diff --git a/andes/cases/SMIB_Chow/ANDES_Chow_Out_Inductance.csv b/andes/cases/SMIB_Chow/ANDES_Chow_Out_Inductance.csv
new file mode 100644
index 000000000..1ad402c57
--- /dev/null
+++ b/andes/cases/SMIB_Chow/ANDES_Chow_Out_Inductance.csv
@@ -0,0 +1,457 @@
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diff --git a/andes/cases/SMIB_Chow/ANDES_Chow_Out_RL_Line.csv b/andes/cases/SMIB_Chow/ANDES_Chow_Out_RL_Line.csv
new file mode 100644
index 000000000..3cc6937b3
--- /dev/null
+++ b/andes/cases/SMIB_Chow/ANDES_Chow_Out_RL_Line.csv
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diff --git a/andes/cases/SMIB_Chow/SMIB_Mod.xlsx b/andes/cases/SMIB_Chow/SMIB_Mod.xlsx
new file mode 100644
index 000000000..9b61adb1b
Binary files /dev/null and b/andes/cases/SMIB_Chow/SMIB_Mod.xlsx differ
diff --git a/andes/cases/SMIB_Chow/SMIB_Mod_B.xlsx b/andes/cases/SMIB_Chow/SMIB_Mod_B.xlsx
new file mode 100644
index 000000000..513686324
Binary files /dev/null and b/andes/cases/SMIB_Chow/SMIB_Mod_B.xlsx differ
diff --git a/andes/cases/SMIB_Chow/SMIB_Mod_Tx.xlsx b/andes/cases/SMIB_Chow/SMIB_Mod_Tx.xlsx
new file mode 100644
index 000000000..4f07c4669
Binary files /dev/null and b/andes/cases/SMIB_Chow/SMIB_Mod_Tx.xlsx differ
diff --git a/andes/cases/SMIB_Chow/SMIB_RL_Line.xlsx b/andes/cases/SMIB_Chow/SMIB_RL_Line.xlsx
new file mode 100644
index 000000000..39c625dbd
Binary files /dev/null and b/andes/cases/SMIB_Chow/SMIB_RL_Line.xlsx differ
diff --git a/andes/cases/SMIB_Chow/Save_data.ipynb b/andes/cases/SMIB_Chow/Save_data.ipynb
new file mode 100644
index 000000000..615e711d9
--- /dev/null
+++ b/andes/cases/SMIB_Chow/Save_data.ipynb
@@ -0,0 +1,204 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import andes"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Working directory: \"/home/aaliqureshi/andes/andes/cases/SMIB_Chow\"\n",
+      "> Loaded config from file \"/home/aaliqureshi/.andes/andes.rc\"\n",
+      "> Loaded generated Python code in \"/home/aaliqureshi/.andes/pycode\".\n",
+      "Generated code for <PQ> is stale.\n",
+      "Numerical code generation (rapid incremental mode) started...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Generating code for 1 models on 8 processes.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Saved generated pycode to \"/home/aaliqureshi/.andes/pycode\"\n",
+      "> Reloaded generated Python code of module \"pycode\".\n",
+      "Generated numerical code for 1 models in 0.1786 seconds.\n",
+      "Parsing input file \"./SMIB_RL_Line.xlsx\"...\n",
+      "Input file parsed in 0.4110 seconds.\n",
+      "System internal structure set up in 0.0289 seconds.\n",
+      "-> System connectivity check results:\n",
+      "  No islanded bus detected.\n",
+      "  System is interconnected.\n",
+      "  Each island has a slack bus correctly defined and enabled.\n",
+      "\n",
+      "-> Power flow calculation\n",
+      "           Numba: Off\n",
+      "   Sparse solver: KLU\n",
+      " Solution method: NR method\n",
+      "Power flow initialized in 0.0045 seconds.\n",
+      "0: |F(x)| = 0.9236039498\n",
+      "1: |F(x)| = 0.1578673997\n",
+      "2: |F(x)| = 0.0019952715\n",
+      "3: |F(x)| = 3.351401032e-07\n",
+      "Converged in 4 iterations in 0.0052 seconds.\n",
+      "Report saved to \"SMIB_RL_Line_out.txt\" in 0.0008 seconds.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "-> Single process finished in 0.9327 seconds.\n"
+     ]
+    }
+   ],
+   "source": [
+    "ss = andes.run(\"./SMIB_RL_Line.xlsx\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ss.TDS.config.tf = 15"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "-> Time Domain Simulation Summary:\n",
+      "Sparse Solver: KLU\n",
+      "Simulation time: 0.0-15 s.\n",
+      "Fixed step size: h=33.33 ms. Shrink if not converged.\n",
+      "Initialization for dynamics completed in 0.0259 seconds.\n",
+      "Initialization was successful.\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "39ef888f0aa44a73835f1938100ac2da",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "  0%|          | 0/100 [00:00<?, ?%/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "<Fault Fault_1>: Applying fault on Bus (idx=3) at t=6.0 sec.\n",
+      "<Fault Fault_1>: Clearing fault on Bus (idx=3) at t=6.1 sec.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Simulation to t=15.00 sec completed in 0.3628 seconds.\n",
+      "Outputs to \"SMIB_RL_Line_out.lst\" and \"SMIB_RL_Line_out.npz\".\n",
+      "Outputs written in 0.0026 seconds.\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "True"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.TDS.run()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "CSV data saved to \"ANDES_Chow_Out_RL_Line.csv\".\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "'ANDES_Chow_Out_RL_Line.csv'"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.TDS.plt.export_csv(\"ANDES_Chow_Out_RL_Line.csv\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "andes",
+   "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": "3.8.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/andes/cases/SMIB_Chow/StateVsAlgeb.pptx b/andes/cases/SMIB_Chow/StateVsAlgeb.pptx
new file mode 100644
index 000000000..e69de29bb
diff --git a/andes/cases/SMIB_Chow/analyze_states.ipynb b/andes/cases/SMIB_Chow/analyze_states.ipynb
new file mode 100644
index 000000000..8201f156b
--- /dev/null
+++ b/andes/cases/SMIB_Chow/analyze_states.ipynb
@@ -0,0 +1,655 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "    _           _         | Version 1.8.10.post0.dev0+g62037319\n",
+      "   /_\\  _ _  __| |___ ___ | Python 3.8.18 on Linux, 02/29/2024 01:23:16 PM\n",
+      "  / _ \\| ' \\/ _` / -_|_-< | \n",
+      " /_/ \\_\\_||_\\__,_\\___/__/ | This program comes with ABSOLUTELY NO WARRANTY.\n",
+      "\n",
+      "> Loaded config from file \"/home/aaliqureshi/.andes/andes.rc\"\n",
+      "Numerical code generation (quick mode) started...\n",
+      "Generating code for 97 models on 8 processes.\n",
+      "Saved generated pycode to \"/home/aaliqureshi/.andes/pycode\"\n",
+      "> Loaded generated Python code in \"/home/aaliqureshi/.andes/pycode\".\n",
+      "Generated numerical code for 97 models in 2.4606 seconds.\n"
+     ]
+    }
+   ],
+   "source": [
+    "!andes prepare"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import andes\n",
+    "# andes.config_logger(10)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 74,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Working directory: \"/home/aaliqureshi/andes/andes/cases/SMIB_Chow\"\n",
+      "> Loaded config from file \"/home/aaliqureshi/.andes/andes.rc\"\n",
+      "> Reloaded generated Python code of module \"pycode\".\n",
+      "Generated code for <PQ> is stale.\n",
+      "Numerical code generation (rapid incremental mode) started...\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Generating code for 1 models on 8 processes.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Saved generated pycode to \"/home/aaliqureshi/.andes/pycode\"\n",
+      "> Reloaded generated Python code of module \"pycode\".\n",
+      "Generated numerical code for 1 models in 0.1721 seconds.\n",
+      "Parsing input file \"./SMIB_RL_Line.xlsx\"...\n",
+      "Input file parsed in 0.0288 seconds.\n",
+      "System internal structure set up in 0.0325 seconds.\n",
+      "-> System connectivity check results:\n",
+      "  No islanded bus detected.\n",
+      "  System is interconnected.\n",
+      "  Each island has a slack bus correctly defined and enabled.\n",
+      "\n",
+      "-> Power flow calculation\n",
+      "           Numba: Off\n",
+      "   Sparse solver: KLU\n",
+      " Solution method: NR method\n",
+      "Power flow initialized in 0.0041 seconds.\n",
+      "0: |F(x)| = 75.39822708\n",
+      "1: |F(x)| = 81.24231942\n",
+      "2: |F(x)| = 0.1327382078\n",
+      "3: |F(x)| = 0.0002263759303\n",
+      "4: |F(x)| = 3.906412718e-12\n",
+      "Converged in 5 iterations in 0.0083 seconds.\n",
+      "Report saved to \"SMIB_RL_Line_out.txt\" in 0.0009 seconds.\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "-> Single process finished in 0.4148 seconds.\n"
+     ]
+    }
+   ],
+   "source": [
+    "ss = andes.run(\"./SMIB_RL_Line.xlsx\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 75,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# ss.Fault.tc.v[0] = 6.02"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 76,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ss.TDS.config.tf = 2"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 77,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ss.TDS.config.tstep = 5e-5"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 78,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "-> Time Domain Simulation Summary:\n",
+      "Sparse Solver: KLU\n",
+      "Simulation time: 0.0-2 s.\n",
+      "Fixed step size: h=0.05 ms. Shrink if not converged.\n",
+      "The honest Newton method is being used. It will slow down the simulation.\n",
+      "For speed up, set `honest=0` in TDS.config.\n",
+      "Fixed time step is smaller than the estimated minimum.\n",
+      "Initialization for dynamics completed in 0.0183 seconds.\n",
+      "Initialization was successful.\n"
+     ]
+    },
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "2fe41c32bd6f4426985a7a9add643695",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "  0%|          | 0/100 [00:00<?, ?%/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "<Fault Fault_1>: Applying fault on Bus (idx=3) at t=1.0 sec.\n",
+      "<Fault Fault_1>: Clearing fault on Bus (idx=3) at t=1.1 sec.\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Simulation to t=2.00 sec completed in 28.5577 seconds.\n",
+      "Outputs to \"SMIB_RL_Line_out.lst\" and \"SMIB_RL_Line_out.npz\".\n",
+      "Outputs written in 0.1615 seconds.\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "True"
+      ]
+     },
+     "execution_count": 78,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.TDS.run()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 79,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "%matplotlib inline"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 80,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('v')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 81,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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fXkvNVmRIoP59e4KGxkXV2PZgDq0i6uvfd/TQ1oMn9cK6PbrvrW90Zfgu3dqrhZK6N1dUaJDL6z5+ulDLM3/Wu+mHtPtovuJbhOv1OxJ0dYfGstTWTesqgaADAC6IDAnUP2+26ncJ0Xpy+XaN+n9pGhYXpYeGtVfHpqHVtp0zhcVa9NUPmvd5tk4XFmvioDa6d3BbBQdwAUBUXrcWV2jRXb2U9eMpLdr0g+as/16z1u5WfHS4hsZFqUerhurULOyS76uC83Z9f/S0Nu47ps+/z9Xm7BOyWKSrOzTWUzdepZ6tG3pUwClF0AGAKugT00hrpgzQ8syf9eL67zXixS/Up00j3da7ha6Ja+Ly3dC/P5qvxZsPatnWH3XuvF1jE6I1aUhbXcm9qlAFXZqH6/nfheuJ6+O0budR/fe7I3pp/V6dO2+Xr49FzcKD1CwsWFfUC5Cfr0UlhqETZ4qUk1+oH46flb3EUJC/j3q1bqS/3hCnkV2bqWH9AHcP65IIOgBQRX6+Pvqf7s01ytpMH317WIu/Oqj73vpGDQL9NCg2UkNiG8saHabWEQ0uejDo8dOF+vanPH2VfUKf7DyqvTmnFdEgQLf1bqk/9G5JwEG1Cqvnr6TuzZXUvbnO20u0+0i+sn7M08ETZ/XTqXOynTsve+GFY3kahwSpY9NQtWscotgmIbqqWahX3VKEoAMA1cTf10c3Wq/UjdYr9f3RfK3ZfkTrdhzVn9/bJkkK8vdR07BgRTYIlL+fRYYhnTx7Xjm2Ah0/c+Hy/Y3qB+jqDo31yPBYDYlt7PIeIaCy/H191OnKMHW6MszdpdQIgg4A1IB2USFqFxWiBxLbyVZwXtt/zNPOI/k6aitQjq1Axb+c+dImsr6iQoLUMqK+ujYPU4uG9TzyOAfAWxF0AKCGhQb5q2/bCPVty20ZgNrGPlEAAGBaBB0AAGBaBB0AAGBaBB0AHscD7pcJwCQIOgA8CiccAahOBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AHsUiyeBmVwCqCUEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHgEexWCRuAAGguhB0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaTkddAoKCjRt2jTFxsaqS5cuSkhI0IoVKyrVd8OGDRo6dKji4uLUuXNnde/eXW+88YbTRQMAAFSGn7Mdxo0bp+3btystLU0RERFauXKlbrrpJn344Ye64YYbLtovIyNDw4cP1wMPPKC1a9fKx8dHy5cv10033aTCwkLde++9VRoIAHOwyOLuEgCYiFN7dFJTU7V06VKlpKQoIiJCkjRy5EgNHTpUU6ZMkWFc/A417733noqKipScnCwfnwubvfHGG9WpUyctWrSoCkMAYDrc7ApANXEq6CxZskSSlJiYWKY9MTFR2dnZysjIuGhfX19fSVJxcXGZ9vPnz8tut19yu4WFhbLZbGUeAAAAl+NU0MnMzFRoaKhjb06pmJgYSdK2bdsu2vfee+/VlVdeqWnTpqmgoECGYWjevHnas2ePpk6desntzpw5U2FhYY5HdHS0M2UDAIA6yqmgk5ubq9DQ0HLtpW25ubkX7RsdHa0NGzZoz549Cg8PV+PGjfXMM89o5cqV+v3vf3/J7SYnJysvL8/xOHTokDNlAwCAOqrWTi/ftGmTevXqJavVqhMnTignJ0fz5s3THXfcoQULFlyyb2BgoEJDQ8s8AAAALsepoBMREVHh8TGlbZGRkRftO3XqVPn6+uqFF15QvXr1ZLFYNHz4cN12222aMGGCDhw44FzlAAAAl+FU0LFarbLZbDp+/HiZ9uzsbElS165dL9o3KytLrVu3lr+/f5n22NhYnT9//pIHMgMAALjCqaAzduxYSdL69evLtK9fv15t2rRRQkKCJMlutysnJ6fMMlFRUTp06JBKSkrKtJfuyWnUqJFThQMAAFyOU0Fn8ODBSkpKUkpKio4dOyZJWr16tdatW6fZs2fLYrlwoa9JkyapadOm2rhxo6PvQw89pMOHD+vpp592XG9n69atmjdvnrp3766BAwdW15gAAAAkuXBl5EWLFiklJUX9+vVTYGCg/P39tWzZMo0cOdKxTFRUlMLDw8scNPzAAw+oefPmmj17tt5++235+/vLMAxNnjxZf/7znx3X2QEAAKguFuNSlzP2UDabTWFhYcrLy+MMLMBk/vV5tuas/17fzhheY9uYvHirbAXnteiuXjW2DQDluePzm7uXA/AoFm51BaAaEXQAeByv280MwGMRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAB4HC+81zAAD0XQAQAApkXQAQAApkXQAQAApkXQAQAApkXQAQAApkXQAQAApkXQAQAApkXQAQAApkXQAQAApkXQAeBRLBaLu0sAYCIEHQAAYFoEHQAehztdAaguBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AHoUbQACoTgQdAHWOwbWXgTqDoAMAAEyLoAPA4xjscAFQTQg6AADAtAg6AADAtAg6AADAtAg6AADAtAg6AADAtAg6AADAtAg6AADAtAg6ADyKhXtAAKhGBB0AAGBaBB0AAGBaBB0AHoebbgKoLgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAB6FW10BqE5OB52CggJNmzZNsbGx6tKlixISErRixYpK91+8eLH69++v7t27KyYmRlarVS+++KKzZQAAAFyW00Fn3LhxWr58udLS0pSVlaXp06drzJgxWrVq1WX7PvHEE5o1a5beeustbdmyRXv27FHv3r21cuVKl4oHAAC4FD9nFk5NTdXSpUv1zjvvKCIiQpI0cuRIDR06VFOmTNH1118vi6XiHc8ZGRl69tlnlZ6erhYtWkiSfH199fTTT2vXrl1VHAYAMzG41RWAauLUHp0lS5ZIkhITE8u0JyYmKjs7WxkZGRftO2/ePDVp0kTdu3cv0x4ZGakBAwZccruFhYWy2WxlHgAAAJfjVNDJzMxUaGioY29OqZiYGEnStm3bLtr3yy+/VOvWrfX+++9r4MCB6tChg3r27Kk5c+bIuMyfbzNnzlRYWJjjER0d7UzZAACgjnLqq6vc3FyFhoaWay9ty83NvWjfgwcP6uDBg3r++ef1wQcfqEmTJlq1apWSkpK0e/duvfzyyxftm5ycrIceesjxs81mI+wAAIDLqrXTywsKCnTmzBnNmjVLTZs2lcVi0ciRI3XLLbfolVde0Q8//HDRvoGBgQoNDS3zAAAAuByngk5ERESFx8eUtkVGRl60b0hIiCTJarWWaY+Pj5dhGEpPT3emFAAAgMtyKuhYrVbZbDYdP368THt2drYkqWvXrhftGxcXJ0kqKSkp0+7r61thOwAAQFU5FXTGjh0rSVq/fn2Z9vXr16tNmzZKSEiQJNntduXk5JRZ5sYbb5QkZWVllWnfvn27LBaLevTo4VzlAAAAl+FU0Bk8eLCSkpKUkpKiY8eOSZJWr16tdevWafbs2Y5r6EyaNElNmzbVxo0bHX0nT56sdu3a6fHHH1d+fr4k6euvv9bixYs1ceJEtW7durrGBMCLXexaXADgCqfOupKkRYsWKSUlRf369VNgYKD8/f21bNkyjRw50rFMVFSUwsPDyxw0XL9+faWmpmratGmKi4tT/fr15evrq7/97W964IEHqmc0AAAAv2IxLncRGw9ks9kUFhamvLw8zsACTGbhxgN69qOd2v23ETW2jUmLtyi/oFiL7upVY9sAUJ47Pr+5ezkAj+N1f30B8FgEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAehTtAAKhOBB0AAGBaBB0AAGBaBB0AAGBaBB0AnoebXQGoJgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAB6ltu4AYeFeE0CdQNABAACmRdABAACmRdABAACmRdABAACmRdAB4HEMbnYFoJoQdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAB4Fu5BBaAaEXQAAIBpEXQAAIBpEXQAAIBpEXQAeByDO0AAqCYEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAAYFoEHQAehRtAAKhOBB0AAGBaBB0AAGBaBB0AAGBaBB0AAGBaBB0AHodbXQGoLgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAB7Fwj0gAFQjgg4AADAttwWd5ORkWSwWLViwwF0lAAAAk3M66BQUFGjatGmKjY1Vly5dlJCQoBUrVji1jr179+qf//yns5sGAABwitNBZ9y4cVq+fLnS0tKUlZWl6dOna8yYMVq1alWl1zF16lSNGDHC2U0DAAA4xamgk5qaqqVLlyolJUURERGSpJEjR2ro0KGaMmWKDOPyF27/6KOPlJ2drfvuu8+1igEAACrJqaCzZMkSSVJiYmKZ9sTERGVnZysjI+OS/YuKijR16lS9+OKL8vPzc7JUAHVFZf5oAoDKcCroZGZmKjQ01LE3p1RMTIwkadu2bZfs/8ILLyguLk7Dhg1zqsjCwkLZbLYyDwAAgMtxardKbm6uQkNDy7WXtuXm5l607+HDhzVr1ixt3rzZyRKlmTNnasaMGU73AwAAdVutnV7+6KOPasKECWrTpo3TfZOTk5WXl+d4HDp0qAYqBAAAZuPUHp2IiAh999135dpLv0qKjIyssN/GjRu1YcMG7dq1y4USpcDAQAUGBrrUFwAA1F1O7dGxWq2y2Ww6fvx4mfbs7GxJUteuXSvs9/HHH8vf31/9+vWT1WqV1WrV3XffLUl68sknZbVa9eCDD7pSPwCTsYh7QACoPk4FnbFjx0qS1q9fX6Z9/fr1atOmjRISEiRJdrtdOTk5juefeuopZWdnKzMz0/H497//7XguMzNTL7zwQpUGAgAA8FtOBZ3BgwcrKSlJKSkpOnbsmCRp9erVWrdunWbPni3LL3fjmzRpkpo2baqNGzdWf8UAAACV5PTByIsWLdKoUaPUr18/denSRU8++aSWLVumkSNHOpaJiopSeHh4hWdo7dixo8Kvrj755JMqDAMAAKA8i+GFV+ay2WwKCwtTXl5ehWEKgPd6a/NBPfHht8qeeX2NbWPS4i06XWjXf+7sWWPbAFCeOz6/3Xb3cgAAgJpG0AHgcWp6N7P37ccG4CqCDgAAMC2CDgAAMC2CDgAAMC2CDgAAMC2CDgAAMC2CDgCPYuFWVwCqEUEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHgMfhXlQAqgtBBwAAmBZBBwAAmBZBBwAAmBZBBwAAmBZBB4BH4Q4QAKoTQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQeAR7HU0j0guNUEUDcQdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAAAgGkRdAB4JMMw3F0CABMg6AAAANMi6AAAANMi6AAAANMi6ADwKBZuzgCgGhF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AHgkbnUFoDoQdAAAgGkRdAAAgGkRdAAAgGkRdAB4Fm51BaAaEXQAAIBpEXQAAIBpEXQAAIBpEXQAAIBpOR10CgoKNG3aNMXGxqpLly5KSEjQihUrLtsvKytLkydPVlxcnDp37qyOHTsqKSlJWVlZLhUOAABwOU4HnXHjxmn58uVKS0tTVlaWpk+frjFjxmjVqlWX7Dd27Fjt27dPGzdu1LfffquMjAydP39ePXv2VHp6ussDAAAAuBingk5qaqqWLl2qlJQURURESJJGjhypoUOHasqUKTIuc832mTNnKjw8XJJUv359zZo1S4WFhXrppZdcqx4AAOASnAo6S5YskSQlJiaWaU9MTFR2drYyMjIu2jcrK0vx8fFl2po3by5JOnnypDNlAKgDuNUVgOrgVNDJzMxUaGioY29OqZiYGEnStm3bLto3ICCgXNvu3bslSVdfffUlt1tYWCibzVbmAQAAcDlOBZ3c3FyFhoaWay9ty83NdWrjc+fOVfv27XXPPfdccrmZM2cqLCzM8YiOjnZqOwAAoG5y2+nlq1ev1rJly/T++++rXr16l1w2OTlZeXl5jsehQ4dqqUoAtY07QACoTn7OLBwREaHvvvuuXHvpV0mRkZGVWs/nn3+ue+65R2vWrFGnTp0uu3xgYKACAwOdKRUAAMC5PTpWq1U2m03Hjx8v056dnS1J6tq162XXsW7dOt1+++1atWqVevTo4czmAQAAnOJU0Bk7dqwkaf369WXa169frzZt2ighIUGSZLfblZOTU67/ypUrHXtyrFarJOnw4cMaNWqUK7UDAABcklNBZ/DgwUpKSlJKSoqOHTsm6cKxNuvWrdPs2bNlsVz4dn3SpElq2rSpNm7c6Oi7ZMkSJSUl6fbbb9eWLVv05ptv6s0339S7777L1ZEBAECNcOoYHUlatGiRUlJS1K9fPwUGBsrf31/Lli3TyJEjHctERUUpPDy8zBlaEydOVFFRkWbMmFFunS1btnSxfAAAgIuzGJe7nLEHstlsCgsLU15eXoWnuwPwXu9lHNIjS7O079nr5OtTM+dg3fvmFp0tsmvhnT1rZP0AKuaOz2/uXg4AAEyLoAPAI3nhzmYAHoigAwAATIugAwAATIugA8CjlF6mAgCqA0EHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHAACYFkEHgEfiTlcAqgNBBwAAmBZBB4BH4QYQAKoTQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQQcAAJgWQcdL/fGPf1RQUJDsdvtFlxkxYoTq1aunH3/8sRYrA6qHwT0gAFQDgo6X6tixowoLC7V///4Kn//iiy/08ccf64EHHlDz5s3LPHfu3DlZrVY1adJEFotFcXFxslqtio2NVdOmTdW3b18tX768NoZRxsGDB/WXv/xFPXr0ULdu3RQXF6euXbtqzpw5MvjUAwC4gKDjpeLi4iRJu3btqvD55ORkNWzYUNOmTSv3XHBwsDIzMzVx4kRJ0kcffaTMzEzt3r1b3333nQICAjRmzBilpaXV3AAq8Omnn2rOnDmaM2eOtm7dqh07dmj69OmaOnWqnn322VqtBQBgDgQdL1UadHbu3FnuudWrVystLU3JyckKDw93ar0NGzbU/fffr5KSEq1YsaI6Sq20Jk2a6JFHHlGfPn0cbWPGjFHnzp31/vvv12otcB8LN7sCUI0IOl6qVatWCg4OLrdHxzAMPfHEE4qOjtZ9993n0rqLi4slSZZfPnGeeeYZtW3bVhaLRRs2bJAk7du3T1arVQEBARo/fnyZ/nv27NHo0aNltVoVHx+vHj16KCUlRWfPnr3kdq+99lpNnz69XHt+fr4iIyNdGgsAoG7zc3cBte1ckV37ck+7uwyHmMgGCg7wdbqfj4+POnToUG6PzrvvvqvMzEzNnz9fQUFBTq83Oztbf//739WkSRPHV1uPP/64+vXrpyFDhvxf3TExyszMVKtWrcqt4/rrr9cf/vAHffjhh5KkTZs2aciQIRo/fnyFy19Mfn6+Zs6cqTNnzui5555zeiwAANS5oLMv97RueOlLd5fhsOr+/up0ZZhLfePi4rRmzRrHz8XFxXryySfVuXNn3X777ZVez3XXXaeAgACdPn1a2dnZSkhI0IoVK5wKJaWOHTumvXv3qm3bto62Pn366JlnnlFoaGil1xMXF6c9e/aoQ4cOWrZsmeLj452uBQCAOhd0YiIbaNX9/d1dhkNMZAOX+3bs2FGLFy9WTk6OGjdurPnz5+v777/XqlWr5ONT+W8lP/roI0eoOXfunP75z3+qb9++mjNnju69916namrUqJGsVqvuueceZWRk6Oabb1bPnj318MMPO7WeHTt2qKioSG+++aauvvpq/e1vf9Mjjzzi1DoAAKhzQSc4wNflPSie5tcHJIeFhenpp5/WwIEDdf3117u8zuDgYD3++ONatmyZpk6dqltuuUVXXHFFpfuXHscza9YsLVy4ULNnz9aVV16phx9+WFOnTnUc91MZAQEBuvPOO7Vp0yYlJydrzJgxiomJcWVYAIA6ioORvdivTzGfO3euDh06pH/84x/Vsu62bduqqKhIe/bskST5+l44jui317PJz88v17c0dP3www9KTU2V1WrVQw89pDfeeOOS2zx37lyFF0C0Wq2y2+3aunWrq8MBANRRBB0v1rZtWwUEBCg9PV0zZ87UmDFj1KtXr2pZ96FDhyRJTZs2lSRFRUVJkk6cOOFYJicnp8zPpW1TpkyRdGHvzsCBA7V8+XKFh4dr27Ztl9zmiBEjtGTJknLtBw4ckCRFRES4NhgAQJ1F0PFivr6+at++vRYsWKCTJ09W20X1FixYoE2bNmn06NFq0aKFpAtnWbVs2VJLly6VYRgyDEPPPfdcuQOMz549q1deeUWpqamOti1btig/P19Dhw697LZnzpzpCDaSlJqaqldeeUU9e/bUwIEDq2V8AIC6o84do2M2cXFx2r59uyZMmKDY2NhK9Tl37pz69OmjI0eOSPq/s64Mw9CpU6fUqFEjPfPMM3rooYccfXx9ffX2229r8uTJiomJUatWrRzH8qxYsUJWq1Vff/21oqKi9Pjjj+uhhx5yfA3l5+en+fPna9SoUZes69lnn9X8+fN1/fXXy9fXV2fOnFFAQIDuv/9+JScnO74+Q92wYON++fv6yNfHIovFIl+LRb4++tV/W2SxSP6+Pgry91Ggn2+5fwP9fRTk76sgP18F+PF3HVAXWQwvvImQzWZTWFiY8vLynDplGYDn2/LDSd29MF2FxSWylxgyDMluGLKXVO1XVYCfj0IC/dQgyE/HTxepe8srtPDOntVUNYDKcMfnN3t0AHiU7i2v0DdPXlPhc8Yvgcdu/BKASgwV2w0VFttVcL7kov+eO2/XmcJinS4slq3gvPILinV1bONaHhkAdyDoAPAaFotFfr6WCn5x+buhGgDegC+tAQCAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAaRF0AACAafm5uwBXGIYhSbLZbG6uBAAAVFbp53bp53ht8Mqgc/z4cUlSdHS0mysBAADOOn78uMLCwmplW14ZdBo2bChJOnjwYK39j/IENptN0dHROnTokEJDQ91dTq1h3Iy7LmDcjLsuyMvLU4sWLRyf47XBK4OOj8+FQ4vCwsLq1BukVGhoKOOuQxh33cK465a6Ou7Sz/Fa2VatbQkAAKCWEXQAAIBpeWXQCQwM1PTp0xUYGOjuUmoV42bcdQHjZtx1AeOuvXFbjNo8xwsAAKAWeeUeHQAAgMog6AAAANMi6AAAANMi6ACoEadOndJtt90mi8WiAwcOuLucWsO4GTc8i9uCTkFBgaZNm6bY2Fh16dJFCQkJWrFiRaX6njp1ShMnTlT79u111VVXacCAAdq4cWOFy27cuFEDBw7UVVddpfbt2+uee+7RqVOnqnEkznF13FlZWZo8ebLi4uLUuXNndezYUUlJScrKyiq37Pjx49W2bVtZrdYyj9tuu60mhlQpro57w4YNatiwYbmxWK1W7du3r9zyK1euVEJCgrp06aLY2FhNmzZNBQUFNTGkSnF13IMHD67wNWzfvr0sFou2bt3qWNYTX++1a9eqW7du2rZtm9N9vXl+uzpub5/fro7b2+e3q+P25vmdnZ2tadOmqXPnzurUqZM6dOigESNG6IsvvqhUf7fMb8NNkpKSjA4dOhi5ubmGYRjGihUrDF9fX2PlypWX7FdcXGz07t3bGDhwoHHmzBnDMAzjpZdeMoKCgoyMjIwyy2ZkZBhBQUHGSy+9ZBiGYZw5c8YYOHCg0bt3b6O4uLgGRnV5ro47NjbWGD58uHHy5EnDMAzj9OnTxqhRo4zAwEDj66+/LrPsHXfcYXz22Wc1Ub7LXB33Z599Ztxxxx2V2kbpOlesWGEYhmHk5uYaHTp0MH73u99VqfaqcHXcgwYNqvA1nDVrlhEXF1emzRNf7/79+xtbt241pk+fbkgy9u/fX6l+3j6/XR23t89vV8ft7fPb1XF78/wePny4ER8fb/z000+GYRhGUVGRMXHiRMNisRgffvjhJfu6a367Jehs2LDBkGS88847ZdqHDx9utGnTxigpKblo3wULFhiSjK+++qpMe2xsrDFkyJAybYMHDzY6dOhQpm3Tpk2GJGPhwoVVHIXzqjLu2NhYY+vWrWXa9uzZY0gyxo0bV6bd0yZGVcZd2V+EJSUlRuvWrY1rr722TPvbb79tSDJSU1Ndqr0qqjLutWvXGkeOHCnX3r59e2POnDll2jzt9TYMwzh//rxhGIbTHwDePL8Nw/Vxe/P8NgzXx+3N89swXB+3N8/v4cOHG8uWLSvTdvbsWcPPz88YMGDAJfu6a3675aurJUuWSJISExPLtCcmJio7O1sZGRmX7BsSEqKePXuW67thwwbl5ORIko4eParU1NRy2+jZs6dCQkL07rvvVsdQnFKVcWdlZSk+Pr5MW/PmzSVJJ0+erOZKq1dVxl1ZGRkZ2r9/f4XbkOR1r/ewYcMUFRVVpu2zzz7Tjz/+qNtvv736i61mfn6u3UbPm+e35Pq4vXl+S66Pu7I8cX5Lro/bm+f3ypUrNXr06DJtwcHBatiw4WXfq+6a324JOpmZmQoNDVVERESZ9piYGEm65PedmZmZat26tSwWS7m+hmE4vtPOysqSYRiOdZby8fFRq1atXDp2oKqqMu6AgIBybbt375YkXX311eWeW7x4sQYNGqROnTqpW7du+stf/qK8vLyqlO+yqoxbkr7//nslJSWpR48eat++vW655ZZyISEzM7PMOktFRkYqJCTE617virz22mu69dZbFRYWVu45T3q9q8Kb53dVePP8ripvnd/VzVvmt7+/f7n5eeLECeXm5lb4Xv01d81vtwSd3NzcCu/WWtqWm5tb5b6l/15s2Utto6ZUZdwVmTt3ruMArV8LCQlRcHCwVq5cqe3bt2v+/PlaunSp+vbtq/z8fNcH4KKqjNvf319FRUWaPn260tPTlZGRoQYNGqhPnz76+OOPy2zj1+v87Xa8/fXOzc3VBx98oHvvvbfcc572eleFN8/v6uYt87sqvHl+Vydvn9+vvvqqIiIilJycfMnl3DW/Ob3cS61evVrLli3T+++/r3r16pV57qWXXtKcOXMcb5KuXbvqhRde0I4dO/Tyyy+7o1yX9evXT+np6ercubOkC2/yuXPnKioqSlOnTnVvcbVo/vz5slqt6tatW7nnzPR64wLmN/O7lKe/3lu3btXzzz+vd999V02aNHF3ORVyS9CJiIiQzWYr117aFhkZWeW+pV8XXGzZS22jplRl3L/2+eef65577tGaNWvUqVOnSvXp06ePJCktLa2S1Vaf6hp3qYCAAHXr1k27d+/W8ePHHdv49Tp/ux1vfr0Nw9C8efMq/GvvYtz5eleFN8/v6uJt87u6ecv8ri7ePL937typ0aNHa9GiRRoyZMhll3fX/HZL0LFarbLZbI43cans7GxJFxLrpfoeOHBAxm/uRZqdnS2LxaIuXbo41mGxWBzrLFVSUqIDBw5cchs1pSrjLrVu3TrdfvvtWrVqlXr06FHuebvdXuFuPV9fX0kXxl/bqjLuEydOqKioqFz7b8djtVrLrLPUsWPHlJ+f77WvtyStX79eJ06c0M0331zuOU98vavCm+d3dfDG+V0V3jy/q4u3zu/MzEyNGDFCr7/+um644YZK9XHX/HZL0Bk7dqykCy/wr61fv15t2rRRQkKCpAsvculR2L/ua7PZlJ6eXqb9008/1aBBg9S4cWNJUlRUlAYOHFhuG+np6crPz3fUUJuqMm7pwtHupX/plU78w4cPa9SoUY5lDh06pJYtW8put5fpW3pwX0W/PGtaVcY9ZswYLV26tEyb3W5XZmamWrZs6Uj2PXr0UOvWrSvcxq9rqE1Vfb1Lvfbaaxo/fryCg4PLPeeJr3dlmW1+V5bZ5ndlmW1+V5YZ5/fmzZt14403atGiRRo2bJijvfR3muRh89upk9GrUVJSktGxY0fHhdRWrVpV5mJQhmEYEyZMMHx8fIy0tDRHW+kFhwYPHuy44NDcuXMrvOBQenq6ERQUZLz88suGYVy44NDgwYPdfsFAV8b97rvvGgEBAcb06dONRYsWOR4vvPCC0bJlS8dy+/fvNyQZycnJjjH+9NNPhtVqNaKjox3brW2ujnvQoEFG165dHRenstvtxrRp0wxJxttvv11mG6UXFFu1apVhGIZx7Ngxo2PHjkZSUlJND++iXB13qSNHjhgBAQHG7t27K1y/p77epS51fREzzu9Szo7b2+d3KWfH7e3zu5Sz4y7ljfM7NTXVCAkJMe6///4y79VFixYZv44UnjS/3RZ0zp07Zzz22GNG+/btjc6dOxvdunUzli9fXmaZv/71r0bDhg2Nb7/9tkz7yZMnjQkTJhjt2rUz4uLijP79+xtffvllhdtJS0sz+vfvb8TFxRnt2rUz/vSnPzmuPuoOro77iiuuMCRV+Pj1L8LCwkLjX//6l3HNNdcYcXFxRseOHY2WLVsad911l+OXiTu4Ou60tDTj7rvvNq666iqjc+fORvPmzY0hQ4YYa9asqXA7y5cvN7p162Z07tzZaNeunfHoo48a586dq9GxXUpV3ueGYRjPPvuskZiYeNH1e+rrPWPGDKNr165GVFSUIcno2LGj0bVrV+Obb75xLGPG+e3quL19frs6bm+f31V5nxuGd87v+Pj4i75Xfx10PGl+WwzjN1+WAQAAmASnlwMAANMi6AAAANMi6AAAANMi6AAAANMi6AAAANMi6AAAANMi6AAAANMi6AAAANMi6AAAANMi6AAAANMi6AAwjZSUFFksFlmtVlmtVn377beV7jt58mRZrVY1adJEFoulBqsEUJv83F0AAM/RqlUr1atXTwEBAZKk06dPa9++fYqOjlbDhg0lSUVFRTp79qwOHDigjIwMDRs2TAsWLNCNN97oztLLyMzMdLrPyy+/LOlCWJoxY0Y1VwTAXQg6AMr46KOP1KpVK0nShg0bNGTIED311FMaP368JOnAgQMaPHiwJKlevXpq2bKlwsLC3FMsAFwGQQeAw6BBgxQcHHzJZYKDgzVo0CBJUlxcnEt7TwCgtnCMDgCHhQsXKioq6pLLREVFaeHChfrggw9ktVplsViUkpIiSdq3b5+sVqsaNGigwYMH65133tGgQYPUrFkzXX/99crJydHevXs1evRotWvXTt26ddPXX39dbhubN2/W0KFD1bp1a7Vu3VrXXnttlQPViy++KKvVqm7duqlLly4aO3asUlNTq7ROAJ6PoAPAJTfddFO58BETE6PMzEwlJCRo586dOnr0qFJTU7Vr1y7t2rVLd955p15//XUtXbpUe/bsUUxMjG699VbZ7XbHOr7++msNGjRI8fHx2r9/v/bv369OnTpp4MCB2rt3r0u1Ll68WM8++6zWrl2rrVu3Kj09XZI0f/58l8cPwDsQdADUiOLiYk2ePFmSFBoaquuuu06rV6/W2LFj5efnJ4vFoptvvln79u3T/v37Hf0eeeQR1a9fX08//bSj7amnnpJhGJo5c6ZLtWzatEnh4eGKiIiQJAUGBmr69Om65pprqjBCAN6AoAOgRrRp00Z+fv93GGDpWVvt27d3tDVq1EiSdPjwYUnS2bNn9eWXXyohIUFBQUGO5erVq6eYmBh9+umnLtWSmJioPXv2qG/fvpo/f76OHTumq666SrfeeqtL6wPgPQg6AGpE/fr1y/xcem2aX7eXtpV+dXXy5EmVlJQoPT3dcS2c0seJEydUUlLiUi033XST1q1bp4YNG2rChAlq0qSJbrjhBu3Zs8el9QHwHpx1BcBjXHHFFfLx8dGgQYP0wQcfVOu6hw4dqqFDh+rYsWNatGiRnn76aV1zzTXKzs6Wjw9/8wFmxewG4DHq1aunAQMGaNu2beX23nz44YeOs7ucNXv2bG3evFmSFBERoQcffFBPPPGEfvjhB506daqKVQPwZAQdAB7l+eef1+HDhx0HIEvS7t27NXXqVHXr1s2ldWZmZuq5557T2bNnJV24unNaWpri4+Mdxw4BMCeCDoAKJSUl6e6775YkPfnkkxo6dGiZ50uvoyNJr776qoYOHarjx4/LarUqIyNDGRkZslqtys/P180336xXX31VkmS1WvXZZ5/p+eefd6z/7rvv1jPPPCNJ6tGjh7744gtt2rRJ0dHR6t69u+6++269+OKLGjVqlEtjufPOO+Xv768ePXooPj5e8fHxatCggVauXOnS+gB4D4tR+icTAHi50vtUVeXXWnWsA4Dn4GBkAKbRoEEDRUVFOfY0LVq0SJ07d65U38mTJystLU2nT5++7NWhAXgP9ugAAADT4hgdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWgQdAABgWv8fAE5+YDIE3Q4AAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('v')[0][2])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 82,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('a')[0][6])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 83,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "(<Figure size 640x480 with 1 Axes>, <AxesSubplot:xlabel='Time [s]'>)"
+      ]
+     },
+     "execution_count": 83,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# ss.TDS.plt.plot(ss.GENCLS.omega, left=1.8, right=3)\n",
+    "ss.TDS.plt.plot(ss.GENCLS.omega)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 84,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('idd')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 85,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('Id')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 86,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('iqq')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 87,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('Iq')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 88,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('idd')[0][1])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 89,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('iqq')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 90,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('iqq')[0][1])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 91,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "(<Figure size 640x480 with 1 Axes>, <AxesSubplot:xlabel='Time [s]'>)"
+      ]
+     },
+     "execution_count": 91,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# ss.TDS.plt.plot(ss.Bus.a, left=1.8, right=2.1)\n",
+    "ss.TDS.plt.plot(ss.Bus.a)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 92,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "State: GENCLS.omega, a=[2 3], v=[0.99228314 1.        ], e=[-0.50982963  0.46894267]"
+      ]
+     },
+     "execution_count": 92,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.GENCLS.omega"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "([3, 4], ['idd Line 1', 'idd Line 2'])"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.TDS.plt.find('idd')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('idd')[0],savefig=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('iqq')[0],savefig=True)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('omega')[0][0],savefig=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "fig, ax = ss.TDS.plotter.plot(ss.TDS.plotter.find('v')[0][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['iqq Line 1',\n",
+       " 'iqq Line 2',\n",
+       " 'idd Line 1',\n",
+       " 'idd Line 2',\n",
+       " 'delta GENCLS 1',\n",
+       " 'delta GENCLS 2',\n",
+       " 'omega GENCLS 1',\n",
+       " 'omega GENCLS 2',\n",
+       " 'a Bus 1',\n",
+       " 'a Bus 2',\n",
+       " 'a Bus 3',\n",
+       " 'v Bus 1',\n",
+       " 'v Bus 2',\n",
+       " 'v Bus 3',\n",
+       " 'q PV 1',\n",
+       " 'q Slack 1',\n",
+       " 'p Slack 1',\n",
+       " 'Id GENCLS 1',\n",
+       " 'Id GENCLS 2',\n",
+       " 'Iq GENCLS 1',\n",
+       " 'Iq GENCLS 2',\n",
+       " 'vd GENCLS 1',\n",
+       " 'vd GENCLS 2',\n",
+       " 'vq GENCLS 1',\n",
+       " 'vq GENCLS 2',\n",
+       " 'tm GENCLS 1',\n",
+       " 'tm GENCLS 2',\n",
+       " 'te GENCLS 1',\n",
+       " 'te GENCLS 2',\n",
+       " 'vf GENCLS 1',\n",
+       " 'vf GENCLS 2',\n",
+       " 'XadIfd GENCLS 1',\n",
+       " 'XadIfd GENCLS 2',\n",
+       " 'Pe GENCLS 1',\n",
+       " 'Pe GENCLS 2',\n",
+       " 'Qe GENCLS 1',\n",
+       " 'Qe GENCLS 2',\n",
+       " 'psid GENCLS 1',\n",
+       " 'psid GENCLS 2',\n",
+       " 'psiq GENCLS 1',\n",
+       " 'psiq GENCLS 2']"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.dae.xy_name"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'Id GENCLS 1'"
+      ]
+     },
+     "execution_count": 23,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ss.dae.xy_name[17]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "andes",
+   "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": "3.8.18"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/andes/models/line/line.py b/andes/models/line/line.py
index bec300150..8dfcfe25c 100644
--- a/andes/models/line/line.py
+++ b/andes/models/line/line.py
@@ -4,7 +4,7 @@
 
 import numpy as np
 from andes.core import (ModelData, IdxParam, NumParam, DataParam,
-                        Model, ExtAlgeb, ConstService)
+                        Model, ExtAlgeb, ConstService, Algeb, ExtParam, State)
 
 
 class LineData(ModelData):
@@ -129,6 +129,8 @@ def __init__(self):
         self.xcoord = DataParam(info="x coordinates")
         self.ycoord = DataParam(info="y coordinates")
 
+        # self.omegaa = 1
+
 
 class Line(LineData, Model):
     """
@@ -147,6 +149,7 @@ def __init__(self, system=None, config=None):
         self.group = 'ACLine'
         self.flags.pflow = True
         self.flags.tds = True
+        self.flags.tds_init = False
 
         self.a1 = ExtAlgeb(model='Bus', src='a', indexer=self.bus1, tex_name='a_1',
                            info='phase angle of the from bus',
@@ -184,6 +187,11 @@ def __init__(self, system=None, config=None):
         self.itap = ConstService(tex_name='1/t_{ap}')
         self.itap2 = ConstService(tex_name='1/t_{ap}^2')
 
+        ## declare variables
+        # self.omegaa = ConstService(tex_name='omegaa')
+        # self.omegaa.v_str = 'u * 2.0'
+        ## end declare
+
         self.gh.v_str = 'g1 + 0.5 * g'
         self.bh.v_str = 'b1 + 0.5 * b'
         self.gk.v_str = 'g2 + 0.5 * g'
@@ -199,21 +207,138 @@ def __init__(self, system=None, config=None):
         self.itap.v_str = '1/tap'
         self.itap2.v_str = '1/tap/tap'
 
-        self.a1.e_str = 'u * (v1 ** 2 * (gh + ghk) * itap2  - \
-                              v1 * v2 * (ghk * cos(a1 - a2 - phi) + \
-                                         bhk * sin(a1 - a2 - phi)) * itap)'
+        ## begin initialize variables
+        
+        ## original - working - id and iq equations in explicit form 
+        # self.idd = Algeb(info='real current',
+        #                  tex_name='idd',
+        #                  v_str='1e-8',
+        #                  e_str='u * (((x+1e-8)*v1*sin(a1) - (x+1e-8)*v2*sin(a2) + \
+        #                          (r+1e-8)*v1*cos(a1) - (r+1e-8)*v2*cos(a2))/((x+1e-8)**2 + (r+1e-8)**2)) - idd')
+        
+        # self.iqq = Algeb(info='real current',
+        #                  tex_name='iqq',
+        #                  v_str='1e-8',
+        #                  e_str='u * ((-(x+1e-8)*v1*cos(a1) + (x+1e-8)*v2*cos(a2) + (r+1e-8)*v1*sin(a1) - \
+        #                          (r+1e-8)*v2*sin(a2))/((x+1e-8)**2 + (r+1e-8)**2)) - iqq')
+        
+        ## ORIGINAL END
+        
+
+
+        ## modified based on circuit analysis (equations in implicit form)
+        # self.idd = Algeb(info='real current',
+        #                  tex_name='idd',
+        #                  v_str='1e-8',
+        #                  e_str='u * ( (x+1e-8)*iqq - (r+1e-8)*idd - v2*cos(a2) + v1*cos(a1) ) / (x/(2*pi*60))')
+        
+        # self.iqq = Algeb(info='real current',
+        #                  tex_name='iqq',
+        #                  v_str='1e-8',
+        #                  e_str='u * ( -1*(x+1e-8)*idd - (r+1e-8)*iqq - v2*sin(a2) + v1*sin(a1) ) / (x/(2*pi*60))')
+        
+        # self.a1.e_str = 'u * (idd*v1*cos(a1) + 1.0*iqq*v1*sin(a1))'
+
+        # self.v1.e_str = 'u * (1.0*idd*v1*sin(a1) - 1.0*iqq*v1*cos(a1))'
+
+        # self.a2.e_str = 'u * (-idd*v2*cos(a2) - 1.0*iqq*v2*sin(a2))'
+
+        # self.v2.e_str = 'u * (-1.0*idd*v2*sin(a2) + 1.0*iqq*v2*cos(a2))'
+        
+        # # end modified
+
+
+        ## test (this version is also in implicit form but has the same dq-axis alignment as in ANDES implementation)
+        self.idd = State(info='real current',
+                         tex_name='idd',
+                         v_str='1e-8',
+                         e_str='u * ( -(x+1e-8)*iqq - (r+1e-8)*idd - v2*sin(a2) + v1*sin(a1) ) / (x/(2*pi*60))')
+        
+        self.iqq = State(info='real current',
+                         tex_name='iqq',
+                         v_str='1e-8',
+                         e_str='u * (1*(x+1e-8)*idd - (r+1e-8)*iqq - v2*cos(a2) + v1*cos(a1) ) / (x/(2*pi*60))')
+        
+        self.a1.e_str = 'u * (idd*v1*sin(a1) + iqq*v1*cos(a1))'
+
+        self.v1.e_str = 'u * (-idd*v1*cos(a1) + iqq*v1*sin(a1))'
+
+        self.a2.e_str = 'u * (-idd*v2*sin(a2) - iqq*v2*cos(a2))'
+
+        self.v2.e_str = 'u * (idd*v2*cos(a2) - iqq*v2*sin(a2))'
+        
+        # end modified
+
+
+        # self.idd = Algeb(info='real current',
+        #                  tex_name='idd',
+        #                  v_iter='u * (((x+1e-8)*v1*sin(a1) - (x+1e-8)*v2*sin(a2) + \
+        #                          (r+1e-8)*v1*cos(a1) - (r+1e-8)*v2*cos(a2))/((x+1e-8)**2 + (r+1e-8)**2))',
+        #                  e_str='u * (((x+1e-8)*v1*sin(a1) - (x+1e-8)*v2*sin(a2) + \
+        #                          (r+1e-8)*v1*cos(a1) - (r+1e-8)*v2*cos(a2))/((x+1e-8)**2 + (r+1e-8)**2)) - idd')
+        
+        # self.iqq = Algeb(info='real current',
+        #                  tex_name='iqq',
+        #                  v_iter='u * ((-(x+1e-8)*v1*cos(a1) + (x+1e-8)*v2*cos(a2) + (r+1e-8)*v1*sin(a1) - \
+        #                          (r+1e-8)*v2*sin(a2))/((x+1e-8)**2 + (r+1e-8)**2))',
+        #                  e_str='u * ((-(x+1e-8)*v1*cos(a1) + (x+1e-8)*v2*cos(a2) + (r+1e-8)*v1*sin(a1) - \
+        #                          (r+1e-8)*v2*sin(a2))/((x+1e-8)**2 + (r+1e-8)**2)) - iqq')
+        
+        
+        # self.a1.e_str = 'u * (idd*v1*cos(a1) + 1.0*iqq*v1*sin(a1))'
+
+        # self.v1.e_str = 'u * (1.0*idd*v1*sin(a1) - 1.0*iqq*v1*cos(a1))'
+
+        # self.a2.e_str = 'u * (-idd*v2*cos(a2) - 1.0*iqq*v2*sin(a2))'
+
+        # self.v2.e_str = 'u * (-1.0*idd*v2*sin(a2) + 1.0*iqq*v2*cos(a2))'
+
+        # self.a1.e_str = 'u * (1.0*x*v1*v2*sin(a1 - a2)/(x**2 + r**2) + \
+        #                       1.0*(r+1e-8)*v1**2/(x**2 + (r+1e-8)**2) - \
+        #                       1.0*(r+1e-8)*v1*v2*cos(a1 - a2)/(x**2 + (r+1e-8)**2))'
+
+        # self.v1.e_str = 'u * (1.0*x*v1**2/(x**2 + (r+1e-8)**2) - \
+        #                       1.0*x*v1*v2*cos(a1 - a2)/(x**2 + (r+1e-8)**2) - \
+        #                       1.0*(r+1e-8)*v1*v2*sin(a1 - a2)/(x**2 + (r+1e-8)**2))'
+
+        # self.a2.e_str = 'u * ((r+1e-8)*v2**2/(x**2 + (r+1e-8)**2) - \
+        #                        v1*v2*(1.0*x*sin(a1 - a2)/(1.0*x**2 + (r+1e-8)**2) + \
+        #                        (r+1e-8)*cos(a1 - a2)/(1.0*x**2 + (r+1e-8)**2)))'
+
+        # self.v2.e_str = 'u * (1.0*x*v2**2/(1.0*x**2 + (r+1e-8)**2) + \
+        #                       v1*v2*(-1.0*x*cos(a1 - a2)/(x**2 + (r+1e-8)**2) + \
+        #                       (r+1e-8)*sin(a1 - a2)/(x**2 + (r+1e-8)**2)))'
+        
+
+        # self.iqq = Algeb(info='real current',
+        #             tex_name='iqq',
+        #             v_str='1',
+        #             e_str='u * (-x*v1*cos(a1) + x*v2*cos(a2) + \
+        #                    r*v1*sin(a1) - r*v2*sin(a2))/(x**2 + r**2) - iqq')
+        # end initialization
+
+
+        # self.a1.e_str = 'u * (v1 ** 2 * (gh + ghk) * itap2  - \
+        #                       v1 * v2 * (ghk * cos(a1 - a2 - phi) + \
+        #                                  bhk * sin(a1 - a2 - phi)) * itap)'
+
+        # self.a1.e_str = 'u * (1.0*x*v1*v2*sin(a1 - a2)/(x**2 + r**2) + \
+        #                       1.0*r*v1**2/(x**2 + r**2) - \
+        #                       1.0*r*v1*v2*cos(a1 - a2)/(x**2 + r**2))'
+
+        # self.v1.e_str = 'u * (-v1 ** 2 * (bh + bhk) * itap2 - \
+        #                       v1 * v2 * (ghk * sin(a1 - a2 - phi) - \
+        #                                  bhk * cos(a1 - a2 - phi)) * itap)'
+
+        # self.a2.e_str = 'u * (v2 ** 2 * (gh + ghk) - \
+        #                       v1 * v2 * (ghk * cos(a1 - a2 - phi) - \
+        #                                  bhk * sin(a1 - a2 - phi)) * itap)'
 
-        self.v1.e_str = 'u * (-v1 ** 2 * (bh + bhk) * itap2 - \
-                              v1 * v2 * (ghk * sin(a1 - a2 - phi) - \
-                                         bhk * cos(a1 - a2 - phi)) * itap)'
+        # self.v2.e_str = 'u * (-v2 ** 2 * (bh + bhk) + \
+        #                       v1 * v2 * (ghk * sin(a1 - a2 - phi) + \
+        #                                  bhk * cos(a1 - a2 - phi)) * itap)'
 
-        self.a2.e_str = 'u * (v2 ** 2 * (gh + ghk) - \
-                              v1 * v2 * (ghk * cos(a1 - a2 - phi) - \
-                                         bhk * sin(a1 - a2 - phi)) * itap)'
 
-        self.v2.e_str = 'u * (-v2 ** 2 * (bh + bhk) + \
-                              v1 * v2 * (ghk * sin(a1 - a2 - phi) + \
-                                         bhk * cos(a1 - a2 - phi)) * itap)'
 
     @property
     def istf(self):
diff --git a/andes/models/line/linebase.py b/andes/models/line/linebase.py
new file mode 100644
index 000000000..5c3a7f941
--- /dev/null
+++ b/andes/models/line/linebase.py
@@ -0,0 +1,3 @@
+import logging
+
+from andes.core import 
\ No newline at end of file
diff --git a/andes/models/timer.py b/andes/models/timer.py
index a71f826a6..5ca60599f 100644
--- a/andes/models/timer.py
+++ b/andes/models/timer.py
@@ -191,7 +191,7 @@ def __init__(self, system, config):
                           tex_name=r'V',
                           unit='p.u.(kV)',
                           info='Bus voltage magnitude',
-                          e_str='-u * uf * (v ** 2 * bf)',
+                          e_str='-u * ( uf * (v ** 2 * bf) )',
                           ename='Q',
                           tex_ename='Q',
                           )
@@ -231,6 +231,7 @@ def clear_fault(self, is_time: np.ndarray):
                         self.system.dae.y[self.system.Bus.n:] = self._vstore * self.config.scale
                         logger.debug("All algebraic variables restored after fault clearance at t=%.6f",
                                      self.system.dae.t)
+                        logger.debug(self.system.dae.y)
 
                     # TODO: neither mode 2 or 3 works. Pending further investigation.
                     elif self.config.mode == 2:
diff --git a/andes/routines/daeint.py b/andes/routines/daeint.py
index 99336cc99..7b13b1352 100644
--- a/andes/routines/daeint.py
+++ b/andes/routines/daeint.py
@@ -172,6 +172,7 @@ def step(tds):
 
             if tds.chatter:
                 tds.converged = True
+                logger.info('Converged due to chattering...')
                 break
 
             # non-convergence cases
@@ -219,8 +220,8 @@ class BackEuler(ImplicitIter):
     def calc_jac(tds, gxs, gys):
         """
         Build full Jacobian matrix ``Ac`` for Trapezoid method.
+        
         """
-
         dae = tds.system.dae
 
         return sparse([[tds.Teye - tds.h * dae.fx, gxs],
diff --git a/andes/routines/tds.py b/andes/routines/tds.py
index 9f29ad699..fafb60f4d 100644
--- a/andes/routines/tds.py
+++ b/andes/routines/tds.py
@@ -140,7 +140,7 @@ def __init__(self, system=None, config=None):
         self.last_pc = 0.0
         self.Teye = None
         self.qg = np.array([])
-        self.tol_zero = self.config.tol / 1e6
+        self.tol_zero = self.config.tol / 1e10
 
         # internal status
         self.converged = False
@@ -380,6 +380,7 @@ def run(self, no_summary=False, **kwargs):
 
         while (system.dae.t - self.h < self.config.tf) and (not self.busted):
             logger.debug("Start to integrate time step t=%g", system.dae.t)
+            # logger.info("Integration step size dt = %g", self.h)
 
             # call perturbation file if specified
             if self.callpert is not None:
@@ -420,7 +421,9 @@ def run(self, no_summary=False, **kwargs):
 
                 if self.check_criteria() is False:
                     self.err_msg = 'Violated stability criteria. To turn off, set [TDS].criteria = 0.'
+                    # logger.info("*--* Violated stability criteria. (I have disabled it!) *--*")
                     self.busted = True
+                    # self.busted = False
 
                 # check if the next step is critical time
                 self.do_switch()
@@ -607,6 +610,11 @@ def calc_h(self, resume=False):
 
         self.h = self.deltat
 
+        ############## ~~~~~~~~~~~~~~ ###############
+        '''added an explicit dt'''
+        # self.h = 500e-6
+        ############## ~~~~~~~~~~~~~~ ###############
+
         # do not skip over the end time
         self.h = max(min(self.h, config.tf - system.dae.t), 0)
 
@@ -629,6 +637,10 @@ def calc_h(self, resume=False):
 
         logger.debug("Calculated TDS.h = %g", self.h)
 
+        # if self.h > 50e-6:
+        #     logger.info('h is %g.', self.h)
+
+
         return self.h
 
     def _calc_h_first(self):