From 6864f9ac7d999501c98772eb56cd943963e3dcd1 Mon Sep 17 00:00:00 2001
From: Matt Johnston <matt@ucc.asn.au>
Date: Sun, 2 Oct 2022 13:48:33 +0800
Subject: [PATCH] Add more data

---
 signals/0.01-500us-1000-16384.png            |    Bin 0 -> 221636 bytes
 signals/0.01uf-100us-1000-16384-nodouble.png |    Bin 0 -> 213268 bytes
 signals/0.01uf-500us-1000-16384-nodouble.png |    Bin 0 -> 222062 bytes
 signals/0.01uf-5us-1000-16384-nodouble.png   |    Bin 0 -> 199150 bytes
 signals/100k-0.01uf-1.ipynb                  |    342 +
 signals/get_csvs.sh                          |      2 +-
 signals/l10const.down                        | 100001 ++++++++++++++++
 signals/l10const.up                          | 100001 ++++++++++++++++
 signals/l9-0.01-1000-16384.txt.down          | 100001 ++++++++++++++++
 signals/l9-0.01-1000-16384.txt.up            | 100001 ++++++++++++++++
 10 files changed, 400347 insertions(+), 1 deletion(-)
 create mode 100644 signals/0.01-500us-1000-16384.png
 create mode 100644 signals/0.01uf-100us-1000-16384-nodouble.png
 create mode 100644 signals/0.01uf-500us-1000-16384-nodouble.png
 create mode 100644 signals/0.01uf-5us-1000-16384-nodouble.png
 create mode 100644 signals/100k-0.01uf-1.ipynb
 create mode 100644 signals/l10const.down
 create mode 100644 signals/l10const.up
 create mode 100644 signals/l9-0.01-1000-16384.txt.down
 create mode 100644 signals/l9-0.01-1000-16384.txt.up

diff --git a/signals/0.01-500us-1000-16384.png b/signals/0.01-500us-1000-16384.png
new file mode 100644
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diff --git a/signals/100k-0.01uf-1.ipynb b/signals/100k-0.01uf-1.ipynb
new file mode 100644
index 0000000..638ae9f
--- /dev/null
+++ b/signals/100k-0.01uf-1.ipynb
@@ -0,0 +1,342 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 132,
+   "id": "d98fb3c8",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<style>.container { width:90% !important; }</style>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "from pandas.plotting import lag_plot\n",
+    "\n",
+    "\n",
+    "from IPython.core.display import display, HTML\n",
+    "display(HTML(\"<style>.container { width:90% !important; }</style>\"))\n",
+    "plt.rcParams[\"figure.figsize\"] = (20,20)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 133,
+   "id": "29d7efab",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "#down = pd.read_csv(\"l9-0.01-1000-16384.txt.down\")\n",
+    "#up = pd.read_csv(\"l9-0.01-1000-16384.txt.up\")\n",
+    "\n",
+    "down = pd.read_csv(\"l10const.down\")\n",
+    "up = pd.read_csv(\"l10const.up\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 134,
+   "id": "32ed4e7c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[]"
+      ]
+     },
+     "execution_count": 134,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "x = down['t_down']\n",
+    "x[x>100].hist(bins=200).plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 135,
+   "id": "02a2339b",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[]"
+      ]
+     },
+     "execution_count": 135,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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L8q+r6teq6l9V1VuT7BpjPJ8k09d3TMtfluQbM+ufnMYum56fPg4AAADAJlPLJ/2cYYGqvUkeSfIjY4wvV9XPJvnDJB8bY1w8s9y3xhiXVNXPJXl4jPH5afzuJF9K8mySnxljvG8af2+Snxpj/O0Vtnlrli9jy65du645cuTImz/Sc9CpU6eyc+fORe/GlvPEN7/Txt592UVbbhsbuZ3txLyB+ZgzMB9zBuZn3sB81jpn9u/f//gYY++Zltmxhu2dTHJyjPHl6fUXsnz/oheq6tIxxvPTpWcvzix/+cz6u5M8N43vXmG8GWPcleSuJNm7d+/Yt2/fGnaT0x07dix+dvP7yNLRNnbiQ/u23DY2cjvbiXkD8zFnYD7mDMzPvIH5rOecWfXytDHG7yb5RlW9cxq6PsnXktyf5JZp7JYk903P709yc1WdX1VXZPmG149Ol7C9VFXXTZ+a9uGZdQAAAADYRNZyplGSfCzJz1fVW5L8dpK/l+XgdG9VfTTLl57dlCRjjCer6t4sh6VXktw+xvju9H1uS3JPkguSPDA9AAAAANhk1hSNxhhfTbLSdW7Xv87ydya5c4Xxx5JcPcf+AQAAALAAa/n0NAAAAADOMaIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANDsWvQPA1rZn6WgbO3Ho4AL2BAAAgPXkTCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABo1hSNqupEVT1RVV+tqsemsbdV1YNV9fT09ZKZ5e+oquNV9VRV3TAzfs30fY5X1Serqtb/kAAAAAB4s+Y502j/GOM9Y4y90+ulJA+NMa5M8tD0OlV1VZKbk7wryYEkn66q86Z1PpPk1iRXTo8Db/4QAAAAAFhvb+bytBuTHJ6eH07ywZnxI2OMl8cYzyQ5nuTaqro0yYVjjIfHGCPJ52bWAQAAAGATqeV+s8pCVc8k+VaSkeR/GWPcVVXfHmNcPLPMt8YYl1TVp5I8Msb4/DR+d5IHkpxIcmiM8b5p/L1JPjHGeP8K27s1y2ckZdeuXdccOXLkzR3lOerUqVPZuXPnondjy3nim99pY+++7KItt42N2s5GHctGMW9gPuYMzMecgfmZNzCftc6Z/fv3Pz5zNdmKdqxxmz8yxniuqt6R5MGq+s0zLLvSfYrGGcb74Bh3JbkrSfbu3Tv27du3xt1k1rFjx+JnN7+PLB1tYyc+tG/LbWOjtrNRx7JRzBuYjzkD8zFnYH7mDcxnPefMmi5PG2M8N319MckXk1yb5IXpkrNMX1+cFj+Z5PKZ1XcneW4a373COAAAAACbzKrRqKreWlV/4dXnSf5mkt9Icn+SW6bFbkly3/T8/iQ3V9X5VXVFlm94/egY4/kkL1XVddOnpn14Zh0AAAAANpG1XJ62K8kXlztPdiT5X8cY/6aqfjXJvVX10STPJrkpScYYT1bVvUm+luSVJLePMb47fa/bktyT5IIs3+fogXU8FgAAAADWyarRaIzx20l+aIXxP0hy/eusc2eSO1cYfyzJ1fPvJgAAAAAbaU33NAIAAADg3CIaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAzY5F7wC8nj1LR9vYiUMHF7AnAAAAcO5xphEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0Oxa9AwAAwBuzZ+loGztx6OAC9gSA7ciZRgAAAAA0ohEAAAAAjWgEAAAAQLPmaFRV51XVr1XVL0+v31ZVD1bV09PXS2aWvaOqjlfVU1V1w8z4NVX1xPTeJ6uq1vdwAAAAAFgP89wI+8eTfD3JhdPrpSQPjTEOVdXS9PoTVXVVkpuTvCvJf5bk31XVD44xvpvkM0luTfJIki8lOZDkgXU5EgAAYN252TbAuWtNZxpV1e4kB5P8q5nhG5Mcnp4fTvLBmfEjY4yXxxjPJDme5NqqujTJhWOMh8cYI8nnZtYBAAAAYBOp5X6zykJVX0jyM0n+QpKfHGO8v6q+Pca4eGaZb40xLqmqTyV5ZIzx+Wn87iyfTXQiyaExxvum8fcm+cQY4/0rbO/WLJ+RlF27dl1z5MiRN3eU56hTp05l586di96NN+yJb36njb37sou2xXY36ti207FslK0+b2CjmTMwn/WeM37Xcy7wuwbms9Y5s3///sfHGHvPtMyql6dV1fuTvDjGeLyq9q1h/1a6T9E4w3gfHOOuJHclyd69e8e+fWvZLKc7duxYtvLP7iMrnQr9oX3bYrsbdWzb6Vg2ylafN7DRzBmYz3rPGb/rORf4XQPzWc85s5Z7Gv1Ikg9U1d9K8n1JLqyqzyd5oaouHWM8P1169uK0/Mkkl8+svzvJc9P47hXGAQAAANhkVr2n0RjjjjHG7jHGnizf4Pr/HGP8nST3J7llWuyWJPdNz+9PcnNVnV9VVyS5MsmjY4znk7xUVddNn5r24Zl1AAAAANhE5vn0tNMdSnJvVX00ybNJbkqSMcaTVXVvkq8leSXJ7dMnpyXJbUnuSXJBlu9z5JPTAAAAADahuaLRGONYkmPT8z9Icv3rLHdnkjtXGH8sydXz7iQAAAAAG2vVy9MAAAAAOPeIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQLNj0TsAAACwkj1LR9vYiUMHF7AnAOcmZxoBAAAA0IhGAAAAADSiEQAAAACNexoBW9JK9zhI3OcAAABgvTjTCAAAAIDGmUYAAHAWrHRW7D0H3rqAPQGAN8aZRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0Oxa9AwAAAIuyZ+loGztx6OAC9gRg83GmEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADQ7Fr0DAADbxZ6lo23sxKGDC9gTAIA3z5lGAAAAADSiEQAAAACNaAQAAABA455GAABbiPsmAQAbxZlGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAADNjkXvAAAAbKQ9S0fb2IlDBxewJwCwuTnTCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBmx6J3AACAzWXP0tE2duLQwQXsCQCwSM40AgAAAKARjQAAAABoVo1GVfV9VfVoVf16VT1ZVf/DNP62qnqwqp6evl4ys84dVXW8qp6qqhtmxq+pqiem9z5ZVXV2DgsAAACAN2MtZxq9nOSvjzF+KMl7khyoquuSLCV5aIxxZZKHptepqquS3JzkXUkOJPl0VZ03fa/PJLk1yZXT48D6HQoAAAAA62XVaDSWnZpe/vnpMZLcmOTwNH44yQen5zcmOTLGeHmM8UyS40murapLk1w4xnh4jDGSfG5mHQAAAAA2kTXd06iqzquqryZ5McmDY4wvJ9k1xng+Saav75gWvyzJN2ZWPzmNXTY9P30cAAAAgE2mlk/6WePCVRcn+WKSjyX5D2OMi2fe+9YY45Kq+rkkD48xPj+N353kS0meTfIzY4z3TePvTfJTY4y/vcJ2bs3yZWzZtWvXNUeOHHljR3eOO3XqVHbu3Lno3XjDnvjmd9rYuy+7aFtsd6OObTsdy1q2ux7b3urzBjaaOfO9tsu/dxf17/aNssjfw1dcdN66zpnt/udhux8fa+N3DcxnrXNm//79j48x9p5pmR3zbHiM8e2qOpblexG9UFWXjjGeny49e3Fa7GSSy2dW253kuWl89wrjK23nriR3JcnevXvHvn375tlNJseOHctW/tl9ZOloGzvxoX3bYrsbdWzb6VjWst312PZWnzew0cyZ77Vd/r27qH+3b5RF/h6+58Bb13XObPc/D9v9+Fgbv2tgPus5Z9by6Wk/MJ1hlKq6IMn7kvxmkvuT3DItdkuS+6bn9ye5uarOr6orsnzD60enS9heqqrrpk9N+/DMOgAAAABsIms50+jSJIenT0D7c0nuHWP8clU9nOTeqvpoli89uylJxhhPVtW9Sb6W5JUkt48xvjt9r9uS3JPkgiQPTA8AAAAANplVo9EY4z8m+csrjP9BkutfZ507k9y5wvhjSa6efzcBAAAA2Ehr+vQ0AAAAAM4tohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANDsWPQOAACspz1LR9vYiUMHF7AnrMY/KwDY3JxpBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQ7Fj0DgAAAGxne5aOrjh+4tDBDd4TgPk40wgAAACARjQCAAAAoBGNAAAAAGhEIwAAAAAa0QgAAACARjQCAAAAoBGNAAAAAGhEIwAAAAAa0QgAAACAZseidwAAOHfsWTraxk4cOriAPQEAYDXONAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaHYsegcAgM1hz9LRNnbi0MEF7AkAAJuBM40AAAAAaEQjAAAAABrRCAAAAIDGPY0AzsA9XgAAgHOVM40AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACg2bHoHQAAXrNn6WgbO3Ho4AL2BACAc50zjQAAAABoRCMAAAAAGtEIAAAAgMY9jQBgjdxvCACAc4kzjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKBZNRpV1eVV9X9V1der6smq+vFp/G1V9WBVPT19vWRmnTuq6nhVPVVVN8yMX1NVT0zvfbKq6uwcFgAAAABvxlrONHolyT8dY/yXSa5LcntVXZVkKclDY4wrkzw0vc703s1J3pXkQJJPV9V50/f6TJJbk1w5PQ6s47EAAAAAsE5WjUZjjOfHGF+Znr+U5OtJLktyY5LD02KHk3xwen5jkiNjjJfHGM8kOZ7k2qq6NMmFY4yHxxgjyedm1gEAAABgE6nlfrPGhav2JPn3Sa5O8uwY4+KZ9741xrikqj6V5JExxuen8buTPJDkRJJDY4z3TePvTfKJMcb7V9jOrVk+Iym7du265siRI2/o4M51p06dys6dOxe9G2/YE9/8Tht792UXbYvtbtSxbadjWct212Pbp8+bRR0fm9N2nlNvdNvz/q7xM7SNRWxnUdtdaTtXXHTeuv79bDv9eVjUthe1jbOxne1qq/93DWy0tc6Z/fv3Pz7G2HumZXasdaNVtTPJ/57k42OMPzzD7YhWemOcYbwPjnFXkruSZO/evWPfvn1r3U1mHDt2LFv5Z/eRpaNt7MSH9m2L7W7UsW2nY1nLdtdj26fPm0UdH/PZs9I/p0MH130723lOvdFtz/u7xs/QNhaxnUVtd6Xt3HPgrev697Pt9OdhUdte1DbOxna2q63+3zWw0dZzzqzp09Oq6s9nORj9/Bjjl6bhF6ZLzjJ9fXEaP5nk8pnVdyd5bhrfvcI4AAAAAJvMWj49rZLcneTrY4z/aeat+5PcMj2/Jcl9M+M3V9X5VXVFlm94/egY4/kkL1XVddP3/PDMOgAAAABsImu5PO1HkvzdJE9U1Vensf8uyaEk91bVR5M8m+SmJBljPFlV9yb5WpY/ee32McZ3p/VuS3JPkguyfJ+jB9bnMAAAAABYT6tGozHGf8jK9yNKkutfZ507k9y5wvhjWb6JNgAAAOtoo+7xB5w71nRPIwAAAADOLaIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1oBAAAAECzY9E7AMD2tmfpaBs7cejgAvYEAACYh2gEsGCiCgAAsBm5PA0AAACARjQCAAAAoBGNAAAAAGhEIwAAAAAa0QgAAACARjQCAAAAoBGNAAAAAGhEIwAAAAAa0QgAAACARjQCAAAAoBGNAAAAAGhEIwAAAAAa0QgAAACAZseidwCAjbFn6WgbO3Ho4AL2BAAA2AqcaQQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0OxY9A4AAACwde1ZOtrGThw6uIA9AdabM40AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBGNAIAAACgEY0AAAAAaEQjAAAAABrRCAAAAIBm1WhUVZ+tqher6jdmxt5WVQ9W1dPT10tm3rujqo5X1VNVdcPM+DVV9cT03ierqtb/cAAAAABYD2s50+ieJAdOG1tK8tAY48okD02vU1VXJbk5ybumdT5dVedN63wmya1Jrpwep39PAAAAADaJVaPRGOPfJ/m/Txu+Mcnh6fnhJB+cGT8yxnh5jPFMkuNJrq2qS5NcOMZ4eIwxknxuZh0AAAAANplabjirLFS1J8kvjzGunl5/e4xx8cz73xpjXFJVn0ryyBjj89P43UkeSHIiyaExxvum8fcm+cQY4/2vs71bs3xWUnbt2nXNkSNH3vABnstOnTqVnTt3Lno33rAnvvmdNvbuyy7aFtvdqGPbTseylu2ux7ZPnzfb6We4mf5Z+Rkudhvrue15f9f4GdrGIrazqO2utJ0rLjpvXf9+tp3+PCxq24vaxkZtZzvMqa3+3zWw0dY6Z/bv3//4GGPvmZbZsW57tWyl+xSNM4yvaIxxV5K7kmTv3r1j375967Jz55pjx47lbPzs9iwdbWMnDh1c9+18ZKXtfGjfum9nEdvdqGPbTseylu2ux7ZPnzfb6We4mf5Z+Rkudhvrue15f9f4GdrGIrazqO2utJ17Drx1Xf9+tp3+PCxq24vaxkZtZzvMqbP13zWwXa3nnHmjn572wnTJWaavL07jJ5NcPrPc7iTPTeO7VxgHAAAAYBN6o9Ho/iS3TM9vSXLfzPjNVXV+VV2R5RtePzrGeD7JS1V13fSpaR+eWQcAAACATWbVy9Oq6heS7Evy9qo6meSnkxxKcm9VfTTJs0luSpIxxpNVdW+SryV5JcntY4zvTt/qtix/EtsFWb7P0QPreiQAAAAArJtVo9EY48de563rX2f5O5PcucL4Y0munmvvAAAAAFiIN3p5GgAAAADbmGgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0ohEAAAAAjWgEAAAAQCMaAQAAANCIRgAAAAA0Oxa9AwAAALCaPUtH29iJQwcXsCdw7nCmEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADQ7Fr0DAAAAsBnsWTraxk4cOriAPYHNwZlGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAACNaAQAAABAIxoBAAAA0IhGAAAAADSiEQAAAADNjkXvAOtrz9LRP3v+T9/9Sj6ydDQnDh1c4B4BAAAAW5FoBAAAABtk9n/0v8r/6GezcnkaAAAAAI1oBAAAAEAjGgEAAADQiEYAAAAANKIRAAAAAI1PTwMAAIBzgE9uY17ONAIAAACg2fBoVFUHquqpqjpeVUsbvX0AAAAAVreh0aiqzkvyc0l+NMlVSX6sqq7ayH0AAAAAYHUbfabRtUmOjzF+e4zxJ0mOJLlxg/cBAAAAgFVs9I2wL0vyjZnXJ5P8Vxu8DwAAAMBZ4Gbb20uNMTZuY1U3JblhjPH3p9d/N8m1Y4yPnbbcrUlunV6+M8lTG7aT28vbk/z+oncCthjzBuZjzsB8zBmYn3kD81nrnPmLY4wfONMCG32m0ckkl8+83p3kudMXGmPcleSujdqp7aqqHhtj7F30fsBWYt7AfMwZmI85A/Mzb2A+6zlnNvqeRr+a5MqquqKq3pLk5iT3b/A+AAAAALCKDT3TaIzxSlX94yT/Nsl5ST47xnhyI/cBAAAAgNVt9OVpGWN8KcmXNnq75yiX+MH8zBuYjzkD8zFnYH7mDcxn3ebMht4IGwAAAICtYaPvaQQAAADAFiAabTFVdXFVfaGqfrOqvl5VP1xV76mqR6rqq1X1WFVdO7P8HVV1vKqeqqobZsavqaonpvc+WVW1mCOCs6uq3jnNjVcff1hVH6+qt1XVg1X19PT1kpl1zBvOWWeYM//j9LvnP1bVF6vq4pl1zBnOWa83Z2be/8mqGlX19pkxc4Zz2pnmTVV9bJobT1bVv5hZx7zhnHWGv5+d/RYwxvDYQo8kh5P8/en5W5JcnORXkvzoNPa3khybnl+V5NeTnJ/kiiS/leS86b1Hk/xwkkrywKvre3hs50eWb8D/u0n+YpJ/kWRpGl9K8s+n5+aNh8f0OG3O/M0kO6bxf27OeHj0x+ycmV5fnuUPgPmdJG+fxswZD4+Zx2m/a/Yn+XdJzp/ee8f01bzx8Jgep82Zs94CnGm0hVTVhUn+WpK7k2SM8SdjjG8nGUkunBa7KMlz0/MbkxwZY7w8xngmyfEk11bVpUkuHGM8PJb/1HwuyQc37EBgca5P8ltjjN/J8vw4PI0fzmtzwLyB1/zZnBlj/MoY45Vp/JEku6fn5gy8Zvb3TJL8z0l+Kst/V3uVOQPfa3be3Jbk0Bjj5SQZY7w4LWPewGtm58xZbwEb/ulpvCl/KcnvJfnXVfVDSR5P8uNJPp7k31bVv8zyJYd/dVr+siz/xf5VJ6exP52enz4O293NSX5her5rjPF8kowxnq+qd0zj5g28ZnbOzPpvkvxv03NzBl7zZ3Omqj6Q5JtjjF8/7cx/cwa+1+zvmh9M8t6qujPJ/5vkJ8cYvxrzBmbNzpmP5yy3AGcabS07kvyVJJ8ZY/zlJH+U5ctqbkvyE2OMy5P8RKYzkbJ8utnpxhnGYduqqrck+UCSX1xt0RXGzBvOOa83Z6rqnyV5JcnPvzq0wurmDOec2TlTVd+f5J8l+e9XWnSFMXOGc9IKv2t2JLkkyXVJ/tsk9073WzFvICvOmbPeAkSjreVkkpNjjC9Pr7+Q5Yh0S5JfmsZ+Mcm1M8tfPrP+7iyfrnYyr11WMDsO29mPJvnKGOOF6fUL0+mZmb6+evqzeQPLTp8zqapbkrw/yYemU5oTcwZeNTtn/vMs30Pi16vqRJb//H+lqv7TmDMw6/TfNSeT/NJY9miS/y/J22PewKtOnzNnvQWIRlvIGON3k3yjqt45DV2f5GtZ/of8X09jfz3J09Pz+5PcXFXnV9UVSa5M8uh0Sc5LVXXdVO4/nOS+jToOWJAfy/deZnN/lv8lm+nrfTPj5g2cNmeq6kCSTyT5wBjjj2eWM2dg2Z/NmTHGE2OMd4wx9owx9mT5L+l/Zfq7nDkDrzn972f/R5b/eyZV9YNZ/uCf3495A686fc6c9RbgnkZbz8eS/Px0WtpvJ/l7Wf6H/LNVtSPL1/7emiRjjCer6t4sh6VXktw+xvju9H1uS3JPkguyfMf0BzbyIGAjTZcJ/I0k/3Bm+FCWT3n+aJJnk9yUmDeQvO6c+VSWP4Hjwen+LI+MMf6ROQOvO2dWZM7AsteZN59N8tmq+o0kf5LklunMVvOGc97rzJl/kLPcAuq1s8sBAAAAYJnL0wAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKARjQAAAABoRCMAAAAAGtEIAAAAgEY0AgAAAKD5/wEyGhFyGgWicwAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "x = up['t_up']\n",
+    "x[x>100].hist(bins=200).plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 136,
+   "id": "31817c14",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[]"
+      ]
+     },
+     "execution_count": 136,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "x = up['drive_up']\n",
+    "x[x>100].hist(bins=200).plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 137,
+   "id": "86de6345",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:xlabel='y(t)', ylabel='y(t + 1)'>"
+      ]
+     },
+     "execution_count": 137,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize=(20,20))\n",
+    "lag_plot(down['t_down'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 143,
+   "id": "77fa166c",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:xlabel='y(t)', ylabel='y(t + 1)'>"
+      ]
+     },
+     "execution_count": 143,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize=(20,20))\n",
+    "lag_plot(up['t_up'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 139,
+   "id": "06c4f79f",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:xlabel='drive_down', ylabel='t_down'>"
+      ]
+     },
+     "execution_count": 139,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "\n",
+    "down[['drive_down', 't_down']].plot.scatter('drive_down', 't_down', figsize=(20,20))\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 140,
+   "id": "1cbc6b95",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:xlabel='drive_up', ylabel='t_up'>"
+      ]
+     },
+     "execution_count": 140,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1440x1440 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "up.plot.scatter('drive_up', 't_up', figsize=(20,20))\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 141,
+   "id": "e1103709",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<AxesSubplot:>"
+      ]
+     },
+     "execution_count": 141,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 2160x1152 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "down['t_down'][:400].plot(kind = 'bar', figsize=(30,16))\n",
+    "\n",
+    "\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.6"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/signals/get_csvs.sh b/signals/get_csvs.sh
index 2629dc8..c391f46 100755
--- a/signals/get_csvs.sh
+++ b/signals/get_csvs.sh
@@ -6,7 +6,7 @@ function ex() {
 	dir="$1"
 	fn="$2"
 
-	(echo t_$dir,imm_$dir,drive_$dir; grep t_$dir "$fn" | head -n 100000 | cut -d ' ' -f 5,6,9|sed 's/ /,/g' ) > "$fn.$dir"
+	(echo t_$dir,imm_$dir,drive_$dir; grep t_$dir "$fn" | tail -n +200 | head -n 100000 | cut -d ' ' -f 5,6,9|sed 's/ /,/g' ) > "$fn.$dir"
 }
 
 ex down "$fn"
diff --git a/signals/l10const.down b/signals/l10const.down
new file mode 100644
index 0000000..43b3914
--- /dev/null
+++ b/signals/l10const.down
@@ -0,0 +1,100001 @@
+t_down,imm_down,drive_down
+13097,false,8000
+13097,false,8000
+12733,false,8000
+12993,false,8000
+13045,false,8000
+13045,false,8000
+12941,false,8000
+13019,false,8000
+12655,false,8000
+13097,false,8000
+12733,false,8000
+13175,false,8000
+12967,false,8000
+13149,false,8000
+12759,false,8000
+13279,false,8000
+12785,false,8000
+13149,false,8000
+12733,false,8000
+13045,false,8000
+12681,false,8000
+13201,false,8000
+13097,false,8000
+13045,false,8000
+13149,false,8000
+13149,false,8000
+12447,false,8000
+12499,false,8000
+12993,false,8000
+12759,false,8000
+12785,false,8000
+13227,false,8000
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+13045,false,8000
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+13071,false,8000
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+13071,false,8000
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+12811,false,8000
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+12863,false,8000
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+13019,false,8000
+13097,false,8000
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diff --git a/signals/l10const.up b/signals/l10const.up
new file mode 100644
index 0000000..0a12624
--- /dev/null
+++ b/signals/l10const.up
@@ -0,0 +1,100001 @@
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diff --git a/signals/l9-0.01-1000-16384.txt.down b/signals/l9-0.01-1000-16384.txt.down
new file mode 100644
index 0000000..aeb9598
--- /dev/null
+++ b/signals/l9-0.01-1000-16384.txt.down
@@ -0,0 +1,100001 @@
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diff --git a/signals/l9-0.01-1000-16384.txt.up b/signals/l9-0.01-1000-16384.txt.up
new file mode 100644
index 0000000..db3432a
--- /dev/null
+++ b/signals/l9-0.01-1000-16384.txt.up
@@ -0,0 +1,100001 @@
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GitLab