg0gTNnzoh5XJd5Ss/rr79++zmp5hSGJP3wPtEQ2bnUE6AZpr4ECKAQCJgjpczj9R588EEx5miOvjKPQOOLBEggGAGaYTBObEUCiSZw7do1mTp1qvfUo09+8pPe82b5FJpEp4ydSxgBmmHCEsLukEAYAl1dXfJrv/ZrnhlOnz5dTp065T0Xly8SIIFgBGiGwTixFQkkmsDnPvc5+Zu/+Zvbt0nNEV35OEMz0ZDYORLIQoBmyPIgAccJmBPuP/rRj3pHJNXX13u3S82T+83Bw/fdd5/jo2P3SSAeAjTDeDjzKiQQCYHu7m55+OGH5T/+4z/kzTff9G6R/v3f/70sW7ZMfu/3fk+OHz8eyXUZlAQKjQDNsNAyyvGQAAmQAAlYE6AZWiOjgARIgARIoNAI0AwLLaMcDwmQAAmQgDUBmqE1MgpIgARIgAQKjQDNsNAyyvGQAAmQAAlYE6AZWiOjgARIgARIoNAI/H+RNe4pEXkZ9wAAAABJRU5ErkJggg==" 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RDLHYWymG6tukSE9Ezch4MtQIlMUcg0l+0eVHMcRib60Yqon77YmoGRnFUCNQFnMMJvlFlx/FEIu91WI4URBvy7tFmu+9y/ksMV0vFiOMPPmRH0YAs7Y5/yiGWOytF8OwCaLNm0lzKvlyR36+sPEzQwxbRvCjGGpKgjE3thYjdcv04cdfkBfPvinpPCHayk9zGvl2R36+0TmG5BddfhRDLPYZcTKMXYSbnoiakY1zx2KE0SU/8sMIYNY25x/FEIt9xomhWlCqnoiakVEMNQK1uRhpxODbFfn5Rmf9yZpiiMU+I8UwnYLIYoQlJPmRH0YAs7Y5/yiGWOwzVgzVwhL1RNSMjCdDjUBtLkYaMfh2RX6+0fFkiKHzbs3mvt6ZxVp43ezxeiJiM0hu7XV+JucSzzfnhxEnP/LDCGDWyfKPJ0OMbUafDMcWN7EnoskHfLNYYglJfuSHEcCsbc4/iiEW+0iIoVpkUIJo82bSnEq+3JGfL2w3jMgvuvwohljsIyOGY4JouiciixGWkORHfhgBzNrm/KMYYrGPlBiqxaoHfI91vDDRE9HmzaQ5lXy5Iz9f2HgyxLBlBD+KoaYkGHMThWIUK4i6eyJGgZ/mlBvnjvwwuuQXXX4UQyz2kTsZ3hD9mBOiTkFkMcISkvzIDyOAWducfxRDLPaRFcOxW6ZffrxX3hi86nS6UB0v1HNNkZfNmwlZty5b8sNIkl90+VEMsdhHWgzV4nX3RGQxwhKS/MgPI4BZ25x/gYrhtWvXZPv27dLV1SUnTpxwqJ86dUrq6upk1qxZzv+/ePFi2bZtW8KI8Ef34UvWWEFEO17YvJmwyOixJj+MI/lFl1+gYtjW1iazZ8+WxsZGOX/+vEP9yJEjjjju3LnTVRQohq4wJRxkarPrEkRT88Oo3bTm/DCS5Ed+GAHMOnRPoCkqKrohhkoIe3p6pKKiQvLz82XVqlWSk5PDkyEW88DFcOyWKdoTkcUSCzz5kR9GALO2Of8CPRmOYY4Vw71794o6MW7YsEEGBgbkzJkz0t3d7Qzt7e2Vvr6+SdGpra3FIkZrowSe+KdX5cTLb8mtuTmysbpUigrzjV6PzkmABEjADYHR0VEpKSmJOzTtYjhxVmVlZXL06FGZOXNm3AnzNqmbkCceE9Q7N789EYOan1+KnJ9fctftyI/8MAKYdahvkx48eFCysrKksrJShoeHpbS0VE6fPi1Tp06lGGJxj2sdZDHyI4hBzs8PXs7PD7WbNuRHfhgBzDo0Yrhp0ybp7++X48ePy7Jly2TNmjXO/9atWyfz5s2Tc+fOSUNDg9TX1ydcMU+G5pIB8xzf2mtPRBZLLArkR34YAcza5vxLy23SeLivXLkiBQUFkp2dnTQaFEP7ktVLT0SbNxMWGT3W5IdxJL/o8guNGLoNAcXQLan449K12d22gErX/NxS5fzckgpX/rmdNePrllTmxZdiiMV+kjU3U2KgbgSR/LCEJD/ywwhg1jbnH8UQiz3F0CM/JYjJeiLavJk8ojAynPwwrOQXXX4UQyz2FEMf/JL1RGQx8gE0xoT8yA8jgFnbnH8UQyz2FEOf/BL1RLR5M/lEodWM/DCc5BddfhRDLPYUQ4BfPEG8+NrPpbi4GPBq1pTFEuNLfuSHEcCsQ/M7Q2wZ1635bVKMYtiKkRLE2J6I964qlveVzscWadA6bPwmLpXzw4JPftHlx5MhFnueDDXwi+14oZ5jun3jx+EmwRqmFdcFiyVGlvzIDyOAWfNkiPHzZM3N7gnXjcG6WkD5u7p7K8bXPat4I8mP/DACmDXFEOPnyZqb3ROucYOVIG567KBceOtt52TYfO9dUjxnmn+HBiwZXwwq+ZEfRgCzphhi/DxZc7N7wjVp8I9/+rJ0Hvu5vHj2zVAKIuOLxZf8yA8jgFlTDDF+nqy52T3hmjR4jN9Yx4uwnRAZXz3xxbyYs2Z8MbY28+MXaLDYJyzmmt1qc2dTsvppAaUNVAJHNvEzzcKPf/LzQ+2mDfmZ40cxxNhSDA3zC5sgshhhASc/8sMIYNa8TYrx82TNze4Jl6s3E157ImIzSG7N+GJ0yY/8MAKYNcUQ4+fJmpvdEy5XYqgGeemJiM2AYkh+fAKS3xywuf7xNqnfqCewszkZNKPw5S4ZPzctoHxd1IMR4+sBVpyh5Ed+GAHMmidDjJ8na252T7hcnwzHBqZbEBlfs/HFvOPWjC/G0GZ+PBlisfdczDVfzrM7m5M1VhCT9UT0DMWDQSbw87Bc7UPJD0NKfub4UQwxthTDNPFL1hNR85TGuWMxwuiSH/lhBDBr3ibF+Hmy5mb3hAt6M5GoJyI2g+TWjC9Gl/zIDyOAWVMMMX6erLnZPeGCxFAZBy2IjG+w8cWu5t2a8fXOLNbCZn68TYrFHi7mmi+f0p3NyZpocRN7IqoHfKvHuJl4ZSI/E5wSxurVV9m8GQDO/APgqTfPSfKPYoixpRiGhF9sCyjV6cKUILIYYQEnP/LDCGDWFEOMnydrbnZPuLS+mQiiJyLjm774Yld2Z834uuOUiSf/QE+G165dk+3bt0tXV5ecOHHC4Tk6OipNTU1y8uRJGRkZkZaWFlm6dGnCiLS2tjrjw/riZsIig/IzLYjo/DA6qa05v9SMko0gv+jyC1QM29raZPbs2dLY2Cjnz593qB8+fFj27NkjnZ2dcuHCBampqZH+/n6KIZaTCa2jsNmVID78+AtGeiJGgZ+h1HPckh9Gl/zM8QtUDMeWUVRUdEMMH3zwQVm4cKHU1dU5f16yZIkcOnRIpk+fHnfVPBmaSwbMsx5rnZvdRE9EnfPTQ2y8F84Po0p+0eWXdjFsaGiQqqoqqa6udqKwcuVKaW9vl/nz50tvb6/09fVNik5tbS0WMVpHhsAT//SqnHj5LWe9dRV3SPmCGZFZOxdKAiQwnoD6WK6kpCQulrSL4ZYtW6SsrEzWr1/vTLC8vFwOHDgghYWFPBkayOQovvPV2RMxivx0piH5YTTJzxy/tIvh/v37Zd++fdLR0SGXLl1yToYDAwMJV8zbpOaSAfOsx9rUZtfVE9HU/PTQ42dyKEfGFyNoM79AxXDTpk3Ol2OOHz8uy5YtkzVr1sj9998v9fX1Mjg46Ihhc3OzLF++nGKI5WRCa5uTFUWioydilPmh/JU9+WEUyc8cv0DFMNkyhoaGJC8vT7KyspKulidDc8mAedZjbXqzoy2gTM8Ppcj5YQTJL7r8QiOGbkNAMXRLKv44bnYRRBDJj/mHEcCsmX/m+FEMMbaTrJmsGNCg+ClB9NMTMaj5+aXI+fkld92O/KLLj2KIxZ5iaDE/Pz0RWSyxgJMf+WEEMOtk+UcxxNhSDC3n57UFFIs5FnDyIz+MAGZNMcT4ebLmZveEKxRvJrwIIuNrX3y9zJjx9UJr8lib+fFkiMU+FMXcyxJsTlYv6/Q61m1PRPLzSnb8ePIjP4wAZs2TIcbPkzU3uydcoXoz4aYnIuNrb3zdzJzxdUMp8Rib+fFkiMU+VMXczVJsTlY360PHpGoBRX4YYfIjP4wAZs2TIcbPkzU3uydcoXwzkUwQGV/745tsBYxvdOPLkyEW+1AWc252PKiJeiKyWGJsyY/8MAKYNU+GGD9P1tzsnnCF/s3ExJ6IMvQLKS4uxhZp0Jr5h8Elv+jy48kQi33oi/nECXKzew94bAso1RPxzz5e7t1JQBaMLwaa/KLLj2KIxZ5iGBF+OnsiakY2zh2LOUaX/KLLj2KIxZ5iGCF+unoiakZGMdQIlGKIwbSZH8UQiz3FMGL8njp4Qp7oOeus+oG15bLizjs0E8Dc2VyMsJXrsSY/jKPN/CiGWOwphhHkd/Zyljz67Aln5UoMlSiG5WVzMQoDQ/LDomAzP4ohFnuKYUT5IT0RNSPjbVKNQG0u5hox+HZlMz+Koe+wxze0ORk0o/DlziZ+fnsi+gLj0sgmfi6XFOgw8sNw28yPYojFnifDiPPz0xNRMzKeDDUCtbmYa8Tg25XN/CiGvsPOk6FmdI47GzeTlxZQJpjF+rSRn2kmXvyTnxdak8fazI9iiMWeJ0Pyuy7irw/K5o7nRT3GrXjONGm+9y65Le8WzXRSu7O5GKVenfkR5IcxtpkfxRCLPcWQ/G4QcNsTUTMy3ibVCNTmYq4Rg29XNvOjGPoOO2+TakZn7W3SWA5ueiKa4Dbm0+ZiZJKLW9/k55ZU5tU/iiEWe54MyW8SgVQ9ETUj48lQI1CKIQbTZn4UQyz2FEPyi0sgXYJoczHSnEq+3JGfL2w3Pyp49VVru7qkXQxPnToldXV1MmvWLAfo4sWLZdu2bQkj0traKk1NTVjEDFpzM2FwM4lfop6IGKHk1pnEzySnRL7JD6NuM7+0i+GRI0ekq6tLdu7c6SoKFENXmBIOsjlZsZXrsfbDb2JPRPVtU1MvP/MzNZd4fjk/jDb5meOXdjFUQtjT0yMVFRWSn58vq1atkpycHJ4MsZhTDEPGL6gWUCyWWODJL7r80i6Ge/fulba2NtmwYYMMDAzImTNnpLu7m2KI5STFMIT8ghBEFnMs8OQXXX5pF8OJ6MvKyuTo0aMyc+ZM6e3tlb6+vknRqa2txSJGaxJIE4HvHj8nPS9edK5eV3GHlC+YkaaZ8LIkED0Co6OjUlJSEnfhaRfDgwcPSlZWllRWVsrw8LCUlpbK6dOnZerUqXEnzM8MsQTmO9/084vteKG7JyLjm/74YjNIbs34YnST8Uu7GJ47d07WrVsn8+bNE/XfDQ0NUl9fz9ukWMx5mzTk/Ey1gGKxxAJPftHll3YxHEN/5coVKSgokOzs7KTR4MkwusmKrVyPtc5iaUIQdc5PD7HxXjg/jCr5meMXGjF0u0SKoVtS8cdxM4WLn+6eiIxvuOKLzWayNeOLEQ31bVKvS6MYeiXGd+YYMfP8dPZEZLHEok1+0eXHkyEW+0nW3EwY0Kjy09UCKqr8sKy7aU1+GEmb+VEMsdhTDMlPGwEdgmhzMdIGEnBEfgA8S5tzj62YYojFnmJIfloJoD0RWcyxcJBfdPlRDLHYUwzJTzMBEaQnIos5Fg7yiy4/iiEWe4oh+WkmcN2d3xZQLOZYOMgvuvwohljsKYbkp5nATXd+BJHFHAsH+UWXH8UQiz3FkPw0ExjvzmtPRBZzLBzkF11+FEMs9hRD8tNMIL47tz0RWcyxcJBfdPlRDLHYUwzJTzOBxO7ctIBiMcfCQX7R5UcxxGJPMSQ/zQSSu0sliCzmWDjIL7r8KIZY7CmG5KeZQGp3u7pPyvf6XnIGTmwBxWKeml+yEeQXXX4UQyz2FEPy00zAnbtEPRFZzN3xSzSK/KLLj2KIxZ5iSH6aCbh3F68FFIu5e37xRpJfdPlRDLHYUwzJTzMBb+4mCmLN4hlSXFzszUmAoyk2GGzyM8ePYoixpRiSn2YC3t3F9kQsXzBDtn5yhXcnAVmwmGOgyc8cP4ohxpZiSH6aCfhzp7Mnor8ZuLNiMXfHKdEo8jPHj2KIsaUYkp9mAv7dKUH8/NcPy9A716R4zjRpvvcuuS3vFv8ODViymGNQyc8cP4ohxpZiSH6aCWDujv3oRdn5/ZecB32HURBZzLH4kp85fhRDjC3FkPw0E8DcqWIpt06XLz/eK28MXg2dILKY4/HlF6T8M0yWfxRD/1zjWnKzY0DJTw8/pCciNoPk1owvRpf8zPGjGGJseTIkP80EMHexxdJPCyjs6qmtWcxTM0o2gvzM8aMYYmwphuSnmQDmbmKxDJsgspjrjS/mTb+1zfGlGGrOB5uTQTMKX+7Izxe2G0bx+HntiYjNgLdJyc/Ohz5QDDVnLos5BpT8zPFz2xMRmwHFkPwyUAx37twpCxculBUrzD3RYnR0VJqamuTkyZMyMjIiLS0tsnTp0oT51Nra6owP64vFHIsM+Znll6oFFHb11NaMb2pG/MwQY+SXX9KT4YMPPigPPfSQrFu3Tr761a/K3Llztc/y8OHDsmfPHuns7JQLFy5ITU2N9PcwCFtPAAAgAElEQVT3Uwy1k77ukMUIA5sJ/NIpiJnAD8sgzJr8zPFLKobq1KZE6vOf/7xcuXJFlDh+5CMfuTGbD3zgA9jMRByf6vRZV1fn+FqyZIkcOnRIpk+fHtc3T4YYcm4m8lMEkvVExAjxNin5ZeBt0rGgXr16VSorK6Wvr29cnJVYoq+GhgapqqqS6upqx9XKlSulvb1d5s+fL729vZOuqcbU1tail6U9CUSewImXLskTPWcdDnUVd4h6yDdfJJDJBJRmlZSUxF1iyi/QqFuWn/nMZxxRuueee8adDD/xiU/A3LZs2SJlZWWyfv16x1d5ebkcOHBACgsLeTKE6U52wJMhBjXT+MXriYgR4smQ/DLwZPjYY4/JX/3VX8nixYtFfZlGCZXu1/79+2Xfvn3S0dEhly5dck6GAwMDCS/D26RYBDKtmGM0vFtnIr8gBTET+XnPIv8W5OefnbL0/Ti2L33pSzJjxgy57777JDs7G5tFAuvf/OY3Ul9fL4ODg44YNjc3y/LlyymGRmjzCzQo1kwtRrE9EVfceYc8sFb/G99UxQiNjQ77TI2vDjZufNjML+VtUjcAdIwZGhqSvLw8ycrKSuqOJ0OMts3Jiq1cj3Um8wuiJ2Im89OTYbzNbJKj75OhyUn59U0x9Evuuh2LEfklIxAriCZaQDH/mH8YAcyaYojx82TNze4J16TB5Jd+fiYFkfFNf3yxGWTuyTU0t0ndBognQ7ek4o9jMSI/NwSUIJroicj8c0M/8RjyM8ePYoix5cmG/DQTwNzpLJYmeiLqnB9Gim8WyW88AYqh5ozgZseAkl+4+OluAcX4hiu+2GwmW9scX4qh5mywORk0o/Dljvx8YbthZIKfTkE0MT+M2Hhrzg+jaTM/iiEWe94mJT/NBDB3poqRrp6IpuaHUbtpzflhJG3mRzHEYk8xJD/NBDB3posR2hPR9PwwevzpUZT5UQzR6E+w52bHgJJf+PkhLaAY3/DHF5mhzfGlGCKRj2NrczJoRuHLHfn5wmb0M8N4M/IriIyvHfH1O0ub40sx9Bv1BHY2J4NmFL7ckZ8vbIGLobqgn56IjK898fUzU5vjSzH0E/EkNjYng2YUvtyRny9saRFDddHYjhfq4d7qId/JXoyvXfH1Olub40sx9BrtFONtTgbNKHy5Iz9f2NImhhMFMVXHC8bXvvh6mbHN8aUYeom0i7E2J4OL5RkfQn4Y4nTxc9sTMV3zc0uV83NLKv44m/lRDLHYT7K2ORk0o/Dljvx8YUvryXDs4m56IjK+9sbXzcxtji/F0E2EPYyxORk8LNPYUPLD0KabX6qeiOmeXyq6nF8qQsn/bjM/iiEWe54MyU8zAcxdGIpRshZQYZhfMsKcn/355ze+FEMs9hRD8tNMAHMXlmKeSBDDMr9ElDm/zMg/P/GlGGKxpxiSn2YCmLswFfN4PREvvvZzKS4uxhZp0DpM/OItk/PDgp+MH8UQY0sxJD/NBDB3YSuWE3si3ruqWN5XOh9bpEHrsPGbuFTODws+xRDj58mayeoJF99MYLis4BcriLfm5kjLX66U4jnTNK9cjzvuX4yjzfx4MsRib0Uxip2kzcmqOVS+3JGfL2yisyeivxm4s2J83XFKNMpmfhRDLPYUQ/LTTABzF+ZipATxix3/V155/b/ktrxbpPneu0J3QgwzP5UZnJ+5/UExxNhSDMlPMwHMnQ3F8nv9b8qRf/lZKAXRBn78ApL/PcLPDP2z82zJzeQZ2TgD8osGP78toDA6qa2Zf6kZJRthM7+0nwxPnToldXV1MmvWLIfx4sWLZdu2bQl5t7a2SlNTExYxg9Y2J4NBLK5dk59rVHEH2sQvjIJoEz8sU8xY28wv7WJ45MgR6erqkp07d7qKDsXQFaaEg2xOVmzleqzJD+M4kZ+fnojYDJJbM74YXZv5pV0MlRD29PRIRUWF5Ofny6pVqyQnJ4cnQywnKYbkZ4gA5jZesfTaExGbAcWQ/OI/9CEwMXzqqadE/S/29ZnPfEYuX74sbW1tsmHDBhkYGJAzZ85Id3e3M6y3t1f6+vomxa62ttZkPOmbBEggYAInXrokT/Scda5avmCG1FUkbxIc8PR4uQwhMDo6KiUlJXFXE5gYjoyMiPpf7Cs3N1eys7PH/VtZWZkcPXpUZs6cGXfCvE2KZaXNtzGwleuxJj+MYzJ+bnsiYjPgyZD80nwyTBSAgwcPSlZWllRWVsrw8LCUlpbK6dOnZerUqRRDA1nLYo5BJT+z/Nz0RMRmQDEkv5CK4blz52TdunUyb948Uf/d0NAg9fX1CePFkyGWyizm5IcRwKzd5F+qnojYDCiG5BdSMRwLzJUrV6SgoGDSbdOJgaMYYqnsphhhV8CsOT/yUwSS9UTECFEMyS/kYug2QBRDt6Tij6PYkB9GALP2kn/pEEQv88NI+LPm/PxxG7PiE2gwfp6smayecE0aTH7kF0sgXk9E9VxTUy/mH0bWZn6BfZsUQ3zTmidDjKTNyYqtXI81+WEc/fCb2BNRPeDblCD6mR9GxJs15+eN18TRPBli/DxZM1k94eLJEMMVGX5BtYDi/sUS0mZ+PBlisY9MMdKMKaE7mzdTUIySXSeT+QUhiJnML4j8tJkfxVBzhticDJpR+HJHfr6w3TDKdH5KEB9+/AV58eybRlpAZTo/LLtSW9vMj2KYOr6eRticDJ4Wamgw+WFgo8JvrOOF7ibBUeGHZVlia5v5UQw1Z4XNyaAZhS935OcLW2ROhrF0TLSAYv5FN/8ohljs+Zkh+WkmgLmLWjHXLYhR44dl22Rrm/lRDDVng83JoBmFL3fk5wtbJE+GY4vW2ROR+Rfd/KMYYrHnyZD8NBPA3EW1mOvqiRhVfljW3bS2mR/FUFcW/NaPzcmgGYUvd+TnC1ukT4Zji9fRAor5F938oxhisefJkPw0E8DcRb2Yo4IYdX5Y9onYzI9iiEZ/gr3NyaAZhS935OcLG0+GMdiQnojMv+jmH8UQiz1PhuSnmQDmjsX8Oj+/PRHJL7r5RzHEYk8xJD/NBDB3LOY3+flpAUV+0c0/iiEWe4oh+WkmgLljMR/Pz6sgkl90849iiMWeYkh+mglg7ljMJ/Pz0hOR/KKbfxRDLPYUQ/LTTABzx2Ien5/bnojkF938oxhisacYkp9mApg7FvPE/Ny0gCK/6OYfxRCLPcWQ/DQTwNyxmCfnl0oQyS+6+UcxxGJPMSQ/zQQwdyzmqfkl64lIfqn5JRthMz+KIRZ7iiH5aSaAubO5GGEr924dryci+XnnGGthMz+KIRZ7iiH5aSaAubO5GGEr92c9sQXUHe8ZleLiYn/OArBifDHIyfhRDDG2FEPy00wAc8di6Z1frCDWVdwhf/bxcu9OArJgfDHQoRHDa9euyfbt26Wrq0tOnDjhrGp0dFSamprk5MmTMjIyIi0tLbJ06dKEK25tbXXGh/XFZMUiQ37khxHwZ62zJ6K/Gbiz4v5wxynRqNCIYVtbm8yePVsaGxvl/PnzznwPHz4se/bskc7OTrlw4YLU1NRIf38/xRCLeUJrbiYMLPllLj9dPRExQsmtmX8Y3dCI4dgyioqKbojhgw8+KAsXLpS6ujrnz0uWLJFDhw7J9OnT466aJ0NzyYB51mPNzY5xJD+M31MHT8gTPWcdJyvuvEMeWBuuW6aMLxbfwMVw9erV42Y8Z84caW9vv/FvsWLY0NAgVVVVUl1d7fx95cqVztj58+dTDLG4x7XmZsKgkl/m8zt7OUseffb6xzhhE0Tmn7n8M/IFmuHh4XEzzs7Oltzc3LhiuGXLFikrK5P169c7fy8vL5cDBw5IYWGh9Pb2Sl9f36TV19bWYkRoTQIkQAJJCJx46ZJ89/g5GXrnmpQvmCHqizV82U9AfUelpKQk7kKMiGEqZLEnw/3798u+ffuko6NDLl265JwMBwYGErrgbdJUdJP/ne8syQ8jgFnblH9+eyJihLh/08UvUDHctGmT8+WY48ePy7Jly2TNmjVy//33S319vQwODjpi2NzcLMuXL6cYGsoIm4qRIQSQW/KD8Ilt/Ly2gMLopLa2jV/qFQU7IvDPDP0sb2hoSPLy8iQrKyupOU+GfujetOFmIj+MAGZtY/6FSRBt5IdljF5rK8TQ7ZIphm5JxR/HzUR+GAHM2tb889ITESPE26Tp4hfobVIdi6QYYhRtLUbYqvVZkx/G0mZ+bnsiYoQohuniRzHUTN7mza4ZhS935OcL2w0j8jPLL1ULKOzqqa0Z39SMko3gbVKMnydrJqsnXJMGkx/5YQQwazf5l05BdDM/jABmbfP8eDLEYs9iTn6aCWDubC5G2Mr1WLvll6wnop6ZxPfidn4m5+D35JWuOcVelyfDAKPAZMVgkx/5YQQwa6/5F68nIjaD5NZe52dyLvF82zw/ngw1Z4vNyaAZhS935OcL2w0j8gue38SeiOoRbqZejC9GlidDjJ8nayarJ1yTBpMf+WEEMGu/+ReUIPqdH0bFvbXN8+PJ0H2cXY20ORlcLdDwIPLDAJNf+vgF0ROR8TUXX4ohxpYnG/LTTABzx2KZXn6meyIyvubiSzHE2FIMyU8zAcwdi2X6+cUKou4WUIyvufhSDDG2FEPy00wAc8diGQ5+pgSR8TUXX4ohxpZiSH6aCWDuWCzDw08JovocUf0mUdcJkfE1F1+KIcaWYkh+mglg7lgsw8VPd09ExtdcfCmGGFuKIflpJoC5Y7EMHz+dLaAYX3PxpRhibCmG5KeZAOaOxTKc/HQJIuNrLr4UQ4wtxZD8NBPA3LFYhpefjp6IjK+5+FIMMbYUQ/LTTABzx2IZbn5oT0TG11x8KYYYW4oh+WkmgLljsQw/P6QFFONrLr4UQ4wtxZD8NBPA3LFY2sHPryAyvubiSzHE2FIMyU8zAcwdi6U9/Pz0RGR8zcWXYoixpRiSn2YCmDsWS/v4eemJyPiaiy/FEGNLMSQ/zQQwdyyWdvJz2wKK8TUXX4ohxpZiSH6aCWDuWCzt5edGEBlfc/GlGGJsKYbkp5kA5o7F0m5+qXoiMr7m4ksxxNhSDMlPMwHMHYul/fyS9URkfM3FN1AxvHbtmmzfvl26urrkxIkTzqpOnToldXV1MmvWLOf/X7x4sWzbti3hiltbW6WpqQkjYtCayYrBJT/ywwhg1mHJv0QtoMIyv0SUbZ5foGLY1tYms2fPlsbGRjl//rzD88iRI4447ty501UWUwxdYUo4yOZkxVaux5r8MI7k555fPEEkP/f84o1Mxi9QMRybXFFR0Q0xVELY09MjFRUVkp+fL6tWrZKcnByeDLGYUwzJzxABzC2LuTd+E3si1iyeIcXFxd6cBDja5vgaEcPVq1ePwz9nzhxpb2+/8W+xYrh3715RJ8YNGzbIwMCAnDlzRrq7u52xvb290tfXNymUtbW1AYaXlyIBEiCB9BE4/9bb8lj3T2XonWtSvmCG1FXckb7JWH7l0dFRKSkpibsKI2I4PDw87mLZ2dmSm5sbVwwnzqqsrEyOHj0qM2fOjDth3ibFstHmd27YyvVYkx/Gkfz88dPVAsrf1d1b2RxfI2KYCl3syfDgwYOSlZUllZWVokS0tLRUTp8+LVOnTqUYpgLp4+82J6uP5Wo3IT8MKfn556cE8fNfP+ycEIvnTJPme++S2/Ju8e/QgKXN8Q1UDDdt2iT9/f1y/PhxWbZsmaxZs8b537p162TevHly7tw5aWhokPr6+oRh4skQy2CbkxVbuR5r8sM4kh/G79iPXpT/8/zP5I3Bq6EURJvjG6gYJkuDK1euSEFBgahbqsleFENsM9mcrNjK9ViTH8aR/HB+/+2/z5MvdDwvZ18fDJ0g2hzf0Iih2xShGLolFX+czcmKrVyPNflhHMlPDz+/LaCwq6e2tjm+FMPU8fU0wuZk8LRQQ4PJDwNLftHhF0ZBtDn/KIbY3plkbXMyaEbhyx35+cJ2w4j8osXPT09EjFBya5vzj2KoOTNsTgbNKHy5Iz9f2CiGGDbr+XnpiagJVVw3Nu9fiqHmzLA5GTSj8OWO/Hxhs76YY6vWZ21z/sUK4qerF8mKO4P/cb7N/CiG+vaR48nmZNCMwpc78vOFjWKIYcsYfm56ImpCxZOhSZBufPPbpG4oJR5DsSE/jABmzfwzzy9VT0RsBsmtbY4vT4aaM8PmZNCMwpc78vOFLWNONtjqcetMyb9kPRFxSpn5ZptiqDkzMmUzacbi2h35uUaVcbepsJXrsc6k/IsVxD/+0AK5p3qRHkhJvNjMj2KoOT1sTgbNKHy5Iz9f2HgyxLBlLL9ETYI14Zrkxub9SzHUnBU2J4NmFL7ckZ8vbBlbzDEa3q0zMf8m9kR8YG25dzAuLWzmRzF0GWS3w2xOBrdrNDmO/DC65Ed+8QjEtoBSP7kwJYg25x/FENs7GXWbQDMKX+5s3ky+FqzZiPwwoJnML4ieiDbzoxhie4diSH6aCWDubC5G2Mr1WGc6P9OCaDM/iqGePcTPbDRxtHkzaUIAuSE/CF8kHpqhBPHLj/ca6Yloc/5RDLG9w5Mh+WkmgLmzuRhhK9djHRV+sR0viudMk+Z775Lb8m6BIdrMj2IIh3+8A5uTQTMKX+7Izxc23pnAsEWSn4kWUDbvX4qhpk005sbmZNCMwpc78vOFLZLFHCMV3zpq+adbEG3mRzHUvKNsTgbNKHy5Iz9f2CiGGLZI89PZE9Hm/Usx1LSJeDLUA9LmzaSHAOaF/MjPLwEdPRFtzj+Kod/MSWBnczJoRuHLHfn5whbpkw1GbLx11PMPbQFlMz+Koc6dxH6GME2bNxO8eA0OyA+DSH4iiCDazI9iiO2dSdY2J4NmFL7ckZ8vbDwZYtjIbwI/vz0Rbd6/FENNm4ifGeoBafNm0kMA80J+5IcRuGntpyeizflHMdSVOb/1Y3MyaEbhyx35+cLGkw2GjfwS8PPaE9Hm/RuoGB47dky2bt0qU6dOldtvv106OzslLy9Pmpqa5OTJkzIyMiItLS2ydOnShKnd2trqjA/ry+ZkCANT8sOiQH7khxGYbO2lJ6LN+ReoGFZVVcmuXbtk7ty50tjYKIsWLZKioiLZs2ePI4wXLlyQmpoa6e/vpxjqzmieXLUQtXmzawEAOiE/DGC6+LntiZiu+bmlmmx+gYph7ITr6+vl7rvvlh/84AeycOFCqaurc/68ZMkSOXTokEyfPj3u+ngydBv2+ONsTlZs5XqsyQ/jSH728nPTE9Hm+BoRw9WrV4+L+Jw5c6S9vf3Gv+3evVuee+45efrpp6WhoUHUibG6utr5+8qVK52x8+fPl97eXunr65uUPbW1tVhG0ZoESIAESMAzgfNvvS2Pdf9Uht65JkWF+bKxulRuzc3x7CddBqOjo1JSUhL38kbEcHh4eNzFsrOzJTc31/m3zZs3y+XLl2XHjh0yZcoU2bJli5SVlcn69eudv5eXl8uBAweksLCQJ0MDGWPzOzcDODy7JD/PyMYZkJ/9/JL1RLQ5vkbEMFG4H3nkEbl48aLzJZmx1/79+2Xfvn3S0dEhly5dck6GAwMDCTOGt0nt30zJVmDzZsIio8ea/DCO5OeOX6KeiDbzC1QMCwoKnC/N5ORcP1avXbvWuU2qPj8cHBx0xLC5uVmWL19OMXSXk55H2ZysnhdrwID8MKjklzn84vVEvPjaz6W4uBhbpEHrUH6BZuJ6h4aGnJ9ZZGVlJUXBkyGWKSxG5IcRwKyZf5nFb2ILqIaqBfLR95dhizRobYUYul0/xdAtqfjjWIzIDyOAWTP/Mo9frCCqL9O0/OVKKZ4zDVuoIWuKoSGw8dxys2OwyY/8MAKYNfPPHz+dPRH9zcCdFcXQHScto7iZMIzkR34YAcya+Yfxe+h/H5YTL78lt+XdIs333hW6EyLFEIuvJ2tuJk+4Jg0mP/LDCGDWzD+c3/f635Qj//IzRxA/Xb1IVtx5B+ZUozXFUCPMVK64mVIRSv538iM/jABmzfzTww/piYjNwH99CfSnFToWyS/QYBS52ckPI4BZM/+iw89vT0SMEMXQJD9PvrnZPeHibVIMF/mRn2YCmLuJ9c9PT0RsBhRDk/w8+aYYesLFYo7hIj/y00wAcxev/nntiYjNgGJokp8n3xRDT7hYzDFc5Ed+mglg7hLVPy89EbEZUAxN8vPkm2LoCReLOYaL/MhPMwHMXbL657YnIjYDiqFJfp58Uww94WIxx3CRH/lpJoC5S1X/3PRExGZAMTTJz5PvVMngyZmBwZwfBpX8yA8jgFlnQv7FCuL/KJ4lW/7Xh53fJAbx4u8Mg6D822tkQrIGiIsnG82wmX8YUPILhl+ynojYDHgyNMnPk29uJk+4KIYYLvIjP80EMHde6l+inojYDCiGJvl58u0lGTw51jSY88NAkh/5YQQw60zLv3g9EU3eMuVtUiz/PFlnWrJ6WryGweSHQSQ/8sMIYNZ+8m9iT0STD/imGGLx9WTtJxk8XQAczPlhAMmP/DACmHWm5l9QgkgxxPLPk3WmJqsnCMBg8gPgiQj5kR9GALNG8i+InogUQyy+nqyRZPB0IZ+DOT+f4H5rRn7khxHArKOQf2MdL0z0RKQYYvnnyToKyeoJiMfB5OcR2ITh5Ed+GAHMWlf+mWoBRTHE4uvJWlcyeLqoh8GcnwdYcYaSH/lhBDDrKOWfCUGkGGL558k6SsnqCYzLweTnElSCYeRHfhgBzFp3/unuiUgxxOLryVp3Mni6uIvBnJ8LSEmGkB/5YQQw6yjmn86eiBRDLP88WUcxWT0BSjGY/DCa5Ed+GAHM2lT+6eqJSDHE4uvJ2lQyeJoETza6cE3yw/hiaMmP/PwS0NETMTRieOzYMdm6datMnTpVbr/9duns7JRXXnlF6urqZNasWQ6jxYsXy7Zt2xLyam1tlaamJr88jdtxs2OIyY/8MAKYNfMv3PzQnoihEcOqqirZtWuXzJ07VxobG2XRokUyb9486erqkp07d7qKAsXQFaaEg7jZyQ8jgFkz/8gPIyCC9EQMjRjGQqivr5e7775bhoaGpKenRyoqKiQ/P19WrVolOTk5PBmiGZPAnsUIA0t+5IcRwKyZf9f5+e2JGLgYrl69elzE58yZI+3t7Tf+bffu3fLcc8/J008/LXv37pW2tjbZsGGDDAwMyJkzZ6S7u5tiiO0ZngzJzxABzC2LOflhBG5a++mJGLgYDg8Pj1tvdna25ObmOv+2efNmuXz5suzYsUOmTJkyiUtZWZkcPXpUZs6cKb29vdLX1zdpTG1trS6e9EMCJEACJGApgfNvvS27D70iv/jlr6SoMF82VpfKrbmJ7yyOjo5KSUlJ3NVmjaq/BvR65JFH5OLFi9LS0nLjigcPHpSsrCyprKwUJaKlpaVy+vRp50s28V78zBALFt+Zkx9GALNm/pEfRmCytZeeiIGfDBMttqCgwPnSzNhngmvXrpWamhpZt26d80Wac+fOSUNDg6jPExO9KIZYKrEYkR9GALNm/pEfRiC+tdsWUKERw2QQrly5Ikos1S3VZC+KIZZKLEbkhxHArJl/5IcRSGztRhCtEEO3gCiGbknFH8diRH4YAcya+Ud+GIHk1ql6IlIMTdKf4JubHYNNfuSHEcCsmX+ZwS9RT0SKIRZfT9bcTJ5wTRpMfuSHEcCsmX+Zwy9WED9dvUhW3HmHUAyx+Hqy5mbyhItiiOEiP/LTTABzF7b6N7En4h3vGZXi4uK4iwz0pxUY5uvW/MwQoxi2ZJ24Gs6P8cUIYNbMv8zjF9sT8Z5V8+WPly+mGGJhdmfNzeSOU6JR5Ed+GAHMmvmXmfzUA76fPPxj+es/XijvK51PMcTC7M6am8kdJ4ohxon8yM8MAcxrmOuf+qbpxdd+ztukWIjdW4c5GdQqOD/3sYw3kvzIDyOAWTP/zPHjZ4YY20nWTFYMKPmRH0YAs2b+RZcfxRCLPcWQ/DQTwNyxmJMfRgCztjn/KIZY7CmG5KeZAObO5mKErVyPNflhHG3mRzHEYk8xJD/NBDB3NhcjbOV6rMkP42gzP4ohFnuKIflpJoC5s7kYYSvXY01+GEeb+VEMsdhTDMlPMwHMnc3FCFu5HmvywzjazI9iiMWeYkh+mglg7mwuRtjK9ViTH8bRZn4UQyz2FEPy00wAc2dzMcJWrsea/DCONvOjGGKxpxiSn2YCmDubixG2cj3W5IdxtJkfxRCLPcWQ/DQTwNzZXIywleuxJj+Mo838KIZY7CmG5KeZAObO5mKErVyPNflhHG3mRzHEYk8xJD/NBDB3NhcjbOV6rMkP42gzP4ohFnuKIflpJoC5s7kYYSvXY01+GEeb+VEMsdhTDMlPMwHMnc3FCFu5HmvywzjazI9iiMWeYkh+mglg7mwuRtjK9ViTH8bRZn4UQyz2FEPy00wAc2dzMcJWrsea/DCONvOjGGKxpxiSn2YCmDubixG2cj3W5IdxtJkfxRCLPcWQ/DQTwNzZXIywleuxJj+Mo838AhXDAwcOSEtLi+Tm5sq73/1u+da3viV5eXnS1NQkJ0+elJGREefvS5cuTRiR1tZWZ3xYXzYnQxiYkh8WBfIjP4wAZm1z/gUqhpWVlfKd73xHpk2bJvfdd5988IMflDlz5siePXuks7NTLly4IDU1NdLf308xxHIyobXNyWoIiSe35OcJF++cYLjIL0B+gYrh2LrUCbC2tlY2btwoPT09snDhQqmrq3P+vGTJEjl06JBMnz49LgaeDLHsYDEnP4wAZs38Iz+MAGadLP+MiOHq1avHzVid/trb251/e/LJJ2XLli3ysY99THbv3u0IYlVVlVRXVzt/X7lypTN2/vz50tvbK319feN83XLLLfLrX/8aI0JrEiABEiCByBGYOXOm/Pmf/3ncdRsRw+Hh4XEXy87Odj4nHHuNjo7KZz/7WecW6eXLl6WsrEzWr1/v/Lm8vFzUZ5jjWTIAAAe5SURBVIuFhYVWngzDfnLl/LD9T37khxHArJl/5vgZEcN4033nnXec0193d7cjjN/4xjfk5ZdfluXLl8u+ffuko6NDLl265JwMBwYGEq6YyWAuGTDPeqwZX4wj+ZEfRgCztjn/AhNDhfhrX/uaPPXUU1JUVCTnzp1zvkzz3ve+V+rr62VwcNARw+bmZkcgE71sho2lmR5r8sM4kh/5YQQwa+afOX6BiqFaxrVr1+Tq1avyrne9a9yqhoaGnJ9ZZGVlJV0tk8FcMmCe9VgzvhhH8iM/jABmbXP+BS6GGGpxvlTz4Q9/GHVjzJ7zw9CSH/lhBDBr5l90+VknhlioaE0CJEACJEACkwlQDJkVJEACJEACkSdAMYx8ChAACZAACZBARomh+kZqY2Oj8+WcHTt2ONFVv2n08uxTHSlx9uxZZx633XabXLlyRf7u7/5OSktLdbjW4kMx+dznPuf8hEV9mUn9rEX91jNsr5/85CfOz3FOnTol+fn5oZnea6+9Jp/61Kec3PrVr37lPCQi3fFVuf/pT39a/vM//9P5Ito3v/lNmTVrFpl5JBDWnAv7nk13zVNfzNy+fbt0dXXJiRMnfNX+jBJDJUCqKKlHvKmfcKjX4cOHPT371OPeiTu8oaHB+XmIeuTc97//fWcujz/+uA7XWnx897vflWPHjsmjjz7qPCD99ddfd54CFKaXSu4/+qM/kjNnzjjPqi0oKAjN9L70pS85bx7+9E//VP7xH//R+Z2ser5uOl9f/OIX5Xd/93flnnvukWeeecaJ79gbwnTOa+zaYWQ2kUuYcy7sezbdNa+trU1mz57tHELOnz/vq/ZnlBgqAurbYI899tgNMXzwwQc9PftUR+H4yle+IuqnIuraqiC98cYb8tBDD+lwrcWHKph/8id/Im+++abMmDFD/vAP/1CLX51OHn74YVmwYIF89atfdd7QhEkMY9f5D//wD6JOE9u2bdO5fM++PvrRj8q3v/1tmTt3rvzyl790HoL/b//2b579BGEQFmYT1xrmnAv7ng1LzVO/YR8TQ6+130oxTPbs04liqN6xJHr2Kbrx1bvxF198cZwb9bxVdetMCYy6TaVuqal3depZq0G/Es1PPeTgPe95j3ziE59w3jSoBx+od+5BvxLNTyWzuuWhWnx94AMfSJsYJprf2KMCf/SjHznvRNVTlRI9WD4opr//+7/v3B4ae9PwO7/zO/Lv//7vQV3e9XXCxCx20v/6r/8aipxLBFJ9XBCGPZtofqrOhaHmxYqh19pvpRgme/bpRDFUDwX38uxT17taRNQj5n7zm9+MM1Gf16jbZw888IB85CMfkR//+Mdy//33y/PPP+/FtZaxieanngOrPl+66667nGfDqlOF+lwu6Fei+al+ln/zN3/jnFpVQqvPXD/+8Y+nfCCD7vknmp+6jro1qk796jSmHv6b7teHPvQhefbZZ53n/b799ttOT9B0xDQZh7Axi51rWHIuEb+w7NlE8wtLzYsVQ6+130oxTLbhJorh/v37PT37VEdRU89XVbcNFi1aJOqD5XXr1ol6RxyWl3osnnqpU40qmOr/pkOs4/FQXxQYm5/6u/pcUwmiEsdUTycKiu8Pf/hD+du//Vvn88Jbb701qMsmvY7io/Jtw4YNzklV5f1Yp5gwTDCMzMa42JBzYd6zimNYal6sGHqt/RklhitWrJBf/OIXTpNgddtI3fpTpzMvzz7VUTheeOEF2bx5s7zvfe9zPk/6whe+4JxswvJSnympoqkKuerv9fd///eybNmysExv3DzSeZs0ERB1O0g9W3fsdunv/d7vOd/eTOfrP/7jP5zOL6pxtvpmqbrFrApDWF5hZJaITRhzLux7Nt01b9OmTc4X7Y4fP+7UsjVr1jh35LzU/owSw2Qb3+2zT3UWD/U1d/Uzj7CcaCauTf2sQv1kIazz0xmLqPhSt0jD9DOUqHAPap1h37NhrHlua39kxDCoZOV1SIAESIAE7CNAMbQvZpwxCZAACZCAZgIUQ81A6Y4ESIAESMA+AhRD+2LGGZMACZAACWgmQDHUDJTuSIAESIAE7CNAMbQvZpwxCZAACZCAZgIUQ81A6Y4EgiagnsV78eJF53e12dnZzrNJ1UMB1O+t1q5dG/R0eD0SsJIAxdDKsHHSJHCTQF9fn/NIPfV4OPW0HvUoQPUQAPXcXNXJgi8SIIHUBCiGqRlxBAmEnoB6Aod6SLxqFaY6kqgHnStR5IsESMAdAYqhO04cRQKhJqAeXv8Hf/AH8tJLL8n73/9+57FU6pYpXyRAAu4IUAzdceIoEgg1AdVh484773RujaoOFupZkXzMXqhDxsmFjADFMGQB4XRIwA+BrVu3Oq2u1EPXVXuur3/96/IXf/EXflzRhgQiSYBiGMmwc9GZRGBgYEDKy8tFdWr/3Oc+J5/85Ced9lKqY4rqb8gXCZBAagIUw9SMOIIEQktgZGTE+YxQ9eT753/+Z5kyZYrTxqy0tFQqKirkmWeeCe3cOTESCBMBimGYosG5kAAJkAAJpIUAxTAt2HlREiABEiCBMBGgGIYpGpwLCZAACZBAWghQDNOCnRclARIgARIIEwGKYZiiwbmQAAmQAAmkhQDFMC3YeVESIAESIIEwEfj/oJcWR0cb58IAAAAASUVORK5CYII=" }, "metadata": {}, "output_type": "display_data" } ], "source": [ + "plot (range, (\\(s,i,_) -> (s,i)) $ head mhRunsRegression) \n", "plot (range, (\\(s,i,_) -> (s,i)) $ head mhRunsRegression) \n" ] }, @@ -3248,6 +4491,8 @@ "cell_type": "markdown", "metadata": {}, "source": [ + "# Linear regression with outliers\n", + "\n", "Inspired by the tutorials on probabilistic programming language Gen (https://www.gen.dev/tutorials/iterative-inference/tutorial), we'll make the inference problem harder by using the example of a regression with outliers. The idea is that each datapoint $(x,y)$ has $y$ either linearly dependent on $x$, or randomly sampler (an outlier). So the goal of inference is to *jointly* work out what the linear relationship is and which points flout it." ] }, From f74ba41a9592ff1f71e9bab838e2bf40a96f3947 Mon Sep 17 00:00:00 2001 From: mknorps Date: Mon, 24 Oct 2022 16:00:10 +0200 Subject: [PATCH 3/4] FIX ormolu --- notebooks/plotting.hs | 5 + notebooks/tutorials/MCMC.ipynb | 10511 +++++++++++++++++++++++++++---- 2 files changed, 9156 insertions(+), 1360 deletions(-) diff --git a/notebooks/plotting.hs b/notebooks/plotting.hs index 29c48def..d1707dc6 100644 --- a/notebooks/plotting.hs +++ b/notebooks/plotting.hs @@ -118,4 +118,9 @@ instance Plottable [(T.Text, Double)] where instance Plottable [(Double, Double)] where plot ls = vlShow $ hist $ unzip ls +instance Plottable ([Double], [Double]) where + plot (xs, ys) = + vlShow $ + scatterplot ((xs, ys), replicate (length xs) 1) (color []) Numbers Line + type Plot = VegaLiteLab diff --git a/notebooks/tutorials/MCMC.ipynb b/notebooks/tutorials/MCMC.ipynb index 2d0fd566..11202e85 100644 --- a/notebooks/tutorials/MCMC.ipynb +++ b/notebooks/tutorials/MCMC.ipynb @@ -2,115 +2,9 @@ "cells": [ { "cell_type": "code", - "execution_count": 10, + "execution_count": 1, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "Failed to load module Plotting
• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’
Expected: PropertySpec
Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value
• In the expression: linePlotSpec
In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’
In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’
• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’
Expected: PropertySpec
Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value
• In the expression: scatterplotSpec
In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’
In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’" - ], - "text/plain": [ - "Failed to load module Plotting\n", - "• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’\n", - " Expected: PropertySpec\n", - " Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value\n", - "• In the expression: linePlotSpec\n", - " In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’\n", - " In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’\n", - "• Couldn't match type ‘aeson-2.0.3.0:Data.Aeson.Types.Internal.Value’ with ‘(VLProperty, VLSpec)’\n", - " Expected: PropertySpec\n", - " Actual: aeson-2.0.3.0:Data.Aeson.Types.Internal.Value\n", - "• In the expression: scatterplotSpec\n", - " In the first argument of ‘toVegaLite’, namely ‘[linePlotSpec, scatterplotSpec]’\n", - " In the second argument of ‘($)’, namely ‘toVegaLite [linePlotSpec, scatterplotSpec]’" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ ":e ImportQualifiedPost\n", ":e FlexibleContexts\n", @@ -148,14 +42,14 @@ "\n", "> Markov chain Monte Carlo (MCMC) is a powerful class of methods to sample from probability distributions known only up to an (unknown) normalization constant.\n", "\n", - "Markov Chain is a stochastic process where new state depends only on the previous state (Markov property for discrete-time process). Transition between states is governed by transition kernell $T$. In the limit of long simulation, probability distribution of steps of the Markov process converges to the stationary distribution $\\pi_{\\star}$ under assumptions of existence of the stationary distribution, non-periodicy of MC and availibility of all states.\n", + "Markov Chain is a stochastic process where new state depends only on the previous state (Markov property for discrete-time process). Transition between states is governed by transition kernell $T$. In the limit of long simulation, probability distribution of steps of the Markov process converges to the stationary distribution $\\pi_{\\star}$. Reasonable assumptions of existence of the stationary distribution, non-periodicy of MC and availibility of all states must be held.\n", "\n", "If we want to **sample** from a complicated distribution $\\pi$, we can construct a Markov process which stationary distribution $\\pi_{\\star} = \\pi$. The question is how to construct transition kernell to achieve $\\pi$ as a stationary distribution.\n", "\n", "## Metropolis-Hastings\n", - "MH is a classical and most widely use algorithm with many flavours. Here we present the general outline.\n", + "MH is a classical and most widely use algorithm with many flavours. Here we present a general outline.\n", "\n", - "The algoritm is used to generate next point of the Markov Chain ($x_{i+1}$) in the space state.\n", + "The algoritm is used to generate next point of the Markov Chain, namely $x_{i+1}$, in the space state.\n", "MH algorithms consist of proposal and acceptance/rejection steps:\n", "1. **Proposal**: draw next candidate\\\n", " We construct transition kernel:\n", @@ -166,7 +60,7 @@ " where $q$ is proposal distribution for the next state of the chain and $p_{acc}$ is probability of sample being accepted.\n", "\n", " Proposal distribution $q$ should be simple to draw from, for example uniform distribution around current point $\\mathcal{U}(x_i - \\delta, x_{i}+\\delta)$, where $\\delta$ is a small positive number. \n", - " At first step of \n", + " \n", "2. **Acceptance/rejection** assess if the candidate might have been drawn from sampled distribution $\\pi$\\\n", " Having symmetric proposal distribution and adding constraint of microscopic reversibility on the transition kernell:\n", "\n", @@ -200,7 +94,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -221,7 +115,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -231,7 +125,7 @@ }, { "cell_type": "code", - "execution_count": 89, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -1283,7 +1177,7 @@ }, { "cell_type": "code", - "execution_count": 74, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -1296,7 +1190,7 @@ }, { "cell_type": "code", - "execution_count": 75, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -1308,7 +1202,7 @@ } ], "source": [ - "mcmcConfig = MCMCConfig {numMCMCSteps = 1000, numBurnIn = 500, proposal = SingleSiteMH}\n", + "mcmcConfig = MCMCConfig {numMCMCSteps = 1000, numBurnIn = 0, proposal = SingleSiteMH}\n", "mhRunsRegression <- sampleIOfixed . unweighted . mcmc mcmcConfig $ uncurry regression (unzip regressionSamples)" ] }, @@ -1316,42 +1210,25 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "A linear model " + "MCMC solver puts new points at the beginning of the list. Last (in the list, so first from the simulation start) `numBurnIn` points are removed as distributions from which they were drawn are not considered convergent to the stationary distribution $\\pi$.\n", + "\n", + "Let's se how the intercept and slope evolve during the simulations:" ] }, { "cell_type": "code", - "execution_count": 79, + "execution_count": 7, "metadata": {}, "outputs": [ - { - "data": {}, - "metadata": {}, - "output_type": "display_data" - }, { "data": { - "text/html": [ - "
" - ], "text/plain": [ - "vlShow :: VegaLite -> VegaLiteLab \t-- Defined in ‘IHaskell.Display.Hvega’" + "\"Slope\"" ] }, "metadata": {}, "output_type": "display_data" - } - ], - "source": [ - ":i vlShow" - ] - }, - { - "cell_type": "code", - "execution_count": 77, - "metadata": {}, - "outputs": [ + }, { "data": { "application/vnd.vegalite.v4+json": { @@ -1360,2041 +1237,10063 @@ "values": [ { "Outlier": 1, - "X": -10, - "Y": 29.9980348566582 + "X": 1001, + "Y": -2.823624445842976 }, { "Outlier": 1, - "X": -9.9, - "Y": 29.715672412073904 + "X": 1000, + "Y": -2.823624445842976 }, { "Outlier": 1, - "X": -9.8, - "Y": 29.43330996748961 + "X": 999, + "Y": -2.823624445842976 }, { "Outlier": 1, - "X": -9.700000000000001, - "Y": 29.150947522905312 + "X": 998, + "Y": -2.823624445842976 }, { "Outlier": 1, - "X": -9.600000000000001, - "Y": 28.868585078321015 + "X": 997, + "Y": -2.823624445842976 }, { "Outlier": 1, - "X": -9.500000000000002, - "Y": 28.586222633736718 + "X": 996, + "Y": 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" 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print \"Slope\"\n", + "l = length mhRunsRegression\n", + "xs = reverse $ fromIntegral <$> [1..l] ::[Double]\n", + "plot (xs, (\\(x,_,_) -> x) <$> mhRunsRegression) \n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"Intercept\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.vegalite.v4+json": { + "$schema": "https://vega.github.io/schema/vega-lite/v4.json", + "data": { "values": [ { "Outlier": 1, - "X": -10, - "Y": 29.9980348566582 + "X": 1001, + "Y": 1.7617903982284406 + }, + { + "Outlier": 1, + "X": 1000, + "Y": 1.7617903982284406 + }, + { + "Outlier": 1, + "X": 999, + "Y": 1.7617903982284406 + }, + { + "Outlier": 1, + "X": 998, + "Y": 1.7617903982284406 + }, + { + "Outlier": 1, + "X": 997, + "Y": 1.7617903982284406 + }, + { + "Outlier": 1, + "X": 996, + "Y": 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" 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" }, "metadata": {}, "output_type": "display_data" } ], "source": [ - "plot (range, (\\(s,i,_) -> (s,i)) $ head mhRunsRegression) \n", - "plot (range, (\\(s,i,_) -> (s,i)) $ head mhRunsRegression) \n" + "print \"Intercept\"\n", + "l = length mhRunsRegression\n", + "xs = reverse $ fromIntegral <$> [1..l] ::[Double]\n", + "plot (xs, (\\(_,x,_) -> x) <$> mhRunsRegression) \n" ] }, { @@ -3435,7 +11336,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -3447,27 +11348,27 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -10, - "Y": 34.309448102570165 + "Y": 34.30944810257017 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.9, - "Y": 27.240851497085384 + "Y": 27.24085149708539 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.8, - "Y": 38.50559473973897 + "Y": 38.505594739738974 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.700000000000001, - "Y": 24.67093644412536 + "Y": 24.670936444125363 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.600000000000001, - "Y": 21.81848534289527 + "Y": 21.818485342895272 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3477,12 +11378,12 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.400000000000002, - "Y": 24.818360339047842 + "Y": 24.81836033904785 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.300000000000002, - "Y": 26.146851656821596 + "Y": 26.1468516568216 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3492,12 +11393,12 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.100000000000003, - "Y": 23.366630457628375 + "Y": 23.366630457628382 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -9.000000000000004, - "Y": 17.261034402667683 + "Y": 17.26103440266769 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3507,7 +11408,7 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.800000000000004, - "Y": 40.52139121585679 + "Y": 40.521391215856795 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3517,22 +11418,22 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.600000000000005, - "Y": 23.95944065473956 + "Y": 23.959440654739563 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.500000000000005, - "Y": 27.744375643498177 + "Y": 27.74437564349818 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.400000000000006, - "Y": 18.9657949038624 + "Y": 18.965794903862403 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.300000000000006, - "Y": 21.05853975178665 + "Y": 21.058539751786654 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3542,12 +11443,12 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.100000000000007, - "Y": 31.21592275610804 + "Y": 31.215922756108043 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -8.000000000000007, - "Y": 24.904917774842033 + "Y": 24.90491777484204 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3557,12 +11458,12 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -7.800000000000008, - "Y": 23.986058255244792 + "Y": 23.986058255244796 }, { "Outlier": "\"\\\"N/A\\\"\"", "X": -7.700000000000008, - "Y": 20.637029484472357 + "Y": 20.63702948447236 }, { "Outlier": "\"\\\"N/A\\\"\"", @@ -3572,12 +11473,12 @@ { "Outlier": "\"\\\"N/A\\\"\"", "X": -7.500000000000009, - "Y": 30.889289474711003 + "Y": 30.889289474711006 }, 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" 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" }, "metadata": {}, "output_type": "display_data" @@ -4483,7 +12384,7 @@ " normal y' (sqrt noise)\n", "\n", "\n", - "predictive <- head <$> (sampleIOfixed $ unweighted $ mcmc mcmcConfig $ posteriorPredictive range (snd <$> regressionSamples))\n", + "predictive <- head <$> (sampleIOfixed . unweighted . mcmc mcmcConfig $ uncurry posteriorPredictive (unzip regressionSamples))\n", "plot (fmap (second (T.pack . show)) (zip (zip range predictive) (Prelude.repeat \"N/A\")))\n" ] }, @@ -4498,7 +12399,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -4539,7 +12440,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -5572,7 +13473,7 @@ "mark": "circle", "width": 400 }, - "image/png": 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" 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" }, "metadata": {}, "output_type": "display_data" @@ -5609,7 +13510,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -5627,7 +13528,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -5640,141 +13541,24 @@ ], "source": [ "\n", - "mhRuns <- sampleIOfixed $ unweighted $ mcmc mcmcConfig $ regressionWithOutliers range (snd . fst <$> samples)\n" + "mhRuns <- sampleIOfixed . unweighted . mcmc mcmcConfig $ regressionWithOutliers range (snd . fst <$> samples)\n" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 14, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
Redundant bracket
Found:
(foldr\n", - " \\ (_, lb) li\n", - " -> [if b then (num1 + 1, num2) else (num1, num2 + 1) |\n", - " (b, (num1, num2)) <- zip lb li])\n", - " (Prelude.repeat (0, 0))
Why Not:
foldr\n", - " \\ (_, lb) li\n", - " -> [if b then (num1 + 1, num2) else (num1, num2 + 1) |\n", - " (b, (num1, num2)) <- zip lb li]\n", - " (Prelude.repeat (0, 0))
" - ], - "text/plain": [ - "Line 4: Redundant bracket\n", - "Found:\n", - "(foldr\n", - " \\ (_, lb) li\n", - " -> [if b then (num1 + 1, num2) else (num1, num2 + 1) |\n", - " (b, (num1, num2)) <- zip lb li])\n", - " (Prelude.repeat (0, 0))\n", - "Why not:\n", - "foldr\n", - " \\ (_, lb) li\n", - " -> [if b then (num1 + 1, num2) else (num1, num2 + 1) |\n", - " (b, (num1, num2)) <- zip lb li]\n", - " (Prelude.repeat (0, 0))" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "\n", - "\n", - "outlierProb s = (\\(x, y) -> x / (x+y) )\n", - " <$> (foldr\n", - " \\(_,lb) li -> \n", - " [ if b then (num1+1, num2) else (num1,num2+1) | (b,(num1, num2)) <- zip lb li])\n", + "outlierProb s = (\\(x, y) -> x / (x+y) ) <$> \n", + " foldr \n", + " (\\(_,lb) li -> [ if b then (num1+1, num2) else (num1,num2+1) | (b,(num1, num2)) <- zip lb li]) \n", " (Prelude.repeat (0,0)) s\n" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 15, 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" 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" }, "metadata": {}, "output_type": "display_data" @@ -6829,6 +14613,13 @@ "\n", "It would be nice to make our approach more sample efficient though. The `SingleSiteMH` proposal is very naive. Two ways to improve on this would be to use customizable proposals, as in `Gen`, or to use Hamiltonian Monte Carlo as in `Stan`." ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { From 745e71c42c58dcac7ffddad8c7af9bd81d44c35d Mon Sep 17 00:00:00 2001 From: mknorps Date: Mon, 24 Oct 2022 16:03:19 +0200 Subject: [PATCH 4/4] UPD htm version of the notebook --- monad-bayes-site/MCMC.html | 356 ++++++++++++++++++++++--------------- 1 file changed, 209 insertions(+), 147 deletions(-) diff --git a/monad-bayes-site/MCMC.html b/monad-bayes-site/MCMC.html index 66b65737..54917651 100644 --- a/monad-bayes-site/MCMC.html +++ b/monad-bayes-site/MCMC.html @@ -14577,7 +14577,7 @@ + +