{ "cells": [ { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/vnd.plotly.v1+html": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import scipy\n", "import numpy as np\n", "import pandas as pd\n", "import itertools as it\n", "from random import shuffle\n", "from math import sin\n", "import collections\n", "\n", "def recursively_default_dict():\n", " return collections.defaultdict(recursively_default_dict)\n", "\n", "from sklearn.neighbors import KernelDensity\n", "from sklearn.decomposition import PCA\n", "from sklearn.model_selection import GridSearchCV\n", "from sklearn.cluster import MeanShift, estimate_bandwidth\n", "from sklearn.metrics.pairwise import pairwise_distances\n", "from sklearn.preprocessing import scale\n", "\n", "from scipy.stats.stats import pearsonr \n", "\n", "from scipy.stats import invgamma \n", "from scipy.stats import beta\n", "import matplotlib.pyplot as plt\n", "\n", "import plotly\n", "import plotly.plotly as py\n", "import plotly.graph_objs as go\n", "from plotly.offline import download_plotlyjs, init_notebook_mode, plot, iplot\n", "from plotly.graph_objs import *\n", "\n", "from ipywidgets import interact, interactive, fixed, interact_manual\n", "import ipywidgets as widgets\n", "\n", "from matplotlib.collections import BrokenBarHCollection\n", "import re\n", "\n", "from Lab_modules.Modules_tools import *\n", "\n", "init_notebook_mode(connected=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Overlap and classification of haploid populations.\n", "\n", "In post _7_ we developed a function to measure the overlap of the distributions of three-dimensional point clouds.\n", "\n", "In this post we will apply the same approach to the PCA projection of Wright-Fisher haploid populations at varying genetic distances.\n", "\n", "- Post _8. Controlling for size_, explores the relation between Fst and euclidian distances calculated in PCA feature space.\n", "\n", "We begin by generating a base data set of vectors of draws from the beta distribution (bi-allelic equivalent of the dirichlet distribution, see [Balding & Nichols 1995](https://link.springer.com/article/10.1007/BF01441146)). These vectors are created at varying combinations of mean and variance parameters of the beta distribution.\n", "\n", "Length is determined in the next bock.\n", "\n", "In order to ensure the simulation of populations along a continuous range of distances we will resort to the inverse transformation of new coordinates in the feature space of the PCA of the base vector data set.\n", "\n", "### Index\n", "\n", "This post is divided into two sections, representing two approaches to measuring overlap between reference distributions.\n", "\n", "#### A. Collision.\n", "\n", "In this section the overlap of populations is induced through the selection of vectors along a range of genetic distances. This is done by generating a number of new coordinates between the projections of two initially selected vectors, inverse transforming them, and using the result to produce haplotype populations.\n", "\n", "The number of populations generated, their sample size, and their group assignment is defined in the next block.\n", "\n", "#### B. Frequency. \n", "\n", "This section explores ditribution overlap at a single cluster. The consequences of the relative frequency of reference accessions at one place on overall error and classification.\n", "\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "# Simulate frequency vectors. \n", "# We must first define the number of populations, the length of the haplotypes desired, and their respective population sizes\n", "L= 150\n", "\n", "import itertools as it\n", "n= 200\n", "\n", "# Vary a (beta distribution parameter).\n", "a_range= np.linspace(1,2,20)\n", "a_set= [i for i in a_range for _ in range(n)]\n", "\n", "# vary b.\n", "b_range= np.linspace(0.1,.4,20)\n", "b_set= [i for i in b_range for _ in range(n)]\n", "\n", "## length of haplotypes to extract.\n", "L_set= [L] * n * 20\n", "\n", "\n", "background_1= np.array([a_set,b_set,L_set]).T\n", "\n", "vector_lib= []\n", "for k in range(background_1.shape[0]):\n", " \n", " probs= beta.rvs(background_1[k,0], background_1[k,1], size=int(background_1[k,2]))\n", " probs[(probs > 1)]= 1\n", " \n", " \n", " vector_lib.append(probs)\n", "\n", "vector_lib= np.array(vector_lib)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of frequency vectors of size 150 generated: 4000\n" ] } ], "source": [ "print('Number of frequency vectors of size {} generated: {}'.format(vector_lib.shape[1],vector_lib.shape[0]))\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "PC1: 0.019; PC2: 0.009; PC3: 0.009; PC4: 0.009; PC5: 0.009; PC6: 0.009; PC7: 0.009; PC8: 0.009; PC9: 0.009; PC10: 0.009; PC11: 0.009; PC12: 0.009; PC13: 0.008; PC14: 0.008; PC15: 0.008; PC16: 0.008; PC17: 0.008; PC18: 0.008; PC19: 0.008; PC20: 0.008; PC21: 0.008; PC22: 0.008; PC23: 0.008; PC24: 0.008; PC25: 0.008; PC26: 0.008; PC27: 0.008; PC28: 0.008; PC29: 0.008; PC30: 0.008; PC31: 0.008; PC32: 0.008; PC33: 0.008; PC34: 0.008; PC35: 0.008; PC36: 0.008; PC37: 0.008; PC38: 0.008; PC39: 0.008; PC40: 0.007; PC41: 0.007; PC42: 0.007; PC43: 0.007; PC44: 0.007; PC45: 0.007; PC46: 0.007; PC47: 0.007; PC48: 0.007; PC49: 0.007; PC50: 0.007; PC51: 0.007; PC52: 0.007; PC53: 0.007; PC54: 0.007; PC55: 0.007; PC56: 0.007; PC57: 0.007; PC58: 0.007; PC59: 0.007; PC60: 0.007; PC61: 0.007; PC62: 0.007; PC63: 0.007; PC64: 0.007; PC65: 0.007; PC66: 0.007; PC67: 0.007; PC68: 0.007; PC69: 0.007; PC70: 0.007; PC71: 0.006; PC72: 0.006; PC73: 0.006; PC74: 0.006; PC75: 0.006; PC76: 0.006; PC77: 0.006; PC78: 0.006; PC79: 0.006; PC80: 0.006; PC81: 0.006; PC82: 0.006; PC83: 0.006; PC84: 0.006; PC85: 0.006; PC86: 0.006; PC87: 0.006; PC88: 0.006; PC89: 0.006; PC90: 0.006; PC91: 0.006; PC92: 0.006; PC93: 0.006; PC94: 0.006; PC95: 0.006; PC96: 0.006; PC97: 0.006; PC98: 0.006; PC99: 0.006; PC100: 0.006\n", "features shape: (4000, 100)\n" ] } ], "source": [ "## PCA on vectors simulated\n", "n_comp = 100\n", "\n", "pca = PCA(n_components=n_comp, whiten=False,svd_solver='randomized').fit(vector_lib)\n", "features = pca.transform(vector_lib)# * pca.explained_variance_ratio_\n", "\n", "print(\"; \".join(['PC{0}: {1}'.format(x+1,round(pca.explained_variance_ratio_[x],3)) for x in range(n_comp)]))\n", "print('features shape: {}'.format(features.shape))" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "scrolled": false }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "marker": { "line": { "width": 0 }, "opacity": 0.6, "size": 2, "symbol": "circle" }, "mode": "markers", "text": [ "a: 1.0; b: 0.1, L: 150.0; index = 0", "a: 1.0; b: 0.1, L: 150.0; index = 1", "a: 1.0; b: 0.1, L: 150.0; index = 2", "a: 1.0; b: 0.1, L: 150.0; index = 3", "a: 1.0; b: 0.1, L: 150.0; index = 4", "a: 1.0; b: 0.1, L: 150.0; index = 5", "a: 1.0; b: 0.1, L: 150.0; index = 6", "a: 1.0; b: 0.1, L: 150.0; index = 7", "a: 1.0; b: 0.1, L: 150.0; index = 8", "a: 1.0; b: 0.1, L: 150.0; index = 9", "a: 1.0; b: 0.1, L: 150.0; index = 10", "a: 1.0; b: 0.1, L: 150.0; index = 11", "a: 1.0; b: 0.1, L: 150.0; index = 12", "a: 1.0; b: 0.1, L: 150.0; index = 13", "a: 1.0; b: 0.1, L: 150.0; index = 14", "a: 1.0; b: 0.1, L: 150.0; index = 15", "a: 1.0; b: 0.1, L: 150.0; index = 16", "a: 1.0; b: 0.1, L: 150.0; index = 17", "a: 1.0; b: 0.1, L: 150.0; index = 18", "a: 1.0; b: 0.1, L: 150.0; index = 19", "a: 1.0; b: 0.1, L: 150.0; index = 20", "a: 1.0; b: 0.1, L: 150.0; index = 21", "a: 1.0; b: 0.1, L: 150.0; index = 22", "a: 1.0; b: 0.1, L: 150.0; index = 23", "a: 1.0; b: 0.1, L: 150.0; index = 24", "a: 1.0; b: 0.1, L: 150.0; index = 25", "a: 1.0; b: 0.1, L: 150.0; index = 26", "a: 1.0; b: 0.1, L: 150.0; index = 27", "a: 1.0; b: 0.1, L: 150.0; index = 28", "a: 1.0; b: 0.1, L: 150.0; index = 29", "a: 1.0; b: 0.1, L: 150.0; index = 30", "a: 1.0; b: 0.1, L: 150.0; index = 31", "a: 1.0; b: 0.1, L: 150.0; index = 32", "a: 1.0; b: 0.1, L: 150.0; index = 33", "a: 1.0; b: 0.1, L: 150.0; index = 34", "a: 1.0; b: 0.1, L: 150.0; index = 35", "a: 1.0; b: 0.1, L: 150.0; index = 36", "a: 1.0; b: 0.1, L: 150.0; index = 37", "a: 1.0; b: 0.1, L: 150.0; index = 38", "a: 1.0; b: 0.1, L: 150.0; index = 39", "a: 1.0; b: 0.1, L: 150.0; index = 40", "a: 1.0; b: 0.1, L: 150.0; index = 41", "a: 1.0; b: 0.1, L: 150.0; index = 42", "a: 1.0; b: 0.1, L: 150.0; index = 43", "a: 1.0; b: 0.1, L: 150.0; index = 44", "a: 1.0; b: 0.1, L: 150.0; index = 45", "a: 1.0; b: 0.1, L: 150.0; index = 46", "a: 1.0; b: 0.1, L: 150.0; index = 47", "a: 1.0; b: 0.1, L: 150.0; index = 48", "a: 1.0; b: 0.1, L: 150.0; index = 49", "a: 1.0; b: 0.1, L: 150.0; index = 50", "a: 1.0; b: 0.1, L: 150.0; index = 51", "a: 1.0; b: 0.1, L: 150.0; index = 52", "a: 1.0; b: 0.1, L: 150.0; index = 53", "a: 1.0; b: 0.1, L: 150.0; index = 54", "a: 1.0; b: 0.1, L: 150.0; index = 55", "a: 1.0; b: 0.1, L: 150.0; index = 56", "a: 1.0; b: 0.1, L: 150.0; index = 57", "a: 1.0; b: 0.1, L: 150.0; index = 58", "a: 1.0; b: 0.1, L: 150.0; index = 59", "a: 1.0; b: 0.1, L: 150.0; index = 60", "a: 1.0; b: 0.1, L: 150.0; index = 61", "a: 1.0; b: 0.1, L: 150.0; index = 62", "a: 1.0; b: 0.1, L: 150.0; index = 63", "a: 1.0; b: 0.1, L: 150.0; index = 64", "a: 1.0; b: 0.1, L: 150.0; index = 65", "a: 1.0; b: 0.1, L: 150.0; index = 66", "a: 1.0; b: 0.1, L: 150.0; index = 67", "a: 1.0; b: 0.1, L: 150.0; index = 68", "a: 1.0; b: 0.1, L: 150.0; index = 69", "a: 1.0; b: 0.1, L: 150.0; index = 70", "a: 1.0; b: 0.1, L: 150.0; index = 71", "a: 1.0; b: 0.1, L: 150.0; index = 72", "a: 1.0; b: 0.1, L: 150.0; index = 73", "a: 1.0; b: 0.1, L: 150.0; index = 74", "a: 1.0; b: 0.1, L: 150.0; index = 75", "a: 1.0; b: 0.1, L: 150.0; index = 76", "a: 1.0; b: 0.1, L: 150.0; index = 77", "a: 1.0; b: 0.1, L: 150.0; index = 78", "a: 1.0; b: 0.1, L: 150.0; index = 79", "a: 1.0; b: 0.1, L: 150.0; index = 80", "a: 1.0; b: 0.1, L: 150.0; index = 81", "a: 1.0; b: 0.1, L: 150.0; index = 82", "a: 1.0; b: 0.1, L: 150.0; index = 83", "a: 1.0; b: 0.1, L: 150.0; index = 84", "a: 1.0; b: 0.1, L: 150.0; index = 85", "a: 1.0; b: 0.1, L: 150.0; index = 86", "a: 1.0; b: 0.1, L: 150.0; index = 87", "a: 1.0; b: 0.1, L: 150.0; index = 88", "a: 1.0; b: 0.1, L: 150.0; index = 89", "a: 1.0; b: 0.1, L: 150.0; index = 90", "a: 1.0; b: 0.1, L: 150.0; index = 91", "a: 1.0; b: 0.1, L: 150.0; index = 92", "a: 1.0; b: 0.1, L: 150.0; index = 93", "a: 1.0; b: 0.1, L: 150.0; index = 94", "a: 1.0; b: 0.1, L: 150.0; index = 95", "a: 1.0; b: 0.1, L: 150.0; index = 96", "a: 1.0; b: 0.1, L: 150.0; index = 97", "a: 1.0; b: 0.1, L: 150.0; index = 98", "a: 1.0; b: 0.1, L: 150.0; index = 99", "a: 1.0; b: 0.1, L: 150.0; index = 100", "a: 1.0; b: 0.1, L: 150.0; index = 101", "a: 1.0; b: 0.1, L: 150.0; index = 102", "a: 1.0; b: 0.1, L: 150.0; index = 103", "a: 1.0; b: 0.1, L: 150.0; index = 104", "a: 1.0; b: 0.1, L: 150.0; index = 105", "a: 1.0; b: 0.1, L: 150.0; index = 106", "a: 1.0; b: 0.1, L: 150.0; index = 107", "a: 1.0; b: 0.1, L: 150.0; index = 108", "a: 1.0; b: 0.1, L: 150.0; index = 109", "a: 1.0; b: 0.1, L: 150.0; index = 110", "a: 1.0; b: 0.1, L: 150.0; index = 111", "a: 1.0; b: 0.1, L: 150.0; index = 112", "a: 1.0; b: 0.1, L: 150.0; index = 113", "a: 1.0; b: 0.1, L: 150.0; index = 114", "a: 1.0; b: 0.1, L: 150.0; index = 115", "a: 1.0; b: 0.1, L: 150.0; index = 116", "a: 1.0; b: 0.1, L: 150.0; index = 117", "a: 1.0; b: 0.1, L: 150.0; index = 118", "a: 1.0; b: 0.1, L: 150.0; index = 119", "a: 1.0; b: 0.1, L: 150.0; index = 120", "a: 1.0; b: 0.1, L: 150.0; index = 121", "a: 1.0; b: 0.1, L: 150.0; index = 122", "a: 1.0; b: 0.1, L: 150.0; index = 123", "a: 1.0; b: 0.1, L: 150.0; index = 124", "a: 1.0; b: 0.1, L: 150.0; index = 125", "a: 1.0; b: 0.1, L: 150.0; index = 126", "a: 1.0; b: 0.1, L: 150.0; index = 127", "a: 1.0; b: 0.1, L: 150.0; index = 128", "a: 1.0; b: 0.1, L: 150.0; index = 129", "a: 1.0; b: 0.1, L: 150.0; index = 130", "a: 1.0; b: 0.1, L: 150.0; index = 131", "a: 1.0; b: 0.1, L: 150.0; index = 132", "a: 1.0; b: 0.1, L: 150.0; index = 133", "a: 1.0; b: 0.1, L: 150.0; index = 134", "a: 1.0; b: 0.1, L: 150.0; index = 135", "a: 1.0; b: 0.1, L: 150.0; index = 136", "a: 1.0; b: 0.1, L: 150.0; index = 137", "a: 1.0; b: 0.1, L: 150.0; index = 138", "a: 1.0; b: 0.1, L: 150.0; index = 139", "a: 1.0; b: 0.1, L: 150.0; index = 140", "a: 1.0; b: 0.1, L: 150.0; index = 141", "a: 1.0; b: 0.1, L: 150.0; index = 142", "a: 1.0; b: 0.1, L: 150.0; index = 143", "a: 1.0; b: 0.1, L: 150.0; index = 144", "a: 1.0; b: 0.1, L: 150.0; index = 145", "a: 1.0; b: 0.1, L: 150.0; index = 146", "a: 1.0; b: 0.1, L: 150.0; index = 147", "a: 1.0; b: 0.1, L: 150.0; index = 148", "a: 1.0; b: 0.1, L: 150.0; index = 149", "a: 1.0; b: 0.1, L: 150.0; index = 150", "a: 1.0; b: 0.1, L: 150.0; index = 151", "a: 1.0; b: 0.1, L: 150.0; index = 152", "a: 1.0; b: 0.1, L: 150.0; index = 153", "a: 1.0; b: 0.1, L: 150.0; index = 154", "a: 1.0; b: 0.1, L: 150.0; index = 155", "a: 1.0; b: 0.1, L: 150.0; index = 156", "a: 1.0; b: 0.1, L: 150.0; index = 157", "a: 1.0; b: 0.1, L: 150.0; index = 158", "a: 1.0; b: 0.1, L: 150.0; index = 159", "a: 1.0; b: 0.1, L: 150.0; index = 160", "a: 1.0; b: 0.1, L: 150.0; index = 161", "a: 1.0; b: 0.1, L: 150.0; index = 162", "a: 1.0; b: 0.1, L: 150.0; index = 163", "a: 1.0; b: 0.1, L: 150.0; index = 164", "a: 1.0; b: 0.1, L: 150.0; index = 165", "a: 1.0; b: 0.1, L: 150.0; index = 166", "a: 1.0; b: 0.1, L: 150.0; index = 167", "a: 1.0; b: 0.1, L: 150.0; index = 168", "a: 1.0; b: 0.1, L: 150.0; index = 169", "a: 1.0; b: 0.1, L: 150.0; index = 170", "a: 1.0; b: 0.1, L: 150.0; index = 171", "a: 1.0; b: 0.1, L: 150.0; index = 172", "a: 1.0; b: 0.1, L: 150.0; index = 173", "a: 1.0; b: 0.1, L: 150.0; index = 174", "a: 1.0; b: 0.1, L: 150.0; index = 175", "a: 1.0; b: 0.1, L: 150.0; index = 176", "a: 1.0; b: 0.1, L: 150.0; index = 177", "a: 1.0; b: 0.1, L: 150.0; index = 178", "a: 1.0; b: 0.1, L: 150.0; index = 179", "a: 1.0; b: 0.1, L: 150.0; index = 180", "a: 1.0; b: 0.1, L: 150.0; index = 181", "a: 1.0; b: 0.1, L: 150.0; index = 182", "a: 1.0; b: 0.1, L: 150.0; index = 183", "a: 1.0; b: 0.1, L: 150.0; index = 184", "a: 1.0; b: 0.1, L: 150.0; index = 185", "a: 1.0; b: 0.1, L: 150.0; index = 186", "a: 1.0; b: 0.1, L: 150.0; index = 187", "a: 1.0; b: 0.1, L: 150.0; index = 188", "a: 1.0; b: 0.1, L: 150.0; index = 189", "a: 1.0; b: 0.1, L: 150.0; index = 190", "a: 1.0; b: 0.1, L: 150.0; index = 191", "a: 1.0; b: 0.1, L: 150.0; index = 192", "a: 1.0; b: 0.1, L: 150.0; index = 193", "a: 1.0; b: 0.1, L: 150.0; index = 194", "a: 1.0; b: 0.1, L: 150.0; index = 195", "a: 1.0; b: 0.1, L: 150.0; index = 196", "a: 1.0; b: 0.1, L: 150.0; index = 197", "a: 1.0; b: 0.1, L: 150.0; index = 198", "a: 1.0; b: 0.1, L: 150.0; index = 199", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 200", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 201", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 202", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 203", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 204", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 205", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 206", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 207", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 208", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 209", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 210", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 211", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 212", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 213", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 214", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 215", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 216", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 217", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 218", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 219", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 220", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 221", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 222", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 223", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 224", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 225", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 226", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 227", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 228", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 229", "a: 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312", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 313", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 314", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 315", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 316", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 317", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 318", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 319", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 320", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 321", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 322", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 323", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 324", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 325", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; 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381", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 382", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 383", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 384", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 385", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 386", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 387", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 388", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 389", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 390", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 391", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 392", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 393", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; index = 394", "a: 1.0526315789473684; b: 0.11578947368421054, L: 150.0; 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519", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 520", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 521", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 522", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 523", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 524", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 525", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 526", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 527", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 528", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 529", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 530", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 531", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 532", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; 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588", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 589", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 590", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 591", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 592", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 593", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 594", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 595", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 596", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 597", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 598", "a: 1.1052631578947367; b: 0.13157894736842107, L: 150.0; index = 599", "a: 1.1578947368421053; b: 0.1473684210526316, L: 150.0; index = 600", "a: 1.1578947368421053; b: 0.1473684210526316, L: 150.0; index = 601", "a: 1.1578947368421053; b: 0.1473684210526316, L: 150.0; 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150.0; index = 2288", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2289", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2290", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2291", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2292", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2293", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2294", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2295", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2296", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2297", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2298", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2299", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2300", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2301", "a: 1.5789473684210527; b: 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150.0; index = 2329", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2330", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2331", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2332", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2333", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2334", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2335", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2336", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2337", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2338", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2339", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2340", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2341", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2342", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2343", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2344", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2345", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2346", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2347", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2348", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2349", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2350", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2351", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2352", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2353", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2354", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2355", "a: 1.5789473684210527; b: 0.27368421052631586, L: 150.0; index = 2356", "a: 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1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2677", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2678", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2679", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2680", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2681", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2682", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2683", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2684", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2685", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2686", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2687", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2688", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2689", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2690", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2691", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2692", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2693", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2694", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2695", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2696", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2697", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2698", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2699", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2700", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2701", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2702", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2703", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; 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150.0; index = 2718", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2719", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2720", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2721", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2722", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2723", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2724", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2725", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2726", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2727", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2728", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2729", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2730", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2731", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2732", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2733", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2734", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2735", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2736", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2737", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2738", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2739", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2740", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2741", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2742", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2743", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2744", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2745", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2746", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2747", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2748", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2749", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2750", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2751", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2752", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2753", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2754", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2755", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2756", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2757", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2758", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2759", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2760", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2761", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2762", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2763", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2764", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2765", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2766", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2767", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2768", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2769", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2770", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2771", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; index = 2772", "a: 1.6842105263157894; b: 0.3052631578947369, L: 150.0; 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0.368421052631579, L: 150.0; index = 3452", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3453", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3454", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3455", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3456", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3457", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3458", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3459", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3460", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3461", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3462", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3463", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3464", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3465", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3466", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3467", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3468", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3469", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3470", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3471", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3472", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3473", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3474", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3475", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3476", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3477", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3478", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3479", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3480", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3481", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3482", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3483", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3484", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3485", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3486", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3487", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3488", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3489", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3490", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3491", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3492", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3493", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3494", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3495", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3496", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3497", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3498", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3499", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3500", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3501", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3502", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3503", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3504", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3505", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3506", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3507", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3508", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3509", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3510", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3511", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3512", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3513", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3514", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3515", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3516", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3517", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3518", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3519", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3520", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3521", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3522", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3523", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3524", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3525", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3526", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3527", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3528", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3529", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3530", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3531", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3532", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3533", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3534", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3535", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3536", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3537", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3538", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3539", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3540", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3541", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3542", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3543", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3544", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3545", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3546", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3547", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3548", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3549", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3550", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3551", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3552", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3553", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3554", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3555", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3556", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3557", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3558", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3559", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3560", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3561", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3562", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3563", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3564", "a: 1.894736842105263; b: 0.368421052631579, L: 150.0; index = 3565", "a: 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" ], "text/vnd.plotly.v1+html": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "## Plot vector PCA\n", "fig_data= [go.Scatter3d(\n", " x = features[:,0],\n", " y = features[:,1],\n", " z = features[:,2],\n", " mode= \"markers\",\n", " text= ['a: {}; b: {}, L: {}; index = {}'.format(background_1[k,0],background_1[k,1],background_1[k,2], k) for k in range(background_1.shape[0])],\n", " marker= {\n", " 'line': {'width': 0},\n", " 'size': 2,\n", " 'symbol': 'circle',\n", " \"opacity\": .6\n", " }\n", " )]\n", "\n", "\n", "layout = go.Layout(\n", " margin=dict(\n", " l=0,\n", " r=0,\n", " b=0,\n", " t=0\n", " )\n", ")\n", "\n", "fig = go.Figure(data=fig_data)\n", "iplot(fig)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Defining functions \n", "\n", "This Section will eventually be exported to its own script.\n", "\n", "The next block defines the functions that extract Fsts between population vectors, that meassure overlap between 3D coordinates and measure and return normalized KDE measures from euclidian coordinates.\n", "\n", "The next block defines the functions that process that data.\n", "\n", "**Merge_class()** and **Merge_class_mix()** return the classification of observations across data sets based on provided thresholds;\n", "\n", "**compress_ideo()** reshapes the classificaiton output;\n", "\n", "**return_ideo()** plots the compressed classification output in the form of ideogram representations using matplotlib.\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## A. Collision\n", "\n", "### Preparing populations.\n", "\n", "The process of generating haplotype populations is the same used in the _10. Admixed populations_.\n", "\n", "The population of source of any given haplotype generated will be pre-determined in the form of a vector of probabilities summing to one. In effect these values constitute their admixture proportions.\n", "\n", "For the present simulations probabilities are binary. Reference and admixed haplotypes will be consistently assigned to the same vectors." ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "Mix_sizes= False\n", "\n", "labels= [0,1,0]\n", "target= [0,1,0]\n", "\n", "Sizes= [50,150,100]\n", "\n", "Origins= {\n", " x:{\n", " y:[int(z == x) for z in range(len(Sizes))] for y in range(Sizes[x])\n", " } for x in range(len(Sizes))\n", "}\n", "\n", "import random\n", "\n", "Admixed_proportions= [random.randrange(0,100) / float(100) for x in range(Sizes[-1])]\n", "\"\"\"\n", "Origins[len(Sizes) - 1]= {\n", " y: [Admixed_proportions[y], 1 - Admixed_proportions[y]] for y in range(Sizes[-1])\n", "}\n", "\"\"\"\n", "\n", "#### we can store these in a way that will facilitate later requests:\n", "Whose= []\n", "ind_to_group= {}\n", "\n", "d= 0\n", "\n", "for gp in Origins.keys():\n", " for acc in range(len(Origins[gp])):\n", " Whose.append(d)\n", " ind_to_group[d]= [gp,acc]\n", " d += 1\n" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "from IPython.display import clear_output\n", "\n", "Euclidian_range= np.arange(0,10,.1)\n", "\n", "label_vector= np.repeat(labels,Sizes)\n", "label_indicies= {x:[y for y in range(len(label_vector)) if label_vector[y] == x] for x in labels}\n", "target_indx= {z:[x for x in range(len(label_vector)) if label_vector[x] == z] for z in labels}\n", "\n", "Pops= np.random.choice(vector_lib.shape[0],len(Sizes),replace= False)\n", "\n", "label_vector_bl= recursively_default_dict()\n", "label_indicies_bl= recursively_default_dict()\n", "target_indx_bl= recursively_default_dict()\n", "\n", "\n", "Chr= 1\n", "color_ref= ['red','yellow','blue','black','orange','purple','green','silver','red3','deepskyeblue','navy','chartreuse','darkorchid3','goldenrod2']\n", "\n", "COp= 1e-3\n", "\n", "\n", "Windows= recursively_default_dict()\n", "Windows_class= recursively_default_dict()\n", "\n", "Windows_union= recursively_default_dict()\n", "\n", "haplotypes= {x:[] for x in Whose}\n", "Out= {1:{}}\n", "Ideo= []\n", "Blocks= {1:{}}\n", "Fst_windows= []\n", "Fst_crawl= []\n", "Fst_labels= []\n", "\n", "PCs= [0,1,2]\n", "\n", "pc_density= {x:[] for x in PCs}\n", "pc_coords= {x:[] for x in PCs}\n", "\n", "threshold= .005\n", "P= 30\n", "\n", "current= recursively_default_dict()\n", "\n", "\n", "for angle in Euclidian_range:\n", " print(angle)\n", " if Mix_sizes:\n", " Sizes= np.random.choice(range(50,200),len(Sizes))\n", "\n", " Origins= {\n", " x:{\n", " y:[int(z == x) for z in range(len(Sizes))] for y in range(Sizes[x])\n", " } for x in range(len(Sizes))\n", " }\n", "\n", " import random\n", "\n", " Admixed_proportions= [random.randrange(0,100) / float(100) for x in range(Sizes[-1])]\n", " \"\"\"\n", " Origins[len(Sizes) - 1]= {\n", " y: [Admixed_proportions[y], 1 - Admixed_proportions[y]] for y in range(Sizes[-1])\n", " }\n", " \"\"\"\n", "\n", " #### we can store these in a way that will facilitate later requests:\n", " Whose= []\n", " ind_to_group= {}\n", "\n", " d= 0\n", "\n", " for gp in Origins.keys():\n", " for acc in range(len(Origins[gp])):\n", " Whose.append(d)\n", " ind_to_group[d]= [gp,acc]\n", " d += 1\n", " label_vector= np.repeat(labels,Sizes)\n", " label_indicies= {x:[y for y in range(len(label_vector)) if label_vector[y] == x] for x in labels}\n", " target_indx= {z:[x for x in range(len(label_vector)) if label_vector[x] == z] for z in labels}\n", " \n", " coords= features[Pops,:]\n", " vector2= coords[target[1]] - coords[target[0]]\n", "\n", " #coords[target[0]] = coords[target[0]] + [sin(angle) * x for x in vector2]\n", " coords[target[0]] = coords[target[0]] + [angle / 10 * x for x in vector2]\n", " \n", " new_freqs= pca.inverse_transform(coords)\n", " \n", " #new_freqs[target[0]]= pca.inverse_transform(coords[target[0]])\n", " new_freqs[new_freqs > 1] = 1\n", " new_freqs[new_freqs < 0] = 0\n", " \n", " N_pops= len(Pops)\n", " bl= int(angle*10000)\n", " end= bl+ 999\n", " Out[1][bl]= end\n", " \n", " scramble= [x for x in range(new_freqs.shape[1])]\n", " shuffle(scramble)\n", " \n", " new_freqs= new_freqs[:,scramble]\n", "\n", " data= []\n", " local_labels= []\n", "\n", " for acc in range(len(Whose)):\n", " Subject = 'sample' + str(acc)\n", " \n", " transition_p= Origins[ind_to_group[acc][0]][ind_to_group[acc][1]]\n", " \n", " if current[acc]:\n", " cross_over= np.random.choice([0,1], p=[1-COp,COp])\n", " if cross_over == 1:\n", " k= np.random.choice(range(new_freqs.shape[0]), p=transition_p)\n", " current[acc]= k\n", " else:\n", " k= current[acc]\n", " else:\n", " k= np.random.choice(range(new_freqs.shape[0]), p=transition_p)\n", " current[acc]= k\n", " \n", " probs= new_freqs[k,:]\n", " \n", " probs[(probs > 1)]= 1\n", " probs[(probs < 0)]= 0\n", " \n", " Haps= [np.random.choice([1,0],p= [1-probs[x],probs[x]]) for x in range(L)]\n", " \n", " Stock = ['Region_chr'+str(Chr)+ '_' + Subject,bl,end,color_ref[k]]\n", " Ideo.append(Stock)\n", " data.append(Haps)\n", " local_labels.append(labels[k] + 1)\n", " \n", " data= np.array(data)\n", " \n", " print(data.shape)\n", " \n", " if not Mix_sizes:\n", " for hap in range(data.shape[0]):\n", " haplotypes[hap].extend(data[hap,:])\n", " \n", " pca2 = PCA(n_components=3, whiten=False,svd_solver='randomized')\n", " \n", " data= pca2.fit_transform(data)\n", " profiles_union= extract_profiles_union(data,label_indicies,threshold,P)\n", "\n", " profiles_class= extract_profiles_class(data,label_indicies)\n", " \n", " ##### PC density\n", " for PC in PCs:\n", "\n", " pc_places= data[:,PC]\n", "\n", " X_plot = np.linspace(-4, 4, 100)\n", "\n", " kde = KernelDensity(kernel='gaussian', bandwidth=0.01).fit(np.array(pc_places).reshape(-1,1))\n", "\n", " log_dens= kde.score_samples(X_plot.reshape(-1,1))\n", "\n", " pc_density[PC].append(np.exp(log_dens))\n", " pc_coords[PC].append(pc_places)\n", " \n", " ##### FSTs\n", " Pairwise= return_fsts2(new_freqs)\n", " Fst_labels.extend(Pairwise.pops)\n", " \n", " Fst_crawl.extend(Pairwise.fst)\n", " \n", " Fst_windows.extend([angle] * Pairwise.shape[0])\n", "\n", " ### store stuff.\n", " label_vector_bl[bl]= label_vector\n", " label_indicies_bl[bl]= label_indicies\n", " target_indx_bl[bl]= target_indx\n", " \n", " Windows_class[bl]= profiles_class\n", " Blocks[1][bl]= local_labels\n", " Windows_union[bl]= profiles_union\n", " \n", " clear_output()\n", "\n", "Windows_class= {1:Windows_class}\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Simulation overview\n", "\n", "We analyse the combinations of Fsts produced during our simulations." ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "marker": { "color": [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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range(len(pc_coords[1]))])]\n", "y_coords= [z for z in it.chain(*[list(np.linspace(-4,4,100)) for x in range(len(pc_density[1]))])]\n", "\n", "#x_coords= [z for z in it.chain(*pc_coords[0])]\n", "#y_coords= [z for z in it.chain(*pc_coords[0])]\n", "z_coords= [z for z in it.chain(*pc_density[0])]\n", "\n", "\n", "fig_data= [go.Scatter(\n", "x= x_coords,\n", "y= y_coords,\n", "mode= 'markers',\n", "marker= {\n", " 'color': z_coords,\n", " 'colorscale':'Viridis',\n", " 'line': {'width': 0},\n", " 'size': 7,\n", " 'symbol': 'circle',\n", " \"opacity\": .6\n", "})\n", "]\n", "\n", "layout = go.Layout(\n", " title= 'PC1 density',\n", " yaxis=dict(\n", " title='PC1 density of projections across data sets'),\n", " xaxis=dict(\n", " title='Ideogram')\n", ")\n", "\n", "\n", "fig= go.Figure(data=fig_data, layout=layout)\n", "iplot(fig)" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ 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We'll have two points get closer together in time.\n", "#first chose two\n", "\n", "\n", "\n", "labels= []\n", "Fsts_crawl= []\n", "angle_list= []\n", "Distances_crawl= []\n", "\n", "\n", "for angle in Euclidian_range:\n", " coords= features[Pops,:]\n", " vector2= coords[target[1]] - coords[target[0]]\n", "\n", " #coords[target[0]] = coords[target[0]] + [sin(angle) * x for x in vector2]\n", " coords[target[0]] = coords[target[0]] + [angle / 10 * x for x in vector2]\n", " \n", " new_freqs= pca.inverse_transform(coords)\n", " \n", " #new_freqs[target[0]]= pca.inverse_transform(coords[target[0]])\n", " new_freqs[new_freqs > 1] = 1\n", " new_freqs[new_freqs < 0] = 0\n", "\n", " Pairwise= return_fsts2(new_freqs)\n", " \n", " Distances= []\n", " for train in it.combinations([x for x in range(new_freqs.shape[0])],2):\n", " Distances.append(np.sqrt((coords[train[0]][0] - coords[train[1]][0])**2 + (coords[train[0]][1] - coords[train[1]][1])**2) + (coords[train[0]][2] - coords[train[1]][2])**2)\n", " Distances_crawl.extend(Distances)\n", " \n", " labels.extend(Pairwise.pops)\n", " \n", " Fsts_crawl.extend(Pairwise.fst)\n", " angle_list.extend([angle] * Pairwise.shape[0])\n", "\n", "\n", "Control= np.array([angle_list,Fsts_crawl]).T\n", "\n", "\n", "coords= {z:[x for x in range(len(labels)) if labels[x] == z] for z in list(set(labels))}\n", "\n", "fig_data= [go.Scatter(\n", "x= Control[coords[i],0],\n", "y= Control[coords[i],1],\n", "mode= 'lines',\n", "name= 'fst pops {} / {}'.format(i[0],i[1])\n", ") for i in coords.keys()\n", "]\n", "\n", "layout = go.Layout(\n", " title= 'pairwise Fsts as a function of variable X',\n", " yaxis=dict(\n", " title='between population Fst'),\n", " xaxis=dict(\n", " title='X')\n", ")\n", "\n", "fig= go.Figure(data=fig_data, layout=layout)\n", "iplot(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Fig. Simulated Fsts** pairwise Fsts between all population vectors used and across across data sets." ] 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Unimodal", "xaxis": { "title": "Fst" }, "yaxis": { "title": "volume" } } }, "text/html": [ "" ], "text/vnd.plotly.v1+html": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot overlaps\n", "\n", "fst_indexes= {z:[x for x in range(len(Fst_labels)) if Fst_labels[x] == z] for z in list(set(Fst_labels))}\n", "fst_target= [z for z in fst_indexes.keys() if len([x for x in target if x in z]) == len(target)][0]\n", "\n", "tup= '01'\n", "Xs= []\n", "pop1= []\n", "labels= []\n", "\n", "for window in Windows_union.keys():\n", " Xs.extend([window] * 4)\n", " pop1.append(Windows_union[window][tuple((int(tup[0]),int(tup[1])))][int(tup[0])])\n", " pop1.append(Windows_union[window][tuple((int(tup[0]),int(tup[1])))][int(tup[1])])\n", " pop1.append(Windows_union[window][tuple((int(tup[0]),int(tup[1])))]['empty'])\n", " pop1.append(Windows_union[window][tuple((int(tup[0]),int(tup[1])))]['PU'])\n", " labels.extend([0,1,'leftover space','PU'])\n", "\n", "coords= {i:[x for x in range(len(labels)) if labels[x] == i] for i in list(set(labels))}\n", "\n", "datum= np.array([Xs,pop1]).T\n", "\n", "fig_data= [go.Scatter(\n", "x= [Fst_crawl[x] for x in fst_indexes[fst_target]],\n", "y= datum[coords[i],1],\n", "mode= 'lines',\n", "name= i\n", ") for i in coords.keys()\n", "]\n", "layout = go.Layout(\n", " title= 'Variation between. Unimodal',\n", " yaxis=dict(\n", " title= 'volume'\n", " #range=[0, 1]\n", " ),\n", " xaxis= dict(\n", " title= 'Fst'\n", " )\n", ")\n", "\n", "fig = go.Figure(data=fig_data, layout=layout)\n", "iplot(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Fig. Distribution overlap** Overlap between reference distributions as a function of the genetic proximity of the two \"colliding\" substructures." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ideogram output\n", "\n", "The first ideogram produced displays the vector of origin of each haplotype across data sets.\n", "\n", "The remaining ideograms display the classificaiton of those haplotypes according to reference distributions with adjustable _p_-value comparison threshold. The first ideogram is plotted with a threshold of **1**, effectively assigning haplotypes to the population providing the highest _p_-value." ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "adding ideograms...\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "Failed to display Jupyter Widget of type interactive
.
\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "
\n", "\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "
\n" ], "text/plain": [ "interactive(children=(Dropdown(description='tup', options=('12',), value='12'), Output()), _dom_classes=('widget-interact',))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "\n", " | pops | \n", "fst | \n", "
---|---|---|
0 | \n", "(0, 1) | \n", "0.097245 | \n", "
1 | \n", "(0, 2) | \n", "0.075530 | \n", "
2 | \n", "(1, 2) | \n", "0.075416 | \n", "
Failed to display Jupyter Widget of type interactive
.
\n", " If you're reading this message in the Jupyter Notebook or JupyterLab Notebook, it may mean\n", " that the widgets JavaScript is still loading. If this message persists, it\n", " likely means that the widgets JavaScript library is either not installed or\n", " not enabled. See the Jupyter\n", " Widgets Documentation for setup instructions.\n", "
\n", "\n", " If you're reading this message in another frontend (for example, a static\n", " rendering on GitHub or NBViewer),\n", " it may mean that your frontend doesn't currently support widgets.\n", "
\n" ], "text/plain": [ "interactive(children=(Dropdown(description='bl', options=(0, 1000, 2000, 3000, 4000, 5000, 6000, 7000, 8000, 9000, 10000, 11000, 12000, 13000, 14000, 15000, 16000, 17000, 18000, 19000, 20000, 21000, 22000, 23000, 24000, 25000, 26000, 27000, 28000, 29000, 30000, 31000, 32000, 33000, 34000, 35000, 36000, 37000, 38000, 39000, 40000, 41000, 42000, 43000, 44000, 45000, 46000, 47000, 48000, 49000, 50000, 51000, 52000, 53000, 54000, 55000, 56000, 57000, 58000, 59000, 60000, 61000, 62000, 63000, 64000, 65000, 66000, 67000, 68000, 69000, 70000, 71000, 72000, 73000, 74000, 75000, 76000, 77000, 78000, 79000, 80000, 81000, 82000, 83000, 84000, 85000, 86000, 87000, 88000, 89000, 90000, 91000, 92000, 93000, 94000, 95000, 96000, 97000, 98000, 99000), value=0), Output()), _dom_classes=('widget-interact',))" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "