{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Example of WR15 Transfer Measurement\n",
    "\n",
    "## Introduction\n",
    "To provide traceable corrections (reference planes) in VNA measurements, we measure the s-parameters of a calibration kit in the reference plane of the standards. This makes the calibration standards a transfer standard for the uncertainties of the correction used to determine the reference plane of the standards. If this reference plane is determined through primary standards (TRL or LRL), then the calibration kit (SOLT) becomes traceable. This notebook is a set of measurements to provide this type of traceability using a WR15 LRL calibration kit to characterize multiple SOL calibration kits. \n",
    "\n",
    "## Description of Measurements\n",
    "Each device was measured as two port scattering parameters, two port wave parameters, and each port was separately measured and saved as 1-port s parameters and 1-port wave parameters.  In addition, each device was measured multiple times. If noted these different measurements represented a disconnect reconnect cycle, else they are only a repeated measurement without mechanical change.  \n",
    "\n",
    "## Post Processing Tips for Microwave Uncertainty Framework\n",
    "<ol>\n",
    "<li> Make sure the reference impedance is <span style=\"font-weight:bold\">NOT</span> set to 50 &Omega;s</li>\n",
    "<img src=\"./WR15_Example_Files/Z_Reference.png\">\n",
    "<br/>\n",
    "<hr/>\n",
    "<li> Make sure the cut off frequency for the wave guide is set to a negative number </li>\n",
    "<img src=\"./WR15_Example_Files/CutOff.png\">\n",
    "<br/>\n",
    "<hr/>\n",
    "<li> The model for an offset short is a cascade of a delay line and short. This is used as a check to the TRL calibrations</li>\n",
    "\n",
    "</ol>\n",
    "<h2> <a href=\"#Acquisition\" style=\"color:blue\">Scripts Demonstrating Data Acquisition </a> </h2>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h2><a id=\"Acquisition\">Script demonstrating acquisition</a></h2>\n",
    "This script was used to acquire data for WR15 calkits using the ZVA and OML WR15 heads on 03/13/2018. The scattering parameters and wave parameters are separate measurement passes without a reconnect cycle. To transform the wave parameters into scattering parameters use the function w2p_to_s2p located in the module pyMez.Code.Analysis.Transformations. This converts them into 3-receiver style scattering parameters (needs switch terms) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Importing pyMez, this should take roughly 30 seconds\n",
      "Importing Code.DataHandlers.GeneralModels\n",
      "It took 2.754 s to import Code.DataHandlers.GeneralModels\n",
      "Importing Code.DataHandlers.HTMLModels\n",
      "It took 0.427 s to import Code.DataHandlers.HTMLModels\n",
      "Importing Code.DataHandlers.NISTModels\n",
      "It took 6.309 s to import Code.DataHandlers.NISTModels\n",
      "Importing Code.DataHandlers.TouchstoneModels\n",
      "It took 0.008 s to import Code.DataHandlers.TouchstoneModels\n",
      "Importing Code.DataHandlers.XMLModels\n",
      "It took 0.251 s to import Code.DataHandlers.XMLModels\n",
      "Importing Code.DataHandlers.ZipModels\n",
      "It took 0.031 s to import Code.DataHandlers.ZipModels\n",
      "Importing Code.InstrumentControl.Experiments\n",
      "It took 1.233 s to import Code.InstrumentControl.Experiments\n",
      "Importing Code.InstrumentControl.Instruments\n",
      "It took 0.014 s to import Code.InstrumentControl.Instruments\n",
      "Importing Code.Utils.Names\n",
      "It took 0.011 s to import Code.Utils.Names\n",
      "It took 11.038 s to import all of the active modules\n"
     ]
    }
   ],
   "source": [
    "# note the Importing statements are diagnostics and can be disabled by setting VERBOSE_IMPORT to false in pyMez/__init__.py\n",
    "from pyMez import *\n",
    "from Code.Analysis.Transformations import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "zva=VNA(\"GPIB::20\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "frequency_start=50*10**9\n",
    "frequency_stop=75*10**9\n",
    "number_points=251\n",
    "#data_directory=r\"C:\\Share\\WR15_20180213\"\n",
    "base_data_directory=r\"C:\\Share\\WR15_OML_20180309\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "#test_frequency_list=np.linspace(frequency_start,frequency_stop,number_points)\n",
    "# Note with the frequency converter you can't initialize the sweeps. Set up the zva traces manually\n",
    "# to have \"S11\",\"S21\",\"S12\",\"S22\",\"A1_D1\",\"B1_D1\",\"A2_D1\",\"B2_D1\" as names\n",
    "# todo: add method to VNA, VNA.add_all_traces()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 15:10:50.779000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s2p\\True_Thru_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
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/B3izmcXfT/4d4ERJu0jaB9gXd5zYQ8BGSa+SJOAU3CttAoGBYJBGULnTFwPE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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa33d710>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s1p\\port1\\True_Thru_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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LOHXqFFJKWrZs6VBcRFJSElWrVqVixYqq/cwe3N3d2bVrF/v37yckJITRo0cD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\nTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xc5d6cf8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s1p\\port2\\True_Thru_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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I0VQI0dTHx+cBjO7++Oqrr1iwYAELFy6UN4mvry+gDUG7ceOGzB2wtbVl69at7NmzB9AK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\nAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xc912198>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 54 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w2p\\True_Thru_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w1p\\port1\\True_Thru_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w1p\\port2\\True_Thru_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 205 seconds\n",
      " Converting w2p to switch terms ...\n",
      " Measurements finished at 2018-03-13 15:14:15.999000\n",
      " Total time of measurements was 0:03:25.220000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Thru _WO_AlignmentPins\"\n",
    "specific_description=\"True_Thru\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "print( \" Converting w2p to switch terms ...\")\n",
    "switch_terms_directory=os.path.join(data_directory,subdirectory,\"SwitchTerms\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=\"G\"+specific_description,\n",
    "               general_descriptor=\"WR15_Switch_Terms\",extension=\"s2p\")\n",
    "switch_terms=W2p_to_SwitchTerms(w2p)\n",
    "switch_terms.path=os.path.join(switch_terms_directory,name)\n",
    "switch_terms.save()\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 15:17:40.311000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s2p\\True_Thru_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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kjYwisjbgltFAx/caNRqNjI+Xk0azrozRWhHFE5W3zLwndHBKU1C4zbQPAn/IDjPzRQ1h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\ntzfW5JoKagAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa1d09e8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s1p\\port1\\True_Thru_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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isbm4uKBjx44FPp8pKSmYP3++ohoLknfXtGnTEBYWhi5duhSwJSUnJ2PXrl04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\nBoPBYICRgcFgMBgA/A7zkp0a/DfG5AAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcbeae48>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s1p\\port2\\True_Thru_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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kzp07R15eHrm5udja2nLs2DFGjhzJsGHDGDNmDLVr11b5EPn5+eefcXFx4dat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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcbf2f60>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w2p\\True_Thru_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w1p\\port1\\True_Thru_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w1p\\port2\\True_Thru_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Converting w2p to switch terms ...\n",
      " Measurements finished at 2018-03-13 15:21:05.185000\n",
      " Total time of measurements was 0:03:24.874000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Thru _WO_AlignmentPins\"\n",
    "specific_description=\"True_Thru\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "print( \" Converting w2p to switch terms ...\")\n",
    "switch_terms_directory=os.path.join(data_directory,subdirectory,\"SwitchTerms\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=\"G\"+specific_description,\n",
    "               general_descriptor=\"WR15_Switch_Terms\",extension=\"s2p\")\n",
    "switch_terms=W2p_to_SwitchTerms(w2p)\n",
    "switch_terms.path=os.path.join(switch_terms_directory,name)\n",
    "switch_terms.save()\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 15:23:47.617000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s2p\\True_Thru_WR15_20180313_004.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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Q9yfqBgKDgqSjgP8HeIuZxc8n/zZwvKRdJO0L7IfbTuwhYJOkV0kScDLuSJtA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\nqikgCEGQfQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x5ba00f0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s1p\\port1\\True_Thru_WR15_Port1_20180313_004.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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dOnV45ZVXGDp0KGPHjgW0BUVWJXYJAyGEM/AZ0B+IAB4TQpQPm+sPtCz9GQXM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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcd85f98>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\s1p\\port2\\True_Thru_WR15_Port2_20180313_004.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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sdc+EQe3atXkodlxcHNq0acPfKWXHdunSRWlNJDY5jxw5EuPHj69Qf4z9LpFI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\nJoLenZ3xWgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd8270b8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w2p\\True_Thru_WR15_Wave_Parameters_20180313_004.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w1p\\port1\\True_Thru_WR15_Wave_Parameters_Port1_20180313_004.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\w1p\\port2\\True_Thru_WR15_Wave_Parameters_Port2_20180313_004.w1p\n",
      " It took 204 seconds\n",
      " Converting w2p to switch terms ...\n",
      "Saving switch terms at C:\\Share\\WR15_OML_20180309\\Thru _WO_AlignmentPins\\SwitchTerms\\GTrue_Thru_WR15_Switch_Terms_20180313_001.s2p\n",
      " Measurements finished at 2018-03-13 15:27:12.266000\n",
      " Total time of measurements was 0:03:24.649000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Thru _WO_AlignmentPins\"\n",
    "specific_description=\"True_Thru\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "print( \" Converting w2p to switch terms ...\")\n",
    "switch_terms_directory=os.path.join(data_directory,subdirectory,\"SwitchTerms\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=\"G\"+specific_description,\n",
    "               general_descriptor=\"WR15_Switch_Terms\",extension=\"s2p\")\n",
    "switch_terms=W2p_to_SwitchTerms(w2p)\n",
    "switch_terms.path=os.path.join(switch_terms_directory,name)\n",
    "switch_terms.save()\n",
    "print(\"Saving switch terms at {0}\".format(os.path.join(switch_terms_directory,name)))\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 15:37:34.385000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s2p\\True_Thru_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
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FnCRpD0kHAQfjthN7ANgs6WWSBJyGO9ImEBgIBqkHlTt8MUDMlrLOlnJGXIiz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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdaa8128>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s1p\\port1\\True_Thru_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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83xBZWVlwdnaWLK9VqxYuXryIt99+22hdFZkGDRrggw8+QLdu3QBonO0Er+tGjRpZs2sc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\nRK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xccece10>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s1p\\port2\\True_Thru_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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xN9LJyQkpKSkqJ6VDhw6ha9euZfpdMye+sggfQGb7ZxFkyvZhGc2nTp3Cxx9/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\n/x9slxgdRGLEPgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xce29b38>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w2p\\True_Thru_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w1p\\port1\\True_Thru_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w1p\\port2\\True_Thru_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Converting w2p to switch terms ...\n",
      "Saving switch terms at C:\\Share\\WR15_OML_20180309\\Thru\\SwitchTerms\\GTrue_Thru_WR15_Switch_Terms_20180313_001.s2p\n",
      " Measurements finished at 2018-03-13 15:40:59.292000\n",
      " Total time of measurements was 0:03:24.907000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Thru\"\n",
    "specific_description=\"True_Thru\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "print( \" Converting w2p to switch terms ...\")\n",
    "switch_terms_directory=os.path.join(data_directory,subdirectory,\"SwitchTerms\")\n",
    "name=auto_name(directory=switch_terms_directory,specific_descriptor=\"G\"+specific_description,\n",
    "               general_descriptor=\"WR15_Switch_Terms\",extension=\"s2p\")\n",
    "switch_terms=W2p_to_SwitchTerms(w2p)\n",
    "switch_terms.path=os.path.join(switch_terms_directory,name)\n",
    "switch_terms.save()\n",
    "print(\"Saving switch terms at {0}\".format(os.path.join(switch_terms_directory,name)))\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 15:43:04.076000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s2p\\True_Thru_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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6tNsBI2Wk3DYFhVtM+yDwIna6mR+YSHMsU93MfxKLWwUsTMk31a6eF3qloIo64jKOCUWd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\nSf4PtiP3GVQUp08AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdce18d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s1p\\port1\\True_Thru_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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ff/2ld66MjAwsWbIEsbGxePnllzF//nw0aNBAjOjRpQyEsWvXrkGhUGiVx8nJCYA0ZVCn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\ngwHA/wEWylfg1UQmMQAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcdf5358>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s1p\\port2\\True_Thru_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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bb4mOjsbb2xtnZ2cyMjIIDw/Hy8sLe3t7owXvLOQ/mplAK+hmruNeK5D2yiuvPFE4ZH6h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\n/huDyUVDYRoWvwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xc720080>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 51 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w2p\\True_Thru_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 102 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w1p\\port1\\True_Thru_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 152 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w1p\\port2\\True_Thru_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 202 seconds\n",
      " Converting w2p to switch terms ...\n",
      "Saving switch terms at C:\\Share\\WR15_OML_20180309\\Thru\\SwitchTerms\\GTrue_Thru_WR15_Switch_Terms_20180313_002.s2p\n",
      " Measurements finished at 2018-03-13 15:46:27.022000\n",
      " Total time of measurements was 0:03:22.946000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Thru\"\n",
    "specific_description=\"True_Thru\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "print( \" Converting w2p to switch terms ...\")\n",
    "switch_terms_directory=os.path.join(data_directory,subdirectory,\"SwitchTerms\")\n",
    "name=auto_name(directory=switch_terms_directory,specific_descriptor=\"G\"+specific_description,\n",
    "               general_descriptor=\"WR15_Switch_Terms\",extension=\"s2p\")\n",
    "switch_terms=W2p_to_SwitchTerms(w2p)\n",
    "switch_terms.path=os.path.join(switch_terms_directory,name)\n",
    "switch_terms.save()\n",
    "print(\"Saving switch terms at {0}\".format(os.path.join(switch_terms_directory,name)))\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 15:48:23.649000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s2p\\True_Thru_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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9gP1xx4k9DGyS9CpJAk7FvdImEBgIBmkElTt9MUDMlLLOlHJGnI+z1Lve6Rtu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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd8b37b8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s1p\\port1\\True_Thru_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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UVMTFxcHT0xPt27dHrVq15JKTU6dOVZz/fcGCBTh27BiqVKmisUn5zz//YOzY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\nDDAyMBgMBgOMDAwGg8EA4H/9nqBXYfencAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x696aba8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\s1p\\port2\\True_Thru_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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gFi5caNL2L0uPl62jc//99xMTE8N9991n9Dh7e3vat29vMiLF2dmZ559/ni++\n+ILZs2crk46fnx+aplFYWAjofAbXrl1T42vXrh0JCQnEx8dTUlKCpmkqzwB0ZiIZImlqkpECzNPT\ns0omRzkGPz8/9Vx26dKlXO8OSZ06dejXr59a9Ogjfwdzoujk82TM3HT8+HFCQ0N57bXXjB4rhcS0\nadNMlqOWY/j55595+umnuXr1KrVq1eKnn37i8ccfx9+/bI1O3UJu0qRJ3HfffUqISOe4KZ5++mk6\nduyoxuTi4oKbmxsffvhhhcfdKizCoAJKS0vp3LkzGzdurHC//Px8NXE/8MADBrWFQJegMm7cOCUM\noqKiWLduHenp6SQmJvLII49w4MABbG1tDRxm8iXZvn07c+fO5Y033lCrlwYNGtCqVSsVcbBx40Ze\nffVVxowZU66LmjGk+eJORh4VFhbSvHlznnjiidt2Df0VtaZphIaGMnfuXI4dO0ZOTg6fffYZK1as\nUPuEhIRQp04dmjRpAlCu7WG7du0YNmxYOfORRGoG5rZnlMjqqK+99prRrOWQkBCWLFnCCy+8QM+e\nPZUwkBOPnLBXrVqFt7e3Wom3a9cO0Jk/rKysiIuL46WXXqJr164sXbrU4DuaEgbSCezj41MlYdC/\nf3/69u3L1q1bVfcw2dvYGGvXruX48eNGt5mjGfzxxx+kpaWVa2zzzTffEBQURFpaGmvWrAEwGYCh\nf6yponFSGFy5coUffvhBCZ86deoQHh6uHL36+Pj4MH/+fFq3bo2vry8DBgxg3759Jr8L6Kqnjh49\nmvT0dIQQeHh44OrqanEgVwdOnz7Nn3/+yffff1/hfmfOnGHDhg0AKn9An7y8PNLS0lSewZo1a+jf\nv7/6kY3ZTPXx9fUlLy+PqKgo9fJYW1sze/Zs3n//fQB27tzJwoULmTx5MgMHDjR6nhkzZij1WQqD\nO1kcS990cbvo1KkTDzzwAKCL5Xd1dVU29Pbt2wN/v9w5OTl89NFHREZGKmFQ1sQnNQpTceuPPvoo\ny5YtM3D4S/r06VNhfZ20tDQ++OADTp48WW5bdnY2paWl5OTksGXLFiIjIxFC4OfnB/wtDMrmGQQE\nBAA6M6IQgoCAADw8PKhfv74qpV6vXj11DWPIc8taW+aSlJREYWGhyr5OS0sjPDy8XCMneY2RI0fy\nwQcfGD2XTNo0JQyuXbtGr169eO+99/D29ubjjz9WxeNkvans7Gxmz56Nm5ubycSwjIwMnJ2dmT59\nejlTrESw7Qx8AAAgAElEQVQ+L/7+/uTn56u/y2p1ly5dQgjBnDlzKCwsVKUqfHx8zE4ELSwsJCMj\nA3d3d6ysrPDy8rKEllYHpCSXYWUVIU0TxmzAr7zyCvfee69BngH8vaqsLI1eVmy1s7PjypUrlJaW\ncujQISIiInj44YeBvxuc5OTkKNOFPqWlpbzzzjtqVS61hztZWM3e3p5atWoRHBx8266RmJjIhQsX\nyM/PR9M0goODiYqK4r777lPNS6QafvXqVSZOnMjBgweVMJAra0lJSQnt27c36Uht3ry5ybr7hw8f\n5siRI+U+1zSNBx98UBVlM+Zkfu6552jWrBnx8fF0794dDw8PVq1apSYsOWHL/0stUt8fkJOTwzvv\nvMPBgwdJTU3lu+++A3Rhm8uXL6dfv7L9qHRIAfPFF1+wevVqo/sYIzU1FW9vb7Zt28aAAQMMnL9l\nzWw//vgjGRkZJu+dlZUVJ06c4JVXXjG6/ZdffqG4uJisrCyuXLnC+PHjlS9I3iOp1QQHB5s0Tb78\n8sts3rxZ1W4y5tAfPnw4Bw8eLBcU4OrqSt26dZUJSiYw/v7772zatAlXV1eOHDlCeHg4tWvXrrTT\n3Pjx46lduzbp6enKTObp6XnHNINbX0DlX0RERAROTk4VmgBKS0sZMWKEKgWwf//+cpmMMpR05cqV\n3HPPPSqKQ07aZTWD1NRUAzuqFAbyZU5JSWHfvn3MmDGDli1b0rp1ayUMZJOcskk/ly5dMvj7oYce\nom3btmYls90qrly5QmJi4m19uGV01Llz58jLy+OPP/4AUNUxHR0dlTDQ71Ylk7vKOjvt7e3x9vY2\naWbYs2cPfn5+arWtT82aNbl69SqaphEYGMjo0aOZNm2aChN95JFHEEIYDZ88c+YM99xzD3Xr1sXK\nygoHBwcGDRrEgQMHeOGFF5QmkJubixBC+ZqcnJz49NNP6dSpE5mZmcyYMYNatWqRmprKW2+9pcYl\ny3AYo3PnzsyZM4emTZuaHecPutW6t7c3CQkJrFmzRgU3+Pv7U1BQYPBMf/fddwQFBRmUZyhLRU3t\nw8PD8fb25ssvv2T//v1s2LBBOaLl+7Rx40YGDRrEmDFjaNmypdHzBAYGEhgYqBrN5OTklPMb+fj4\n4OPjo8p+y9/L1dWVwsJC9TzLFXxubq5BpJSfnx/R0dGVLvrc3NxIS0vjiSeeUL6tqpbluBksmkEF\nREREkJubazLKAHQ//H//+19iY2O5ePGi0Zo0Mpqob9++hIWFqRfXw8ODXr16lXv4vLy8jAoDSUJC\ngnpAHn30UX799VclDEwl3EhTiayJdPbsWaysrIxqEbeLsiaq28HXX38N6Mwk+kLH1dWVd999F3d3\n93LCwM3NDScnJ5o3b27gwJdU9EI+9dRTJntU16xZk6SkJM6cOUNcXJzyO8jv7+/vj7e3d7n7kZ2d\nTWRkJG3atMHOzo7AwEBWrVrFsWPHaNOmDV988YWa+PLy8nB0dFSTtpWVFePGjaN58+bKHKcfWurm\n5oa/vz9Hjx5VUWtlad++PVOnTmX//v0GxeMqoqSkhPT0dLy8vJRfQ3ZW27x5czkn8ZEjR7j//vsr\njK5ZvXq1WgCVZdeuXTz55JMEBgZy+PBh3nvvPbVNagbR0dEcPXqUjh07mnTkb9myhfXr16tjjJnF\nNmzYwOrVq3F3d8fX15eAgACmTp1KnTp1DCrAymckLy/PIKFu165dREREmDRDSby9vSktLaVTp06M\nHj0a0DmVZWb17caiGZigtLSU9u3bExkZWaG9T38FYKrCo4ODA3l5eWzYsIHQ0FBlJurSpQsjR46s\ndCwtW7bkpZdeUlEgUhg4OjpSWlpKVFSUEgamUvEDAwOZNm2aWm3df//9JCcn39aqlGVJSEjA2tq6\nSr1mq4q0GycnJ5drPFK3bl0GDhyoVv/yha2sxowpYVBQUEBCQoJy4pelZs2anD59WjlTZZKS1DJq\n1qypBIY+hw8fprS0VJUraNCgAX/88QeTJ09m8+bNytFpbW3Ngw8+WE6zPHXqlKqNBRiElq5evZoa\nNWrw0EMP0aBBA6OhxYmJiRQWFvLLL78wf/58NTFVREFBAYMGDaJly5Y0aNAA0GlNoDOh6ifRZWZm\nkpiYWOHKH2Dx4sXk5+er+ybJysoiMzOTunXrUqNGDS5evMiQIUPU9lq1atGtWzdlmoqJieHChQtG\nF3UffvghKSkpyhxlbCH1xRdfcOXKFQ4dOqQmZqlZOTk5KbOafEYyMjIMEuqkRlFZnSUZeBIREUGb\nNm3w8fGpUuvPm8WiGZjAysqKJUuW8PLLL5OSkkJhYaHRCaGixBmJfBH79OnDjz/+SJcuXVi/fr1y\nBlaGnZ0dSUlJ+Pn5cfz4cbp06UJaWhre3t7UrVuXmJgYwsPDK6yx0rhxY5o1a8bkyZMpLi5Wcc+m\nYsBvB1euXMHPz6/C1eDNoGmasu3rawaylk+zZs346KOPlBmvbBSKKUwJA2l6MyUMQkJC8PPzU8JA\nBiLIc3l5ebF3716DiJfAwEBmzJgB/N2OUU6uXl5e7Nu3DxsbG7Zs2QLofD/Tp083uO6jjz7K9OnT\nDTQDuQCRNbEq6mkwbdo0OnTogLOzM0VFRWY5/J2cnFi1ahX9+vXD398fR0dH5Y+65557DAryubm5\nkZ2dzZgxYyo8p6n77ujoyNGjR3n66af5+uuvee+999QiAHTmpS1btijf1LfffquKwZUlPz8fe3t7\nQkJCGDVqlNHVe3p6uopuAt1zk5KSosJ25f2RY23WrJlaaDg5Oamw48qa1cjQ0969ezNx4kRA51Cu\nqGTJrcQiDEyQl5enIgEyMzMZOHAgXl5e5aS7nHgrEgYdO3bk+eefB3SCISAggN69ezN79mxCQ0PN\nGs+aNWu4cuUKTZs2xcnJibS0NDw9PfH09CQjIwNbW1tcXFxUKr6maZw6dYrFixcDOkfxnj17+Oqr\nr0hOTkbTNObNm6cmqsqIjIwsl60cGxuLnZ2dcpxVhox/nzRpkln7V5Xc3FwVnaIvDOLi4rCzs1MO\nRvkb9u7dm5MnT5qMg5dMmTLFqClIll8wpV1NnTqVr7/+Wk3cb7zxBkVFRdjY2NCgQQO8vLxwc3NT\n0TdHjhzh0qVLbN++nbfffluZB1988UVAZ1aUk7qcWNLS0solVLm4uJCVlaWcofqawf/93/+pfSoK\nLXV0dKxSP2H998LKyoomTZowatQoYmJiyMvLK+ebcnR0rNSGLiuXlsXGxoawsDBq165No0aNmDJl\nilHfhpyQa9eubdKBXFBQgIODA/fddx+LFi1S0Vj6SIfu6dOn6d+/P4MHD1YBI4888gj3338/oHMA\nb926lY0bN9KuXTteffVVrK2tlTCozEzUtGlTpYVJ03FERATfffddheW1bxUWM5EJXn31VX799VdV\nuTEyMpIWLVqUe+hyc3OxsrKqUBh06dKFBg0asHTpUhwcHEhNTWX37t1ERkaanYD19NNP06VLF775\n5hsVWZKTk8PQoUPJyMhg7ty5+Pn5qfDB0tJSOnToQEZGBiNGjKBz587K3CXj2vVzDLZt24aDgwMd\nOnQod+3i4mKGDh1Keno6586dU5PX+vXrKSoq4vTp0wYrM1PISKvvvvuOBQsWmPW9r169SklJiVla\nlJzcmjRpQp8+fbh06RIjRoxQSTu2trYMHz6cQ4cOcfLkSVxdXSs1VQAm6/rLAnamNAPQJWA1b96c\nrl278uGHH5KYmEjPnj3Vb7BmzRpOnjzJzJkz1fl27dpFp06d1DmaNGmCtbU13t7eyvYuhcEzzzxT\nLmBATvShoaHExcXh5eWlTGZS8Lm4uJis+5OXl6dMjqATBvorY2OsX7+eQYMGsWfPHsLCwti/fz9C\nCCVI9IXB4sWLuXz5Mu+8806F5zSlGRw5coT9+/czfPhwowlr165do1WrVnh7e9OhQwfc3d0pKCgw\n2swnPz/fILNY07RyOSVSGGRnZ7Nu3Trq1aunWmzOnDlT7RcSEqJCk3v06KFMSVIYjBgxosLva2Vl\nxeeff87ixYtVLsgDDzygQqVvN/96zaBfv35m2eXLcurUKfz9/WnTpg1vv/02KSkpSl3Xp3379hQX\nFxt0LytLYWGhqodjb2/PqVOn6N+/P7t37za7O9OKFSvUxLZkyRKcnZ2pUaMGr7/+OjNnzmT58uX8\n/vvvdOvWjVmzZmFtbU3Lli1p164dmZmZJCcnq4lPOpPPnj1L48aNOXnyJG+++aZByeLnnntOlczY\ntm0bR44coVevXgwZMkSZGi5duoStrS1PPfWUWd/h3XffpXnz5lWKXe/bt69JFb8s8ryTJ0+mTZs2\nPPHEEyxdupSVK1cq57Wtra3SGHbu3GlWn924uDg2b95ssPr97bffaNu2LatWrTKagSpxc3Pj8OHD\n6vko2z1t586dqsrshQsXVNcyfa5du0ZJSQmZmZnlhIH0FekjhYGtrS0BAQE4OTnh5uZGcHCwMj1J\n7cEY0imtLwx++eWXChcuqamp5OTkqOdZCMGECRNYuHChWgBJ1qxZY5ZG6unpSX5+vnreJBs3buTF\nF180Gelkb29PTEwMTzzxBHv27FFjMjZ+qRmcOXMGa2trwsPDy+0jhYG8H4mJiUbf240bN/Lf//6X\n+vXrs3r1avUbVaUMfVZWltk9HG41/3phkJycXGEJYlOcPn2a0NBQWrZsyVtvvUVmZiZr167lmWee\nKbevEKJCO/jatWtV/LqDg4NS9dPT0ytNOCtL7dq1SUhIYNasWaxfv54HH3yQhx9+WE0KhYWFJCUl\nUVRUxNmzZ2nYsKEyZ8iICh8fHz788EMaNWrEmTNnuHLlCvv27WPnzp1cuHCBoqIili9frrpFyaSh\n1q1bs2bNGtWM5NChQ9SoUcOgjHJF9O3bl759+6pknMooLCzkwIEDBoXXKkK+7NeuXeP48ePK0Tpk\nyBAee+wxAINoop9++olp06ZVet7Vq1fzyCOPqPOfOXOGXr168cEHHzB48OBKW1zK5C/QFQj87LPP\nVItFWQZZ0zRq1qxJr169yq1MPTw8GDt2LGPHjlUTv36eQdnVsRQGFy5cYObMmVy6dIni4mKioqLU\nxDp69GiDvgj6yGepZ8+eKuqoX79+zJ8/X+0zb948AyEoJ3vpBD1w4AAff/wxP/zwg+rvK4mMjDRL\nIxs5ciQxMTHlVvPx8fH4+Pio96gs8n5IraQiYbBq1Spmz56t9pF+pFmzZikt++DBg0yYMEEJg9zc\nXOVnGjp0qHq3X3nlFZYtW8aFCxcYOHCgEupBQUEkJiYaOLlNIRMQqxLSe6v41wuDG2n+nZqaSlJS\nEqGhoSrBq7i4GCcnJ9asWWPgUNu5cycjRoyoMERT2mtnzpxJhw4dDB7iqgoDf39/EhISeP/999m+\nfTsXL15ky5Yt6gWWhb8OHTpEQkIC33zzjQq3bNasGQ4ODvj6+jJhwgTlr9A3MZw6dapcZ6+zZ8/i\n6enJY489hrW1NVu3bkXTNA4fPszly5dNZpHqk5mZydatWykqKlId4CpDtp3UL41cEfJ3nj59OgMH\nDqRDhw7079/fYB93d3dyc3MpKioyq1sVlC+NICtQrlixwuzQS31hcOrUKVVt1t3dXfUBmDhxIj/9\n9FO5Y62trfnss89o1KgRLi4ujBo1Sjn+jWkGo0ePZsaMGURHRzN9+nTi4+OVEJDPaceOHcvdG8mL\nL77I6NGj8fLyIiwsTPUmeOqpp5RWNWXKFBISElQkVGpqKjY2Nup+SmGfkpLCwIEDlUaiaRopKSlm\nmf18fHwICgoqt9CKj483atuXWFlZ4ezszKxZsxg2bBiPPPIImzdvNloKOiwsjEaNGqlxZ2ZmsmnT\nJt5++2127txJYmIijRo1KlcsUgqPoqIi5ddIS0ujUaNGarx16tQBUCXNzemL3bFjR7Zu3cobb7xR\n6b63mv8JYWDOxLNx40a1n4yCCA0NJTk5WUn+F154gby8PIOV6smTJ/nqq68qdPDIyb9Hjx74+/ur\nv2vXrl1h0o0x/P39SUxMVHbc5cuX0717d7Kzs1WeAWCQ/SknryFDhpCXl4ePjw8XL15U6qt+t624\nuDhVemHbtm3qXCEhIbi6utKsWTMOHz5MQUGBcorL1VRFnDp1ioceeoiTJ0/i4OBg1m9iTk18fVq1\nasW5c+fo378/ycnJpKamlpsopS02IyPjhoWBDDsGjGYYmzrH+fPnGTNmjCo3AFUryAa6Ve+iRYvo\n2rUrYFwz6N69O08++aRBNJGLiwubN29WXdsuX77M9u3bjdbjGTx4MAMGDCA5OZmFCxfy119/ATrf\nhazrJM1esk1lamoqXl5eakUrI3nat2/PBx98wAsvvADotL3i4uJKnamgexbnzp1bTrOPj4+v0DQH\nfztr5b7du3c3Wj561apVHDhwAGdnZ4QQZGRkcOLECaUVfP/993zwwQekpqbi7OyMj48Pbdu2VaZn\nOzs71agqPT0dX19f3n33XRYsWKDKXVeVrl27GvWF3G7+9cLAnBZ4CQkJ9O7dW8Uze3t78/LLLxMW\nFqayj9955x1latCfpOS5K3q45eT/008/kZaWhoODAzVq1GDWrFnlwgIrQ04CoJtg5GRWVFSEs7Oz\nGkdAQADFxcUIIWjQoAELFixQK6OXX36ZAQMG4OXlhYODg0Ehvri4OBo3bsyyZctUqNvatWvVJBAY\nGEhcXBwODg7MmzePunXrmiUM5OQ/efJk8vLyzCqQV1Vh4ODgQHBwMEFBQaSmppKcnFyuaGCzZs14\n9tlnEUKQlZV1Q8LglVdeYe/eveTk5LBw4UKzxiaEoF69etjZ2RkIISkU4uPjqVGjhkFpc1OUlpaq\nSKFRo0bx+OOPG2xPTEwkIiLCIJoIUGUtQGf66tq1q9F34/z586SkpHDlyhXGjRvH5s2bleNZ/tYy\nHFYKg1atWhnkA3h5eXH06FEVzSaFjhRe5mjECQkJTJ06tVxyXGWaAaCKx7m5uZGenk54eLjSNPUZ\nM2YM3333HVZWVri6upKZmcnkyZOVhvbuu+/y2muvUVxcjKOjI8nJyURERBhEBxYUFJCTk0NxcTGe\nnp5MmTKFiRMnmu0PrC7864VB8+bNK210Ie2vsthc48aN+eSTT6hduza2tra4u7uTnJysViP6TsBr\n165hb29foSSXZqK5c+dy9uxZfHx86Nat2w1lFnbq1Emt7vSFwfnz55kyZYp6yXJycrC2tsbPzw8f\nHx8mTpxISUkJw4YNY8uWLdSvXx9ra2umTp3Kiy++yI4dOwgKCiIuLo7atWvz7LPPMmrUKBYsWIC3\nt7dyntevXx8bGxtSU1PJzc1VL1BlyHtsqrmHMeR9lmUUKuPIkSPMnz8fb29v1fCkbCmRBx98kK++\n+gpvb+8b0gz0fR1OTk4mq5kaY/Xq1Xz00UcGmsH//d//qQKGycnJZt0fLy8vVRBxwoQJDBgwwGD7\nsmXLaN++vRLAxoroyYnKWJ3/jh07Mm3aNLWwKCoqws/PD0dHR/Vbe3l5sWLFChWqOnLkyHJFD8PC\nwnBycmLixInq3fHw8CA3N9egubwp5H0vqzUdPHiw0nphq1atom7duri6uhIfH8+TTz5p0ABKIvMM\n5HeQTeo9PDyIjY2ldevWhISEGCxeLl++bNC8Rj8HqbKoq+rMv14YTJo0yWRKu0ROVNLUc+3aNQOn\naEZGBp999hl+fn6EhYUZTPxXr16lRo0aFTp8AgMDVY8DKTi+/fZbkw6wipCVDMFQGMgiePIFnjhx\nIpMmTaJ27dr8+uuvxMXFYWNjo1b4snvSW2+9xeeff07nzp2pU6cOV69e5cCBA0RGRhIdHc2SJUuY\nMWOG8iPMnz+fo0ePMnnyZBo0aICbm5tZwkDez7i4OIYOHUpkZCS7du3C19fXZKmHhIQEHBwcKg1B\nlOzevZvJkycb1N0xVldK0zRKS0tZu3atWrlWRL169fj+++9p06YNX375JbVr176hmk7r16/nP//5\nD7Vr11YhiDIHQJrmKst5AJ2pSD6zSUlJ5ZKZ5IJA3ldjFTulcDfmnJd+CCmYZs2axffff2/wW9et\nW5f4+Hh1norMpFZWVuWct+Y4SE2VsQ4MDKxUMwCU5lfWOSyRfSHkezh//nwGDBiAs7Mzs2fPxt/f\nnz179hiEdo4YMYKAgABl02/dujX9+vXDx8eH7du3qxpl/0T+9cLAHJo0aUJkZKTKKB01apRyeIHO\n7tmjRw/s7e05evSowYo+JyenUpPHPffco7JKjdW+qSpt27bl2rVrdO3aVT3o+pUV33jjDc6fP09M\nTAxNmjQhOTmZadOmGbyAxlrpbd68mU2bNjFhwgRefvllhgwZwtmzZ3nnnXfKrSDPnz9PvXr1eP75\n541GWJVFCoOioiJWrlxJbGwsr732GikpKSZr2o8aNYqVK1dy/vz5cqUljCFXa4GBgSxdupS+ffvS\nokULg32OHz+OnZ0dv/zyCwEBAWaV43Bzc2PAgAEEBARw9uxZMjIyypmfzMHPz48rV67w3XffqRpW\nKSkpvPTSS8q+XBVhoGkafn5+zJkzx2C7FAYPP/wwcXFxRr9jWFgYoKuw+dFHHxlkuZYNLXVwcKBO\nnTpKGOTl5XHx4kUSEhJYtWoVBQUFBAYGmqzK6eLiQm5uLqWlpURHRzN06FCTv7k+0qS1efNmkpOT\nWbRoEXPmzOGTTz6pNBpt+PDhpKSk0LBhQ4NoogsXLtCyZUuSkpIoKCgA/n4nNU0jNTWVvLw87O3t\nWbp0KRkZGQZ1jaQfTZ7zmWeeYdmyZTg6OtKlS5dKfRnVmX+9MFi+fDmBgYGV+g1CQ0OV91+u9iV7\n9+4tFxedlpZGQUEBa9asURUPTVFaWqrs3zeiDZTFysoKT09P7O3tadmyJdOnT+evv/7iwoULeHp6\n0rt3bwAVZ29tba3a70mMVdl0cHBACEFMTAxBQUGqN4KLi4taAZ4/f54ePXrw559/Ur9+fYYPH656\nwVZE586dWbVqlbpuVlaWWi2aqgobHBxMWlqaQRvFisjKysLGxgY7OztGjBjBL7/8Ui5hx8XFheLi\nYtLT01mwYIEq3FcZO3bsUFnYDRs2vKHQPz8/PwoKCgxWukVFRXz22Wf89NNPuLm5mWVmcHR0JDc3\nl8LCQjRNM5pnALrnLiAgwKiZyMvLi4CAAP7zn/8wceJEleUsu8LpC4PJkyezd+9eXn/9dYYMGaKS\nFyMjI3n66aeJiooiKSnJpB9Av+z25cuXWblypVn1/W1tbVVUVHJyMi+++CJvvvkmP/30U6X3Pz09\nnbCwMMaPH28gDC5evMiRI0fYsWOHirCS72SvXr2UkPT09KR58+bUqlWLRx99VJ1XRgqVNS/GxMTw\n3XffmaUlV1f+9cKgoKCAS5cuVSgMTpw4wdChQxk7diwREREkJSUZDUMDnfmlT58+eHl5KYdZZbV2\nLl++rGqN3ArNQJ9atWqpAlxyUpBJTH379uXKlSuUlJQoQSfVa9nmUZ+IiAh1TN26dRFCsGrVKs6f\nP69eGFtbW1WHv379+mRlZZkV+lm3bl0GDx6stKjs7GycnZ3p2rWr0bGArkzxhQsXAOMx4mXJzs5W\nmaGmkKvNa9euMXnyZFXiujKeeOIJFi5cyLlz58o1wDGX2rVrA7q48+XLlxuMp0aNGgwYMMAsISM1\ng7K9DCRyUt6yZQszZ840WRNn6dKlSljKCqP6vh1ra2sVabZv3z6ee+45+vTpoyZyOXFGRUVRVFRU\nrrquRL8iqDnlW/SZPn06hw4dIjQ0VC1yyjrMTV1T32dib29PVlaWGnNCQgIuLi5EREQon4uLi4ta\ntHl6etK2bVtVT0sizWFSwHz00UcqUmvw4MF3tArwreZfLwwqKk0riYqKYuXKlXz++eds3LixnGag\nT2ZmpnI0//TTTwwaNIiff/65wjHIibRbt243ZF6oiMLCQlUETAoDaXJwdXXlq6++Av4WWC1atKB7\n9+5GV6De3t4qjE++NFZWVgb3Qk5ooBMG77zzjln1laKjo9mxY4eaBLKysnj11VcZP3680f01TWP4\n8OEqc9hcYVDZJOPu7o4Qgvj4eIMm6pXh6elJUlISMTExqsZRVZGTSlZWlppQHRwcsLW1ZdiwYWb5\nL0AX79+zZ89yXc4kYWFhLFmyhPj4eKZPn260YQvo6urICTMxMZGSkhJsbW2ZP3++CnmWZg9fX1+S\nkpKIiopSY5cNgWQegql3pkmTJjz33HPY2NiYFX1XFins3njjDRo1amRW3+60tDSio6NVsMWGDRsY\nNWqUChuXZVXatm2rnmn9Z8GUhiajoqQwkN3opLZXle9V3fjXCwP9zk8xMTH4+/uXC1WTqyErKyuO\nHDlCenq6yQdb3yYYFhbG999/z/nz5yscg9QGevbseUvMRPpkZ2er+ijyQfz2229VnoEsoiVf7l9+\n+UXlHZQlODiYEydOkJycTN++fY3uY2NjowRL27ZtcXNzIzc312T/WMmyZct4+OGHcXV1xc7OjqKi\nInr27MnkyZONJm7l5OSQm5urzFPmJA7OmzfPIGfCGNbW1ri7uyttxtzwP09PTy5fvszw4cMN6gZV\nhXbt2qlnT0YTCSFwd3evUgOT1157jXHjxpnUDAICAnj++efVhGbMTAQ6ASBNnMXFxSQmJqpG7rLW\nlIwQ8vX1ZfLkyTzyyCO4ubnRq1cv1TCmMmHwwAMPsGzZMry9vZXwuZFJs0OHDpw+fVr1cqgI6Q+Q\nuRbdunWjfv36rFu3DtCZO9PT0/nqq6/UAkgKg2HDhpn0JUmtUH536ZyXPrW7kR9wq/jXF6rTFwaL\nFi0iISGBH3/80SAdXr5ULVu25OTJk0yfPl0lnZRFCgNbW1vWrFlDSEiIyZdAop9nMHHixFuaaq4/\nmckVon6894MPPljlWicyGc0Ubdu2xcHBQUUTgW61W7ZJjz4yQsXGxoaCggKuXLmibPCXL19G0zQl\nZLvkJhYAACAASURBVDRNU7+JNCuZoxnIjlSV8dxzz6mX1lzNIDQ0lNWrV7N8+fIbLvttZ2dn1OZc\nUFDAokWL6NChg1n+FxkF4+bmxltvvUXz5s0NthcUFHD8+HEVV2+q/6+8p88//zxLly4lNjYWb29v\nYmNjCQgIwNnZWeVR+Pr6Kgdyhw4d2LBhA6WlpdjY2FBYWMhzzz1nNChBf8ygEzr6UW+3CzmZy/dD\nOn5lmGpUVBRxcXGMGDGCtWvXEhQUpH6T5cuXmzT9ljUryoWePO8/WRj86zWDWrVq0b17d5ydnVVk\nia+vL+Hh4aq/q5x4WrRoweXLl3nzzTfVirosUqXctWuXCi+sTBjIlZls9nErkbXqx40bZ3Y57Jul\nadOm6sXRT+OviLJlE3788UeV2Z2enm5QQbO0tFQ59xo2bMjcuXPNmoD/+9//Gi00VpYFCxao/r/m\nCoP33nsPZ2dno53sqoLMD5CaAei0NcBsE+LgwYNp2rQpvr6+zJw5UyUHSlJSUmjTpg3h4eEIIUzm\nQgQHB5Ofn88rr7yCra0tycnJREZG0qhRI7Zu3Wqwr4+PjxIGcmK3srJi06ZNfPzxxyxbtsxoIUfQ\nBWDY2NiwdetWRo4cSX5+fqXvzM0iiyfK33f69OnMmjWLtLQ0XF1d2b9/fzkHcvv27Rk3blyFkWvZ\n2dnEx8erffQ1AxsbG7NKTlRXblgYCCF6CCHOCiGihRCvG9kuhBD/ub79uBCi5fXP6wghtgshTgkh\nIoUQxo3Gt4imTZuyefNmWrRooVbM2dnZPPnkkwwcOBAw1AyKioqIiIgwGTddr149OnfuzF9//aX6\nlFb2YOtrArejAJW7uzuFhYVVSoC6GRYtWqT8JKZiuMuiXzZh0qRJjBs3Dk9PT+655x7S09OVLRd0\nwkG+qAEBAbz++utmOW0//vhjlUdRGY0bNyY6OtrsciC1atVi3759Jou7mYu0Yes/M9JpaSzCyxjS\ngZyfn09iYmI5n4DUhq9du2ZSK5DY29vTuHFj8vPz6devX7nkwPbt21OvXj0CAgJwc3OjqKiI559/\nXoVbduvWDX9//wq1TwcHB2Vbv1Po97cGnaBNTU0lLS2Npk2bUqNGjXKhpT169MDd3d1o3xJJ//79\nqVOnDtHR0YAuX2PQoEG8/PLL5QToP40bEgZCCGtgIdATCAUGCSHKLkt7AsHX/xsFfHH982JgkqZp\noUA7YKyRY285SUlJJCcn89JLL9GiRQvGjx+Ps7MzmqYxefJkCgoKGDp0KAsXLuT+++9XUSxlCQ0N\nZceOHQZlIcxZ5bz00ksVmlFuhqSkJNUi8E4TFhbGnDlzKjXP6GsGsr/AvHnzVAMT/eSn1NRU/P39\n2b59O926dSMmJsasUERzHMigq9HUqlUr6tevX6VCgcHBwTfdpe3BBx+kY8eOBv0fZA5KRX0R9JHC\nYPv27fj5+amidxJpgnn55ZfVpFURVlZW6ntJp7QU3LKBkn4RulOnTikBFBERQf369St8B/RLYX/9\n9deqTtHtRNrwpQbm5+en2sVqmsbMmTPZt28fYJhncOXKFWxsbEwu2uS9lkKmU6dOfPvtt7Rr1+6O\n9R24XdyoTtMGiNY07QKAEOJ7oB9wSm+ffsA3mk7ERgghPIQQfpqmXQGuAGialiWEOA34lzn2lpGa\nmsp9991HaWkp8fHxFBQUYGtrS2RkJDk5OSQnJ1OjRg3s7Oyws7NTL0NlE7x8cWfPnm0QYWMK/SSX\nW02nTp3YvXv3HdMM9GnYsKFBHwRTTJo0SdmoJ02aRGZmJiNGjODYsWM4OTkZaAYpKSkEBwfTpUsX\n1WzkzTffNGgkYoysrCyzJncXFxfOnj3LvHnzePHFF+9oDRk/P79yZRHk9c21N1cWWmpjY4ODgwNW\nVlZmZeoCzJkzh8LCQmVKlYL7zJkzamF0//3388knn7Bo0SIVGfXFF18QHx+vCtMZQ18YHDx4kHXr\n1t20ua0yRo4cyeOPP65Mb35+fqSmpnLgwAGuXbtG69atVaa6NBNt2rRJRd+ZQjr7y0Zw/fnnn2Rk\nZJgMvPgncKPLHH9Av85x/PXPqrSPECIIaAFUnLV1Ezg4OBAbG0tcXBy1atWipKSE7OxslU4eExPD\nt99+y5QpU4C/bbqVTRBOTk7UrFmTmJgYs0w/a9asqbQH6o3ywAMPYGNjYzJq5HZSXFxMbGwsGRkZ\nKjfBWP+Ijh07qpdv/vz5LF68GCEEn376Ke+//z41atSgcePGNG7cmNLSUhITE/n2229JTk6usBHL\n/v37adu2LampqSrPoDJkktuUKVNum4A2xZYtW7hw4YKByWTnzp1VKsonhUHZVbw+7u7uLFu2zGyz\n1p49e9i4cWO5FfXq1atVBE7Tpk0ZN24cly5dUuVVpIPfVI4BlM8zuBPhl0IIAx+MXLDJlpmg0/L3\n7t2rfG3m+I/++OMP5s+fryK1tm/fjouLC4MHD1ZzyD+Vu+ZAFkK4AD8Ar2iaZtTgLIQYJYQ4KIQ4\naI6ZwBiOjo5qsg4ICKBZs2Y8//zz6kUqKSlh27ZtrFy5suy1Kz13UlISy5YtM3sst6uI1YEDB8wq\n13A7SEhIICgoiPDwcCUEZFkPffbt26dCEI3x1ltvcerUKU6dOkXHjh05fvw4Q4YMISoqCldXV6PC\nQNM02rVrx4EDBzhx4gS5ublmaQb6v8OdriwpS47rT+AuLi5m1feXSEenDLc1VtxuwYIF+Pv7lyse\nZwrZ9Oe+++5j3rx5apJv1aqVysDNz89nw4YNZGdnqwgmuV9FIdMuLi4888wzNG7cWCUb3ml69+7N\nzp07WbZsGUePHlVjaN++vXpmzBEGDRo0MOjhbWVlpfIM/smRRHDjZqLLQB29vwOuf2bWPkIIW3SC\nYJWmaT+auoimaYuBxQCtWrW6oV5wstFFdna2KussG3K8//77dOjQgYULF6ofcsOGDUZL3Rrjm2++\nMbsOffPmzcuVhLhVyIbrdwNj0URlWzuCTm1v1KhRuWifuXPn8s033xiYiQCDSA9TmoF+iZC8vDxi\nY2PNmmj0hcGtzgivjF69etGrV69bco7//Oc/gHHNYMiQIWzcuLHSUikSKQyaNGmiksnKEhkZyaOP\nPoqrq6uKBJPm1IocyLa2tirjesGCBXdFGPj5+eHg4EDnzp3x8PDA3d2d/fv3s3z5cp566imcnZ3V\ns1w2OqsipIM+Nzf3f1YY/AUECyHqopvgBwJl6zH/Aoy77k9oC2RomnZF6Jbcy4DTmqZ9eIPXrxKy\n25m/vz+pqalqspI/vmwADlTpRR06dKjZ+x49etSkU/pmOXDggGqwfqcxVgrZmDAw1pELdDHxZ86c\noWbNmoSHh/POO+/Qu3dvlc/h6OiIq6ur0aQzDw8PxowZg52dHYGBgWYL26q87NURTdP4//bOPsqK\n4sz/32eYwXGUweGChuUIg/wgCmsUgroayVmiaEJUNCJRIDF7PDtEMR5UDsuLJiaiWV1jwgbUKOpK\nhIm6cfnpRpeom9WfJvpzBtEgiqsCboiRd0HgTAap/ePevum53O6u6q6qru77fM65h+G+dNfr81ZP\nVXd1dWHMmDFYsGBBVW9ICIEnn3xSan8G8BdlsHnzZnR1dVXNbPLmy913311WGJ5nINOmBw8eRF1d\nnbFEijC8M6CAojHQt29fvPTSS3jppZfw5S9/uYcykH3mNtDTmFA5nt1FYikDIcQBIroawCoAvQA8\nIIR4k4i+Xfr8HgBPAZgI4F0A+wB4LfwFAN8A8Hsi8p63OF8I8RQMcfbZZ+PVV1/FlClTsGHDhvI5\nLLNmzcJTTz2F7u5uK1rd1CFWp5xySo9TVm3Sq1cvHHXUUT0sexVl4MWmt2zZggEDBuDNN9/E0KFD\ny/HexsZGzJo1q9w/Qgh0d3ejd+/eOOOMM3DGGWcAKD7reuHChbjkkksi01BPO+00TJ06Vdpqdo3H\nH38ckydPxhtvvIGFCxdW/Y738B5ZCoUCjjzySMyfPx+//vWvqx4M6AlLv+I/9dRT8eKLL0Yqg6FD\nh2L8+PHlc61sU1dXh+9+97sAisrgN7/5DZYuXYobbrihHOLq06cPZs6cGXhWVjX8qbu16hmgJLyf\nqnjvHt/fAsDMKr97EYDVpz37c8+XLFmCvXv34uijj8bBgwfx+uuvY+jQocY7cuPGjco7gbPCyJEj\nsXr1apx33nlYtWoVWlpaIITAKaecgm9961v49NNPA91ov5U4bNiw8sPT/WGi6dOnAyg+sGT69Om4\n/vrrcccdd2DDhg04/PDD0dTUhLfffhs33ngjPve5z0ntSfjxj3+c2RMmPaG8adMmfOYznwlcvH3u\nueekFcKcOXMwZ84cTJkypceGuGr3nTlzJq666ioAxf7z9tuEcdhhh1ndZ1CJP9OupaWlxzOJPeu+\nvr6+7D3IUigUcOmll2LcuHE1m1qaKbZu3YrNmzfjhBNOwKRJk3DSSSdh3rx5uPHGG3Hrrbfi/fff\nD304hw5kzs3PKrNmzcLBgwd7PHFr586d6OzsxOrVq1EoFAI9A78yaGhoQP/+/bF9+3acf/75GD58\nOPr374+tW7di586d5TPwPQE3ffp0NDQ04Pnnny8/k1dmAXnTpk1obW3F0qVLA3fNuownrL/zne9g\nz549gQ/a8e+FkWX37t2ByqCxsREjR44MPFwwDO8U0ba2NpxxxhlSz8AwRUtLC1auXFl+aFKSdaOB\nAwdGPjwrK9SEMvAWud59990e5/YMGDAABw8exI4dO0JT45hwqp0i6R0vMWLECKxfvx7t7e09zoPy\n8OL8njVfKBSwbt06DBw4sJxhc+utt+Lee+8tP9fWSwDYsWMHTjzxRDQ1NZVTM2Wyg7wF5AcffBBX\nXHGFUl1dwLPQP/zwQ23j9o033sAPfvADvPLKK4EhRyI65JBHWbwkjvb2dqWNfjoZP348Ojs7MWLE\nCNx1113Yv38/6uvrtezPaW9vx4gRI3o8CCdr5P5sIj+DBg1Cd3c32tvbccEFF5TTR9va2qQeRM5U\n58CBA5g2bRrq6uqwePFijBo1qiycvRTEM888s2osdsyYMZgxY0b5eQ+jRo3CkCFDsGbNGrS3t0MI\ngVNPPRX79u0rn+HjXXvHjh3o168f+vTpU35PRtB4CsPEWVE28Cz3rq4ubYuWu3fvxi9/+Uvs2rUr\n0DNIgqcMbO0zqMawYcPQ1NSEww47rOyRyj7cKIhdu3ahT58+mDp1auY9hJpSBo2NjfjJT36CqVOn\n4sknn8Tw4cMxceJErFy5MvGgqGX27NmDFStWQAgBIQTWrVuHtWvXAkB5R+uyZcuqLkoSEe655x60\ntbUBAL7//e/j6aefxiOPPILLL78cRFROY/T44x//CCFED2XgLWrKKAPPCKjmqWSBlpYWzJw5E337\n9tW21uUJx/PPP99ICOerX/0qzjnnHAghUlMGc+fOLadhe/VNmlnW0NBQznTL+gJyTSiD9evXlw+R\n8guLL33pS/jVr36Fo446KvMdmSb+vH3v+IOtW7di9OjRZWWwYMEC6aeKAcV9Bl6WR2tra9kCnjBh\nAqZNm4Y9e/bgwIEDKBQKaG5uxvjx47FhwwbpzVsbN27Eb3/7W+nyuERjYyMWL16MU045Rdu49byB\nCy64oPxEMZ1cffXVuPbaawGk9wCYYcOGlQ0Ar7733Xdfomv61xuyLkNqYs1gxIgR5adT+WPKXlqY\n/0RNJh6XXnop6uvry0dNjxgxAgsXLsTu3btxyy23YMGCBVIhjSeeeALf+9730NraWu4TIsKECRPw\n1ltvlR/Ms3fvXixatAjjxo1DY2MjmpqapA96A7K/oN/d3Y2LL75Y2xEknqX8wgsv4OKLLzayW37v\n3r1obm6WPjbcJF59Z82aFWtB3MO/3pB1GVITysCPXxkcOHAAra2t6OrqynxHpo0XLz1w4AAaGxvL\nmT/Nzc04++yzsWDBAqk23rdvH9asWYPGxsYeRxzMnj27fITIvn370NDQgGuuuQZAMRS1atUq3HHH\nHZg9e7buqjnJ8ccfj9NPP/2QY1Ti4nnMP//5zzF69OiyFa+L+fPn484770zlZN1qTJo0CWeddZb0\naQNB+I+tyboMqYkwkR+/Mqivry8fjZz1jnSF+vp6XHTRRfjRj35UztTxzvCX8Qy8/tmyZUsPZXDm\nmWfinHPOwauvvoojjjgCjz32GNatW4euri7s378f999/P2677TYDNXKT5uZmrF+/XtteCSLChg0b\nAMDIAnJjYyO6uroiH49qC29/io4F+KlTp+Kqq64qPzApq9ScMjjuuOMwZ84cvPPOOwCK4YIpU6bU\njEVpgxUrVuDEE0/E9u3bAQA333wzADll4IUQrr322qoZXt7zbx944AGMGjUK7733Hq677jo89thj\nqaUspkHfvn3R0dFR9o50UHliqU68kOxdd92l/dpx2L59O5588snQwxNlWb58OZYsWaJ02KCL1Jwy\naG1txW233VY+f33AgAHYtm1bKs8CyDMffvhheX+Hd45N2Jn3Hp4yGDRoEE477bRDPveUgTeJC4VC\n2ZuwfQJpmnjtpNOj9XYVm1AGngfuSh/9+c9/BgAtp/1u2bIFDz30kNIx5C5Sc2sGQghcdtllGD58\nOG6++ebyEdadnZ2Z3jDiEi+//DK2bdtWPq9o9OjR2LNnT/k5AmH069cPY8aMwQsvvIC+ffsesou2\noaEBJ5xwQvnaLS0tZcFo+wTSNPEEts7D0bzsKhPKYPbs2ejfv3/5aJG08er4zW9+M/G1vMP6nn32\nWakHXblKzXkGu3fvxiOPPFI+4Mt7SEe1M/iZeHiZOl/72tcAFDdHbdq0SepBMsceeyw6Ozvxu9/9\nLnAN4Lzzziv/3bt377K1mdezn6rhpX/q9Aw8D27o0KHarukxcOBAzJs3z5kHxh9++OFoaGjQKryz\nvu5Yc8qgMsd5xowZALLfkS4xcOBAfPzxx5g1axYAlJ+PrJJJ4t9nUMnUqcXT0r30QM8zWLJkSewy\nZ42LLroIgF7PYPTo0WhtbY18nnUeICJ0d3eXd7XrIOsypOaUgWeZTJs2DQACnyPLJKO5ubmcdrdo\n0SJ88MEH0uGHL3zhC3j99dcD++Tkk0/GM888U36K1+jRo3HDDTdg2LBhegqfAQ4ePIjrrrsO48aN\n03bNTz75JNen61aj2nMb4pJ1GeKGz2aZTz75pGx1evnxSfONmWDq6+tx7LHHRn+xhJfpFfYoRe/Q\nOqCoHJ5++mm89tprmDBhQvyCZohly5bhzjvv7PEIxqR4IROZR77mAd1KL+vKoOY8A6AYKvKyh266\n6SZ8/etfx4UXXphyqRgPL+wTpgz8fPrpp5g/f75Wl991PMHjneCqg5/+9Kfo7u7Wdr1a4ZprrsG5\n555bznTLKjXpGfgZNGgQfvGLX6RdDMZHnz59cPTRR5dPMo3CSzN9/vnnTRbLKbwjwlesWFE+/ykp\nROTMAm+WWLRoUdpF0EJNegaM2zQ3N2PkyJHl86SiqKur6/FvLeAdCOilNTLp0dnZiWXLlmV+rYXN\nAMY5TjrpJNx7771Yu3ZtOd0xjFGjRmHGjBnl7KVa4LLLLkNdXR0mT56cdlFqnrFjxwLQs2chTSgr\n2mzs2LGio6Mj7WIwFti/fz+amprwwx/+EHPnzk27OAwTirfg7qosJaJOIcTYqO/Vjl/NZAZvP4Ls\nAjLDpImJ477TgMNEjHPcfvvtALKfqsfUBm+99Ra2bNmSdjESw8qAcQ4vU4YzW5gscMwxx+RiIZ/D\nRIxzeE/v4px3hrEHKwPGOU488UQAf8nSYBjGPKwMGOfwdnLW0pHUDJM2rAwY5/AOtHPlebkMUwuw\nMmCc46yzzsKjjz7KDxtiGItwugbjHL169cIll1ySdjEYpqZgz4BhGIZhZcAwDMNk6GwiItoKYFPM\nn/cHsE1jcbIA17k2qLU611p9geR1HiKEGBD1pcwogyQQUYfMQU15gutcG9RanWutvoC9OnOYiGEY\nhmFlwDAMw9SOMrg37QKkANe5Nqi1OtdafQFLda6JNQOGIaL/AvCwEGJp2mVhGBepFc+AqQGIaCMR\n7SeiT4joIyL6FyI6Mu1yeRDRJCJaQ0S7iWgbEf0nEQ0tffbXRLSq9P4hFhoRXU1EHUTURUT/Yr3w\nTO5hZcDkjfOFEEcCGANgLIAbUi4PAICI/g+AZQCuB9AXwFAASwB8WvpKN4BHAVwRcIk/AlgI4AGz\nJWVqFVYGTC4RQmwG8DSAv/a9PYSIXiKiPUT0ayLq731ARI8R0Z+I6GMieoGIRvk+m0hE60q/20xE\ns32fnVey9ncR0W+J6HMBRToZwAYhxHOiyB4hxC+FEB+UyrteCHE/gDcD6vO4EGIlgO2xG4VhQmBl\nwOQSIjoWwEQAr/nengrg7wAcDaA3gNm+z54GMLz02WoAy32f3Q9ghhCiD4rK5T9L9xiNoqU+A0AB\nwM8APEFE1c7eXg3geCL6MRGNdyl8xTAAKwMmf6wkol0AXgTwPIBbfZ89KIR4RwixH8WQzMneB0KI\nB0rWeheAmwCcRER9Sx93AxhJRM1CiJ1CiNWl99sA/EwI8YoQ4lMhxEMAugD8TWWhhBDvA/hbAINK\n997m2poGU9uwMmDyxoVCiKOEEEOEEFeVBL/Hn3x/7wNwJAAQUS8i+kcieo+IdgPYWPqOF0a6GEUv\nYxMRPU9Ep5feHwLg+lKIaFdJCR0L4K+qFUwI8bIQYkrpaIBxAL4IYEHyKjNMclgZMEwxfDQJwNko\nLu62lt4nABBCvCqEmIRiCGklipY9APwPgFtKysd7NQkh2qNuKIR4FcDj6LmmwTCpwcqAYYA+KIZ3\ntgNogi+0RES9iWgaEfUVQnQD2A3gYOnj+wB8m4hOoyJHENFXiahP5Q2I6Ewi+nsiOrr0/+MBXADg\n5dL/iYgaUVzLABE1+tceiKi+9HkvAL1Kn/PzSBhtsDJgmGLK5yYAmwGsQ0lA+/gGgI2lENK3AUwD\nACFEB4C/B7AYwE4A7wL4VsA9dqEo/H9PRJ8A+A8A/wbg9tLnQwDsx1+yifYDWO/7/Q2l9+YCmF76\n24m0WSYf8A5khmEYhj0DhmEYhpUBwzAMA1YGDMMwDFgZMAzDMAAyk5rWv39/0dramnYxGIZhMkVn\nZ+c2mWcgZ0YZtLa2oqOjI+1iMMuXAwsWAB98AAweDNxyCzBtWtqlYhgmACLaJPO92g0TLV8OtLYC\ndXVA//7FV11d8b3ly6N+XZssXw60tQGbNgFCFP9ta+P2YvThn5fV5mLU50x8hBCZeH3+858X2nj4\nYSGamoQoirRDX01Nxe8E/XbIECGIiv8GfS/q/kmvkQZDhlRvryFD0i4Z4wJJx3W1eemfi1GfM1UB\n0CEkZGzqQl72pVUZBAm1KAGnYzC6NqBVJjBR9bYislVaxlV0jOsoYyNs3mbJqIpCs7HIyiCMIKEW\nJeB0WMYuWdeqE9ilspvERc/NxTL50TE2wualzJzNg5dgwFhkZRBGXM9Ah2XsknWtOoFd82rCiCs8\nTdcxTrmy0O46xrXMvIwzb11Att8NGFysDMKIu2Yg01FRne6SdR1nAssO6jQt2STC02T/xC2XjTGT\ntL90lDFqXsq8XAxZVqtXQ4MQhcKh7W3AWGRlEIV/8BcK1Tum2m+SLnC5ZOWZEjJp1zFJvUx6bnHL\nZdqbdGktzD8v8+IZyHg8Xn179dJeL1YGpgizoGQne5QVZsuqNiW00/Z+ZIVntXZOUvaofosr1E23\np67r6x63YeVK2+BQIa5i01QvVgZpoMOCCxvkJpSEiWumvS4iG86r1s5XXhlPyMgIp7hC17TgS7u/\ngpDxxF1eVPeIsxbSqxdnEwW9MqEMTGYbFQrZsYTS9gySCuY4QiauAgqKHVerk2yZVMufdn+FkRWB\nH0actRCNipiVQRrosOBUXUoXJmwlLrjwpkI2QcQJTRUKQvTunbydZK8Z1CYu9Ffeieojg/OalYFt\n/PFmbxFIZ1aGBQtCK65bdLqt4TjXs5mBE+VZVvbXlVe63X/VcH3M+fHLi0pDQrMiZmVgE52WVdC1\nCgV1wWFjcmRpAvrRbQ3HuV7UJqskIZ4knqUpT8HkWMmyd2N4DrEysIluK7Pa4FAd7DYmR5YnoBDy\nk1D39zxkBHkShRLXszSxhmB6rLi87pEyrAx0Yiv+rDPl1MbkMHkPVzyOJIu+ca6t2p6yCkXFszSR\nXWR6PLqaEeUArAx0YTJlUPU+KtiYHKbu4ZLHocN6D8Ov9FSsd//vZZSVSpua2HcQpexM7klQLWuW\nwp0SsDLQRZKcdZUBlWQwVxvIWfYMXHL5ZcMwOsqWZB+C7nCXiR3JphRq0jK7ZHwYgJWBLpLsZjVx\nn0qCBnLczVMqmJpELrn8sgu0OsrmklBKOp7jLGwnVahxy+yS8WEAVga6sDVQ4t4n7HdhkyMs51zH\n+3EI82jSmpxx4/px28VmuMLkveIsbKcV33fJ+DCAVWUA4AEAWwCs9b3XD8AzAP679G+L77N5AN4F\nsB7AuTL3cHrNIM37xD15VMWbSMvLUL2fKeHmv67MRjFdYybLqZhhRkoalnhYW7JnoFUZfBHAmApl\ncDuAuaW/5wK4rfT3SACvAzgMwFAA7wHoFXWPVJSB31JNspFM9X66j0GQ/U3QiYkGTlI8pM5RVreM\nIrAVYonqJxcTCioxLQDDym87HBZ1P5fCcwawHiYC0FqhDNYDGFj6eyCA9aW/5wGY5/veKgCnR11f\nmzKwuYhmgzjlTJqbLuN9xC173Hu4ZN2Z3EyWpVTMOGFKE8gmgfi9P382VhZ3Y/twQRns8v1N3v8B\nLAYw3ffZ/QAmB1yzDUAHgI7Bgwcnb5U00utsoDqxXPEMZBYZZe/hUtxXRzqq6fqoju8sp16qtKWM\ngeKiURiCU8qg9P+dQlEZ+F9aPAOVCeCScNGNK2sGUR6Kyj3iLqSbIO6is2x9TJUxqL2rfdfr1g2W\niwAAEyJJREFUuywohjDjp3JMyGZBZUhpuqAM3AsTqQj4LHgGSQae7awhlb0QcYRMmim2QeXx6htU\nxziL/DoXoWX7NEpAunpukX+MyRoesiFUWa/CAaXpgjL4p4oF5NtLf4+qWEB+39gCcuUAU9mS7/qa\ngevl82NLUKsonKA+N2HVxTUsdChgHe0rIyCTGEkmxnKYYA4LeybxDGwozRjYziZqB/AhgG4AfwBw\nBYACgOdKqaXPAujn+/6CUhbRegBfkbmHsjKoNhgaGtTOj3fQ5SuTBc/FI80QjsqmQVPKNS3FrWuM\nyAhI184tCrtm2JhIsmZgWmnGxLpnYPqlrAyCBkOh4K6AD6KawMzSmkaaZZUVNDZi9LbHnc4DFKME\nZJJ2MjE+wq4Z1deVfSWbTWRaacaElUGYls6CAvAIsirjPN/ARlmrTZo0vRhZqzzJcSCuGhc62z0s\n/p7Uy7HtGej01CpTUnU9wUzjuGJlEKaldbr/sh0Wt3PDPByX1gzCJljSyWdi8bqSOALJ9XUbU+XT\nrQCDQrpJjgmPqruOOoSVO4nS1NxvrAyiXNukVmnS1Dy/oAwblFHxTVesUlXXW0URuHocSBbWbVwa\nI2FEWdiuHechhLkxr3lcsTIQotj4QcogyP1Pmm6nkmUgY92bcPVtHkyWNEZqU+Cqtk+W1m1Montc\nmRKyujHV/5qvy8rAQzW1UNY6VMlSCVJIMl5LHIu12mQxbWGbEtomJpwuYWLbM3BFCPoxMa7C1vt0\neQ06MGWoad7xz8rAQ3awPvywWifIDASZLAxZhaKyNpHGgrOJuK8Q8u2ctH10xYxV4sIqgt1U+yYl\nbG1Od5/LGlC2UO3/oD6XkRO8ZqBBGQgRPfGiOkN2t6FsiMekgFadSKYOJtMZ99V54qRuaz6Ota5z\nfUKTwIiNziNFPOIYUbZCc5X9LZt2GtbnQX1b7biMGLAyUCFqogUJiriLv4C50I3sdnrTFpWttQ7V\n+7gQ54/TNrL9attCllFSSfo87XFcWaa48zWszw2PSVYGKoRNtCTCWXeII8k9wxarw9zXuGUzOcD9\n5VK1FF3IAIrTNrKC0fbitYwVb2J3sq45qqMsMmMnySa4hLAyUCHMTUsyyGylRcreU2VhOem5QaYG\nuGwIIcybS3tvQJy2SVpvk0RZ8UnK5NJaSRIDJ0zGeNcwNCZZGahgUkCkkQGics+oQVptYstc31Sb\n6rAU087Kids2JtZkdGKqz8P6y2ZfJjFwZD0o/xzTBCsDVVQzUlxL8YuL6hqDN8FlJryJdooKDamG\nudISNDqu7eI4tFkm215e0vv528bko2QrYGVgChfCDDpR9QwsDuKqgkXWOpPpp6iQWp762RV0Kos0\n1n90ld9iIgMrA1PYGoC2LCzVNYMwqzzNclW2j0w/hX3HhYVmE9j2JkyGtlS8RNewOL5YGZjChkZP\nw/2VzSbSMYhlBFLYfWR+L9NPYd+J288uhm48XAir6BSALmUaqWKxL1gZmMKGRnfZKtURN5X5fVKl\nm4Zn4Hpoyfa4Mp0O63KGlQyWDAfnlQGAL5eedPau93jMsJczykA2Fp2kk13YGBVGkvrJCqSkgiuN\nNYO4ZbblTdgeVzY2yvnbTreyyQlOKwMAvUqPvTwOQO/SM5FHhv3GGWUgRHQGSlLr0GXPICkqB/wl\nbUfb2URxhK1NbyIsWcBENpXtME6e500CXFcGpwNY5fv/PADzwn7jlDIIQ1dMPWkeumvxag+V9nGp\nPknXOYJQFdBJ6yB7IJouZWxzw5jrYbqUcF0ZTAaw1Pf/bwBYHPabzCgDXa64qiDMykTISjn9yAq1\nOHWTCaXobB/ZXHddVnaa2UtpGxCOkAtlAKANQAeAjsGDB5tpKd2YdlWDBnuWXOSsTViVcIdq3WQX\nWU30o4lsKteoTG2V9UqyNkZDcF0Z5DdMJGsdxhlsYdfOy+R1EZMLobIZMSZSWsMUkY3NhaYFblTb\nhu2cz5r3GoLryqAewPsAhvoWkEeF/SZ1ZaAycKO+G3ew6U6FZOSwkSIpE7oJ+33cNSaV5wb4r5lU\nkNsQuDL9Vq1dba7jWMBpZVAsHyYCeKeUVbQg6vupKgPdAzeu4A6z/nNmzTiFzXx2mymt3v2iPIRq\nmxGzkDEn49FVU+C213EM47wyUH2lqgx0D9y4IZ2ocgRZa7rezwKmyl4Ze5Y9ViFuONB0SmuSa+iY\nDzbCmro9A5OKyyCsDHSie+Am2ZykapEF/SbojJ+ws39cVxI2vSPZPQw2yqNDOMtcI8qLUJkPNjwD\nnWsGphWXQVgZ6ET3wA0TEjLrDTqyVVRPJQ17UppKvU0qE9fWTWyVx9SegMo1gigBaWMvjSo6sols\nntRrAFYGMsgKJxMDt9q9TdxHNhMm7kt2QtiY/FFrKra9GpsZXjrqF3aNqNBJnL503dP0yPh6HCuD\nKFQ72MbANWFJ6vIMgl6ygtaGlRx0Dx1ejc7y2LAodY/XMKPCZUEeRmUbXXllcJtlRXFVgZVBFK6F\nFIQwY0nqWjMoFJIJ2jSP/g4qu+m+1mVRqgoiE5asi/MlCTJhrwxZ/2GwMojClOBNYj2YmnA6somS\nClqb8fPKsqv0tW4L0EQ+vlcfm15YxkMlh2AyY8gxL4KVQRQ2F4X934laHHZ5wiURtLoWOeNMMtm+\nNt3+ccofJ1YfdZyziTWFrCG7lhZkHIYZUo7NYVYGUejutCiBI3u/rE04FaWq6qFU/jZuf8n+1qT3\nErf8MkJL1gtzSEBVJWwc6J4XSTyDsL4MW6NTLbumOrMykEHnAIuykPMWc/VIqlRtCWqZvk4SOoy6\nftzyywgtGS/M9bFXrczeybBeHat9pjP8Jqsww/pS1+5ljcYqK4MwVJSA7HejJnueD5JLolRlhWSa\nO1ajhKbMxI0bupERWlFemKwSSYKp9TLZl46F+bBsIj9hY1HXWoRG45GVQTUefrj6gqeO0wujvptX\nzyApskLeRvvFtcZkypYkdOMPP1S2l67yJUGHFatjP4ytuRTWnrJeWZQi1mj8sDKoJKqTqg0k1UkU\nFfNMGk7J0lqCLK4s7vrvo9rOMhNXV+gmjjVruu10KJuknkFMQRmLqPb091HYvp0kkQYFWBl4hC3q\nRA0k2UmuO+RU7XeOZSiEotomKt6Xd12VowVMo6LQdIZu4rad7vbSYcXKKsskilQnsu0ZVa+gjEOv\n/TTMeVYGQqgNsDiegS0hHcdKSMuTiNMmqmV1TTnGKY9Ja9p26FFmnsgKTr+yrzwZ1hOOKqfGukCU\nQRomT6L2lEjAykAIedfT9XUA1TN30hSWNtrEFSHoJw2FpiuunNRwCKtLknpGhV1dCZvKliWljENW\nBkLILUoVCvGtVlsZQkGDJOgoiLSOXxDCTpvoCkukLUxMZeCo9LMuwyGoLi4qbp2otF9UWxiaO6wM\nhIh2zZIKAFsDPWjABQn9oJeNBbYseAauhZnioqMepvvL1G5oV1Bpv2r95d8vYeiobCvKAMAlAN4E\ncBDA2IrP5gF4F8B6AOf63v88gN+XPvtnACRzL21rBrqPF9B1/Sgrsdrnqul4utcYbISoTNwjT9Zq\nUu/CtCcnE6rNoiL2UG2/qHURA21jSxmcAOCzAP7LrwwAjCw95P6w0kPv3wPQq/TZ/wfwNwAIwNMA\nviJzr8TZRKasEB3XjyvcVMNHKhkPMou+YXFiHW1u6h4qE9iFcJJJTCtG2SSOLCpiIZK1X9Bv4xxd\nEYLVMFEVZTAPwDzf/1cBOB3AQABv+96/DMDPZO6R6pPOTBN3QOkSlnHub0qI+Mtt6glTKqmgeQgn\nVRJlnequo/9+QcogqSeiMt51KvgkY8TSmmPaymAxgOm+/98PYDKAsQCe9b0/DsC/h1y3DUAHgI7B\ngwdrbaBIbFqEJs/ESXr/oOubGMiyVqQOwZH2wXVB5TI95qLi1rrua3NBOao/TSu/uP1maXxpUwYA\nngWwtsprku87RpSB/2XVM7BtEaYdw44TbjJRZpn4sq52kZnANs+TsjXmbIw1U6mmQYTVyeUwlaU+\nT9szyHaYSPeEkVkctqV8VBZkw1JUk5Y57oK4arsksbbjZqPFuaeuMRd1bxsKLqouuj0gHQfH2TrK\nohIL3mDaymBUxQLy+yELyBNl7mFVGeg8hkJWaAZdz1Z8U0U4e+0gUzYdyifugpoOhaVylECSe5o6\n0qHy3jJKx/UMpUrC6iSbcZfVBWwJbGUTXQTgDwC6AHwEYJXvswWlLKL1/oyhUqhobemzxTCZWhoX\nGctG10aTMHR7DKplSWqtqgp93Q+u12Fth4XEql0r7j11lFVW0EfF113fu1BJWJllPIM8JAWEYNUz\nsPFyas1AZbAnsZJ0T6o4OdEm8vmDXmEL1qbrqyu8Ere/q7W16rk0svcOq6suBWo7CyvMs7axYO4w\nrAySEjZhVCZ8ksml292OU5Ykwlnnprg4yNZXV3hF5XvV8FuylW2XZN+JSrvqGnMq48Z03Dzs+jYy\nuFKGlUEcZAeGyqRLYiWZWMh2IUtKdzgoCNn66givqH4vjLj9nrcQj2nSvLdFWBmoojIwVAdRXOsj\nzmCVyVyyZQmpLlgnvVfcBXgd4ZU43wsizX0nrhgMSZSPTqMuB54DKwNVVAelrUGiIuRctHRstJOp\ntQ1d1rBqG9i2ziuxKQB1h0JVxoJMtpzsZjaHFQUrA1Vsp8MJod9jSPPo6jQxlfWkY3LH9e5cU+qm\n0K34VK4X9d2wzzPUR6wMVMlSrDROlk6e0ZWjb8LKSxL/d8HqtLG4q1OoqmaQhd07zmY2Bw0vVgaq\nZClWGidLxxXhYgLVBX1d7aBzPcJFZOaEjvbU2Sc6w72qRpej/crKIA5ZiZWqZulceaX7Lm2StreZ\n6aN6rQxZkIcQVXYXQyWm+1jG8HIMVgaukzQfXSVLJ869XMk6ki2XTHl1CmbZa5kSmDL1NZ3V5Kqi\nM+H9ySgCRxeXWRm4TlIhoTLYbO88Vi23LcGqM2Sjc3ezKrLhG1N7DryzooKEooOhEmmC+iqqvkOG\nFD1wr83ibBo0BCsDF4gSArasB1ULzpQnESSgZIVKmIVmO2UzTatY5t46yhcnTOKCZxCXMAUaJ2Tm\nSLuwMkgbl+KpqmUx5UmEWZoykydq4dxmymaa/SvTPyaOlQjqJxfGuA6SpJLKhJJS8phYGaSNa/FU\nFS/ElCcRJsyTKBOV9rWdTWQCW55BJTKhkqwqAiHkNqEF9bdMhh97BjWqDPKeUuhHtq5RllecMFMW\n2zcpttYMKnHNwNFNkvpFGSq8ZlDDyiDrE8eEJ6FDQEVld2SlfZNiI5uo2vVcCX2aIEn9qv3WM5I4\nm6jGlUHeJ44fHamhJu/J6MOhlEkjJN3v4mDbsDJwAUcHhxHSqGsttS/DxERWGVDxu+4zduxY0dHR\nkXYxGIZhMgURdQohxkZ+LyvKgIi2AtgU8+f9AWzTWJwswHWuDWqtzrVWXyB5nYcIIQZEfSkzyiAJ\nRNQhoxnzBNe5Nqi1OtdafQF7da4zfQOGYRjGfVgZMAzDMDWjDO5NuwApwHWuDWqtzrVWX8BSnWti\nzYBhGIYJp1Y8A4ZhGCYEVgYMwzBM/pQBEW0kot8T0Roi6ii914+IniGi/y7925J2OXUSUOebiGhz\n6b01RDQx7XLqhIiOIqJ/JaK3iegtIjq9Bvq5Wp1z289E9FlfvdYQ0W4impXnfg6ps/F+zt2aARFt\nBDBWCLHN997tAHYIIf6RiOYCaBFC/ENaZdRNQJ1vAvCJEOKOtMplEiJ6CMD/E0IsJaLeAJoAzEe+\n+7lanWchx/3sQUS9AGwGcBqAmchxP3tU1PnvYLifc+cZBDAJwEOlvx8CcGGKZWESQkR9AXwRwP0A\nIIT4sxBiF3LczyF1rhXOAvCeEGITctzPFfjrbJw8KgMB4Fki6iSittJ7xwghPiz9/ScAx6RTNGNU\nqzMAfIeI3iCiB/LkSgMYCmArgAeJ6DUiWkpERyDf/RxUZyC//eznUgDtpb/z3M9+/HUGDPdzHpXB\nmUKIkwF8BcBMIvqi/8PSKX75io1Vr/PdAI4DcDKADwH8KMXy6aYewBgAdwshRgPYC2Cu/ws57Oeg\nOue5nwEApZDYBQAeq/wsh/0MoGqdjfdz7pSBEGJz6d8tAP4NwKkAPiKigQBQ+ndLeiXUT7U6CyE+\nEkJ8KoQ4COA+FNshL/wBwB+EEK+U/v+vKArKPPdz1TrnvJ89vgJgtRDio9L/89zPHj3qbKOfc6UM\niOgIIurj/Q3gHABrATwB4PLS1y4H8H/TKaF+gursTZYSF6HYDrlACPEnAP9DRJ8tvXUWgHXIcT8H\n1TnP/ezjMvQMl+S2n330qLONfs5VNhERHYeiZQwU3eoVQohbiKgA4FEAg1E8BnuKEGJHSsXUSkid\nf46iSykAbAQwwxdnzTxEdDKApQB6A3gfxWyLOuS0n4HAOv8z8t3PRwD4AMBxQoiPS+/ldj4DgXU2\nPp9zpQwYhmGYeOQqTMQwDMPEg5UBwzAMw8qAYRiGYWXAMAzDgJUBwzAMA1YGDMMwDFgZMAzDMAD+\nF+F/OdElkGEtAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd54d9b0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 52 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w2p\\True_Thru_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w1p\\port1\\True_Thru_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Thru\\w1p\\port2\\True_Thru_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Converting w2p to switch terms ...\n",
      "Saving switch terms at C:\\Share\\WR15_OML_20180309\\Thru\\SwitchTerms\\GTrue_Thru_WR15_Switch_Terms_20180313_003.s2p\n",
      " Measurements finished at 2018-03-13 15:51:47.750000\n",
      " Total time of measurements was 0:03:24.101000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Thru\"\n",
    "specific_description=\"True_Thru\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "print( \" Converting w2p to switch terms ...\")\n",
    "switch_terms_directory=os.path.join(data_directory,subdirectory,\"SwitchTerms\")\n",
    "name=auto_name(directory=switch_terms_directory,specific_descriptor=\"G\"+specific_description,\n",
    "               general_descriptor=\"WR15_Switch_Terms\",extension=\"s2p\")\n",
    "switch_terms=W2p_to_SwitchTerms(w2p)\n",
    "switch_terms.path=os.path.join(switch_terms_directory,name)\n",
    "switch_terms.save()\n",
    "print(\"Saving switch terms at {0}\".format(os.path.join(switch_terms_directory,name)))\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 16:21:11.883000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\Kit_Short_P1_C15101_P2_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
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EmB7x/3vgMZxQ/IivJ6+IiWfA++2d4n3WAe8sc8+/At9uVfmZ6iOoW4AXSnqV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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa7fe518>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Hw4cP5xMnTgRd3tKlSxkAv/322yrNjGgmT57M1apVu2wV0MmTJwsfJPfSSy+Z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\nrX4AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd51f4e0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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44APdvn17ienk5eVpTk6OHj16NG6bLMmHFQNLQvHNN98U+cMXL16sFSpU0DPP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\nWCwWC1YMLBaLxQL8f7fdM+95aTHcAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd69eb70>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 16:24:36.865000\n",
      " Total time of measurements was 0:03:24.982000 \n"
     ]
    }
   ],
   "source": [
    "# The first standard I connected to port 2 was not C15101 it was an unknown flat short that appears to be deffective!! \n",
    "# Renamed files\n",
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"Kit_Short_P1_C15101_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 16:26:47.447000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\Kit_Short_P1_C15101_P2_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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7pZkN+7SqKqaMHIdrxf7OzF7A9fpGIuELcL2WVT78XOC4qN0+co8FnLI7Avgt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\nTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa49cac8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Rw4tiROEniisDVdXVq1drixYtdNKkSc7S3LNnj7O0jKrDxIkTS9vRihUrFCh9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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd51fd68>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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27ocffuB3v/sdDRs25KOPPuL8888H4MYbb2TmzJnUr1+/XBxNmjRh6dKlbN68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\nYrFYLFhlYLFYLBasMrBYLBYL8P8BNTw0WhlyPMIAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa7d30b8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 52 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 203 seconds\n",
      " Measurements finished at 2018-03-13 16:30:11.308000\n",
      " Total time of measurements was 0:03:23.861000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"Kit_Short_P1_C15101_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 16:32:01.534000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\Kit_Short_P1_C15101_P2_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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IZ4732z/D86wH3lAlzL8AX21X/pnuPag7gH0lvVBSDjgdiKvZduKE0P64ynVA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\nZRiGYeQSM1CGYRhGLvl/ECnKKci3xFgAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd69c630>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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E5Ngrffr27QsiwoIFC5zKIuI4c+YMiAj33HMP2rZti1tuuQVjx47FokWLcP313nj+DTfc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\n+P+ybDlg17Kt3QAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd3b58d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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MM8/0bK1+Pzh27Bi33347GRkZ/N///V+Ja2eccQaLFi0qdzrvihUrGDVqlKeOdqsMgDfe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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd65cb38>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port1_20180313_004.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port2_20180313_004.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 16:35:25.725000\n",
      " Total time of measurements was 0:03:24.191000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"Kit_Short_P1_C15101_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 16:42:01.172000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\C15101_P1_Kit_Short_P2_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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H4gTLLyKXzwDeg+vp91E+QvkhcLT3uxv3Ui9xFfB+MzsYeBnu5Y+kV+NGNO/H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\nAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa49c908>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\C15101_P1_Kit_Short_P2_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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nzp0tpXPq1Cm0bdsWWVlZ2LFjBypUqOCk2SHFtm3b0KBBA0RHRxccY2bs2rUL\nDRs2RFRUlEHr1ENEScwcH+g6GXlsEhERgf79+2PZsmVITU21lVaPHj3w9NNPK7JMCEXyhQAABgwY\ngNmzZ2PlypXIy8tDly5d8OOPPwZM4/jx4+jZsyeSk5Mxe/ZsEYJCNGnS5BIhAAAiwjXXXBN2QhAM\nIgYKePjhh5GTk4MJEyaUOI1Dhw5h6dKlqFatmkLLhHCgQ4cO2Lp1K959913Ex3smeF988UWxwvD2\n228jKSkJs2bNwm233abTVCGEETeRIgYOHIivvvoK+/fvR0xMTNCff+edd/D3v/8dO3bswDXXXOOA\nhUK4kJeXh7Zt2yIpKQkPP/ww2rdvj+XLl2PQoEHo3LkzkpOTkZaWhubNm5s2VXABxtxERHQ3Ee0g\not1ENKqI8wOIaDMR/UZEa4iohWobTPDKK6/gm2++KZEQAMD8+fPRtGlTEQIhIBEREVi5ciWeeeYZ\nfP755xg8eDC+++47HDx4EABQv359EQIhaJSuDIgoEsBOAJ0BHAKwDsADzLzV55pbAWxj5tNE1A3A\nS8zcNlDabl8Z+HLq1ClUr17d8vUnT55ETEwMxowZg5dfftlBy4Rw48yZM0hNTUXt2rUlNiAUiamV\nwU0AdjPzXma+CGAOgF6+FzDzGmY+7f33VwD1FNtglJkzZ6JOnTpITk62/JmcnBw888wz6Nevn4OW\nCeFIlSpV0KhRIxECwTaqxaAugIM+/x/yHiuORwAsKe4kEQ0hokQiSjxx4oQiE52lQ4cOyMnJwXvv\nvWf5M1dddRUmTJiAG264wUHLBEEQisfYbiIiugMeMRhZ3DXMPIWZ45k5vlatWvqMs0H9+vXRp08f\nfPTRRzh16lTA6zMzM7FixQrk5ORosE4QBKFoVIvBYQCxPv/X8x67BCJqDmAagF7MbG9zvgt5/vnn\nkZ6ejjfeeCPgtUuWLMFdd92FX375RYNlgiAIRaNaDNYBaExEDYmoLIA/AfjW9wIiqg/gawADmXmn\n4vxdQbNmzfDggw9i+vTpAd9oOmfOHNSoUQPt2rXTZJ0gCMLlKBUDZs4B8BSAZQC2AZjLzFuI6HEi\netx72QsAagB4n4g2ElFobBEKktdffx0LFy5EuXLlir1mz549mD9/Ph599FGUKVNGo3WCIAiXIg+d\naeDjjz9Gly5dEBsbe8nxxx9/HNOnT8f+/ftRu3ZtQ9YJghDOyLuJXMLx48cxfPhwdOrUCSkpKQXH\nz507h+8Dc/N9AAAaQElEQVS//x6PPPKICIEgCMYRMXCYmJgYLF68GAcPHkTHjh2xefNmZGRkIDo6\nGr/++qut9xkJgiCoQsRAA7fddhuWLFmCY8eOoUWLFhgyZAgA4Morr7zs7YmCIAgmkKilJjp06ICk\npCQsWbIEdevW9XyZhHzHsSAILkHEQCMNGzbEk08+adoMQRCEyxA3kSAIgiBiIAiCIITQcwZEdALA\ngRJ+vCaAkwrNCQWkzKWD0lbm0lZewH6ZGzBzwJe7hYwY2IGIEq08dBFOSJlLB6WtzKWtvIC+Moub\nSBAEQRAxEARBEEqPGEwxbYABpMylg9JW5tJWXkBTmUtFzEAQiGgVgFnMPM20LYLgRkrLykAoBRDR\nfiI6T0QZRHSciD4lokqm7cqHiHp5X9t+lohOEtEKImroPdeMiJZ5j182QyOip7xfAZtFRJ9qN14I\ne0QMhHDjHmauBKA1gHgAzxm2BwBARH8A8BmA4QCqAGgIYDKAXO8l2QDmwvNVsEVxBMC/AHzirKVC\naUXEQAhLmPkwgCUAmvkcbkBE/yGidCL6nohq5p8goi+J6BgRnSGi1UTU1OdcdyLa6v3cYSL6h8+5\nHt7ZfhoRrfF+pWtRtASwj5l/ZA/pzDyPmZO99u5g5o8BbCmmPF8z8zcAwu5rYgV3IGIghCVEFAug\nO4ANPocfBDAIwJUAygL4h8+5JQAae8+tB5Dgc+5jAI8xc2V4xGWFN49W8MzUH4Pn2/s+AvAtERX1\n9XbrAVxHRG8R0R1ucl8JAiBiIIQf3xBRGoBfAPwE4FWfc9OZeSczn4fHJdMy/wQzf+KdrWcBeAlA\nCyKq4j2dDeB6IrqCmU8z83rv8SEAPmLmtcycy8wzAGQBuLmwUcy8F0BHAHW9eZ90W0xDKN2IGAjh\nRm9mrsrMDZj5Se/An88xn7/PAagEAEQUSUTjiWgPEZ0FsN97Tb4bqQ88q4wDRPQTEd3iPd4AwHCv\niyjNK0KxAOoUZRgz/8rM/byvBrgdQHsAz9ovsiDYR8RAEDzuo14AOsET3I3zHicAYOZ1zNwLHhfS\nN/DM7AHgIIBXvOKT/xPNzLMDZcjM6wB8jUtjGoJgDBEDQQAqw+PeSQUQDR/XEhGVJaIBRFSFmbMB\nnAWQ5z09FcDjRNSWPFQkoj8SUeXCGRBROyL6KxFd6f3/OgA9Afzq/Z+IqDw8sQwQUXnf2AMRlfGe\njwQQ6T0v30ciKEPEQBA8Wz4PADgMYCu8A7QPAwHs97qQHgcwAACYORHAXwG8B+A0gN0A/lJMHmnw\nDP6/EVEGgKUA5gN4w3u+AYDz+P/dROcB7PD5/HPeY6MAPOT92xXbZoXwQJ5AFgRBEGRlIAiCIIgY\nCIIgCBAxEARBECBiIAiCIAAIma1pNWvW5Li4ONNmCIIghBRJSUknrXwHcsiIQVxcHBITE02bIQju\nJCEBePZZIDkZqF8feOUVYMAA01YJLoCIDli5TtxExZGQAMTFARERnt8JCYE+IQj/j872k5AADBkC\nHDgAMHt+DxliL09p/6UPZg6JnzZt2rA2Zs1ijo5m9nQtz090tOd4KDBrFnODBsxEnt+hYreT6Lwn\nuttPgwaX5pX/06BBydIL9fYvXAKARLYwxhof5K3+aBUD1Z0rWOwMXNKRL0f1PQlUP7rbD1HR+RGV\nLD3T7d+NhPAES8QgEP4qV3XnCtYuOwNXqHVkHZ3M6j2xYouV+gmm/agofzB1biU/3fabRFWdO5W3\nAkQM/BGock0OqHbzNilkwaKyk9kVd6u2WKmfYMRHRfmtpqOyjCrtN4Xq++FE3goQMWAufoAIVLkm\nG7ndwVzlLNhpVHUyFeJu1RbdwhLMPQhUn6oH+VBbhRZGZZ07lbcCRAz8NWirHdqO376kn7XbSKx0\nZLfM6FR1MhXibtUWlWKr2x2jOj+3r0IDlUF1nQeDxnsnYuCvAp1UZbsDrYqBWkWAU8XgoyvQqkLc\nTbhGdOeput27eWVg5Z6ZdIfJykCjGPgbIJycGauoZKddOIEGT1WCpGuFouqeW7VFVf3odsc4savK\naqxCt0vS6oTHiTo3GZQuAhEDK64DJxqo25fOzIHvjQpXiM7YhcpArO5BS7c7RnUZA6XnxKCn8p45\ncT90TyoCIGJgyi+uaxC0G9Pwd29UBEl1i6IbAuJO4WZ3TCCCsV3ljNrUPXNhXYkYMDs7QBSXtg73\niNNxBSsNWtXqwq6tpQFTExudQWvVg7ype+ZCz4CIgZMEamhOB06dnn2o2H2j0nXjhp1PRdllZaBU\nGV/QnZ/OeI7V69z+QJysDEqZGNitcLuzBx2zDxWCpqIzurBzBRU41SlkKvPTHbQ2uc0zmLK4KDBs\nFREDJ9H1YJidzzs9K9LV6FULn06B0j1wqYxX6Q5am3b/qAyEq955ZBMRAxUUV1F2O7nTMQNdA7WO\nZbjq2IOVeI6qgVL3jhZTT0ersN/kLhwreTsh7Jr6qYiBXfxVlNMBXLvn3eha8Ye/sqgcJALdF9UD\npdUVnE7XjuoZuEr7TW0UsHJPQviVFCIGVrAzoDrZcO12MBfuaCgWVbN1FUFvEwOl7pWP6gCs2yce\nqlZ6TpRTUz8VMQhEoI5jckDVEVNgNjcTK4mtKtIJdI0TO1UCXac6TxWB/2Bw88RD5UrPCZdOOK4M\nAHwCIAXA7z7HqgNYDmCX93c1n3OjAewGsANAVyt5KBeDQBVhcsZjt4NZnW27Ia6gajBR4S83Uee6\nA6eq6113bMEJ24JZ6akMDIdjzABAewCtC4nBGwBGef8eBeB179/XA9gEoByAhgD2AIgMlEeJxaC4\nStGxT76kjV/FoKR7hlicDbrcJCpWQ7oEsrA9up+oVTkom4gtWC2DqWcSTAbDi0C7mwhAXCEx2AGg\ntvfv2gB2eP8eDWC0z3XLANwSKP0SP4FcXKVYXRqWtKLsNH4dg5LVmbSdhqpz+a0yHd2uM9UDm25U\nxhZUzqhNre5dFkdxgxik+fxN+f8DeA/AQz7nPgbQN1D6JRIDf5Xi9IBrt0E4PShZCZDbXTrr3lrp\nhhiIU7hsgAkaE9teTaz0rJZVI64SA+//pzlIMQAwBEAigMT69esHfxesuIKcGjxc1iAuQ4X/XLcP\n3m2DvaogstW8TAxsqu65igB/PvJKiqBwgxiYdxOZrBSn3VBOf17FdjuVA5ipwdCuParvgS7xccJ2\nVdteTfZrFwWGreIGMXizUAD5De/fTQsFkPc6FkB2ulLsBCPt2uYGN5eOuEMw9ujEqj267VYZvNS9\nsnO7+8epwLDDqxfdu4lmAzgKIBvAIQCPAKgB4Efv1tIfAFT3uf5Z7y6iHQC6WclD+W4iu1hpGP7y\nttvRnB5krJRP50DnNreb6ldSMKtpqyoHVN333PQuHN3imJ+nw8KmfWXg9I+rXlTHbL9h2O1oOjpq\noM6hc4amU3hU7o7RPdtV6WoJ5p6H+iYAU+KooV2LGDiN3YahY2Wgo2PpGgR0+d5VxwJU75AJhMog\nrIm4iBOoEncnBm4NkzoRA6ex2zCcjhm4vYP6EsygYyV4Z0dUnJgNW7lO1aCgWnxUrpJMYPV+qBTH\nYJCVQQiJQXGdQUXDsDu4ORmT0IkqW1XEOUzFJlQOzrp3vLgtnuOLE+48lYFhiRmEiBhYmX076Yax\n01Dc3EELo8pWKx06UF6mRNTqhgTdr3SwgonYgtW0gnnwUfW9dckrKUQMgqG4yjA9u7aTvxMzHTvo\nWMW47dmIYDGxm0UFTsQWVMWQTAmVi+pKxMAq/hqVihmrnQZmJ38TM82S2qLKDqtBdTtbgk3i5tWe\nytiCCndfMGk5gYvqSsTAl5LOSk0HiVXkb3emqWJgVJlPoBiKqkC0VXQKh4tmmyVC5bZXeSWFZUQM\n8gk0QPhrVG4YzJ2c1QTqUKoGV507ZXR2fN1+YTe7sKxgtT+ocPc5jSo3lgZEDPIJ1Gis+JBNuHny\ncXJws3tv8u3T9aSy6QGgpPaoHBhUrKCCvU6V/Sr9/E4NtirvRzB918F+LmKQj6rZb0nQ4Yax83k7\nq6Zgy6jz6VpdqHR7qER1QFel/aYGW6u26b4fweRbQkQM8tHlFy8KpwOnKhpRSeMp+QSzdU+Xm0EV\nKmIuzPr921btcsJ+VbjZz6/6fjjcrkUM8jHtu7M72PrD6cFRpwtIlT0681I9k9S9glK9sjExgFvF\nim2mVnoOi62IgS9ONlKTMQUdMza3Bcp0DTgqB0Dd7gfVKwOVwmgC06KtaoVZQkQMdGC3A7h9ZWAV\nVQO0yoHeioj5O69aaFXOTK3kpfshMLe0xaJwYpAPJkBvWEhFDHRgtwPoihm4efmej8oOoSJWY2Jw\nCyZPu2IX7HWBMBXcVy2yqvuKC1xsIgY6cMPWUbe5cUqKysE3UFpWNxXovm9OzOh1oVLIrF6n2/1W\nElywA07EQCXFNUpdjcyOYLhp+e6vHCo7TaC0dO6AChYrebqpTvNRLWQqV28mxdMFdeV6MQBwt/dr\nL3fnf1eyvx+jr7AuriHpaGR287Ay8OkY9AKVw20rAzfjgtlmkagUMivXmX4lhcrNAw7iajEAEOn9\nDuRGAMoC2ATgen+fMSYGgRql0wOp00FmXY1VpR123QdOlFnnKsKUmKkoo8ptryZF3Ylgs0O4XQxu\nAbDM5//RAEb7+4zjYlBchZmOC9jNX9WMXMfuHJUzLVUBVivoDuSrzk/nDFflysCpiYxJV50DwuF2\nMegLYJrP/wMBvFfEdUMAJAJIrF+/vu2bUiz+GpXdSrfbYFU0Oru+ehUzbVWdx40uHhMDl6rgqu4g\nrBOxBZWDp9V8nXDVOSRuYSEGvj9KVgYlCQSbHsydduNYsU+FD15VOXT7y60MNm50aaicgVsto1VU\nrlhUo/q+OZF3kLhdDPS7ifwNRoEaukk3j938raQdaJB20+4cnYOqylmz7mCnSt+81TK6HVXCnp+W\n6kmaQxMdt4tBGQB7ATT0CSA39fcZ22LgrzE72dBV+eT9YXfwCPR5FSsDVejcnRFM3bltG6TqGa4p\nt40qnHCHBVNWg3EIV4uBxz50B7DTu6vo2UDX2xYDf6rr5ABjJW07+esYHFXEDFSia8BROZsPdd+8\nyjKaQLcYlyTN0hgzKMmPoysDZuddMXZm3nbKpasMqu6fm2aWqu+tSjeFqvyCuS4QJl1JgcoQCq+k\ncCJvFjG4HDfPWuwMAG59AKkk6N5xo9seKxgeOGxhasBV6aZzAsN9VMSgKEzO/v2hY2XgtoGjKFR2\nWKvuuUD3RPd9M+xSsIUTrhhVvnaT98tw8F3EQCd2G5rTMQM3DhxFoXIGZcUt6NZ7YjDYaAvVcRGr\n6enczVYSDLc1EQOdqOiYdhqqkzEJ1fizVaWdgQYIJ+6JzsHGre5BlXER1TuinMCJuIzidiRioBO3\ndsx83GKfyl1JdgVQ9T0Jxr3jxmCtzmCzVdtN7vm3gsmdR0EgYqAaXTPakuQfCKs+VadntarsUOEa\nU11nuv3WKsVHd5xCtTvJajmDtdGEq86BNEUMVKJyRutE/rrsD9RBAp1XNRtXETRXHcQ08UoKK/Wh\nctBVHeBXJVKqUR2rCAYH0hQxKAnFNVAVM1qnZ/YlLVsw5bMrKKoGE1UdRuWAZKVsut11qt0xJtyN\nTqxYVcXYZGUQpmLgr9Pb7QR2ZzhOd0IVs1qdbhKdAcNgViEqxVDFIBhOgVpVWKknp2IVhlZDIgbB\n4q+h2+0Epj+vIv1AHUTn9j6d7gMTr6TQLZpO2KUjBlUSrNwTJ0Tb4L0TMSiO4m60v05vemavMlhY\n0vRVrAxUomuw0e3nV5mnEwOQ2339KmI7TthvcFUlYlAU/io5UGXp8PkHCniqmHX6uzd20lfdgdwy\nszQxsKl0C5q4jyYGPtXBctX3zeD2bhGDovDXEJzs9FbStpu/jg7oZJC8cDoqt2CqcEvpHFB1xxZU\no9plqHI1ZWrVIisDl4lBoEbqZMdStYOhONzyYJkKTLhJ3ITu2IJqVG4msHqdytiOExisKxGDonDz\nbgi7g7mbyxYsOp9HUD0wqFwd6YotqEZFDMqp65xA5QqnJNcGQMSgKJxWZx1xBX95W3FFucGl4PQq\nKR8rK0HVcQ6dsz8nXqmhqn0ESkv1sw0mg9YufyWFFjEAcD+ALQDyAMQXOjcawG4AOwB09TneBsBv\n3nPvACAreTm+m0hFuk4+JWw1DX8BaDe4FFTGT+yKiurZpG5fv0r7g2kfOm03HT/RNXFxME1dYtAE\nwLUAVvmKAYDrvd9rXM77Pcd7AER6z/0PwM0ACMASAN2s5GX83USBUFGBTs7c3eJSULWbQ4WoqPYz\n657FqhzAdQdgQyEuYiXvEHglhVY3URFiMBrAaJ//lwG4BUBtANt9jj8A4CMrebheDNwewNX5UJgK\nOwKhQlRUD4Am/NtW6kvloKbb9mCuU523lbLKyiCgGLwH4CGf/z8G0BdAPIAffI7fDmCRn3SHAEgE\nkFi/fv0S3QjlFNeIdMy8nY5JqIo7qBiAA6FCVFQP8qp3vqgaBFUOam6f9FhBZT0Fu3JRJd5BoEwM\nAPwA4Pcifnr5XOOIGPj+uGJl4K+SnA7g6ohJBBoQVLhmVDV0VaKi0v1jNT1VwmwVlYOaW9yNdlC9\nggtmhWPglRSmVwbh6SayMlg6FcDVEZMINGiommGqaOg6fcmqB0AVwuyE/apnrU67HIvCjbGdfAwJ\nqWkxaFoogLzXTwC5u5U8tImBv8ZkZ4lstyHoWJ4HstGKDTrdCLoGGyeEx64wm7TfgKvDsl2qVzcq\n25ghF5uu3UT3AjgEIAvAcQDLfM49691FtMN3x5DXVfS799x70L211B+BGpOdAT0UHipTUX4TAUYd\n6LbFidWIW+23G4cKNk9TO5RKw8pAx48WMVDhMy9p2oGwmrfdTm/X1aWqo5nqsG7B7e6YQKh0xagO\nzOenqfqeBUrTUJsWMfBHcZVmNdBWkkakYjB3Q2NTNYsLRCivMFTl51Z3jBVUBmlVB3ydQNdkrQSI\nGBSHv0pzujE5PZib7AyqUeVf1T1Y6s7PiTrXGeBXGYcyKYxurQcWMSgef5VmepYVCkFmXajqXCp3\n0ui02yqq61xlH1Dl5zcV8A0GF9eDiEFxBKo0k/5XHUFmt/iXdbm8VO6xt3LvdPutVQ+UusVTZxyq\npKi8b1ZRmJ6IQXGYdgU5aVugTmO6U1m10/c6K/fS33WqZp5Wbda9oyWYe2nqqVsrZdARhyppvirv\nr9W8Fa40RAyKw8kB0W7aKmyzOzDqQHVw2K4AWul4qgd53QFyEwFdN+NEPQUzedH40KGIgT+ccpWo\nqEAn3Tg634njLw2V/lUVrjEraah2/+h2J6kMwoZDbMpqX3WirCpXohYQMTCB2zuJqkZo19+vcmap\n4p5rnqkFlZ6qQUHlDNftKwOVYuxEWXVOyljEwFmKqyQdncROA1Ex6OlKwyqq7rmugHaw6aksn8pd\nQm59IM6tsZ2S5K0IEQOn8Nc4VAdGg8k7GPvtBK5UuVRUDRI6g+KqBzbV7iSd9qsMvqrM14lBPpj7\nZuq++EHEwCmszHqdmmHqmFEEykNlsNUKVjuXztmnTtzukvGH6uCr6niGE+LuwhWTiIFT6HgWwKm8\nraDC369q5qN5BuVKQvkeqH5y2ErbMymeLhVuEQOnsFvhdgZ0XY3N36zFaVeYLy7tXNoJ1ZWP1fpT\nubPHpHi6dAOJiIFT2G1sdgY4t8wSdQ1OLu1cgkWstlfVO3tMiadLJy8iBk7i9I4ep/IONVzauYQg\nsNJeTe7sUYlL7RMxcDOlaUC3g0s7l6AYlwZeS4QL7bMqBuS51v3Ex8dzYmKiaTME3SQkAM8+CyQn\nA/XrA6+8AgwYYNoqQTVSz45BREnMHB/wOhEDQRCE8CXsxICITgA4UMKP1wRwUqE5oYCUuXRQ2spc\n2soL2C9zA2auFeiikBEDOxBRohVlDCekzKWD0lbm0lZeQF+ZI5zOQBAEQXA/IgaCIAhCqRGDKaYN\nMICUuXRQ2spc2soLaCpzqYgZCIIgCP4pLSsDQRAEwQ8iBoIgCEL4iQER7Sei34hoIxEleo9VJ6Ll\nRLTL+7uaaTtVUkyZXyKiw95jG4mou2k7VUJEVYnoKyLaTkTbiOiWUlDPRZU5bOuZiK71KddGIjpL\nRE+Hcz37KbPj9Rx2MQMi2g8gnplP+hx7A8ApZh5PRKMAVGPmkaZsVE0xZX4JQAYzTzBll5MQ0QwA\nPzPzNCIqCyAawBiEdz0XVeanEcb1nA8RRQI4DKAtgKEI43rOp1CZB8Hheg67lUEx9AIww/v3DAC9\nDdoi2ISIqgBoD+BjAGDmi8ychjCuZz9lLi3cBWAPMx9AGNdzIXzL7DjhKAYM4AciSiKiId5jMcx8\n1Pv3MQAxZkxzjKLKDADDiGgzEX0STktpAA0BnAAwnYg2ENE0IqqI8K7n4soMhG89+/InALO9f4dz\nPfviW2bA4XoORzFox8wtAXQDMJSI2vue9L7SNbx8Y0WX+QMAjQC0BHAUwESD9qmmDIDWAD5g5lYA\nMgGM8r0gDOu5uDKHcz0DALwusZ4Avix8LgzrGUCRZXa8nsNODJj5sPd3CoD5AG4CcJyIagOA93eK\nOQvVU1SZmfk4M+cycx6AqfDch3DhEIBDzLzW+/9X8AyU4VzPRZY5zOs5n24A1jPzce//4VzP+VxS\nZh31HFZiQEQViahy/t8AugD4HcC3AB72XvYwgAVmLFRPcWXO7yxe7oXnPoQFzHwMwEEiutZ76C4A\nWxHG9VxcmcO5nn14AJe6S8K2nn24pMw66jmsdhMRUSN4ZsaAZ1n9OTO/QkQ1AMwFUB+e12D3Y+ZT\nhsxUip8yz4RnSckA9gN4zMfPGvIQUUsA0wCUBbAXnt0WEQjTegaKLfM7CO96rgggGUAjZj7jPRa2\n/RkotsyO9+ewEgNBEAShZISVm0gQBEEoGSIGgiAIgoiBIAiCIGIgCIIgQMRAEARBgIiBIAiCABED\nQRAEAcD/Aa6Wn3EhCObnAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd1e34e0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\C15101_P1_Kit_Short_P2_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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LL72kQFQ3UyKvK5w6dWpxgPv444/XvLw8PXDggHbu3Fnr1q1b7nuALZZ4cSoG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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa1bd518>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\C15101_P1_Kit_Short_P2_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\C15101_P1_Kit_Short_P2_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\C15101_P1_Kit_Short_P2_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 16:45:26.164000\n",
      " Total time of measurements was 0:03:24.992000 \n"
     ]
    }
   ],
   "source": [
    "#Direction Reversed\n",
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"C15101_P1_Kit_Short_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 16:47:34.080000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\Kit_Short_P1_C15101_P2_WR15_20180313_004.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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XKDeZ2Q/NbNw/K1X4ZOQkXE/0Z2b2BG70NhHxX4kbfWzy/ucDJ0V16JF3LOIE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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdb2cf60>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Port1_20180313_004.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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JiYiLi8NPP/1k2hQhyjl79iyWLFkCj8eDSpUqYdWqVejbty8qVqyIHTt2oEaN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\nQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcbde860>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Port2_20180313_004.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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++eelvsj+yJEjun37dj18+HBCNllSEysGlqRi9uzZCujo0aN15cqVmpGRoe3a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\nQXhZMwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd981668>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_20180313_004.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port1_20180313_004.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port2_20180313_004.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 16:50:58.435000\n",
      " Total time of measurements was 0:03:24.355000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"Kit_Short_P1_C15101_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 16:53:46.056000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\Kit_Short_P1_C15101_P2_WR15_20180313_005.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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n8EJc44+kl+FGNO/F1YlLgesk7ZGQpFrLyFHUXwYE/D2uLr4AOAjX4YzyDlxn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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd3cb940>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Port1_20180313_005.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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KryiuDFRVv/32W61evbqzHwUpLCxMOdBlVHz279+vw4cPP3C3+dtvv62A1q1b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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa465128>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Port2_20180313_005.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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sgNauXVtff/11T8eNHDlSAV2zZk2l+2zZsiVpe6ZNm1YW4G7ZsqUuXbpU9+7d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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xccd3da0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_20180313_005.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port1_20180313_004.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\Kit_Short_P1_C15101_P2_WR15_Wave_Parameters_Port2_20180313_004.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 16:57:10.283000\n",
      " Total time of measurements was 0:03:24.227000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"Kit_Short_P1_C15101_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 17:06:40.019000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\RS_Short_100072_P1_Keysight_Short_P2_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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nZtWOUi7FfSlOSB0K5IHDIre8B3gLbhRwKK5R/3xKcLcC5/jh/WKfF2nxPgP4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\nAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd2363c8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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RkYG33noLv/nNbzB79mzcf//9lo4/evQo2rVrh5iYGGzbtg2VK1e22eLwxuVy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\nMAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd95a748>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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dMGGCZmZmanZ2dtH+devWafXq1bV58+Y6f/784z5eX9IXvlQLYgnZ2dmak5MT\nl06W5MQaA0tCsXDhQgX0nXfe0fz8fL3sssu0RYsWum7dOiPpf/bZZ9q8eXMFtHr16vrhhx86um7c\nuHEK6ObNm4v2bdmy5biO95tvvtHJkydHpc+cOXOKAtx169bVhQsXan5+vl500UVas2bNE2ZDFkus\nODUGNoCcYKgqa9euTbgnYSMxYsQI6tSpw+WXX05eXh6DBw8mKyuLJk2aGEn/4osvZvXq1fzrX/+i\nadOmDBw4kEOHDkW8btWqVdSsWZMzzzyzaN+ZZ55JxYoVyc3NJTs7m2uvvZaFCxcC/w3iloWq8sgj\nj3DmmWcyf/58UlNTWbVqFSJC27ZtGTt2LA0bNow9sxZLLDixGEHY7MyggMzMTAV05cqVfqtijJUr\nVyqgTz31lCfyNmzYoIsWLSrx2J49e47zy1900UXaqVOnE8574403tEWLFtqxY0etUqWKLl26VL/7\n7js977zzdOnSpWXKP3bsmI4YMUJff/31IpmFM43SXEEWS6xgZwbJyQUXXAAUvNY6Wfj73/9OpUqV\nGDhwoCfy0tPTi+5jONu3b6dly5Y0bdqUjz8u+BDfqlWraNGixQnnNmnShNWrV7Ns2TLeeust2rZt\nS926ddm+fTt33333cTOE7Oxs3n777aLflSpV4oknnuC2224DoFatWlSsWPDOyCA84Wwpn9ial2A0\nbdqUU089NaHfZPrll18yc+bMoieDjx07Rv/+/T19UvbgwYNcc801jB8/vmjfihUrOHbsGKeccgq9\ne/dmw4YN9OjRg27dup1wfZcuXfj444/5+uuvue6664CCTn3kyJEsWLCAcePGsW7dOgD+93//l379\n+jF69Gj27NnDBx98YL9eZwkeTqYPQdism+i/XHXVVXr22Wf7rUZMLFu2TFNTUxXQBg0aFC2FjGap\nqClatWqlLVu2PC4YfODAAV2/fr1WqlRJhwwZEnWaubm52r59ewW0Ro0aumPHDj169KjedNNNCmiz\nZs0UiOhKslhMgXUTJS+dOnXi+++/5+eff/ZblajIycmhb9++1K5dm7feeov09HQaNWoE4MtXuB56\n6CFWrlzJXXfdxeuvv46qUq1aNRo3bswdd9xBrVq1HAWEw0lJSWH+/PlMnz6dyZMnc9ppp1G5cmUm\nTZrE3XffzSmnnMLYsWNp27atS7myWGLDfuksAVm+fDlLly6lf//+pKam+q2OY5YuXUrXrl3JzMzk\n2muv9Vs0Xl+nAAAfhUlEQVQdVJXLL7+cOXPm0LBhQxYsWFC0iufQoUN89dVXvr1b3mIxhdMvnVlj\nYPGUvXv3UrNmzcAESnfs2MG8efPo1atXQhlWi8UpTo1BzC1SRLqLyBoRWSsiD5RwvKeILBeRZSKS\nJSJdwo5tFJEVhcdi1aE8s3fvXsaMGcOmTZv8VqVE8vPzueeeexg+fDj79u3ju+++Iy8vj1q1agXG\nEACcfvrp3HjjjdYQWMo9Mc0MRCQF+AH4LfAT8A1wg6p+F3ZOdeCgqqqItALeVtWzQ8c2Ahmqmu1U\npp0ZHM+mTZto2rQpJ510EqeddhqNGzdm1qxZpKSk+K0aANOmTeP6668HClbZ5OXlMWjQIJ577jmf\nNbNYyhduzwwuANaq6npVPQZMAXqGn6CqB/S/lqYaBY/eWwzRqFEjvvzyS/r160fTpk2ZO3cur732\nmt9qFdG7d2/ef/99srKyuPTSS6lXrx533XWX32pZLJZSqBjjdfWBLWG/fwI6FD9JRK4DngROA64M\nO6TAXBHJA15V1fHFrw1dPxgYDNjH80ugQ4cOdOjQAVXlmmuuiXrli5uICNdccw0A77zzjs/aWCyW\nSLjqvFXVGSHX0LXAE2GHuqhqG+AK4E4RKfErHKo6XlUzVDXDfrqvdESEmTNncscdd/itCqpK165d\nGTt2rN+qWCyWKIjVGGwFGoT9PjO0r0RU9QugiYicGvq9NfR3JzCDAreTJQ5EhJycHF+/zwsFy0cX\nLFhAlSpVfNXDYrFER6zG4BugmYg0FpHKQH9gZvgJItJUQk8Sicj5QBVgt4hUE5Eaof3VgMuAlbFm\nwPJfxowZQ9euXVm5ciXPPvssPXr08FyHcePGUbVqVfr27eu5bIvFEjsxxQxUNVdEfg/MBlKAiaq6\nSkTuCB1/BegN3CIiOcBhoF9oZdHpwIyQnagIvKmqswzkpdwzYMAAnnzySTIyMjh69Cht27YlPz/f\n8VLOjz76iAoVKtC9e/eYngjevXs3b775Jrfeeiu1a9eO+nqLxeIf9qGzJOPHH3/ktttuo1u3bjz2\n2GNAwRtOO3bsWKZRUFVatGhBjRo1WLRoEUeOHHG09n7z5s1UqVKF008/nfvvv5/nnnuOFStW0LJl\nS2N5slgsseN0aWmsq4ksAaVZs2b861//Kvr94YcfcvXVVzNnzpwyX62wYMECVq9ezcSJE+nTpw8H\nDx7kk08+KVPWzp076dChA61bt2bWrFn069ePevXqWUNgsSQgwXkU1OIK3bp1o0aNGrz11ltlnjdx\n4kTS0tKKnluYM2cO2dllPxP4j3/8g+3btzNy5EgA2rdvz7333mtMd4vF4h3WGCQ5J510Er169WL6\n9OkcOXIEKHAbjR49+rjvCbz//vv07NmTqlWr0r9/f/Ly8pg2bRoAW7duZfjw4Wzfvr0oXVVl0qRJ\ndOrUiYyMiDNQi8UScKwxKAfceOON7Nu3j8zMTI4ePcr111/P8OHDGTJkSNE3lStWrEifPn0AaN26\nNW3atGH06NEcOHCAnTt3Mnr0aH79618XvQtp6dKlrFq1iltvvdXPrFksFkNYY1AOuOSSS+jSpQt/\n+9vfSElJ4YMPPuCBBx7g9ddf569//Svnnnsu27Zt44orrgAKnll44YUX2LdvH/Pnz6dt27Z8/vnn\n7Nq1izvvvBMoiEVUq1aNfv36+Zk1i8ViCidfwAnCZr90Fh979uzRbdu2Ff3Oz8/XXr16KaAbN24s\n8Zrhw4frF198UfT76aefVkD/+c9/an5+vq5fv951vS0WS3zg8EtndmlpOWbfvn1cf/31DB061NHH\nZo4cOcJ5551Hq1atmD59ugcaWiyWeLFLSy0RSUtL49NPP3V8fmpqKosXL464yshisSQe1hhYoqJ2\n7dr26WKLJQmxAWSLxWKxWGNgsVgslgR6N5GI7AJi/eDvqUB5c3TbPJcPyluey1t+If48N1LViB+E\nSRhjEA8ikuUkmp5M2DyXD8pbnstbfsG7PFs3kcVisVisMbBYLBZL+TEG4/1WwAdsnssH5S3P5S2/\n4FGey0XMwGIRkflApqq+5rcuFksQKS8zA0s5QEQ2ishhETkgIjtEZJKIVPdbr0JEpKeILBOR/SKS\nLSKfiUjj0LGWIjI7tP+EEZqI/F5EskTkqIhM8lx5S9JjjYEl2bhaVasD5wMZwAif9QFARJoC/wDu\nA9KAxsBLQF7olBzgbeD2UpL4DzASmOiuppbyijUGlqREVbcCnwDh3+BsJCL/EpFfRORTETm18ICI\nvCMi20Vkn4h8ISItwo71EJHvQtdtFZH7w45dFRrt7xWRr0SkVSkqtQE2qOq80Mskf1HV6aq6OaTv\nGlWdAKwqJT/vqup7wO6Yb4rFUgbWGFiSEhFpAPQA/h22+0bgf4DTgMrA/WHHPgGahY4tBSaHHZsA\nDFHVGhQYl89CMtpSMFIfApwCvArMFJEqJai0FDhbRP4mIhcHyX1lsYA1Bpbk4z0R2Qt8CXwOjA47\n9rqq/qCqhylwybQpPKCqE0Oj9aPAo0BrEUkLHc4BzhWRmqq6R1WXhvYPBl5V1UWqmqeqbwBHgY7F\nlVLV9cBFQP2Q7OygxTQs5RtrDCzJxrWqWktVG6nq0FDHX8j2sP8PAdUBRCRFRJ4SkXUish/YGDqn\n0I3Um4JZxiYR+VxEOoX2NwLuC7mI9oaMUAOgXkmKqepCVe0bejXAhUBXYHj8WbZY4scaA4ulwH3U\nE7iUguBuemi/AKjqN6rakwIX0nsUjOwBtgCjQsancKuqqm9FEqiq3wDvcnxMw2LxDWsMLBaoQYF7\nZzdQlTDXkohUFpEBIpKmqjnAfiA/dPjvwB0i0kEKqCYiV4pIjeICRKSLiAwSkdNCv88GrgEWhn6L\niKRSEMtARFLDYw8iUjF0PAVICR233yOxGMMaA4ulYMnnJmAr8B2hDjqMm4GNIRfSHcAAAFXNAgYB\nLwJ7gLXAbaXI2EtB579CRA4As4AZwNOh442Aw/x3NdFhYE3Y9SNC+x4Abgr9H4hls5bkwD6BbLFY\nLBY7M7BYLBaLNQYWi8ViwRoDi8VisWCNgcVisViAhFmaduqpp2p6errfalgsFktCsWTJkmwn30BO\nGGOQnp5OVlaW32r4w+TJMHw4bN4MDRvCqFEwYIDfWlkslgRARDY5Oc+6iQqZPBnS06FChYK/kydH\nusIbJk+GwYNh0yZQLfg7eHBw9LO4Q1DrIwRbN0vsqGpCbO3atdO4ycxUbdRIVaTgb2bmf/dXrapa\n0N0WbFWr/ve4nzRqdLxehVujRt7rUtr9C7IsL3U2RZDrY5B1SzQ8qptAljroY33v5J1ucRuDsipx\nkDrc4oiUrJuIWTmRKqaXnYApWSZ19tKoRFMfTerlJK0gt5VCEmEA4GF7ssagOGVVYrc73Hgqp6nG\nV5YOTiqml52AKVkm752Xo2Gn9dG0sXOSlleDk1hxq6xMGxgP25M1BsUpqxK7WTDxVk4n18c7qneS\nfy87AVOyTKXj9WjYqTyTMwg3ZLqBqXxEK9O0gfGwPVljUJyyKombIz8TldPtUb2TimmykXnVoE2l\nE03DNTGCND1Kd5KeH7ORaDGZj2hww8DYmYGPxiBSRXLLz+j2CMDEqN5JGl768YMWM3DacL2OUZgc\nzfsVp4gG0/lwihtt2MYMfDQGqu5W4tLSdnsEYGJU77Rimrh/0XSskWSZOicSTu+P1y4UkzMIv1cJ\nOSknv/IRbbk6rXN2NZGPxsAtyqqAbjcyU6N6r0Z7pkZZpu+rk7iLic7KNCZnEH6N+E0b22jy4XRA\n4bSu+W1US8AaAy9xMvJ2awTr5ajeBEGLB6h6707yGr/9/CaNlekBQDSdvJP2E8A6YI2Bl8Q7IjSx\n4igIHb0TfUw1aJOjcFMN2I3OxRR+1BHTgXDT+UiU+EKcWGNgmrIqYbyVKoCjiZjxyiVl8p6ZbMCm\n3Q5BxesAtxskysqjOLHGwCROViLF07gDOJqIGa8ag8kO1esGHHQffiRMj/j9Mo5ulHu0efGgjK0x\nMInTIG2shep2+l7i5Sjb1KoNr+MuQV/dEymfboz43ajfpso9Wh2jOc+DMrbGIBZKK0QvXlfh5szD\nJKY6CidyvHzWwHTHURZO7pFfHamTfAZ9xB+NbD87bo9mpNYYREtZhe1FobkZkzCpo1cPjAVt1ZHX\nq5f86nCDbKiiSdN0m0ngYLM1BqVRWkUqq7D9HpmbXJvvJLgZr1Ey0QEE7f1EphtuUF0xieDCMr1C\nyQkJHGy2xqAkyqpIkQo73g7O7ZhCJBkmRvVeBrqDNqL3ejTsV5A26MFtN4ykSbmFOB14JVvMAJgI\n7ARWhu07GZgD/Bj6Wzvs2IPAWmANcLkTGUaMQVkF6qaVjrfQTXTkJqb/pl0lXvjo/Yg9JOr7iUzr\nHy2mZi5u5COa9KI912Wj6rUx6AqcX8wYPA08EPr/AeB/Q/+fC3wLVAEaA+uAlEgyjBiDsiqSm43A\nRCcar1vBSSNyMjsKUlDX6XmmGpwfvmonOgX5wS7T+XBrhhavCzVWHT3AczcRkF7MGKwB6ob+rwus\nCf3/IPBg2HmzgU6R0nd9ZqDqXiPwwr0SSYapwKCJe+R1MNZL/HhmJIhGyi393Chv02kG7LmhIBiD\nvWH/S+Fv4EXgprBjE4A+kdJ3PWbgJl40RCeGzquVQJEI4qskVINn6EziV91PhJmL3/EFlwmUMQj9\n3qNRGgNgMJAFZDVs2NDMnXFzClxa2qbdIqXJNvEaCC9cKiYbi8mVVl7HKLx2x/jh/vEr4BsNbqwU\nC9BTyEEwBsFzE7lJpArgRcDUrxUeJenh1UN0pjoRr2cYQTYa0RBJt0R4QM0NQxRNvMvlfAfBGDxT\nLID8dOj/FsUCyOs9CyC7SbwVKmBTy7jwKvZQmI6JxuS1nzfoq3tMGTS3Ar5e58MtHT1o916vJnoL\n2AbkAD8BtwOnAPNCS0vnAieHnT88tIpoDXCFExmBNwbxdiYBCzrFhdd5MeH+8rrTcnqP/BgkmFzZ\n4+eI33Qn70ZePGgrns8M3N4CYwxKqzTlaWZgsmONV5bTNEwFz011CE7vUTRuFlMj1iDrFk2aiRAY\nTraZgRdbIIxBWR1BvJ2EqQCw23i5KsnrjtfLDsav0beTPAZ51lKYh2R5JUUyxgzc3gJhDCJV/ng7\n67Ku93O6HY7JjtWUrEiYbMQm0/LaL2/SAEWTnmn8WqEUbXrRBJGTaTWR25tnxqCsgvHTr29yRBqP\nf93Le2BKlslOwS8fvokVO2508qY7MpMzF9PGKtr7EoTBm1pjEBuRCtBPv74J/6wJF4/pe1CWvl67\nZEym5aVLz7SP32v9w2XaV1IYxxqDsog1CGwiLhBrAzPhO3aShtv3oPj9MPU8QqR7a7JzcyLLy1Gh\nG52oW3qWdd/8dE+ZTjNAqwOtMSiNsgrdSQHG2ql4EWCO1Jic5M/Ne1AcpwbOhF/dS4LoSio8J8jL\nPMvzKylcnIlZY1AaZRWSm43YRNrx+o5NzAxMEsSYgIlGGaBR4Qn44f5RDV7dK46fr6Rw2UhbY1Aa\nZRW6m4XiRQdhwsVj2g1kwi0QCVP31lTe3fJpBxVTQV8/Zy5uGKKAxBesMSgNJx2mG43Ti1GP087e\nVJDMhC5ed75epBNNkDnI7ycy6XqKJh5gOp9uuNBM6unyQNEag9Jwe/RRWiWJpoOIp5IFZaTpZeM3\nVaZeP0PgZ8DUif7J8EyCGwbXdF7szMAnY6DqXocZqZIEbRWKm3jtNzdRpl67d4L8pK9TmX4GfU0a\n3GgwnaaNGfhoDNwi3kriZwDNNEEL6jpJyw33Tln41eGa8vFHkwfTOC0DNwYlbr2Wwq4mSiJjEG8l\nCfIqlJIw0bE6keHlA2Nejjb9cMUki/vHqX5BmBn47Lq1xsBNSitcL2YGQYkJmOpYI2GyMZtKy+vY\ngskO3I1O3o+gr1uvpDAdbA6A69caA7coq3DjLXgnMQevKlakRuGVe8BkxxvE5xqcYsq1E/RXUhTK\njfcBy1jy4YYBDMAswhoDt4hUuG6uBvLKD++kUXjl0grizMDvUXNpmJwZuIUpN5wbAyM37k20xteF\nwZ41Bm7hp18/mqlxWQ0uUqXzulMxFXvwcrWWaXeCCUzGDPzST9VcPY8WN9p2NO3EJUMdeGMAdA99\n9nJt4beSy9o8NwZuxQXiwdSIKVI6Xj4tair24FSfoI3UTeP0Xvnh/vEz6GtSv2iIpp24NNAMtDEA\nUkLfQG4CVAa+Bc4t6xpPjYGbcYHC9GNpjKZ8qZEqXTRBxqAEiL2aqUSDXyNcPzAV0yhMK+gPqBWe\n7zQW4UZ8wSFBNwadgNlhvx8EHizrmpiMQST3Q6y++Xgar4kgc7yrLJzkz6vGaGo0ZCodk3n3y/ft\nNU7z4EbQNxodTXbcbpRbeYwZAH2A18J+3wy8WMJ5g4EsIKthw4bR3YF4RvduxgXcngKb6oBMNcZI\n6QRtZmB6huHHqhiTmAr4FqaVCCN+J7jVjl0o46QwBuFb1DODsgorUkG62WG7HYAOku/cy4CmqXRM\nl4+JmZzJ/EWru+mnfP0waG605wR6QDToxsB9N1FZhRWpIN1seF4Ex4Lig/Yy9mAqHa9H6n4GVU3N\n2vwK+DrJg6r/q4R8JujGoCKwHmgcFkBuUdY1ns4MVN3rUL100fiN16NsE+lEM7PyckZjevTtRG6Q\nZy3RyHXLkLoRbHaBQBuDAv3oAfwQWlU0PNL5URuDeGIG8RKp4E10RkEhnkB8tHKCtJTVdN689ss7\nSc/veIapmYtbHbdbwWbD9zLwxiDazdPVRPEQb6eVQNPPiHk1adiCFiD22mdsehTs5bMksWBy5lKY\nnhsdtxOiNaqG5Vtj4BfxdjYJFJjy1N0WtCWofhhtk/5xr+M50aZpeubiFL+DzS7It8bAL+LtbPxs\npMUxtRLGBEGbGUQzgvPSX+yW68QUJmMkbuTB72CzC/KtMXCb0hp4vJ2NU5+2Kf95PLELL/3mXgds\nTehsWp5TnYJopAoxvULJdB78DjbbmUGCGQO3g9MmAmfxdq5OZXjZQTvtfE2cY4qgupP8kuvnCiU3\njLffwWYHWGPgJpEauNuN0cRzEpHyEE2jjTevfrhunKYXb96C/kCWKUwHuAvTNHU/3JgxuTXrM1wP\nrDEwQWmF4neQN1KDctLgIuXByxFtEIO6phq6aR9+UEf9QY9VJEqw2QWsMYiXsiqtiUoQT6OO1KCc\ndK5OZjdejbJNNSqTRtrr2YqXbrlocSI36DMgNwZwfg8KHWKNQbyU1TjjbZRuxxVMdSymGm0kWV6P\nwp1gsqGb8qW7FdyMpJsTuX6Pkk3NXKIh2jR9mtVZY+CEsgrHiV8+1oJ1u+EEzeVgIuDtBJMj52jc\nHibuoQnXXrR6Ob1fyfCAmlsB6WjiED49hWyNQSGl3dRIheNmh+3F9DJIwUgvR9lezWacnmNSnmm/\nvNP0vDaM0abphn7RBJGdnBdt4Nyg4bLGQDU+v7+bIx2/p9Re47X/3WlaTkbOXroenBg6r19JEY1c\n05icubghNxp8fArZGgPVsm+q06mvG6NrL/31XmCqE4tE0IyKHwFEU/EH1ehHqybro8kRv2mj7Hd8\nwXC9ssZAteyb6sXovKwKH+mYX/7XaPEyPhG0JahBneGZdieZxvSI33Q+3DDy0ehoZwYezwzcbgjx\npB/UTqYkvNTVlCxTjT3aAKJXM72g6lWIGyN+k/mItp6Zji/YmIELxiDSTXWzIcTTcXnpfog3IOu1\nrkFyNxXqZGrVjkn8cjOadGO5dd9MujX90jEKrDEoxK9GEU8n6dXqDSfG0tQKF6f6xBvUdXKe152z\nn755LzEd4C5M03SswqRbMwFm8Z4YA+B6YBWQD2QUO/YgsBZYA1wetr8dsCJ0bCwgTmQF6t1EhZRV\nYeKpJE4DzPEGoSPp6CQPpjpWkx20yQC9l7GOoMeK4q1P4en4lU/TnXcCPIXslTE4B2gOzA83BsC5\noe8aVwl953gdkBI6thjoCAjwCXCFE1mBMwYmRtWR0o+n4TmRH6kiR9OJxdthmmykptLy2i0V5BmE\nifrkp/6x6OgEOzM4wSgUNwYPAg+G/Z4NdALqAt+H7b8BeNWJjMAZA6ejZrcqfKRK7UQ/EzODaCjr\nfphspEFbdRT01TNO6qmJ+uQ2pvIRrUyfnix2it/G4EXgprDfE4A+QAYwN2z/hcCHZaQ7GMgCsho2\nbOjm/Yoev6eHkSq1iVcIeOm6CeLMwMsnp6PR23Scpry8kiIWHU3HsXwwHMaMATAXWFnC1jPsHFeM\nQfjm28ygtAIx0SDjKWxTnauTlRUmRjIm3FpO8dq9Uygz3vvkxgzCawPkxsjX9Ijfrc47EtHqaEi2\n3zOD5HATlVUgJmIC8RZ2WZU6aMFIk098mxytlYVbo81IMk10fEF3TTnFdD6iwc9gs0HZfhuDFsUC\nyOvLCCD3cCLDF2PgZDQba4fjhX/VryBdSQQtqFuYlgmj4rWv3Mk9SIagdTT6uVEGfgabDcr2ajXR\ndcBPwFFgBzA77Njw0CqiNeErhkKuopWhYy8ShKWlpVVyN+MCfsccTOPE3RSkB8ZMGhU/yjLS/Q76\niN9JHvzOh5/B5kSdGXixxWUMYnWnuDni89MHa5po3Cnx5iVoK4VMp2WKoI/4ndYZP/ORSMHmMrDG\noJB4Aq1ujpqcpB00v39peNkZmpJleqWQV8bQtE5uyi8rr9EMhvx83YNfweZoZEfAGoNCIlW6SJ1C\nvAUSaVZiosF4QVm6eukmCZq7KVwvL9xkJnVyU26QH1BLBJeSQawxKMTEw1mxEm+l86qTjbcjM3kP\nTU+1Y3EPukHQ3TZOMRVQ97PzTIRgs0GsMSgkUsG72SnEW+mcXG9i5hLvyhRT99D0SiEnbjiTroKy\nSISAbiSc6hb0B9QSYRmqQawxKMRkpxAt8Va6SLqb8FU7qcQmnxEoiyAGdb12S/k1gzA14o/mPDfa\nncl8RCs3oK+lsMYgHL+m3SYqXbwdeaRK6qSj92rUY3LEFrRVRyZH1dGkl+i6uZEPtzpuP4PNZWCN\ngVf46Zc20ZGbMCjREK9xc4qptEyvOgri6DvosxbT+YhGvyQINltj4AV+uqBUzbh4TLianGLK7WVC\nllO87gD98Msny4g/UWIBHgebrTHwArfdQE6uNfFaAq/caCZ1cXKel52zV7OnQpzcy0QY8TvBjXw4\nJVEMTBlYY+AFbgeInaZRVuMM0uoUUw3L647Xr6BkJL1NreX3u45Eur+J9EoKp/XJxgwS1BiUVsDx\ndgBedSBejeYiyTGVX6+Duk7wY525yfvt1yILU7PbWPJhuuOO9lyP7rc1BqYoq4Dj7UwC/KBK1DiN\nn5jofIO2UiiatLzsdIM+4lf1fgFDLGk6LTOvZ4cOscbAFJEKOJ7GHdDKExNedoam7pvplUJeGcNo\n9QrqiF81OheQyXwkSnzBANYYmMLNAvZ75GYSLxuCHyuFnOrlhZssEfAz6OuEJAgMO8UaA1O4XcB+\njdxM40cA1auVQqYI6MjRFYIevHajvgZ0cGeNgSkCWsCBI1Hvk5fGOKAjR1cIevDarfoawMGdNQYm\nCWABBxJ7n8omUQ1mLCRCXstJfXVqDKTg3OCTkZGhWVlZfqthscTH5MkwfDhs3gwNG8KoUTBggN9a\nuUN5ymuAEZElqpoR8TxrDCwWiyV5STpjICK7gE0xXn4qkG1QnUTA5rl8UN7yXN7yC/HnuZGq1ol0\nUsIYg3gQkSwnljGZsHkuH5S3PJe3/IJ3ea7gtgCLxWKxBB9rDCwWi8VSbozBeL8V8AGb5/JBectz\necsveJTnchEzsFgsFkvZlJeZgcVisVjKwBoDi8VisSSfMRCRjSKyQkSWiUhWaN/JIjJHRH4M/a3t\nt54mKSXPj4rI1tC+ZSLSw289TSIitURkmoh8LyKrRaRTOSjnkvKctOUsIs3D8rVMRPaLyB+TuZzL\nyLPr5Zx0MQMR2QhkqGp22L6ngZ9V9SkReQCorap/8UtH05SS50eBA6r6rF96uYmIvAEsUNXXRKQy\nUBUYRnKXc0l5/iNJXM6FiEgKsBXoANxJEpdzIcXy/D+4XM5JNzMohZ7AG6H/3wCu9VEXS5yISBrQ\nFZgAoKrHVHUvSVzOZeS5vNANWKeqm0jici5GeJ5dJxmNgQJzRWSJiAwO7TtdVbeF/t8OnO6Paq5R\nUp4B/iAiy0VkYjJNpYHGwC7gdRH5t4i8JiLVSO5yLi3PkLzlHE5/4K3Q/8lczuGE5xlcLudkNAZd\nVLUNcAVwp4h0DT8YeqVrcvnGSs7zy0AToA2wDXjOR/1MUxE4H3hZVdsCB4EHwk9IwnIuLc/JXM4A\nhFxi1wDvFD+WhOUMlJhn18s56YyBqm4N/d0JzAAuAHaISF2A0N+d/mlonpLyrKo7VDVPVfOBv1Nw\nH5KFn4CfVHVR6Pc0CjrKZC7nEvOc5OVcyBXAUlXdEfqdzOVcyHF59qKck8oYiEg1EalR+D9wGbAS\nmAncGjrtVuB9fzQ0T2l5LmwsIa6j4D4kBaq6HdgiIs1Du7oB35HE5VxanpO5nMO4gePdJUlbzmEc\nl2cvyjmpVhOJSBMKRsZQMK1+U1VHicgpwNtAQwpeg91XVX/2SU2jlJHnf1IwpVRgIzAkzM+a8IhI\nG+A1oDKwnoLVFhVI0nKGUvM8luQu52rAZqCJqu4L7Uva9gyl5tn19pxUxsBisVgssZFUbiKLxWKx\nxIY1BhaLxWKxxsBisVgs1hhYLBaLBWsMLBaLxYI1BhaLxWLBGgOLxWKxAP8faijvR1EE7KwAAAAA\nSUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa7dd860>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 17:10:04.849000\n",
      " Total time of measurements was 0:03:24.830000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"RS_Short_100072_P1_Keysight_Short_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 17:14:00.428000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\RS_Short_100072_P1_Keysight_Short_P2_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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xmNkNwBeA75nZDDOrdJRyKe1LcULqUCAPvCAS5Dzg3bhRwKG4Rv0rKdHdBpzl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\njuM4hcQNlOM4jlNI/h9Ns7ruX7+M8QAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd236cf8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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UsMXuoWgqv379esOWCNHC4MGDMWbMGKM2qBaDbAD1/P6v6/usVJh5BYCGRFRDsR3F9OvX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\nEDEQBEEQAPx/FeRZibuiG+sAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa70a4e0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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O4e6772bmzJnUqlXrpHgaNmzI8uXL2bRpE1u3bk36PXwsLuJEYwThsDOD5GbB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\nWGVgsVgsFqwysFgsFgtWGVgsFosF+P/gWu3f0evvqgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa5aefd0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 17:17:25.273000\n",
      " Total time of measurements was 0:03:24.845000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"RS_Short_100072_P1_Keysight_Short_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 17:25:02.837000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s2p\\RS_Short_100072_P1_Keysight_Short_P2_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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tRMpIJPzfAD+Luf4PwBUV7n0F8GsvixuAQWDPovf0GV/OngF+CEyP+P8t8DhO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\nSUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa7ecd68>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port1\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Gtm3bUKFCBadNjxoyMjJw5ZVXomLFiuc/Y2Zs2bIFV155JS666CKD1qmHiNKZ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\nRK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd827748>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\s1p\\port2\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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WQDt37qxbtmwxEv+CBQu0Xbt2CmiVKlVK2dkjMXbsWK1bt67m5OQYkaOYuXPn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\nxWKxWLDKwGKxWCzA/wf5vlyUcCCtGwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa72af98>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w2p\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port1\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Shorts\\w1p\\port2\\RS_Short_100072_P1_Keysight_Short_P2_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 17:28:27.523000\n",
      " Total time of measurements was 0:03:24.686000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Shorts\"\n",
    "specific_description=\"RS_Short_100072_P1_Keysight_Short_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 17:38:24.726000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s2p\\Kit_Open_P1_C15102_P2_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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gn0iSs4Hjcb2AvXGV+vcSLncncJrv3h/in0VSvq8A3oFTttWQ+DwjvAc4ANdi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\noAzDMIxCYgbKMAzDKCT/B+qk+vE8G7lDAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd749898>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s1p\\port1\\Kit_Open_P1_C15102_P2_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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44QQuuOACBg0aFKn3nbvC6zuQQx/xe/1EdWZQQVFRkc6aNSutc9x5552am5sb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\n07sAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa134d68>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s1p\\port2\\Kit_Open_P1_C15102_P2_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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+/fbb2qlTp9JnzSfy4YcflirtVInFYrp9+/bS7z/++KMOHjxYFy1apLFYTB96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\nrkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa88dcf8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w2p\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w1p\\port1\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w1p\\port2\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 17:41:48.971000\n",
      " Total time of measurements was 0:03:24.245000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Opens\"\n",
    "specific_description=\"Kit_Open_P1_C15102_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 17:44:39.628000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s2p\\Kit_Open_P1_C15102_P2_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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NWP9B0mv89S/gBP1VwOE4RZaGe4D9JP2LpHfVY1aS9HLgL6j9nQMASXNwiuV3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\nSEpUUJJK8jZbQQF9uI3Kfxe59ghubQpcEOFH/P/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9/ufG5YaRKyybuWFkHEmbgR8AFzjn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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd7496a0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s1p\\port1\\Kit_Open_P1_C15102_P2_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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yDRFh//33B2Du3Ll89NFHHH/88dx4443cdddde7ZVxdSpUzn66KN55plnao6b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\nYWBiYBiGYQD/H4z+9K74ovcNAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcdfedd8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s1p\\port2\\Kit_Open_P1_C15102_P2_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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KY41BGvLggw9qtWrVKlROqci+ffu0ZcuWesopp+i5556r1157rav+74KCAp06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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xc70c908>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w2p\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w1p\\port1\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w1p\\port2\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 17:48:04.246000\n",
      " Total time of measurements was 0:03:24.618000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Opens\"\n",
    "specific_description=\"Kit_Open_P1_C15102_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 17:50:10.026000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s2p\\Kit_Open_P1_C15102_P2_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
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A8yJBzgZOwI0C9sc16l9NedxtwGl+eH+Ez4u0eJ8FvAonbOshNT8jvB44GNdj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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd408ac8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s1p\\port1\\Kit_Open_P1_C15102_P2_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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hw7Bt2zakpaUptEyIZb7++mt07twZzz//PB588EEkJiZauq64uBiFhYWoVKmS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\niBgIgiAIEDEQBEEQIGIgCIIgAPj/ZRrTAUd7A+YAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa8bf550>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\s1p\\port2\\Kit_Open_P1_C15102_P2_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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3GBvRwqsxkFja6NO5c2fNy8sLW4xQ+X//7/8xatQoVq9ezf777x+2OBmzdetW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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd3dee48>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w2p\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w1p\\port1\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Opens\\w1p\\port2\\Kit_Open_P1_C15102_P2_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 17:53:34.180000\n",
      " Total time of measurements was 0:03:24.154000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Opens\"\n",
    "specific_description=\"Kit_Open_P1_C15102_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 18:01:33.772000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s2p\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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x8eK0EixfPqMst95662a/ODof1gMbSnYyHHnkkRbQPUhmUBxGRswa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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xc5ce1d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s1p\\port1\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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//Oc/cd999zlsfK+UwsJCdO/e3cGDSy2NGzcGAAfbcNWqVTFw4ECPE3TNmjVD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\nHMAFwXEcxylwQXAcx3EAFwTHcRyn4D+21T328uOYJwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xccc9b00>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s1p\\port2\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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en/6WM2fOwGazSYXgD+jd4G7Tpk346quvNOV1Rho5I6IAYNasWbh+/briMEAn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\nVkq0HfcKcwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd3dee80>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w2p\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w1p\\port1\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w1p\\port2\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 18:04:58.246000\n",
      " Total time of measurements was 0:03:24.474000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Loads\"\n",
    "specific_description=\"RS_Match_100015_P1_Keysight_FixedLoad_70020_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 18:06:58.605000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s2p\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
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8Av3NL3NyD0rSWty1Bb1yyLPtkHQl8EMz+5ykYWDEzLZ1m652Q9IgzoT6WDPL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\nJP4fSzGw2BUJnd0AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xccab470>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s1p\\port1\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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27tIS0YdEdNx8/UoiMqyVqFatGm7evInCwkJVI4TAwEBkZ2fLnlge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\nRwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd522e48>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s1p\\port2\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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fX+Tc//3f/2H16tWS8woICMCYMWOwd+9eS/5O3jhy5AjKly+PyMhIU+VwjBDY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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd845f60>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w2p\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w1p\\port1\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w1p\\port2\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 205 seconds\n",
      " Measurements finished at 2018-03-13 18:10:23.708000\n",
      " Total time of measurements was 0:03:25.103000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Loads\"\n",
    "specific_description=\"RS_Match_100015_P1_Keysight_FixedLoad_70020_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 18:11:31.103000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s2p\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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AQECrCL74AgICAgJ6EoFBBQQEBAT0JOYkg5K0StJ9ku6WdEe369MJSNpT0rcl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\nAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd9a18d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s1p\\port1\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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a5hDOnDmDSZMm4fz587hx4wZu3rxZwssIMPfM1cRb1wp719OioiIsXrzYYTVu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\nToU7BMdxHAdwh+A4juNU/A+elqE4BEXEXAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa89c4e0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\s1p\\port2\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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acKVKlUxZLW02v/32Gy9ZsiQoZTcTh8PB5cqV4x49eogWJQ/16tXjjh07+r3m\n5s2bDMDwFeCQYafq+e2337Bp0ybN6e+66y60bNlS04ZU1atXR0pKSvYsww0RoV27dqhRo4bivJo2\nbYrMzEzV73dITU01/T25V65cwcGDBzVtm9y8eXNER0d7jbQKCwtD/fr1Ve0s+corr6Bu3boBw33t\nyPTp0zFo0CCEhYl9hOfNm4d27dr5dZimpaVh2bJlWLVqlenRb8eOHcP58+dzvKfbLtSrVw979uzx\ne43ICCNAmoxyoHfH07Vr1+K7777TlNZtvz148GD2sS+++AJDhw5VFfkBOENPAahej/Diiy+iefPm\nihxfWvnxxx9Rs2ZNTZEpERERaNWqVR6FcPXqVQwcODA7Ll8pPXr0wI8//mh7J7w3du3ahfr164sW\nA0lJSVi7di2Sk5N9XvPDDz/gySefRPv27fHpp5+aKs9ff/0FALZUCB07dkTnzp39bqLpdtCLMndJ\nheCBXoXwySef4J///KemtA0bNkRERES27fDWrVsYM2YMdu7cqSryA3A6sKpUqZLt5PZHeno6evXq\nhW3btqFXr17Yv3+/qS/a2b9/PyIjIzXf8O3atcORI0dyKJSEhAR88cUXmsNIT58+berb5u7cuYMF\nCxZgxowZAUeISsjMzMS+ffsUx7WbiZLQU/fakE6dOmHYsGGqFbcannrqKSQlJSleS2ElPXv2xGef\nfeY3gETOEGyEXoVw/vx5TQ5lwBmx8cQTT2RHbEycOBGXL1/W/I6D/fv346OPPgp43U8//YSvv/4a\nycnJ6NSpE2rWrKn45T5aOHDgAGrUqOH3ofBH9+7dsXXr1hyRXH/88QcABFx/4I0//vgDcXFxmt99\nq4QBAwagd+/eeOmll1CvXj00adIEGzZs0Jzf4cOHkZaWZosZQqDQ0zNnzoCZUblyZcyZMweFChXS\nPGhSSsmSJW27DiczM9PvDPzSpUsoWLAgypQpY6FUHihxNNjlY7ZTecKECRwfH695d8Ty5cvzc889\np7l8t0N5y5YtHBER4XczPqPo2LEjly9fPntTv/HjxzMAPnbsmCnlxcfHG+7w69KlC1erVk1T2oyM\nDL7nnnu4e/fuhsrkybVr13jNmjV8/Phxnjp1KsfFxXGlSpX46tWrmvL7+uuvGQDv2rXLYEnVk5yc\nzAD4ww8/zHMuPT2do6OjeejQodnH3n77bW7atKkq579Sjh49yh07djRt63m9OBwOLl26NL/88st+\nrzPjt4GQP/3fAAAgAElEQVTc3M5aMjMzOTw8nEePHq07r3bt2nHJkiX50qVLmvM4e/Yst2vXjpct\nW+bzmitXrnBYWFiOraJPnjzp8wHXS1JSEgPg8ePH68pn7969/Prrr/OdO3eYmbls2bLcu3dvzfn1\n79+fixQpYui24YmJidy7d2++ePFinnOpqam6NlFMT0/nhIQETk9P1yOiITgcDq5duzZPnjw5z7nf\nf/+dAfDixYuzj6WlpZm2Df2XX37JAHj//v2m5G8EzZs3N2SjRrUoVQiKTEZE1IGIDhHRUSIa4eU8\nEdFU1/ndRHR/oLRENJaIzhHRTtenk66pjmASExORlZWlelGaN1577TWsWrVK1+KUmJgYbNq0CRs3\nbvR5zYoVK+BwOPDEE09kH4uLi8Pq1avx/PPPay7bF5GRkViwYAH+/ve/68rn5MmTmDx5MjZs2IDk\n5GSkpaWhcePGmvN76qmnkJKSgtWrV+uSy5ORI0fi22+/9erXKFy4MGJiYpCSkoJJkyapXtgVERGR\n7XMSDRFh7969eO211/Kcc5vFWrVqlX2sYMGCICIkJiZi+vTphsqyceNGlCpVSlVEntXUrl07+22B\n3njxxRexePFiCyXKRSCNASAcwDEAlQEUBLALQK1c13QCsBwAAWgKYFugtADGAhimRGu5P2bPEPbv\n38/t27fn7du3q06bnp7Ou3bt8joiFMUDDzzgdx/22bNnc+PGjYMulj01NZWjoqJ40KBBzOwcpSrZ\nrtkXaWlpXLRoUe7fv78h8p08eZILFCjAQ4YM8XvdqlWrGICqtS9paWn8+uuv844dO/SKaTodO3bk\nmjVrej03YsQIDgsL4z179uQ4npmZyefPn+ekpCRVMwmHw8GxsbH89NNP65LZbN5//30G4HUr7Nu3\nbzMA/ve//214uTDKZASgGYCVHv+PBDAy1zVfAHjG4/9DAMr6S2tHhbBnz548U9xgZsiQIRwVFaXa\ntHD69GkeN26cz/cuaGXhwoV86NAhQ/Lq2bMnExFv3rzZkPx++uknPnr0qCF5DR48mCMiIry+njI3\nHTp04DJlyihuo+3btzMAXrRokV4xDWPatGncuHHjHB14RkYGR0dH88CBA72muXLlChcrVozbtGnD\nly5dylbot2/f5rCwMAbARYsW5WeeeYZHjx6dw/SZnJycJ79ffvmFAfDcuXMNrp2xuF/r6c3Pcfjw\nYQbAc+bMMbxcpQpBicmoPIAzHv+fdR1Tck2gtK+6TEyziKi4t8KJqD8RJRBRwuXLlxWIqx09O55u\n27YNn332meo1A2bSunVrpKamet0/JSUlBQ6Hw2u6y5cv4+2339a1SM9beb1798acOXMMyW/KlClg\nZrRs2dKQXUsfe+yx7BfH6yEjIwNff/01nnrqKVSoUCHg9S+//DIuXryIZcuWKcrfvbbEvdbEDqSm\npmL79u053ouQlZWFzz77zKfpsUSJEnj//fexfv16lCpVCi1atEBmZiYKFSqEOXPm4OOPP0b37t2x\natUqvP/++9n1vnTpEkqUKIH69etjwYIF2fllZGSgZcuWuvYis4L7778fI0aMQLFixfKcEx1yCkDR\nDKEbgBke//cB8Emua34G0MLj/7UAGvlLC6A0nCalMADvApgVSBazZwjp6ekMQPH7jT0ZNWoUh4eH\n634Fp5Fcu3aNGzduzKtWrcpzbvjw4RwbG+t1ZJqRkcFRUVH86quvBizj2LFj/PHHHweMeJkzZw4D\n4LVr1yqvQAAOHz7Ms2fPNsRJ6XA4eN68efzDDz/oyic5OZkHDhyo+DWmGRkZXK5cuYBbGrjp1asX\nlylTxpL3gyvlu+++YwCazFj79u3jcePG8aRJk/jKlSt5zrvr6f6blJTE48eP5wYNGjAAHj16tC2c\n60Ywa9Ys0yL8YHeTUa708QD2BpLFiiiju+++O6Dt1xt9+/bl2NhYEyQyh1q1avHDDz/s87ySaIgj\nR45woUKFGACXK1fOZxhlVlYW16xZk+vVq2erjiw3DRo04BYtWlhe7qhRo/jBBx8MGO7s3qfHzBBZ\nLXh75eO6det43759ppWZlpbGzz//PAPg9u3b2/q+ys2NGzf47NmzeY5PnTqVCxUqlB09ZyRKFYIS\nk9F2AFWJqBIRFQTQA8DSXNcsBfCsK9qoKYDrzHzBX1oiKuuRviuAvQpkMZ1atWqp2g/Hzblz5wyJ\nMDKDO3fu5IhkOXHiBPbv349HH33UZ5r69etj9+7dboXtlfnz5yMtLQ3ffvstRo0ahbvvvtvrdbNm\nzcKBAwcwYsQI2y4YAoBHH30UW7du9bsNgz8yMzPxxx9/+P3NvDFu3Dhs2bIFBQoU8HvdxYsXkZKS\ngrZt22qSzyy8LU4bMGAARo4caVqZBQsWxKxZs/DDDz+gatWquHPnjmllGc0jjzyCvn375jn+6quv\nIjU1NeD7PExFidaAM4roMJwRQ6NdxwYCGOj6TgA+dZ3fA6CRv7Su4/Nc1+6GU0mUDSSHndch1KxZ\nk5988knRYuTh2LFjXLhwYf7000+zj02aNIkB+HXwfv7550xEfObMGa/nHQ4HV61aldu2bRtQhsGD\nB3Pr1q01L/iziq1btzIA/uabbzSlX7duHQPQbHZSEimVmZlpyghSDw6Hg5s3b87Tp09n5v9fb2L0\njp2hwjPPPMPx8fGWlgm5MM1a7rrrLkU2d6txOBx8//33c926ddnhcHBWVhZXrVqVmzdv7jfdzZs3\n+ebNmz7PZ2Zm8ty5c3nFihXZx7788kvu2bNn9vTdvQ24w+EwdNGXWWRmZnJMTIzmRW4vv/wyR0VF\nadp2fOrUqRwTE2O7zl4LP//8MwPgDRs2iBbFlrz99tscFhaWZwAwYMAAnjJliillKlUIci+jXEye\nPDnHQi2l7NmzByNG5FmzJxwiwsCBA7Fnzx5s2bIFgHOfpP/85z9+00VHRyM6Otrn+fDwcPTp0wft\n27fPPpaamoqvv/4ao0aNwpgxY1C7dm2cO3cORITChQsbUyETCQ8PR4cOHbB3r3rrZVZWFr777jt0\n6tQJUVFRqtPfe++9SEpKwvr1672ez8jIwIMPPpgjssZuuDuV3377DeHh4WjUqJFokWxJ5cqV4XA4\ncObMmRzHv/322xy7HQtBidawy8eKGcLQoUO5cOHCeY6fP3+eX3jhBb7vvvsMj883m5s3b3LZsmU5\nMjLSpwnIGx9//LHPaf/KlSv54MGDOY45HA7u06cPA2AA3LNnT10LxkRw48YNTQ7KTZs2MQBeuHCh\npnJv377NRYoUyV5sl5vVq1czAP7+++815W82y5Yt45iYGD569Ci3bduWGzRoIFok2+JuS88ZVEpK\nCgPgd99915QyIWcI2oiJicHt27eRmpqa4/jbb7+NWbNmYefOnXmWnh84cADvvfeerV7q7Ul0dDRW\nrFiBwoUL48cff1ScbvPmzZg1a1ae48yMZ599FuPHj89xnIgwc+ZMLF++HHv27MH8+fNVb90tmqJF\ni2pyfP/vf/9DoUKF0KmTth1YChUqhPbt22Pp0qVuH1sOlixZgqioqBwzMjtRunRpJCUlYceOHZgz\nZw5mzJghWiTbUrt2bXzwwQeoWLFi9jH3VvWxsbGixHKiRGvY5WPFDMG9QdapU6dyHI+Li+Mnn3zS\n6zoDd5qTJ0+aLp8eLly44HXJvC/Gjh3LRMS3bt3KcfzEiRMMgD/77DOjRbQFEyZMULwuwM21a9d4\n/fr1usp1r9XIvXVKZmYmly5dmrt166YrfzO5c+cOR0RE8FtvvSValKDEHZBg5DodTyBnCNrwtlr5\nxIkTOHXqFNq0aYPw8HA4HA7cunUr+/zx48cREREhXrsHoEyZMj5DQ71Rv359MHMem7p75bOdVssa\nScGCBbF8+fLst28p4e6779b9lq7HHnsMw4YNy7Op4erVq5GYmGjrVbiRkZGoU6cOpk2bhilTpiAj\nI0O0SLbmzJkzOH78ePb/KSkpKFWqlPA+RCqEXJQtWxbVqlXLcUMXKlQI//73v9GxY0cwM+69914M\nHz48+/yxY8cQHx+v+aUvdsX9ApZdu3blOL5t2zYULlwYdevWFSGW6fTt2xdRUVH473//q+j6Dz/8\nEJ9//rnuckuWLImJEyfm2bqgaNGiePLJJ9G5c2fdZZhJ3759UaNGDURERNhiJ1Y78+ijj+LNN9/M\n/v+xxx5DYmKi+De9KZlG2OVjl7DTRx55hOvVq5f9f6NGjbh9+/YCJTKHrKwsvueee/I4uh566CFu\n1qyZIKmsYeDAgRwZGRlw99o7d+5wiRIlDFs9nJmZyatXr+YDBw4Ykp/EnnTs2JGt7M8gTUbGkZCQ\nkMNh/OCDD2LPnj24fv06AKfJqHLlyqLEM42wsDBcvHgRo0aNynF8zpw5pr8sXTRvvPEGMjMzA4bn\nLlu2DMnJyV5XnmohNTUVjz/+ON58801kZWVh2rRptg1WkGgnNjY2R9jp8OHDMXToUIESOZEKIRfM\njIcffji7w2NmtG7dGu+99172NQ8++CCYOXsHxlOnTgXsOIKVsLC8t0ilSpXQoEEDAdJYR7Vq1fDx\nxx+jT58+fq/79NNPUbZsWTzyyCOGlFu0aFFMnDgRy5cvR9OmTTFo0CB88cUXhuQtsQ8VKlTApUuX\nsreUWbt2LQ4cOCBYKqkQ8kBE2L17N/bt2wfAuRV0SkpKjhlAkyZNEBYWlr3QKzo6GiVLlhQir9n8\n8ccfaNGiBY4cOQLA6T/45JNP8oTlhiKvvvoqmjRpAmb2ulfOhg0bsG7dOgwfPjzgPkRqeOWVV/DO\nO+8gMzMTvXv3zuGvkoQGbufx+fPnAQBnz54V7lAGpELwSkxMTHaUkTsSwFMhFC1aFGPHjkXbtm3x\n22+/4a233tK8IZrdiY6Oxq+//opff/0VgDMefujQoYZ2gHbn5ZdfRpMmTXDo0KEcx92zyQEDBhhe\n5pgxY/DXX39h3rx5Yjc7k5hCy5YtMW3aNNx9991IS0vDpUuXFL0/w2ykQvCCp0I4duwYAOTxEYwZ\nMwatW7fGkiVLMGnSpJCNqqhRowaKFSuGrVu3AgB27NiBunXrBt2CMz08/vjjOHfuHOrVq4c333wT\nW7duxeXLl9GmTRusWbMmKLblkNiLKlWqYMCAAShRokT2LEHOEGyKtxmCe4tfN8yM33//HR9++CGe\nfPJJFC1a1GoxLSEsLAzNmjXD1q1bcfPmTWzZsgUtW7YULZaldOzYEXv27EHPnj0xZcoUPPjgg5g2\nbZposSRBzu7du3Ho0CHcunUL1apVy9PHiCD/zPtVULNmzWxnzxNPPIEKFSrkGQUyM5o1awYAeP31\n1y2X0UqaN2+OFStWYOHChUhPT0fXrl1Fi2Q5ZcuWxezZs/Gf//wH69evR5s2bUSLJAlyOnbsiL/9\n7W+YPXt2HnOkKIi97JtiVxo1asQJCQmixchm+PDh2LFjB9asWWPrF7/oZePGjfjHP/6BBg0a4Lvv\nvsPFixdDbhGeRGI1LVq0QIECBbBhwwbTyyKiHcwccPtZqRACsGLFCtSqVSvHRlT5DWZGamoqihQp\nguTkZJQoUUK0SBJJ0NOnTx9s2rQJAwYMwLZt21RtPKkWpQpB+hC8sGHDBjRo0AAHDhxAp06dMHPm\nTNEiCYWIUKRIEQCQykAiMYhKlSrh7Nmz+P3333H06FHR4gCQCsErRISdO3diy5YtYOZ8PTuQSCTm\nUKlSJTgcDvz000+oWbOmaHEASIXgFXc8sDv2XioEiURiNG3btsXAgQMBAE8//bRgaZxIheCF8uXL\nA0B27L1UCBKJxGji4uKQlZWFIkWK4LHHHhMtDgCpELwSGRmJ0qVLZ2/XYIcVhBKJJPSoXr06Bg8e\nrOk93GYg1yH4oHXr1iAiPPXUU7ZpLIlEElrYYYdTT6RC8MHChQtFiyCRSCSWIk1Gfli6dGme10dK\nJBJJqCIVgg8WLVqELl26YMKECaJFkUgkEkuQCsEHt27dAoCQ3pJCIpFIPJEKwQelS5cGANx7772C\nJZFIJBJrkE5lHzz66KNYvHgxnnjiCdGiSCQSiSUomiEQUQciOkRER4lohJfzRERTXed3E9H9gdIS\nUQkiWk1ER1x/ixtTJWNwh5yG6otvJBKJJDcBFQIRhQP4FEBHALUAPENEtXJd1hFAVdenP4DPFaQd\nAWAtM1cFsNb1v0QikUgEoWSG8ACAo8x8nJnTASwE0CXXNV0AzGUnvwMoRkRlA6TtAuAr1/evAEjb\njEQikQhEiQ+hPIAzHv+fBdBEwTXlA6QtzcwXXN8vAijtrXAi6g/nrAMAbhGR1lcLxQBI0pg2WJF1\nzh/IOucP9NQ5TslFtnAqMzMTkdc39TDzdADT9ZZBRAlKXhARSsg65w9knfMHVtRZicnoHADP3d1i\nXceUXOMvbaLLrATX30vKxZZIJBKJ0ShRCNsBVCWiSkRUEEAPAEtzXbMUwLOuaKOmAK67zEH+0i4F\n0Nf1vS8A894fJ5FIJJKABDQZMXMmEQ0GsBJAOIBZzLyPiAa6zk8D8AuATgCOAkgF8Ly/tK6s3wew\nmIj6ATgFwOw3ROg2OwUhss75A1nn/IHpdSZmr6Z7iSTkIKINAOYz8wzRskgkdkRuXSEJKYjoJBHd\nJqJbRJRIRHOIKFq0XG6IqAsR7SSiG0SURETriKiS61wdIlrpOp5npEZEg4kogYjSiGiO5cJLQh6p\nECShSGdmjgZwP4BGAN4WLA8AgIiqAJgLYCiAuwFUgnPhZpbrkgwAiwH085HFeQDjAMwyV1JJfkUq\nBEnIwsznACwHUMfjcBwR/UpEN4loFRHFuE8Q0bdEdJGIrhPRJiKq7XGuExHtd6U7R0TDPM495hr1\nXyOirURUz4dI9wE4wcxrXYs4bzLzEmY+7ZL3EDPPBLDPW2Jm/o6ZfwBwRfOPIpH4QSoESchCRBXg\nDHb4y+NwTziDHkoBKAhgmMe55XBuv1IKwJ8AFnicmwlgADMXhVPBrHOV0QDOEfsAACUBfAFgKRFF\nehHpTwA1iOhjImpjJ1OWRAJIhSAJTX4gomsAtgDYCGC8x7nZzHyYmW/DaZ65z32CmWe5Ru1pAMYC\nqE9Ed7tOZwCoRUR3MfNVZv7Tdbw/gC+YeRszZzHzVwDSADTNLRQzHwfQGs4V/IsBJNnNxyHJ30iF\nIAlFnmDmYswcx8wvuzp/Nxc9vqcCiAacGzES0ftEdIyIbgA46brGbVL6O5yzjVNEtJGImrmOxwEY\n6jIXXXMpogoAynkTjJl/Z+anmfkeAC0BPARgtP4qSyT6kQpBInHSE84NF9vB6fCNdx0nAGDm7czc\nBU5z0g9wjvAB515d77oUkPsTxczfBCqQmbcD+A45fRwSiTCkQpBInBSF09RzBUAUPMxMRFSQiHoR\n0d3MnAHgBgCH6/SXAAYSURPXSv0iRPQoERXNXQARtSCil4iolOv/GgAeB/C7638iokJw+jZARIU8\nfRFEVMB1PhxAuOu8LfYjk4QGUiFIJE7mwrli/hyA/XB10h70AXDSZU4aCKAXADBzAoCXAHwC4Cqc\nq/Wf81HGNTgVwB4iugVgBYDvAUxwnY8DcBv/H2V0G4Dn7r5vu46NANDb9d0WIbWS0ECuVJZIJBIJ\nADlDkEgkEokLqRAkEolEAkAqBIlEIpG4kApBIpFIJABs8gpNpcTExHB8fLxoMSQSiSSo2LFjR5Jr\nMaRfgkohxMfHIyEhQbQYEkn+YcECYPRo4PRpoGJF4N13gV69REsVupj0exPRKSXXSZMR4GyE+Hgg\nLMz5d8GCQCkkEnWIuMf0lrlgAdC/P3DqFMDs/Nu/v3w+lKDlt7fD783MQfNp2LAhG878+cxRUczO\nJnB+oqKcxyWhzfz5zHFxzETOv2a1uYh7zIgy4+Jypnd/4uICl23E72pV+xiN1t9e6++tAAAJrKCP\nFd7Jq/mYohBMbATVWPkA2PFhs7r+VnXSIu4xI8ok8p4Hke80Rv2uwTxQ0/rba/m9FSIVglJMbARV\naHkAtHagdnzYrJbJyk5axD1mRJlafiOjfleRAzW9AxOtv72cIdhAIdhlhqBWDj0dqNl11vJAWd0O\nRnSYSusZrDMELfeYUcpP1EDNTFNbyZLqyyZiHjRIV5WYpUJQjr8bwEoThtoHQM8Db+bDpvWBsrKD\nZtbfYaqpZ7D6ENz5qHkGRM4QjHhejVKkERF58yhYMLBMgwblfRYMuFekQlCDtxvJ7iYMPR2omSNW\nrXlb2UFruV6vvHo7Ky3pjRzQKM1LlA/BqHKNGiyVLCnmOfCBVAh6MWqkoPSBVHtD65HPTGWn9YGy\nuoN2l6m1w7TSpKH3tzFCGantnK2OMrKb70Lr/WHSfSUVgl70NoxWJ7HnyKJkSfNGRGaZw/QqqmDo\noJmt9QuIVv528bP5w6j2N2qw5Os3Cw+3RrHlQioEteTujLRO+dxoHbFaORIzQymIimCyutOyMipM\ntHnQLpF4/jCy/Y14LrzdH0qfaRMcy1IhqMFbI0REOJ1AWjs2LQ+RlZ2amR23mpmOr/Ra7OUiHLdm\nmQQ9ER1AIMrBqyYfo9vfKKUQHq7+tzPBsSwVghr8hYlpvSm0PERWjsTMVD56Hk69abW0lxXRZKLM\nPiLCT0U6lo1SQkYpF5sMDKVCUIO/RtPTyai9qaycIZipfPTUIxhMP1owwidl1X2ot3y7OXjVYmS5\n/gabvjDh2ZQKQQ3+Gs1Kx62VdmkzHzY9N7TVHadVnY5Ix6zV5ptgX5xmZLnz56tfkyBnCIIVgq+O\nWK9jWassVtilzRwZi5ohaKmTVQrIiN9bT8duZeipyBmCEcrP6A5ZbT9iwrMpFYJact9IgwZ5b0Qr\nRihKb2q9N65a5WN3RaXl97BSAent0EUqfzW/k0gfgohyA6Fl0KE3MCMXUiHowV/ImBUzBKU3o1VT\naq2mLK03tNaOU+uDJ9JhqxTRfhm1v63VZipmY9vDyEADrTMdA5WSVAh68NWAWhrFTJu2ne3fVjlr\n9crpltUqBaQVkX4ZZrE+EKXYdb2Et2ch0NoCg39vqRC04O4YfCkDwPxpvpqb2iq7tIjQOS2dtNVK\nyEoFJHqGYGXAg9Z8zFBaRtVB7doCg5Wb5QoBwCwAlwDs9ThWAsBqAEdcf4t7nBsJ4CiAQwDaKylD\nk0LQ4/TTe2NZYdO2wi6tpR56bmi99nKjpvpmyKm1bqJ9CO58rPAjac3H6AGBkfmpfYaCfYYA4CEA\n9+dSCBMAjHB9HwHgA9f3WgB2AYgEUAnAMQDhgcpQrRCMiIzw7MjcDWJXm7ZalN50WmSyw4hWjWLQ\nqkjMNAkaJaM7rRFOSqtH61YOkMyqA7M2H0yw+xAAxOdSCIcAlHV9LwvgkOv7SAAjPa5bCaBZoPxV\nKwQ1DeqrwTyVgdqGsdqmrRa15im1HazWG9qIUFAR0SlKEGXnNsq8aHXAg0i/gJFla/XDudO5t8DQ\n2B/YRSFc8/hO7v8BfAKgt8e5mQC6+cizP4AEAAkVK1ZU9yuoaVBfDaZlLxI3VnU0WhWI2Y5CraNS\nvXIJnp4bKpudyhUR8KCnI9U7oDKyrUSYCj2wnUJw/X+VVSoEz4+pMwRfP7y39GpGCWabIuxgWzY6\nf71yqR3ZWTkK1Vs3kRFRVgc8aMnHyHvaDJ+E2gGSQUrJLgpBrMlIy82U+2ETMaIzwvdhZjSPUkTZ\ny0XMENQ6XLUOEkSumdBiz7fSb6FFRiPLVpKX1SvpXdhFIUzM5VSe4PpeO5dT+bgpTmVm/Q1qpX3Z\njRG+D9Gx1yJls3pUadU9olfBWulDMKpMtdj5edDSfsE6QwDwDYALADIAnAXQD0BJAGtdYadrAJTw\nuH60K7roEICOSsqwZGGaNwVihFJRk94I34eZETlKETl7sSrKiNm6WaRV+y4ZlYeI2bUoH40SBEYd\nCpkhmP2xZGGa0SMaLXka4fuww+jWW96AMtOBiNGlVrQ+6Go7Z7sof6V5GDlat8KnprfsQGhtPwPK\nlwpBC/4azMpIHiN8H0bU2Qhy25HNUIr+yrZilqDFti7C2W612cioe8vK50Fv2VblpRKpEDzRO6Jx\nN5yWhtQ6SjLT2WuEfGrQ0jEE01oEtWmDxdmuNw+jOkCBI2tbO6lVIBWCGyNGNHrWItjZpsms/gHX\ncjOL2AtJbXor/R2iHJ9Wh54yGxNpJHLFv1ltZbFikArBjREjGm/pld4UVk4TtdxkSuXTUw8rzGa5\nsfNaBFG+AKtnCG459d7/AqNzTBnQCTAdSYXgRsuIJveDJjJaRil6TR6B5NNr5tBqM7fKPGLlTE6U\nL8BqHwKzccpPUPy+KZ23AKuBVAhuRN2QRqG0UzT7JrNDyKMarPQhaJVPhC/ACBOOCPOY2t/LyOfB\n6HtXgMlQKgQ3Rj3oIpxBamQ3+yYTZebQ87tbFWVkVHql6Glrq58HUT40kYO4QMgZgkCFwCzMs68b\nNTeO2WYtEWYOEQ+11ntFa/20lKWnra2eMQfD7FpEXtKHIFAhGImeDkNtOqs2E1PjWLbSzGH1rMRK\nx7kV7eUNI2aSWurqTqNzG2fLZ33uPOy62E0hUiGYgdXOPK0PnpUjTqVo6YisXoug53dQK6uoQAUj\n2lpUGKgov5Aos5eBSIVgBlpvDK3prJpa2nVxmt4HUW16Pb+DlWXpwYh7StRsT1TkmKi2MhCpEMxA\n642h1wlo9hTZihGQCB+ClaN2K2cjnmVaZb7MnV5EGKiotSVyhmDPj26FoPdBsHqGoBarTVpa5LMy\nyshKu75aWUU46fXIqzdtMM8Q7ByxpBCpEHJjlg2TiHnQIPPLVoLeEa4VTi4rnWlaZyVGvNRFqXxW\nOulzl231ugstz44emY2so8VOYKORCiE3Ro0WBg3KOxU1e9WtUqywdeodVVq9YlmLyS0YRoN621qE\nGUTrs+OJlva0SsHbGKkQchPM9kSlD4HZsuntLLXIZ3UHLSr6x2o5RawgFvXsyFlCcCgEAB1cb0w7\n6klsf5oAAA2fSURBVH7Vpr+PLWYIvh4kwJwbRM0NbXbnKaITstr5avUqYD2OYauVs14ZRETrSD8C\nMweBQgAQ7nqFZmUABV3vWK7lL41wHwKz7xsMYC5YULxfwIgIEl/pRZgpgmktgp2d2EaXzWyck7dk\nSeVlumW3QsErkV3P7MbCGUcwKIRmAFZ6/D8SwEh/aYRHGbnz8DdLCGT+UFu+laOqQJ2ECEem3jKt\n7KStXpymF732dbX1nT+fOSIi7/VqBlJWKng9dTW6HjoJBoXQDcAMj//7APjEy3X9ASQASKhYsaIp\nP5ZqfCmDQA+DFauV3WVpUXyByhIR6qi3TK2rat2/hZqtFtS2lRGdjMhZgpZ709vrVK1W8Gqjm7SU\na3V+AQgZheD5Eb4wzY0/s5HRMdFWhtop6aBEONZEhGdq9QdYOXoV7UfQUr5eJaglvVHRTUaO6C32\npwSDQrDeZGQUWqa+Vq1WttIGrhUrlYqVMzN3eUrrJrpDFzFD0etH0FJnIx3LRt23coaQRyEUAHAc\nQCUPp3Jtf2kMUQhGNWpu+2tY2P83qLc8rboBrI6SUYueMvRE5NjVd6PnfgzGtQh6/QgiZiVmIH0I\nXpVCJwCHXdFGowNdb4hT2ehGUJqnVTeAEWYAM0fvVppwRMhpJaJNTlrR60ewelait3yz81FAUCgE\ntR/dCsGMh1xNnlbcAKIecqVoHa1Z3UFb+TvqmfkY4eS3eiWv1SN2I6KbPPOy8/PlA6kQvGHGjWhH\n04LZikeEk9eI9QhqZdbaWVrpR9Db1iIix4wesStB76zETTDMHL0gFYI3RM8QtKI14kVPOKKvtEZ0\nYFY6efWUGQyRRnoRYXYycsSuFKMGbnb0RyhAKgRviPQh5E5jxIhKTey1GsetmYvT3GVoGa1rrZNW\nma2IaBG9FkGUY9oufgQ5Q8jHCoHZHHOK2SYCK1fABkorcoSkte20yqwlndWrlYM1dFXEnlG50wDq\nfSbSh2Cfj23WIejB7qPOQGmDcYRk5xmC6A5dVPlmDlp8kdsnpLVDF+GI14lUCFajdPSqdSsFu2zQ\nZtQISU9kjVXmJit8CFrr5MYok5PWDs7I31Zp2XrqbJTJM8hmCVIhWImaG0TP6MaKyBUlaUVFtuit\nl1YFpLaztFLZ2aGDM+q3VVq2njoboUCDcJYsFYKVqLlBrBpdmBVlZAQizAxasbK9rFaSbkR2cFrK\nNiPAQE3IaxBGGkmF4A+jOzwt2wCb2eFaXY5aRDgitWJVZ6k3rFZPO4vs4LSWrWdWojfkVc4Q7PEx\nLMrI6BGfHW8QK0a2Wh9KkTMEtTJb1WGJWHjnJthmCHoxIuRV+hDEfwxRCGbcgHY0A5n9oJntpzC6\nTK3prTJp6J0hiFgsaAQiyha99kMAUiH4wqzpsdobRMv1ah4cs0ecRoQ7WuV41SOznZWInvK8lS8q\nlNLqso3wIzAHlVKQCsEXdjDvWNHJmD3izE8L1NR2WFaVo7e83GUH2yxBpB8hyMxGUiH4wg4NqaWz\n1uK4NnPEKUqxihhJqy3TqnL0lmdkHsEwc/PE6ld5CkYqBH+YNdVTmq+WEZ3Wh8adTs27gZXIZ5Ri\nVdsWImztasu0umM3oi2s3kpCb9l6O2S9s6ogCz2VCsFq1DwUVo6IzDRP6VWsWmQTEY2jdXW5FeXo\nKc8TPR2s3s7Zihmz0jLNfJWnNyzyQ1iqEAA8BWAfAAeARrnOjQRwFMAhAO09jjcEsMd1bioAClSO\nrRWCmhvESpupiOm4UrTIJmKqblWZIs0QetrcCCVtZVSWu0yjX+VJxDxokLLyfeVhkvnaaoVQE0B1\nABs8FQKAWq53JUe63p18DEC469wfAJoCIADLAXQMVI6tFYJdF6dZvfDHbNmMeBDVYtWDa1Qno7Xd\ntKYVEeVkRJvo9SMMGpT3HrZiY0ANCDEZeVEIIwGM9Ph/JYBmAMoCOOhx/BkAXwTK31CFYHSHZ1cn\nk9lyWe1MZNb/IGpBawSQ2t9HT91E+XWMKFdLHnqfYbPMTlb5MVRgF4XwCYDeHv/PBNANQCMAazyO\ntwTws488+wNIAJBQsWJFY34dM0Z8Im5orXIZNaLW+zuKiqrR8rtrbV8rTSFGjdStDAE1Una1iO7Q\ng3mGAGANgL1ePl08rjFcIXh+DJshmNUQah4KPZ2plaNOfxjVAVntfLVKCVntLA3mnTxFRO3oHdAY\nMTAJRR9CdmbBYjKyQ8iYlSGGZj3kon5HEaNoLXW1OpzSiHYOxjbVg9bQbHdakT4fFdhFIdTO5VQ+\n7sep3ClQ/rafIahB64Nn5agz0M0q8iHW+iBa+bsbFeGltG5GjDjt1KZ2XynNLMafpQGro4y6AjgL\nIA1AIoCVHudGu6KLDnlGErnMRntd5z6BlWGnIm8+N1aOVM0KPRXlxGTW/iBaOTPT+vvodSzrGXGK\n7pi1yC7Sf2GHwaUChMwQzP7YOspIbb5W2rLNNDOJ6oCs7Ng902pxRqtNI8Jpnju9yI3urI5wEu23\nsQCpEESg9ua0KtrFnc6sDdpEhJ6KXNVrtt1X5DYSRuWhBVH+MdEzBAv8CFIhiMCq6aMVikTNDMHq\nfWzUyGc0VnSWojsoPbMvq003RozQ9c4ac6dVM6uySPlKhSACq/a80YLah03pjaq3AxJh+tGDFYpI\nT92M6CCNWkFuhenGqPbQYybLnVZN/S0a2EiFoASjO2OzOl0jMEtZidjHJrd8gPqQQa1YpfS1dlCi\nZgiiyjUysEHEmgSLfBBSIQTCjM7YLLOMEZhVlmgbqh6fipYyrVL6VqfTm4dI040RAzu997HNTZ9S\nIQTCrIZQc3Na6Rg1azYiynTjxupRpVVKX8/9aUQHqXaGYqTpxgoTam7M2oYi0Hba0odgE4Vgh3Ax\nq+3nZj1sRoQpapVNhN3ZCqVvhClObySV2og5Izs2qxWDEfeE1u20ZZSRDRSCqCgVT7Q+RKJHj0bV\nw4j0oiJTlCJqhiBixbJR95aIWacRZerZTttkpSAVQiBEmzo85VDrGNWzFYUZdRYVacSsrU5W+j1E\n+AKMqJ/IGbQoZaR3pmu359IDqRCUYKYJxUz7vohRpz/0dh5Wm0esntFovc+sNKPlRuQMWq38do80\nCuRHsOC3lgpBFFaMWLXeuHbd5E5EpJKewYDVnaVaWY36PUXNoNXKb1R7iPIjWDAbkwpBFFbZtLV0\naGZF5Hi7RukOnUrLMDO9Wqw0p2ipm5EjZhERP2rlN6o9jMhHix9BzhBCWCGIXG0ZCDNnL3q3AQ6m\nEbuV5emJRBPRmRuFGvntMkNgFrfKOwBSIYjCrFG4UajtKJTe4MFkc9aLle1lh/Bou2MXHwKzbRW4\nVAii0BNVYscRndIbPNiiUvRiVXvZITw6GDAy5FVPPnaJXsyFVAgisWvnrgWlN7jIjsumD6EhhHLd\nQhUbPv9SIUiMQ8kNLrrjsuFDaBihXDeJJShVCOS8Njho1KgRJyQkiBZD4osFC4DRo4HTp4GKFYF3\n3wV69RItlUSS7yGiHczcKNB1BawQRpJP6NVLKgCJJIgJqhkCEV0GcEpj8hgASQaKEwzIOucPZJ3z\nB3rqHMfM9wS6KKgUgh6IKEHJlCmUkHXOH8g65w+sqHOYmZlLJBKJJHiQCkEikUgkAPKXQpguWgAB\nyDrnD2Sd8wem1znf+BAkEolE4p/8NEOQSCQSiR+kQpBIJBIJgBBWCER0koj2ENFOIkpwHStBRKuJ\n6Ijrb3HRchqFj/qOJaJzrmM7iaiTaDmNhIiKEdH/iOggER0gomah3MaAzzqHbDsTUXWPeu0kohtE\n9Hoot7OfOpveziHrQyCikwAaMXOSx7EJAJKZ+X0iGgGgODO/JUpGI/FR37EAbjHzJFFymQkRfQVg\nMzPPIKKCAKIAjEKItjHgs86vI4Tb2Q0RhQM4B6AJgFcQwu3sJledn4fJ7RyyMwQfdAHwlev7VwCe\nECiLRAdEdDeAhwDMBABmTmfmawjhNvZT5/zCwwCOMfMphHA758KzzqYTygqBAawhoh1E1N91rDQz\nX3B9vwigtBjRTMFbfQHgVSLaTUSzQmlaDaASgMsAZhPRX0Q0g4iKILTb2FedgdBtZ096APjG9T2U\n29kTzzoDJrdzKCuEFsx8H4COAF4hooc8T7q2hA0le5m3+n4OoDKA+wBcAPChQPmMpgCA+wF8zswN\nAKQAGOF5QQi2sa86h3I7AwBc5rHHAXyb+1wItjMAr3U2vZ1DViEw8znX30sAvgfwAIBEIioLAK6/\nl8RJaCze6svMicycxcwOAF/C+RuECmcBnGXmba7//wdnZxmybQwfdQ7xdnbTEcCfzJzo+j+U29lN\njjpb0c4hqRCIqAgRFXV/B/A3AHsBLAXQ13VZXwA/ipHQWHzV1/3AuOgK528QEjDzRQBniKi669DD\nAPYjRNsY8F3nUG5nD55BTtNJyLazBznqbEU7h2SUERFVhnOUDDin2V8z87tEVBLAYgAV4dxG+2lm\nThYkpmH4qe88OKeXDOAkgAEedtegh4juAzADQEEAx+GMwghDCLaxGx91norQbuciAE4DqMzM113H\nQvJZduOjzqY/zyGpECQSiUSinpA0GUkkEolEPVIhSCQSiQSAVAgSiUQicSEVgkQikUgASIUgkUgk\nEhdSIUgkEokEgFQIEolEInHxf/s5a9oKeMOaAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa48c7f0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w2p\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w1p\\port1\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Loads\\w1p\\port2\\RS_Match_100015_P1_Keysight_FixedLoad_70020_P2_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 205 seconds\n",
      " Measurements finished at 2018-03-13 18:14:56.131000\n",
      " Total time of measurements was 0:03:25.028000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Loads\"\n",
    "specific_description=\"RS_Match_100015_P1_Keysight_FixedLoad_70020_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 18:30:35.529000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s2p\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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+/htwwmAUZnYT8BXgR2Y2w8zKHaVcjHs5TkjtD+SAAyJBPgG8HzcK2B/XqH83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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xda86f98>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s1p\\port1\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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fJj8/n/79+yf9ysitW7eSk5ND3bp1A7LUiDL2HcgBs3DhQo455hjmz59fqeNV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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd8406d8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s1p\\port2\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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GWUjHjh31zDPPDFsMp0ybNk2rV6+uxx9/vH711VdaVFSkH374oX755ZfOyyp5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\nolATuBdgqAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xccb0b38>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w2p\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w1p\\port1\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w1p\\port2\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 18:34:00.365000\n",
      " Total time of measurements was 0:03:24.836000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"OffsetShorts\"\n",
    "specific_description=\"RS_Short_WShim_P1_Keysight_Short_wShim_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 18:36:33.160000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s2p\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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CrvX3X49TBmMwsxuBrwI/NrNuMyt1lHIh7YtxSmoPoAd4dSTImcDRuF7AHrhK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\nQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcca4d68>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s1p\\port1\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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vv8+IESOoX79+ldtt376d/fv306xZM0+WGnHG3oHsmcLCQk455ZRqv0NWVXni\niSfo3r27CYEBQNOmTWncuDEAzz//PCNHjqRjx45Mnz6dffv2VbhNSUkJgwYNokuXLhQVFfk016jh\nmBg44rDDDmPTpk3ceeed1dq+oKCAhQsXMmDAAMeWGdnAH/7wB2bNmkVOTg5XXnklLVq04JFHHgFK\nHYlFixYxdepUvve97zF9+nSGDRtGXl5exFYbNQkTA0cce+yx3HDDDcycOZPCwsK0t2/SpAnXX389\nV199dQjWGdlAr169+OSTT3jppZc488wz2bp1KwA7duygY8eOXH311SxZsoRJkyZxyy23RGytUdNw\nnjMQkQuAsUAOMFFVx5Rb3g+4FRBgBzBUVRek2m9NyBls3ryZli1bct111zF+/PiozTGyHFVFRNi1\naxcvvvgiJ510EqeeempGeSsj+4gkZyAiOcA4oBfQAfixiHQot9pnwPdU9dvAvcAElzZEyVFHHcVV\nV13FlClT2L17d+DtXnjhBT744IMQLTOykbJn9jds2JAf//jHdO7c2YTAqDZ1He+vG7BcVVcCiMgz\nQG9gcdkKqvp20vrvAi0c2xApN954I9/97ncDv1xj7969DB48mM6dOzNr1qyQrTMMw6gY12JwHLA2\n6f91QPcq1v8Z8HJlC0VkEDAIOPC2pbjTpUsXunTpEnj9adOmsWnTJm666aYQrTIMw6iayBLIIvJ9\nSsXg1srWUdUJqtpVVbtW9Lq9uFJSUsLYsWOZNGlSleupKmPHjqVdu3acf/75nqwzDMP4Jq7FYD1w\nfNL/LRK/HYSInAJMBHqr6lbHNsSCmTNnMnz4cNav/0b1D/Duu+9SUFDAiBEjvL+z1TAMIxnXYvA+\ncKKItBaR+kBf4MXkFUSkJfB3oL+qLnNcfiyoU6cOjz32GPv27eO+++6rdL2FCxdyzDHHcM0113i0\nzjAM45s4FQNV3Q8MB2YDS4BpqrpIRIaIyJDEar8GjgD+R0Q+EpF4zxetJq1bt+b6669n4sSJrFy5\nssJ1Bg4cyKpVq2jUqJFn6wzDMA7Gnk0UIp9//jknnHACV155JU8++eRBy5YtW0bbtm0jsswwjNqC\nPZsoBjRv3pz777+fPn36HPT77Nmzad++PePGjYvIMsMwjINxPbXUKMeIESMOfF+9ejXz5s3jZz/7\nGd/+9rfp379/hJYZhmH8BxsZeGLMmDHk5+dz1VVXceKJJzJr1iwOO+ywqM0yDMMAbGTgjd69e9O4\ncWMOP/yRgkXrAAAZoUlEQVRwrrjiCntsgGEYscLEwBPt27enffv2UZthGIZRIRYmMgzDMEwMDMMw\njBp0n4GIfAGsrubmzYAtDs2pCVidawe1rc61rb6QeZ1bqWrKh7vVGDHIBBEpCHLTRTZhda4d1LY6\n17b6gr86W5jIMAzDMDEwDMMwao8YZM2rNdPA6lw7qG11rm31BU91rhU5A8MQkTeByao6MWpbDCOO\n1JaRgVELEJFVIlIkIjtFZJOIPCEisXk+uIj0Tjy2/SsR2SIib4hI68SyjiIyO/H7Nzw0ERkuIgUi\nskdEnvBuvJH1mBgY2cbFqtoI6Ax0Be6M2B4ARORbwFPAzUBjoDUwDihOrLIPmEbpq2Ar4nPgPuDx\ncC01aismBkZWoqrrgZeBjkk/txKR/xORHSLyiog0K1sgItNFZKOIfCkic0Xk5KRlF4rI4sR260Vk\nZNKy/5fw9reLyNuJV7pWRCfgM1V9XUvZoarPqeqahL2FqvoXYFEl9fm7qj4PZOVrYo3oMTEwshIR\nOR64EPgw6eergeuAo4D6wMikZS8DJyaWfQBMSVr2F2Cwqh5Kqbi8kSjjNEo99cGUvr3vz8CLIpJb\ngUkfAO1E5I8i8v04ha8MA0wMjOzjeRHZDrwFzAF+m7RskqouU9UiSkMyncoWqOrjCW99D3A3cKqI\nNE4s3gd0EJHDVPXfqvpB4vdBwJ9VdZ6qFqvqk8AeoEd5o1R1JXA2cFyi7C1xy2kYtRsTAyPbuFRV\nm6hqK1Udluj4y9iY9H030AhARHJEZIyIrBCRr4BViXXKwkiXUzrKWC0ic0TkjMTvrYCbEyGi7QkR\nOh5oXpFhqvquql6ZeDTAWUBPYFTmVTaMzDExMIzS8FFv4FxKk7v5id8FQFXfV9XelIaQnqfUswdY\nC/wmIT5lnwaqOjVVgar6PvB3Ds5pGEZkmBgYBhxKaXhnK9CApNCSiNQXkX4i0lhV9wFfASWJxY8B\nQ0Sku5TSUEQuEpFDyxcgImeKyEAROSrxfzvgEuDdxP8iIodQmstARA5Jzj2ISN3E8hwgJ7Hc3kdi\nOMPEwDBKp3yuBtYDi0l00En0B1YlQkhDgH4AqloADAQeBf4NLAeuraSM7ZR2/p+IyE7gH8AM4P7E\n8lZAEf+ZTVQEFCZtf2fit9uAnyS+x2LarJEd2B3IhmEYho0MDMMwDBMDwzAMAxMDwzAMAxMDwzAM\nA6gxU9OaNWum+fn5UZthGIZRo5g/f/6WIO9ArjFikJ+fT0FBQdRmGIZhBGPKFBg1CtasgZYt4Te/\ngX79vJshIquDrGdhoqBMmQL5+VCnTunfKVNSbWEYRm1lyhQYNAhWrwbV0r+DBsW63zAxCEINbFjD\nMCJk1CjYvfvg33bvLv09ppgYJFOZ918DG/Yb2MgmXHwf3zi2Zxxtioo1a9L7PQ6oao34dOnSRZ0w\nebJqq1aqIqV/J0/+z+8NGqiW+v6lnwYNSn8XOfj3so9I5uX6oKq6GZnj+/jGsT3jaFOYpLqeW7Wq\nuM9o1cq7qUCBBuhjI+/kg36ciEFVJ2xVjZdpw7q4UDIRkxidmCmJUjSrS9Dj66pucWzPONoUFkGu\n5xiJo4lBRVR1wlbl/WfasFGLiYuRjQ9idAEdZFOqDjzI8XVZtzi2Zxxtqg5B2tu3+GeIiUFFVHXC\npmrgTBo20wslUzGpKV5b3OwM2oEHsdtl3eJ2nOJqUzJBrt+g7R2G8IUoHCYGFVHVCRumV5rphZLp\nyRd0WBu1F+P6Isu0Tul4gKmOr8u6BT1XfbZpOtePS7tcdvJB29u18IU8IjYxqIhUBz2siyfqMFOZ\nDZXVzWd4pio7XF5kLuqUTgfuMqEYtIOrap0wOucgZbrqmF3WMeixD9rerq+XkEdVJgaVEZUHnMkF\nHnZn7SsGGkSMXdUzSJ18zghJx5t3cQxcjmriapfrTt61YAcl5HyLiUFNw8WopbonqKsEqIvO1dVF\nlqpOUcwIcZmczLT+6ZYXR7tc1zEsp8un01EBJgZRkElHlukJkcmJ7CIB6jtunmmdfI2G0sXVMXLt\nNcfRrjA6edftHYXTUQ4TA99k2qBRzjhy0ZG7EJR0yDSeHNepkK6OUVyTpi7tirKTD0oMnA4TA99k\nerFkur2LGUeZDGV9zrVPJ87tI1kdpLx09uHKS3SZ0I2zXVF08kGJgdNhYhAWlZ18PqZ/VkXIcceU\n9vn0gFzUNYx8gM/OMp31fJbnsnOOe0fvMweUASYGYVDVBe+qg6ruyR9y3DGlfT7KL8OVt+Wys/Ed\nDvB5vGuyTdUhriOqamJiUF2qG1qIQaMHiqOH6Wn58gp9e1tB6uX7kRQx8DhrhE3p4jrXUrbPCEc4\nJgbVIdOkY9SdcSZ1ixOpbPVZF5edg8vOMgax6BphUzIuwzph1TWEPsLEoCoqO+CpToSwZ+xU1+4g\n1CSvLehMEh/Cmk74x+fU2ji2Z5Q2BXHEglx/Ydyglk4dQnByvIoB8DiwGViY9FtT4FXg08Tfw5OW\n3Q4sBwqBHwYpw+kdyJUdcBc3KlVGpidPpidK3L22ZOJka1SPpEiF69k2LsQ1nXPUdUjR1d3KLsU/\nXUISU99i0BPoXE4M7gduS3y/Dfh94nsHYAGQC7QGVgA5qcpwJgZVHfAwPdIo7yNIZ3sfHrfvTjOT\n+kTRgQe125U37NIul8nXoPsL0kZBr7+oBC0dG9PEe5gIyC8nBoXAsYnvxwKFie+3A7cnrTcbOCPV\n/p2JQVUHPMxYdKadio+pqz5i8T7tcBWa8/1ICldlxtUbdl2ey7uVy8p17RC5zFekSRzEYHvSdyn7\nH3gU+EnSsr8AfSrZ5yCgACho2bJlRgfkAKkOeFiecaYXkosTxYVHnqnH6nOE4qM+YeCqU3D9qAnf\ndrkUsygnUIQxQkuDWIlB4v9/a5pikPzxkjMIm0w6Hh92u8iZpFrHZz4gzBxQmLg6Rq5HBr7tch3a\n8S3qZUQ8KomDGMQzTKQa3UmRilQnddhebKqTNshJ7WIfQcl0pBPSsDxjXNnl2iP1bVfUoR1XRDwh\nIg5i8N/lEsj3J76fXC6BvNJrAjlswuyMg5Sdiafrwqv35Y3HdZTiolNyOWIJao/PXEYU5YVFhLmA\noPieTTQV2ADsA9YBPwOOAF5PTC19DWiatP6oxCyiQqBXkDJqhBhkevJGPeOorA6ZxPtdxeld1dVF\n/iIoce3EXeLbrjh7/BHnAoLifWQQ9qdGiEGmnUum24c9HHXhjbvCRV3TsdW1Bxi3EYRL4mpXOsSx\nvauJiUEU+Jj+WRU+hqM+Z9/48OpdhivCmMteFdme8wiLVG3uur1d25cmJgZhUlljhR2mCbJtEM89\nrsPuZIIk0315n65n5bjqLON0p3Yc7HIl7L7bMV370sTEICyqaqx0YohhdchV7bsmDd995R6C4Nrj\n9z1Fs8w2XyM6F/mcdAl67IPY5nuEl659aWJikCnV9f5dDUHDIO7D92Ti5PW67nRdhrhcJTBdJ79d\nlufymMb9buUQznsTg0yo6kSNesZPJidfnDrYVPVwKVyZXrCuBdzlCNJVR+l7lJHO6MHlaCvoiDMM\nh82no5CEiUEqqpuczLSxMumQfSWYww6/+PRUXe7H5THxOYJ0cX+Ia7uieCRFOvaH0d4RTUM1MaiK\nVAe8qhPVV4fsetsg9Q66Tqb4FKWaFBpLxqXdLkcGruxyGdZRdR92ck2EoScTA9Xqx/0zzQuksqm6\nna2rufWZDt8zDRP4DFel05n47iCqwuUxcukEuLLLZcI3eZ9xasNkIgzRmhhkEvcP2zuu7knrw8t1\ncWxSreO6HtUN+QW116U9QfF5jNJZx3cux8dINVMiygUExcQg07h/HL2MOIRwXIQcXNYj1b6ClOUy\nbBVFrsPnuRpF5xzHa7GMCHMBQTExCDPuHzZVnfyuPLyqyq5uPqWMIOu4usBdCHtQe12HNVIRV885\naNvFuRMPiouwatB9hYSJQZhx/1RElVNwsX0q+10mI13gIhbrsk7p2BPHcJIrarLDlbxOqjqElQtw\n2D+ZGER1MmZabqYXd9idg8tkpAtc1NflRZ9OyMnnFE3fRCVSLkdTUTk+jq8fEwPVaIZlmZ4cmV7c\nPjqHsENV6ezHZYzeRTjAdzgpriODKETK9bF3GT5MB8dtamIQFVHfoRzXzqE6pJOcC1v0XSd0fU/R\nDGpXOutVhetYussZO2GM8oIeL5/nRgITg6jItDP2lTOoCcm9uAmby2MW10Szy5GWq/KC7iuuobx0\n91fbRgbABYk3nS0vez1mVZ/YiUFlF6CLzjjTTsdXaCVs4hoPd0EYHn1VBO1gXHrDrrz5MGyPYtpu\nRCIUazEAchKvvWwD1E+8E7lDVdvESgxSNVbcO+M4edyZzlxyUU5UuPToUxFUWH3HyV1NVU7XrijO\nB98zzRLEXQzOAGYn/X87cHtV20QiBpU1SBzi+pmcLD7vA6iKIKLq+wauuOE70ex7Bo3r8uIo+mVE\n5ITFXQz6ABOT/u8PPFrBeoOAAqCgZcuW4RypyqiqA4l6xk+mnVuqk9JX5xnk4vCdzIwbvhPNQdZz\nGb5zmTOImphGBLJCDJI/oYwMqhuiiHpkEHaS2lXcONVy151KZWWlE2YIIjyu4uVBiCJUlmo91+Lq\n83iGRYwnbsRdDPyFiaqb6A3zcRaZbu+iE82083QR4nHVqbgQN5ees0sPMI6dTE3x1F3hKhEeEXEX\ng7rASqB1UgL55Kq2qfZNZ5WdtKkaL0goJZOLL5Ptwz7xXMRxXXbAmdrrUph8x9TL7I9b+MHlKCoq\nXCbww5j55ujYxVoMSu3jQmBZYlbRqFTrV0sMqrooUzVenL2fsG1zETd2HZqpChcJcZezbXzPGomr\nVxrVNeSyk3fpJKRbB0fHLvZikO6nWmJQ1UXpK3lZXTKNx4c9cnExMnCFi7KiGBm4uuDjej9GFCLl\nupMPY1prEBweOxMD1aoPqA+vpbodctQ5CRdluI6bhx0miSJn4OqCD6PT9TViS7c8V8lt13crp1OH\nIOs6FHgTA9VgHVZYnn8mHVSmF7cvjyzs0UnZPnwlUF3GwYOs43vaaDq2+8jlpFuei/BlWLalg8sc\nVgBMDMqIKtSTSWNGfR9DnIhrPNwFLusWRZw8iE2+4/JhdPKu+5CgIWrLGTgWg6jIpEP2NTKI80yP\nMrJJ2Mrju0NyHUIJYpfLEZKLKc/p2hYGPidXqIlB9GTSofvIGUQ106Myeys76bN5ZKDqN2wT1xCK\ny5FBmV1xdnI8n9MmBj6o6qQL2iFXtX0mJ7SrRFvY+ExEl+0vzh1FRfhONMc1nBQnB6YyfIp7QEwM\nwsZFZ+9iBkx1OzYXc/NdEDR+6sIOlxehy2RzKuKaaHYZwvN5PMMipiEqEwNXVNZoUc/4ybRjS1W+\nq44z1Unvs0NxJTy+PVnfieYo7Io7QY5bTI+HiYELqrqYo57xE7aYuIjPBukMfYYaXN117jrG7aJu\nyev68pzTEcU4e/OuxD+mkx1MDNKhOt5/1CMDFydeVReCi5kbQT1xX95zqnWCtonL2S9BiWEsOpBd\ncY7zx1X8HWNiEJTqev+ZnuRhh3kyxUXn6nMKnQvxcj3bxvfslzh2RlHa5GoSRVSPpHCEiUEyVZ0U\nmXj/mV7EmWwf9onnIuzisyNw0fGmsw/fj64IguswRZyS3+na5eL8LSOd8zidY+YpfGZiUEYm3mBM\nlf4AQYboYYqVryR0EHtclBVGbN6VdxoElyORKJLfLu1yMbJ1fSzC3mclmBiUkWmcOErvP5PtfZxs\nQT1fF96Pr7J8Jztd5xVcjUR8J79d2xX3u5U9jppNDMpwNYOkOkSZV/B1svnqPOMYD3eB63r5jpO7\nsCkMu3zna9LF48wjE4MygpwUYZ0QmV7omWwf02lu1Sbb6lOGb+806ji5L7uiDPG6FD8HeBED4Apg\nEVACdC237HZgOVAI/DDp9y7AJ4llDwMSpKzQcgZhEuW9CHH3jNIlW0cGqvGM4bsO7/i2q2xd3+e2\n7+MWAF9i0B44CXgzWQyADon3Gucm3nO8AshJLHsP6AEI8DLQK0hZoc0mCpMoRwa+Z7JkSpBkeFxs\nTbbJRRI5CL5j+EHtjqtdUeF7RBUAr2GiCsTgduD2pP9nA2cAxwJLk37/MfDnIGXE7tlEQcg06eki\n5+BrJksmpONNxaUT8O0BRvEcoJpsVxgEsS+G4cyoxeBR4CdJ//8F6AN0BV5L+v0s4KUq9jsIKAAK\nWrZsGebxCo9MO/swL5CgMy7CvkB9i1KQUYgrj9hV3eIi3DXFrnRxNTKN4fFwJgbAa8DCCj69k9YJ\nRQySP7EdGWTSWbo4ccIs32Vopio7fXqXqeoUtM6+H0kR1zBKXO1KhyB1qAmJ60qIemRQO8JEmTZ8\nph2FizBSVdu7SkK7KsfF8UhVlmuP36Wn6DPRnA12BbUtSBulc63GTPSiFoOTyyWQV1aRQL4wSBmR\nikFljRtlgtjF9lXVTdXdjTu+RiAuLmrXz6Hx7Tm7DlO46tiiCJ+4HOWFZb8H4fA1m+gyYB2wB9gE\nzE5aNioxi6gwecZQIlS0MLHsUcKeWpopVZ1QUXv2YSerglwArrwqFxeFi4s6jNkgPj1nlx6sS28+\nHZF1dUxdjt7CGNl4Gi15HRn4+IQuBtXx/uMe88+UICerb6+qquPl4qKOKpzhO9HsMk7uyi7Xo60w\nRnkuvXhPoyUTg3SorvcfdbLIR/mpLgCfXpWrjjyIR+w75us70ew6Tu7CrijzNTW5zVNgYlARYXj/\nUSeLgoYgwrLRp1cVVHhilLwLjO9EcxRx8lR2uZ6hFaWz5jKMlSEmBuWJ0vvPtIPKZPs4jB5cEcMb\nepzhO1ThekTnM/kdd48/jMkFGWBiUJ6ovP9MGzzT7T15H16IY11cdjY+E7ouxcdXGNB1eWERM7Ey\nMShPVLH/TDuwTLevSd60z87QBXH1nNOx39cow7VNUYUDXYXgPGJiUJ6oYv+ZnhiZbl9T4uxRzejI\nBJczd4IQs04m9na5xmVy3iMmBuWJyquMemTgagZO2MTsAlJVdwlPV3WL4zGKs13p4mLmXNl+4nBN\nJTAxqIi4J5Mqsi3sBHZcLmTX3mWQkFOmIamgx86eTxSNXemUGaQONfSRFCYGcSLTjifTjq0qXN8Z\nWhW+RMnFaMjlbBuXCUWfCd10iMIul2UGaaOwHKeQhcPEwDeZNGgmJ5mP2UZBynAheK46ilR1ClJn\nlyLpe5ZMGLNZfCfAXU0mcDl6C0NkPQi3iYFPMm3QTMIIYecUgpTh0tN24SGlOp5xvOHKZZlhPIbB\nZwI8ihBdOvkAl168hzCtiYFPokwSu4hHZ5oodelpu7DXxcggilCLq2MU9HxyvZ5Pu8Lo5KNI+nqY\niWVi4JNMGzSTE9FHAjhVGT497aAhKx/PMHKNz2Ok6v7xDz7tCqOTjyLpayODLBMDFw1a3RPRh0eT\nqgyfnrar4XyMZnscwGVbugxLuU7uu7Ar7p18UCxnkGViENUQM7n8sE/2qsrw6Wln+w1OPjsu3zmD\nMOyKayefDjabKIvEQDV7Tszq4qv+PsJitQmfs4nCsMtISVAxkNJ140/Xrl21oKAgajOMqJkyBQYN\ngt27//NbgwYwYQL06xedXYYRU0Rkvqp2TbVeHR/GGIYz+vUr7fhbtQKR0r8mBIaRMXWjNsAw0qZf\nP+v8DcMxNSZMJCJfAKuruXkzYItDc2oCVufaQW2rc22rL2Re51aqemSqlWqMGGSCiBQEiZllE1bn\n2kFtq3Ntqy/4q7PlDAzDMAwTA8MwDKP2iMGEqA2IAKtz7aC21bm21Rc81blW5AwMwzCMqqktIwPD\nMAyjCkwMDMMwjOwTAxFZJSKfiMhHIlKQ+K2piLwqIp8m/h4etZ0uqaTOd4vI+sRvH4nIhVHb6RIR\naSIifxORpSKyRETOqAXtXFGds7adReSkpHp9JCJficjPs7mdq6hz6O2cdTkDEVkFdFXVLUm/3Q9s\nU9UxInIbcLiq3hqVja6ppM53AztV9YGo7AoTEXkS+JeqThSR+kAD4A6yu50rqvPPyeJ2LkNEcoD1\nQHfgBrK4ncsoV+frCLmds25kUAm9gScT358ELo3QFiNDRKQx0BP4C4Cq7lXV7WRxO1dR59rCD4AV\nqrqaLG7nciTXOXSyUQwUeE1E5ovIoMRvR6vqhsT3jcDR0ZgWGhXVGWCEiHwsIo9n01AaaA18AUwS\nkQ9FZKKINCS727myOkP2tnMyfYGpie/Z3M7JJNcZQm7nbBSDM1W1E9ALuEFEeiYvTDzfO7tiYxXX\neTzQBugEbAAejNA+19QFOgPjVfU0YBdwW/IKWdjOldU5m9sZgERI7BJgevllWdjOQIV1Dr2ds04M\nVHV94u9mYAbQDdgkIscCJP5ujs5C91RUZ1XdpKrFqloCPEbpccgW1gHrVHVe4v+/UdpRZnM7V1jn\nLG/nMnoBH6jqpsT/2dzOZRxUZx/tnFViICINReTQsu/A+cBC4EVgQGK1AcAL0VjonsrqXHaxJLiM\n0uOQFajqRmCtiJyU+OkHwGKyuJ0rq3M2t3MSP+bgcEnWtnMSB9XZRztn1WwiEWlDqWcMpcPqv6rq\nb0TkCGAa0JLSx2BfqarbIjLTKVXU+WlKh5QKrAIGJ8VZazwi0gmYCNQHVlI626IOWdrOUGmdHya7\n27khsAZoo6pfJn7L2usZKq1z6NdzVomBYRiGUT2yKkxkGIZhVA8TA8MwDMPEwDAMwzAxMAzDMDAx\nMAzDMDAxMAzDMDAxMAzDMID/D4s/MWkZdoGNAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcf10f60>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s1p\\port2\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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9U8R7772ngL711ltObJs3b55++eWXumvXLr3sssv0xBNP1Pz8/APS7N27V2fO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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcb3b588>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w2p\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w1p\\port1\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w1p\\port2\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 18:39:57.656000\n",
      " Total time of measurements was 0:03:24.496000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"OffsetShorts\"\n",
    "specific_description=\"RS_Short_WShim_P1_Keysight_Short_wShim_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 18:41:06.744000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s2p\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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vUAD2iwQ5C3grbhSwL65R/2JKdDcDp/rh/WG+LNLSfRrwcpywbYTU8ozwGuBA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\nYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd8a76d8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s1p\\port1\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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vv59f//rXzJs3r0YvCjdyi02bNrF3714OO+wwFi9ezLRp0xg8eDAFBQXVbrdt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\nDMPAxMAwDMPAxMAwDMPAxMAwDMMA/j/mUlXyBo8kBwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd8b35f8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\s1p\\port2\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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B8bQmT56clN9g3LhxCuinn35aalwY3AU0Ly9Ply1bpvv27dNrrrlGq1evrhs2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\nLBaLBfg/EbVibJbhKZ4AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa4b1320>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w2p\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w1p\\port1\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\OffsetShorts\\w1p\\port2\\RS_Short_WShim_P1_Keysight_Short_wShim_P2_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 205 seconds\n",
      " Measurements finished at 2018-03-13 18:44:31.782000\n",
      " Total time of measurements was 0:03:25.038000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"OffsetShorts\"\n",
    "specific_description=\"RS_Short_WShim_P1_Keysight_Short_wShim_P2\"\n",
    "zva.set_IFBW(10)\n",
    "zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "start=datetime.datetime.utcnow()\n",
    "print(\"Begining Measurements at {0}\".format(start))\n",
    "print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "# Measure s2p and store along with s1ps\n",
    "print(\"Measuring s2p ...\")\n",
    "s2p=zva.measure_sparameters()\n",
    "s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "s2p.path=os.path.join(s2p_directory,name)\n",
    "s2p.save()\n",
    "\n",
    "print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "s2p.show();\n",
    "\n",
    "port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "port1_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "port1_s1p.show();\n",
    "\n",
    "port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "port2_s1p.save()\n",
    "print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "port2_s1p.show();\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "# Measure w2p and w1ps as seperate trigger events \n",
    "w2p=zva.measure_w2p()\n",
    "w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "w2p.path=os.path.join(w2p_directory,name)\n",
    "w2p.save()\n",
    "w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w2p.options[\"Power\"]=zva.get_power()\n",
    "w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port1=zva.measure_w1p(port=1)\n",
    "w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "w1p_port1.save()\n",
    "w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "w1p_port2=zva.measure_w1p(port=2)\n",
    "w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "               general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "w1p_port2.save()\n",
    "w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "current_time=datetime.datetime.utcnow()-start\n",
    "print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "stop=datetime.datetime.utcnow()\n",
    "diff=stop-start\n",
    "print(\" Measurements finished at {0}\".format(stop))\n",
    "print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 19:02:25.686000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s2p\\Line_1612_micro_m_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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Fu5n6aeC9ZrbNP3MGcCmwC25d6ntt0jCX+nyutLVv29lXThIBAQEBAXMHwcQX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\nGhu3XAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd8a7710>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s1p\\port1\\Line_1612_micro_m_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Pj0+xVmYtCk6fPg3AhQsXuHu3ZOV8njlzBiEEO3fuLO6lPDI8ksIgOjq60Pb24uT999+n\nR48ehRIGSmRNy5Ytyc7O5uzZs6xbtw5HR0du3rxp8fpOnTqxYsUKXFxcjI7v3r2bJ598UlNsf2Ji\nIkFBQYSHh6tO8bJlyxIYGKjZ7wDw+eefU6VKFbKyslR7/zfffMMnn3zCrVu32Lx5sybhtHr1aoum\nk507d7Jy5UrNaytpZGdnc/r0aUJCQpBS8tVXX7FkyZLiXpaKIgSU4oWPAsVd3uSRFAaBgYF07969\nuJdhM1JKNanKVhRnasuWLYGcnIDhw4eTmZnJ4cOHC71GpZTDlStXLJ47e/Zs1WTh7OxMt27dqFy5\nMnPnzmX06NGa73nhwgWSk5Oxt7dXczHKly9PrVq12LlzJ+3bt+fChQsW5xk+fLjFInkPep5BZGQk\nycnJ9OnTh06dOuHr60u/fv2YMGFCcS8NyBFWYFt9qgeRGTNm4OrqWqyb1EfOZ6CUSFDs5Q8aUkrc\n3NyoXLkyL730EpDTRyAhIYEyZcponkdJxqpXrx5CCE6cOEFUVBTOzs556gyZomfPnty6dYvt27cb\nHVeEgZadfZkyZShTpgzPPvssoaGhrFixQvPrgJzyFy+//DI7d+5UexZXr14dZ2dnevTowc6dOylV\nqhSg7eFirmKpwi+//MLmzZuZN2+eVWstKdy8eZOAgAA6dOjA559/TmZmJjt37uSjjz7ipZdeIjg4\n2PIk95DAwECEEHz00UdFMl9kZCTZ2dlUqFChSOYrajZs2EBaWhrXrl0rtsz2R04zKKlZu1pJTU0l\nNTWV/v378+mnnwLQuXNnfHx8rFIz+/fvz9atW3F1dWXv3r00bdqU9PR0fvrpJ7SU/rhx44bZ3bG7\nuzs+Pj6ahMGMGTP4/fffuXTpUp5Q0suXL7No0SIyMjKMXnfp0iWWLl2Kk5MT1atX5/Lly+pDrEKF\nChw7dozBgwcDqAXlLAmD1NRUkpOTLQqDkydPsnDhwmJX7W2lQYMGREVF0apVKyAnd+LDDz8EsFoY\n3wueeeYZsrOzqVOnTpHMFxwcbLLwYElASWCMispf1ef+8cgJAycnJ4YNG/bAOqYUYaaESt69e1c1\nsdjqBGzcuDH+/v706tULX19fTVpTbGysRU3kscce05QnMHXqVFasWIGXlxcrV66kbNmyxMfHs3Xr\nVvr162fSifzKK6/w/PPPc+zYMcaMGcMXX3zBW2+9pY5Xq1aNqVOnUrt2bc3CwFLCmYKXlxdZWVkl\nzvFaGKpVq0bt2rVZsGABLVq04Oeffy62tUgpiY6OZvHixSQnJxdqrpJuajL0Y9lSj6uoeOSEgbe3\nNzNnzqRFixbFvRSbUITBqlWrKF26dJ4Ht1LgTQtdunRh0KBB6u9169ZlyZIlfPfdd3keqKbQIgw+\n+eQTTWq+Ek1UsWJFAAICAvL8funSJaPXKf6EOnXqcODAAcaOHWvy73ovhAEUf+VYW5k+fTo9evQo\ncLxXr17Y2dmxa9cuk7WZ7gcNGzakSpUq9O3b16pGScZQWrA+8cQTRbG0IsdQe9aFwX3k7t27TJ06\nlalTpxb3UmxCEQaK7dOw13BsbKzmec6dO2fUWVW1alUiIiLIysoyea2UUpMwaNeuneqgNociDL7/\n/nuuXbvG33//jZ2dnSoMTJmann76aTUQ4Pz582bvUa5cORYvXmwxZLRy5crs2LFDNZ+Y4kEXBuHh\n4WrWtyHjx4/n4MGDlClTxqrNRVETGRlJ/fr1gX9DYG0lMzOTBg0asGvXrqJYWpGjbHYqV65MlSpV\nim0dj5wwWLt2LW+//TZvv/12cS/FJkqXLs3AgQOpW7cuYLswMNXj97HHHiM9Pd1sfH9WVhbPP/+8\nWmXUFHfv3mXNmjVmI4rS09NJT0+nVKlSuLi4qJnHkJPLIIQwqRns3r2bcePGMWrUKHr16mV2LS4u\nLvTu3ZtKlSqZPc/Dw4OWLVta9JuUKVOGUqVKFdqEUVyYEuZKHoa3t3exCYOMjAxu3rxJy5YtEUIU\nWkN55plnOHjwIHZ2dlbn09wPlM/37t27rU7+LEoeOWGg7OQe1NDA6tWrM2/ePJo2bQrk9CD29vZm\n7NixBAQEaJojKyvLZFvHqlWrAjmagykcHByYP3++UTODITExMTz77LOsW7fO5DmK2cZYxzAnJycC\nAwNNVj/t0qULCxYsYOrUqbi5uZldC+TErp88ab5a+okTJ1i0aJHFh0abNm2Ij4+nUaNGFu9bErGk\n2Xl7e1u1uShKbty4gZSSihUrUqZMmSJpIhQeHo6bmxsbN24sghUWLb1792bHjh2UK1fOZLDE/eCR\nCy1VhIGDw4P50rOzs7Gzs1Pj6N9//338/Px4/fXXNV0fERGhRsEY0wyUiIurV68WGFPQUtIBciI4\nPDw8zD6Avb29iYqKUttT5mfhwoVGd/NpaWnExcVRvnx5i+tQCAsLo0ePHnz33Xcmz1m9ejXvvffe\nA52HooXY2FizJdBN1ZwyxYYNG8jMzKRDhw6F/m4pdvOAgAB8fX01lx43RkxMDJUqVWL8+PFA8Ubr\nmMLHx4eWLVsyaNAgdu/eXWy+mkdWM8jKyrIpLDAmJgZfX1+1K9f95quvvsLZ2RlnZ2dGjhxJ586d\nGTZsGHfu3MnT/N0YUkqqVKnChx9+iKOjI48//niBcwICAti5cyedO3c2Oc+OHTtwdXW1aIMVQhAa\nGso///xj8hw7OzsCAgJU4ZafVq1aqf6RCxcuIIRg9+7d3LhxAyCPWckSnp6emhzIbm5uJjOrFe7e\nvUvv3r1tKvJXEvD19TVrMvvhhx/44YcfNM/XtWtXunTpUqAFqi14eHgwcOBAqlWrxvz58/nkk09s\nnis6OprExEQqVaqEnZ1diRQGM2fOZP/+/erGqLjClR9ZYZCdnW2TvXfXrl3ExMSoMf73m/j4eNLT\n0ylfvjzTpk2jcePGQI6D1FIpYkO1/91336Vdu3YFznF2dqZFixYmaw4p86SmpmpqBl+3bl0OHTpk\nNlfgo48+MukXuHXrFjNmzODixYtquYTffvtNLWB3L4SBpUgiyOnZsGTJEo4dO6b5/iWJHTt2MHny\n5CKbLzExkX79+vHHH38UumZTaGgo8+bNo1q1ajRu3NhkL2otKFpGcHAw/v7+xRqtY4zk5GTefPNN\n1qxZQ2BgIMnJyRY3dfeKR04YdO7cmU8++YQ7d+5osjPnR3n4uLi4MH/+fL766quiXqJZEhIS8PT0\nzFNeWQihyeFn6AfYu3evyfMWLVpktjaPIlS0ZDx37NiRhIQEk1rE2bNnmTBhgskdW3x8PCNGjGDb\ntm1qxFC5cuW4fv06UHzCwMnJCTc3twc2msgSc+fOpX79+pp3qY6OjnTo0IGUlBSrelAYIzk5Wb3v\nkSNHCpXvYGhyCgwMLBGawbFjxxgyZAjp6emEh4eTlZVF48aNVZOnNZV6i5JHQhhER0erBdOeeeYZ\n/ve//1G6dGnV7q2YHLTQuHFjmjVrRlJSEi+++KKmmPyiJD4+3qhJpUyZMhYdfobCYNOmTSY/dEOH\nDmXx4sUm57FGGLRt25Y9e/aYDDE150CGnHC7UqVKER4eTlBQEH5+fgwYMID69euzcOFC1eGthaIU\nBpDj7ygK56a1rFq1ikmTJtkcyXTt2jVatmypJisaIy4ujvDwcE2F/U6fPs2AAQNwdXUFcpy1haF3\n795qgMRvv/3G4MGDrTadnD17lpdeeknVOMuXL8+gQYPo1q1bodZWFIwdO5a5c+eyfPlyddPVqFEj\n9TtgbXe/ouLB9KJayccff8y5c+fYunUrkZGRREdHs2zZMoYPH469vT1169Zl7969mmJ8k5OTGTZs\nGFlZWZw4cYLbt29rdqgWBYUVBnZ2dmzcuJGvv/7aZPiku7u72Q9kbGysujO2hLu7u/rFNoaiEpsS\nBnZ2dtStW5d9+/Zx6NAhPv74Y3WsX79+Fu9vyHvvvUdGRgY//vgjYWFhRt/HuXPnms2xMKRhw4Zs\n2bJFderfL15++WVu375NzZo1zfp2THHz5k3++usvs39jRdDHxcVZNAeePXuWhQsX8vrrr7N582Ya\nNmxYqO/EuXPnVOe2r68vGRkZJCQkmPQrGaNv374cPnyY4cOH069fP1xcXHjttddsWo8h7733Hp99\n9hmHDx+mXr16Ns2hbEjWr19Peno6ISEh+Pn5UblyZV599VWraowVJY+EZhAREaF+8Nu1a0enTp2Y\nPHkyvXv35vnnn+fWrVsWQw4VKleuzIEDB3jhhRcYN24ccH/T3f/73/8ajanXEgpYv359Ro0aRdu2\nbVmzZo3JqA8PDw+zZRZq167NoEGDNH/ZT548yejRo43uoi1pBpDjnAwPD2fChAn8+eefbNy4kfDw\ncKs7dD355JNIKRk8eLD6t8tPaGioyVae+enZsyelSpW673bo9PR04N+Ir0OHDlnlu9Ci2Xl7e+c5\n1xyKZh0YGEjbtm1Zt24dQUFBNvlTsrKyiIiIUDU+JeLN2ogiRQt+5plnWLhwoXr88uXLhepdrdRt\nOnTokIUzjZOZmcnRo0fp3r078+fP58iRI2p4cs2aNZk1a1axFaqzWTMQQnQAvgbsgblSyv/LNy5y\nxzsBycCLUspwg3F74BAQJaV8xtZ1aOHixYtERkZy7do17ty5Q3BwMDExMezdu1fNctRSajk2NpYb\nN27g7+/Phg0bVBU0KipKrYppLYcPH+bGjRt06tRJ0/nDhw83erxv374Wv7jPPfecpg5k7u7uZoVB\n37596du3r8V5FK5fv86XX35Jp06d1H4FClqEwZtvvsmZM2dYvnw5mzdvRkpJuXLliIiIsOqBc/78\neTXnwVjPhuzsbObMmUPz5s2pVauWxfl69+5Nnz59rNoB7927l6ioKIs5GqbIzs5WM8eVxEAl+U+r\nKcUaYaAl8UwRBuXKlWPfvn3qZ2PmzJnMnj1b05oUrly5Qnp6ulFhUKVKFU0aR1RUFAkJCUyePDlP\nkISUko4dO+Li4sL+/ftxdHS0am3wb36SrSUysrOzmTt3LlWrVkUIwd9//53H76RopeZart4rbNIM\nch/kM4GOQCjQRwiRv/9hR6Bq7r9XgPzB3W8ChSs6opHz58+TmprKpk2bVGGg8MQTT+Ds7Kypuqby\nAUhJSaFjx47MnDmT27dvGw3RNIaUkgULFpCSkoKUkrlz59KkSRM6d+7M0KFDNX2ZTUVq9O3b16Sg\ngJy4/IiICE3r9PDwMGtC0GpGUVBaYxqGmE6aNIkxY8bw1ltvceXKFZydnU1eL4Tgu+++48iRI1So\nUIHbt29z9epVAgMDrVrH/Pnz+fLLL2nQoIFRbS4uLo6hQ4eydetWTfPZ2dkhhLDKnv3DDz8wfPhw\nUlJSbLINX79+XY3MMpcLYg4twsDf35969eppyhm4fv063t7eODs74+joyLBhw+jZsyeLFy+2upCf\nEiSgCAPFlHn79m3WrVtHqVKlLDZfunv3Lj179qRjx45UqlSJESNGADmfo3feeYcjR44QHBxsk29D\n0QJPnz7NyZMn1ZL4WnFycqJPnz5qmXjDrPuIiAgcHBxYtGiR1esqCmw1EzUCzkspI6SU6cCvQP4t\n53PAApnDPsBLCFEeQAgRBHQG7nkbI8MH17Fjx0hNTc0jDIKCgggODtakGRw8eBDIMVso+Pj4aN4Z\nrlu3joEDB+Lm5sbIkSOZOnUqTZo0YfDgwcyePVvTlzswMNDoQz81NZWrV6+qTUHy89dff1GlShU2\nb95s8R7ffvstM2bMMDlev359i+UfDPHz86NMmTJ5hMFnn33GlClTyM7O1lw738HBAV9fX2JiYoiI\niLBanfbw8EBKSYUKFYxGvGgtUmfIggULKFu2rGZT4dWrV3Fzc6NevXpqv2ZrMBTokZGRSCnVXaTW\nkE4nJycee+wxs8KgRo0aHD58WFNBx7S0NFUw169fn5kzZzJixAhSU1OtbpTk7+/PG2+8ofoMQkND\n2bNnD08++STp6ekkJSWZzEhXqFatGkuXLmXPnj1cuXIlT87IgAEDWLNmDSkpKWaTD42RlJSk1gbb\nsGEDNWvWZOzYsVbNsXPnTo4ePWp0TPHBFVclXFuFQSBg+OSKzD2m9ZyvgLGA8SdXLkKIV4QQh4QQ\nh2yN2kgTsG04AAAgAElEQVRISFBVTaUwl+HDJzAwkKefflqT83jNmjXUqFFDrQtUuXJlxo8fb7bc\ngiGbN2/G3d2d5s2bs3fvXk6ePMnGjRvp168fTk5Omvr9xsfHG83WnTNnDhUqVDBpKtqyZQsODg5m\nnbkKtWvXNpudGhsbazJj2BhCCGrWrJnHL6N8qaZPn25W8OTH19eX2NhY7ty5Y7HOUH6UB3ZISIjR\nSBpbhEHp0qWJiYkxm1hnyNWrV6lZsyYXL1602ucB0LRpU65cucKsWbN48cUXEUKwdu1ahg4dqnmX\nOnDgQM6dO2dTaLUx5syZU8Bc9+STT3LlyhVNhQoVwsLC+Ouvv/j666/VPBd3d3caN27Mtm3bVO1R\n+TuZIikpCSmlGm1l2MNECMEzzzxD+/btWb9+vVVa3fXr17Gzs8vz3bC29em0adMYOHCg0bEHVRjY\njBDiGeCmlNLilkFK+b2UsoGUsoGWhivGUML/nnvuOS5fvsznn3/O008/rXbFqlChAjNmzGDixIkW\n5+rfvz/vvPMOQghOnjzJwYMHmT59uqbdNuTYqf39/WnRogVHjhwhNTUVNzc3WrZsSXJyMs2aNTN7\nfVpaGmlpaUb9E35+foDpGOWtW7fStGlTPDw8LK5z7969FkNLrY14CA0NNZpY9u2331plVzYsoWGt\nZuDk5ATkOOGNmfZsEQaKs/n48eOazo+MjKRy5crUrVvXJmFgb29PcHAwr776KgMGDCAxMZHQ0FCm\nT5+u6W8rpdQcSt2sWTPN1X3za8dCCNX8oSUE9tSpU6xYscLoZmbcuHF0796dffv2AZad2vXr12fA\ngAGqv8CYP+7tt99m3rx5VgkDpYjj0aNHkVIyceJErl69alVeQHx8vEn/oiIMiqv4oa3CIAow1O2D\nco9pOac58KwQ4hI55qWnhBALucdUr16dW7duMWbMGOrWrUuLFi24evUqTz/9tOY5Bg0axAsvvADk\nqNFlypQhICBA84fh5s2blCtXjsaNG5OZman2E7C3t9fkMFLCMI2F2CklG4yZmuLj4zl8+HAB560p\nfv75Z958802jY2lpady9e9dqYTB16lTVL2NoyoqMjNSUyazQrVs3NmzYwPLly2nevLlVaxgzZgzL\nly+nTZs2zJw5s4AJwxZhULFiRdzd3U0Kg8zMTIYPH86lS5eIj48nMTGRoKAgGjVqxKFDh6zO1v3p\np5+YPXs2qampnD59mjVr1hASEsLff/+tqX/uTz/9RLVq1TQ5QM+fP2+xNDjA888/z6+//mp0rE+f\nPvTv39/iHIsWLcLOzk7tTGfIlClTANQcAXPCQErJlStX8PPzIzQ0lJSUlDxmXYXGjRvTtm1bq0OC\n7e3t1U3FM8/kxL1otQyA6dBwyDGDOjk5PXCawUGgqhCikhDCCegN5C/Sshp4QeTQBIiXUl6TUo6X\nUgZJKSvmXrdNSmn502IjmzdvJiwsjGeeeSZPxcLPPvtM3f2uWrWKcuXKmbVFrlu3zuiOKiAgQHNo\n4a1btyhbtqxqqlEimQAmTpzIe++9Z/Z6Rd019mFSTF/GfB/nz59HSqm5haC5PAPli2jNA1OZU/ni\n5U+3t0YYBAQEqH0MFG1IK66urnTv3h07OztGjBjBmjVr8ow/++yz7Nu3z6r+v3Z2dtSqVcukMPjn\nn3+YOXMmU6ZMwd3dnfDwcPr27UujRo1ITk7WHNKssGDBAn7++Wf++OMPatSooTq7GzRowJdffmn2\nWiklH3/8MTVr1tRU4sHLy8tiNFFKSgpLly41GZzg4eHBn3/+abE/xqJFi3jqqafMFh6sVasWnTt3\nVvtcGyMmJobU1FR1c2SuxtTx48eZNm2ayfH8LFu2jKFDh6qv5T//+Q9jxoyxqqhfQkKC2cjD1157\nrdgq4dokDKSUmcBwYCM5EUFLpZT/CCGGCiGG5p62DogAzgNzgGFFsF6rOX78OCtWrKBWrVq0atVK\n3YG/9957agich4cHt27dMulETkhIICwsLE/Ck4I1wmD58uVMmTIFPz8/4uLi8vRUOHLkCMuWLTN7\nvaurK6+++qoanWOIv78/Dg4ORjWD4OBgfvzxR80fMg8PD1JSUox+ge3t7XnllVesrmp58+ZNBg0a\nxF9//YWXl1cewWqNMEhISFAd7raiRHDk99F4e3vTuHFjdeenlR49epg08SlCtUuXLjg4OFC3bl0C\nAwNp2rQpffr0sXpnGhkZSVBQkNr4588//8TR0RFfX1+LEXFnz57l8uXLvPDCC5ru6+XlZbFnuKUa\nUa1bt+bOnTtmQ4AvX75MRESEyezgxYsXs2zZMhwcHFi7dq3ZirLK51+LQF+3bh2jRo2y6JBW2L59\nO0uXLlWfIUIIJk2aZLGvhyHmNAPIKURZbBVzpZQPxL/69etLWxg7dqx0cnKS2dnZeY4DMuflS3n2\n7FkJyHnz5hmdY968eRKQe/bsKTA2evRo6e7uXmB+a3nnnXekg4ODzMjIMDp+/vx5efz4cbNzfPHF\nF3Lr1q2FWoeUUk6ePFkCMiEhodBzKVy/fl0CcsaMGVJKKbOysmRMTIwMCAiQL774ouZ5rl69mudv\nZyvVq1eXvXr1ynNs06ZNcvHixYWaNz9r1qyRgNyxY4f866+/5OzZs2VKSopNc2VnZ0sXFxf59ttv\ny4yMDOnp6SkBGRISIhs0aCDbt29v9vrp06dLQF64cEHT/dq1ayebNGli9pzNmzdLQP75559GxyMj\nIyUgp06danKOc+fOye7du8sDBw5oWpc5Vq1aJQF58OBBi+dGRERIQP7f//2fprm7du0qa9asmedY\nbGysPHPmjOb1rV+/Xh45csTkeFZWlkxLS9M8nxaAQ1LDM/ahz0BW7PTmwj8rVqyIq6srR44coVev\nXnz99dd5xhcvXkzlypVp0qRJgWs//vhj7ty5YzG8NCkpiWnTppls4VetWjUyMzNN7u569erFyJEj\nzarbY8eONdrW8fDhwybD2YyhOCKNmYoyMzNNhq+aQ/ExxMTEsHnzZrp160Z6ejonTpywaN4wxFrz\nlClKlSpVwFz1/fffM2HCBJvmU75Q+VHMLK1atWLgwIEMHTpU3VlKK5y58G+12KCgIBwcHNTWnAEB\nAYSEhFjUDDZt2kSVKlU0O97r1KljsfaT4lN47LHHjI4HBgZStWpVtm/fbnKOxx57jOXLl2vaYXfu\n3Nnszjk4OJgRI0Zoeo2VKlWicePGLF++3OK5gJpwasgHH3xg9Llgig4dOpjtxdygQQObExILy0Mv\nDG7cuGHUtnzu3Dm1iYSjoyMNGzZk8+bN/Pbbb2q0AOTkKezevZsOHToYfeC7ubnh4OBgsUNRZGQk\no0aNMpnoYqnDWGhoKFu3bsXBwcFkueeEhASjNuh3332XIUOGmF2fIV27dmX//v1GH7wLFizAwcFB\nU16GIY6OjpQqVYqYmBhOnjzJ6tWr+eabb/j999/VbFctKMXQwsLCrLp/fowJA2uK1BmyZs0anJyc\njJpCMjMzcXd3x8XFhYiICMqXL69mvn7++ecEBgZqdhgqFTcVm7kSEPDcc88RFBRksSLnu+++a5WN\nfPLkySxYsMDsOcnJyfj5+Zntsjd27FiefPJJk+PWJDFmZmaaNcvWrVuXb775RnOAQ506dTQlnELO\nxjL/s6RcuXLExcWpJULMkZKSwurVq82GkLu5uT1w0UQPDE5OTkZ3CY899lieXU/v3r1VZ9O8efNI\nTExky5YtnD59mqSkJLO7lsOHD1OpUiVOnDhh8hwla9JUn4AKFSpQtmxZox+EO3fu5KmvYsoB9fnn\nn/PEE08U+HJdvHjRqjBMf39/GjVqZNR2Hhsbi5TSqge4go+PDzExMdy4cQMHBwdWr17N4MGD2bNn\nj1Xz3Llzx2zoqxZ++OEHli5dmueYrcLA1dWVzMxMo3XoBw0aRFJSEn///Tdt2rShQ4cO6th//vMf\nsrKyNNfKqV27NgkJCWpxuu7du7NkyRJef/112rRpw7Bh5t1yTZo0oUuXLla8MsuMGjVKjb83xcsv\nv2w2OatHjx7897//1XQ/SwUZb9++renBrODj40NcXJymENO0tLQC31/l94MHDzJixAiz946KiuK5\n557jzz//NHmOm5vbAxdN9MCwcuXKAl96Y7z22mt51M8lS5bQrl07lixZwoULF8zW9MnIyCAqKsps\nBrGSNGcqX6JChQrcvHnTqAqcP7vVlDAIDg4mIyMjj+khKyuLS5cuWZWgdf36debOnWt0BxYbG4uD\ng4OmmPb8lCtXjvT0dNV0p5hLrC0cVrp0aZvqyhgSEhJSoJyFrcJA+XuYa0pSrVo1tmzZkqd7mLLB\nsCbfwNPTU920VKhQgV69euHh4UGXLl344osvTF4XFxfH2rVrrSr49tNPP1GjRo1C9+WVUhIbG2vy\nQXnu3DnNFUktCYOuXbtaFS7+/vvvk5ycbNbMu3LlSpKTk7l69WqBvAtFGAwcOJAZM2aYNAOD+dBw\nBXd3d10zKAn89ddf6s/Kg2LlypVUrlzZ7E7Yy8sLwGyjE0uagTnyCwNT9WKM5RpER0eTkZFhlWZw\n4cIFhgwZYlTTURLObClPvHfvXpYuXcqNGzcoV66cqnlYE01UVOzcubPAF/teCIMvv/zSZM6Gv78/\nFSpUUMucWOK3337j3XffNTqWnZ1NQkKCSZPLsWPH6NKli1WF/ZKSkjh9+rTJiKLs7GxatWplUUtb\nv349Pj4+Rk2k2dnZXLhwwaTPIT9lypQhLi7OqN9KSQgzFm1nCldXV7P1l8LDw+nWrZvatyS/BqRs\n7rKysvDx8TEbZae8j+ZCSy0VibyX6MLAgIMHD6oN4aWUfPrppxw/ftxiNzNrhIGxJvQK48ePN/rg\n0Fr3RgmnMxQGSticNZqBOQeyLdnHCooAcXd3p1KlSsUqDDZu3Mi4ceNU84CUkvDwcJMPbnOYEwbb\nt2832y/7iSee0PyAXrduncmuX0uWLKF06dImfU6KRmCNsLP0uY6KimLnzp0W2zQq/gRjPo3o6GhS\nU1M1C4N69erRq1cv0tLSCozt37+fu3fv0rZtW01zQU7m87Bhw0zmSShrXrVqFX369CmwQapWrRpT\npkxBCMFjjz1m1tykRTN4+umnraoIXJTowsCA69evs2XLFgDWrl2rfoh37txp9jotwuDNN9/k2LFj\nZs0bZ8+eNVraQhEGr7zyCv/73/9MXq9EOigtISEnU/r333/Pk+BmCaXuUERERAFHcZs2bTRllBpj\nyZIl9O/fn19//ZUVK1ao74UtJqfCUqpUKbKystSsXSEENWrUMJvQZAovLy8GDhxotL5VXFycWa1y\n8ODBjBw5UtN9lBwDYygC1dTGQREG5jYj+VEeWqY0A0XwWHqQK1q2MbOjpWik/HTr1o3FixergQSG\nbNmyBTs7O83+B8h5X7777juTwkA5PmHCBH799dcCG6Ry5coxevRosrOz2b9/P6GhoSYFghbNYMCA\nAUbzme4Hj0SnM604OjoSEBDABx98wOLFi9m6dSu7d+82W7QNcpKYWrdubTZ70svLSxUapggKCjIq\nDHx9fenbty/jxo0za+7x9fVl8uTJeSI3ypYtazQd3xzKw3nMmDGMGTMmz4f71VdftWouQ86cOcMv\nv/zCTz/9hKOjIyNGjGDHjh0294IoDIa7eTc3N86fP8/atWvp27ev1aY8Nzc35s2bZ3QsLi6OatWq\nmbz22Wef1XyfK1eumDRDWBIGtpTaMLfJSUxMZMyYMbi7u1vMbPfx8cHR0dGoMPD29uall17SXAbe\nHFu2bKFhw4YWv2eGKFquKT/E5cuXKVWqlKrFGotMPH/+PNnZ2VSqVInTp09z5coV1cJgyFNPPcWq\nVavMRl5JKUlNTcXFxeW+dU/Mc/MH4Z+tSWe20rx5c9m6desimSsrK0u+8cYbMjw83Ox5kyZNkoCM\nj48vkvtKKeWBAwfk5s2brbomMTFRTezCILkrMjJSXrp0yea1zJgxQwKyevXq8ujRozIjI0PevHmz\nyJNstPDzzz9LQE0YWrhwoQTkqVOnbJ4zKyurwLGAgAD50ksvmb3m1KlT8vLly2bnjouLk0II+ckn\nnxgdDw8Pl4BcuXKl0fG33npLenh4mL1Hfk6fPi2bNm0qZ8yYIYcNGyavX7+ujo0fP17a2dnJP/74\nQ9NcFSpUkC+88IJV9zfGwYMHpaenp9ywYUOBsbVr18o1a9ZYNV90dLQE5HfffWd0PDs7W/7+++/S\nzs5OAjIpKanAOUFBQfLFF1+UBw4ckIBcsWKFVWswZOLEiRIo0u8EetKZ7dy6dYtDhw6ZleBaiI2N\npUGDBgwfPpxvvvnGYpljxeb/888/a3Yq5ufKlSucOnWKTz/9lAkTJvD1119blWMAOTtdJUxx9+7d\n6vHPP/+c0NBQm9t8KrvSM2fO4OzsjIODA2XLlrW6/ENRoGgGymtRYr+tbZijULVqVV566aUCx11d\nXU2WaoAcx2Pt2rX59ttvzc5/6tQpnJycTJa9UDQDU/b7IUOGaIqqM6R69ers2bOHpKQkvv322zz5\nLd26deOnn37S3KHvrbfeUgu7GXL37l2rkhg9PDxITEw0upPv3Lmz0XuYw1J7TyEE586dU9dorHR7\nuXLluHnzpmoZMBWxdeTIETZs2GB2PcVZxlo3ExmhXbt2eRp2aEGpM/PLL7+oxy5cuMDhw4fVPITe\nvXubnaNixYp4eXkxfPhwHB0d1VC8L774gk8++YTbt2+bLbwFOTHdCQkJau+GNm3amH0YGcPOzo4b\nN24QEBCgZldmZGQwf/58wsLCbHb4GpoorO1FUNQ89dRTXLhwQbXBK61LbX1tLi4uRh/Elqp+Ojo6\nUqNGDYtO5KZNm5KQkGAynr9s2bKMGjXKpLmlRo0aFs2dpvjggw+AvL6ohg0bWlWTx5RfpHfv3ly/\nfl3z5kcxAeX3YyQkJHD06FFq165tlZnIxcUFNzc3o36RrKwsBg8ebNQ/YYgSJaVEJZkq7jd79mx+\n//13s1nnhmWsbcnlKQy6ZmAE5QtnjTCIi4sr8MVv2LAh8fHxDBgwgJkzZ1psIdikSRM1Dt2wDWRC\nQgKpqalmW0Mq+Pv75ympHRUVZdaXYYopU6YwadIkRo4cyeHDh7lz5w5JSUmFqqho6LzU8lruJR4e\nHlSuXFnVSqKiomzWCsB4RrNWateuzcGDB41GyBji5ORk8jNUunRppk6davIBvXHjRqu7jkkpqV27\ntropUR5iiYmJrFu3TlN/ZIXU1FSjBeGuXr1q1WZF0ejyP7yPHz9Oq1atbOoRERsbazRH4+rVq8yf\nP1/9fcWKFWbn8fPz49lnn1WLCObHUpE6+FfzKA7NQBcGRlB2raaqKBrDy8vLqKOtVKlSLFiwgI4d\nO2qap3v37nTs2DGPoyoxMRFPT09NDiU/Pz9u3ryptvQ7ffq01ZoB5GgprVq1Yvr06Rw6dEiNoihM\n5E/dunVp2LChVaF/94r4+Hi++OILNeHNXKSOFowJg0uXLtGlSxe1KYspBgwYwO3bt02WfsjIyOC/\n//0vv//+u9l5kpKSTJYeHzZsmFU1oCDHRGLY90DRDMLDw+ncubNVD96vvvqKypUrF3jIWfu+u7q6\nYm9vX+C9Vr571mgFCqY2JhcuXABQm+SYijj6559/WL16NUIIVq1aZbIlrKXy1fCvMCiOxDNdGBgh\nMDCQ0qVLq0lcWjAmDDZu3MigQYOs3jFWqlQpT9MTRRhowc/Pj9TUVJ588km1AJctwgCgfPnyah2i\nohAGylqKq167Iampqbzzzjvs3bsXyKkvNGfOHJvnMyYMoqOjWbt2rdmQY8h52NSrV4+ZM2caDUtc\nvXo127dvt6hZBgUFmUxKu337tlVhpQqGn0PFrq7E2itd3rSglH4xTDxLSUkhJibGKmEghKB///7U\nrFkzz3FFS7HFtDJz5kw++eSTAscVDbtWrVoAJvNFQkNDTZb5OHPmDPXq1ePixYuaNIOqVasyfPhw\nRo8encfkfD/QfQZGuHXrFvHx8SQlJWl++CnCQEqp7uCPHj3KvHnzrOrxCzBjxgxmzpyp/m6NMFAe\n/CNGjGD58uVs27bNqmYthtjb2xMUFMSVK1cIDg7mt99+s6pCozFWr87fA6l4yJ8oZktmuCHt27cv\nkGeg9QElhGD+/Pn4+/sX0P4yMzOZPn06ISEhFp21np6eRp37GRkZeXqB28Kff/5J69atgRyTjLe3\nt1Xmx/bt2+Pi4sLy5ctp0aIFULDwnlaMhfEWRhj8+eefnDx5kvfffz/PcWUD5Onpyd69ezWts0uX\nLtjb26u9kRctWsSRI0cYN24cmZmZJsvRKNSsWZPBgwdTt25dzp49S79+/ax+PbaiCwMjjBkzBmdn\nZ4uOI0Nq1qzJU089RWZmpppMFR8fj4ODg9WNx/M/EJ588knNcdjNmjXD39+f7du3s2/fPsqUKaM5\noccYFSpU4PLly3h5eRVbad17gYuLCw4ODiQkJBAbG8v06dPp1auXzU5WY+0aldh+LRnbyu7TkJkz\nZzJ8+HAgJ4jAUmtUU8LAlhwDhUqVKnHx4kXq1q2rHjt16hShoaFWxcF7enrSoUMHli9fzpdffomd\nnR0uLi6MGjWKevXqWb2u/Cjal9YaR4b4+PgYjSZKT09HCIG7u7vmTVBGRoZabQD+rQBw4sQJtmzZ\nwqZNm8xeL6Vk9uzZCCGsKjtfJGiJPy0J/+53nkFR8Nprr0kfHx+rr9u9e7fs3bt3nrhua+jTp4+s\nVKmSFEJIIUShmtT0799fhoaGyqioKLlx40ajcdYPKt7e3nL48OFy//79EpCrVq0q1HwZGRl5mhz9\n3//9nwRkYmKipusXLlwox40bp/6enp4uP/zwQzlw4EAZFxdn8frGjRsbbXBz/PhxCcglS5ZoWoch\no0ePlq+99ppcuHChHDlypJRSytDQUNm9e3er51JyOS5fviyjo6Otvl6hQ4cOsl27dnmOHT9+XC5Y\nsMCm+d555x3p6OhotEFVdna2VY2revfuLatWrar+XqdOHdmsWTOTTavyc/LkySJp3mQIep5B8RMf\nH2+TQ+vatWv8+uuvavSG1FBeVyE7O1ttzaf8kS3ZrM3xww8/cOLECbZu3crTTz+dJ1LpQUex8yvv\ns62+FYDp06fj6OiYJ8olOzubChUqaDY1HjlyhGnTpqnOQ0dHRz766CPmzZun6XPk6elp1D8VEhLC\n5s2badmypcZX8y9Tpkzh22+/5fDhw6pPZc6cORb7dRujW7dujBw5km+++YagoCBOnz5tk6NUCFEg\nkqlWrVoMGDDA6rkgR3PLyMgwGsEjhLBKA8rfN3rfvn0sX77cor9HoWLFirRo0YJx48ZRv359tdrx\n/UAXBkXErl27CAkJyRMvrVQytBbF7ql8qKpUqaK5DISUkqysrDxhroWxhzs5OSGEKDIHcklix44d\nfPXVV2qSkCV7rjmUKBDDh/H48eM1N04BaNu2Lenp6ezZs4eMjAzeeOMNi5FIhvTu3duojdnT05O2\nbdsWStj5+flx9+5dkpKSaNasmU2mHTc3N6ZNm0aPHj3Izs4mNDRUjdSxhtKlSxcQeocPH+bvv/+2\nei7IMRM5ODgUEDA//PADo0aNsmoub29v1XcI//bb1oqrqys7d+6kefPmhIeHm4xguhfYLAyEEB2E\nEGeEEOeFEO8YGRdCiG9yx48JIerlHg8WQvwphDgphPhHCGF9mcgSiBJ1Y5h9+Ouvv1r1ZVbIXxMm\nPj5ec/1+e3t75syZw/Hjxzlw4ACffvppoWL6Dxw4wAsvvKAKl4dJGISEhODt7a3a1AvjYNXS08AS\nil3+1KlTXLhwgenTp6vd+LQwePBg1cdgyJEjR1i+fLlN7UoVlAeaorWaqo6qhYYNG6rvtaWKwMYw\nFrk1evRo3njjDZvWM3DgQNLT0wsEWuzYsUN1BGulXr16hIWFkZGRwdq1axk9erRaDNEalBpk91MY\n2ORAFkLYAzOBdkAkcFAIsVpKadhzsSNQNfdfY+C73P8zgdFSynAhhCdwWAixOd+1DxyminrZUmwq\nv2ZgTTQR5GQhK1iTJWqMa9eu8fPPP6tp/tY6w0syK1as4ObNm9y+fRtHR8dCCTpjwqBnz560bNmS\nESNGaJqjXLlyuLm5cfHiRTW+35ra/GlpaSQkJBTQcBYuXMisWbNM5iBoQcl7OXfuHH369OHLL79U\na/xbi729PR9++CGJiYk2fT6NCYO4uDibs9pNOeatiSZU6NGjBz169EBKycSJE7l27RpTpkyxek3K\na3kQNINGwHkpZYSUMh34FcjfCuw5QPHo7AO8hBDlpZTXpJThAFLKROAUYHvqZwlBEQaGqubQoUNN\nVrO0NJeLiwtpaWmkpaWRkZFRLDX/lbVATnKQu7u72faGDxqrV6/ms88+44MPPuD8+fOFqhKpvE+x\nsbFMnDiRhg0bsmbNGrPd7/IjhKB69eokJyervaytqeY5YcIEAgICCviYoqOjCQgIKNTr8/Pzw9HR\nUTV7FbbS7PDhwxk/frxN1zZq1IhevXrleZ2WSoWb48aNG7z00kt56nBBjjAwVotIC5s2bWLfvn28\n++67Nr3vbm5u+Pv7l3zNgJyHt+GnPJKcXb+lcwIB1QMphKgI1AX2G7uJEOIV4BXAqgSw4sDHx4cy\nZcqwcuVKtcjbokWLrApPVfD29lZVS8XsVNzCoGvXrjzxxBPFsoZ7Rfny5bl27RouLi6F/nxVrlyZ\nl19+GV9fX+bNm6ea1awtdnj48GGEEPTr14+QkBCrdqaenp5kZmaybNkyTpw4wYQJE4B/hUFheOKJ\nJ0hLS1MTzmwJ4SwqevbsSc+ePfMci4uLsylYA3Ic/T/99BONGjWiefPm6nFbNINdu3bRuXNnMjIy\nCA4O5sUXX7RpTQCtW7e2yedoK8WWZyCE8ACWAyOllEYNrVLK74HvARo0aKA9pKYYcHR0ZOLEidy8\neWQ0pBEAACAASURBVFNtPZiYmFjoL42dnR2DBg2yKtuzKFF2W0FBQWb7QD+IBAQEkJmZyYQJE3j8\n8cfp06ePzXP5+voyZ84cIiIi8jjvrX0IK7vIixcvmm2haAzlwTVkyBASExN55ZVXCAwMJCoqqtBZ\n38q6lGip4hQGCjI3wTMjI4OkpCSbNQNTlUuzs7OtFgaurq6qCatHjx6FqshrqZ1oUWOrzh8FGHpb\ngnKPaTpHCOFIjiD4RUppvvrTA8TQoUP54IMP8tROsXW3Mnr0aL766ivKlCnDjz/+qGZ/3m+8vLxw\ncHBgx44daiXUhwXlQf3xxx9brPujhezs7AKJQtYKg23bttG+fXtWr15tssWlKZSEs7CwMLKzs/n5\n55+RUhaJZgA5pp2vv/4aKLyZqDCsWbMGZ2dnjh8/rh5btmwZYWFhNs2nVC5VAgkU9u3bZ7E4XX4M\nBZLW8t4lBVuFwUGgqhCikhDCCegN5K8zsBp4ITeqqAkQL6W8JnK2GD8Ap6SU1lXOegBITExk9erV\nahairTuorVu3sm3bNpKTkwsVBVJYPD09SU9PJzo6mtGjRxfbOu4Fhg/IwkQSKfTq1avAA8naSqjJ\nycls3ryZiIgIqz87L7/8Mu+//z7ffvstlSpVUk06O3fu5LXXXrNqLmOsWbOGlJQUNm3aZHOmdlHg\n6upKenq6uuFydHQkLCysQL0iazCVhWytvV/Z/E2bNq3QBRnnzJnD448/rloa7jU2CQMpZSYwHNhI\njgN4qZTyHyHEUCHE0NzT1gERwHlgDjAs93hzYADwlBDiaO6/B0uEmmH79u0899xzbNmyBU9PT5s1\nAyVeefz48ZQvX96qxLOiREm6scV+WtKpV6+e6uAtCmGgtDoUQjBkyBAmTZpkdYSLcr6pwmfmKFeu\nHB9//DHOzs6ULVuWW7duIYSgQYMGRvszW4vyHrVr165YNYP8kVsxMTFs2rSpUMmVvr6+pKam5jk2\naNAgli1bZtU8igAvzFoUUlJSOHPmjFWlwguDzT4DKeU6ch74hsdmGfwsgdeNXLcLuM/NPe8frVq1\nwt7enujo6ELFnHt5eXH+/HnOnDlDcHDw/e+HasD48ePZv3+/zWp4ScWw/lRRCAMlNtze3p7vv//e\npjkUYWBY38YWKlSowN27d4mIiGD79u107dpVU40kc/j6+rJt2zZ+++03wsLCii2yLL8w2LFjB2Fh\nYRw4cMDmUGrFcT99+nTatGnD448/zrx58wgJCbGqJpe9vT3Ozs5kZGTYtA5DFOdxTExMkXw+LaEX\nqitiSpUqRZMmTfj9998ZP368zbtpb29v4uLiuHv3bqErhRYWpbjWw6YZAPzvf/8DikYYKLvvyZMn\n2zyHm5sbQ4cOtbp9Y35+++03IKeF6uDBg2nRokWRCIOUlBT69OlTJA87W1GEgZLpe+TIEezt7Y0W\n+9OKEIKYmBjeeOMNvLy8VI3Rls98ampqkWjyhsLgfvDwBI2XIN566y1OnTqFp6enyX6olqhatSoO\nDg5cvHiRatWqFfEKrUNxij2MwmDXrl00b96crl27FnouRTMo7EP3u+++o3PnzoVeD/xbJrooHMhK\nMlvp0qWLVVP18vJiwIABfPDBB7Rv354jR47w+OOP2xTGrbBw4UJ10zV9+nQ1Qc/WPIOieH+UDYqt\nzxBr0YXBPSAsLIz169fTt29fmx3II0eOVGv/V69evSiXZzWK32PIkCHFuo57QVBQEKmpqUWSWR0S\nEsLo0aOL1bmqsG7dOjp27Mg///xDmTJlbH6oGTJt2jT69+9f7GGlbm5uvPbaa9y6dYstW7bwxx9/\n5CmxbQsnTpxQQ4Lbtm1bImpx+fv706xZs/uW9a+bie4RHTp0oEOHDjZf7+rqSqlSpXj77bdp0KBB\nEa7MepRGJnXq1CnWddwLLl26xOnTp60u+WEMZ2dnm0oP3Atu3rzJhg0bqF69uurYLixCCOLj44vV\neazw66+/5unfUNieCIpJxs7OjoULF+Lo6Iirq2uxCoOgoKACWdH3El0zKMFUrFiRyZMnqy0DiwsP\nDw+uXbtmVWmFBwUlKag4zR73AsWkc+bMmSITBuHh4axZs8ZoCOb95quvvuLEiRP069ePd955p9CN\nlxTT3qBBg/jiiy8IDw8nOTnZqj7oDzq6MNCxiJJfsGHDhmJeSdGzYcMGli1b9tD5QxRh8PXXXzNp\n0qQimVMJlxw5cmSRzFcYhBBUqFCBhQsX8vnnn9vc2lVBEQbDhw+nadOmHDp0qCiWWWieeuopxo4d\ne1/upQsDHYuUBPvpvaJ8+fIPXcgs/CsMPDw8ikyzVOYs6XXCbKFMmTL4+PiQnJxMnTp1OHnyJD17\n9lQd8MXFzZs385Q3uZfowkDHItu2bQMK1m7RKbkoDY2mTJlSZA80Jbpl69atRTJfSaJRo0b069eP\n0NBQtSbUsmXLSEtLK9Z1+fr66qGlOiUHxTzwsNnVH2bc3d1ZsWIFp06dKrJWpYqT1VJT9wcRV1dX\nvv76a7y8vPIEShRFFFZh8PHx0UNLdUoOo0ePZvLkyQ9laOnDjNJ7oKgcyE5OTixdupQ///yzSOYr\nqTz22GNqj+fiNo36+PjcN81ADy3VsYizszNvv/12cS9Dx0qUTmRFWcogfx+BhxE7Ozvs7e0RQhQq\nka0oeOKJJ4pMs7OErhno6Dzk6OY967l8+TJSymLv7Dds2DDWrFlzX+6lCwMdnYeUU6dOcfjw4eJe\nxgPJF198wb59+4p7GfcV3Uyko/OQYk3/ZJ28+Pn54efnV9zLuK/omoGOjo6Oji4MdHR0dHRAFFcH\nLWsRQtwCLtt4uS9wf4J1Sw76a340eNRe86P2eqHwrzlESlnW0kkPjDAoDEKIQ1LK4i39eZ/RX/Oj\nwaP2mh+11wv37zXrZiIdHR0dHV0Y6Ojo6Og8OsLAtu7kDzb6a340eNRe86P2euE+veZHwmegoyOE\n2A4slFLOLe616OiURB4VzUDnEUAIcUkIkSKESBJC3BBCzBNClJgmDEKI54QQR4UQCUKI20KIbUKI\nSrljtYQQG3OPF9ihCSGGCyEOCSHShBDz7vvidR56dGGg87DRRUrpAdQDGgD/K+b1ACCEeAxYAIwG\nSgOVgJlAVu4pGcBSYLCJKaKBT4Ef7+1KdR5VdGGg81AipYwC1gO1DA6HCCF2CyEShRCbhBBqOU8h\nxG9CiOtCiHghxE4hRE2DsU5CiJO510UJId42GHsmd7d/RwixRwhR28SSngAuSim3yhwSpZTLpZRX\nctd7Rkr5A/CPidezQkq5Erg/9Yx1Hjl0YaDzUCKECAY6AUcMDvcFBgHlACfAsC73eqBq7lg48IvB\n2A/Aq1JKT3KEy7bce9QlZ6f+KuADzAZWCyGcjSwpHHhcCDFNCPHfkmS+0tEBXRjoPHysFELcAXYB\nO4DPDMZ+klKelVKmkGOSeUIZkFL+mLtbTwM+AuoIIUrnDmcAoUKIUlLKOClleO7xV4DZUsr9Usos\nKeV8IA1okn9RUsoIoDUQmHvv2yXNp6HzaKMLA52Hja5SSi8pZYiUcljug1/husHPyYAHgBDCXgjx\nf0KIC0KIBOBS7jmKGSmMHC3jshBihxCiae7xEGB0ronoTq4QCgYCjC1MSrlPStkrtzRAC6Al8F7h\nX7KOTuHRhYGOTo756DmgLTnO3f9v7/pCNbuu+m/lJtMyQ6jJjZa83LnJSzR5ic1gDdS8FKyJ0FiI\nYpmUKtKxlyL0zRnHh74MaNSXMlC0SSV4x4AWqyJoaATBF7U3Gk2sHZuEzDQhTRrbWCpFi9k+fOcz\nZ76e/X+tvdc53/rBx/3u9+ecvfZee/3Wv3O+/eF1AgDn3Jeccw9ilUL6U6w8ewD4GoALA/msH8ed\nc0/ETuic+xKAP8G1NQ2DoRuMDAwG4Eas0jv/AeA4RqklIjpGRKeJ6F3Oue8B+DaAt4a3Pwvg40T0\nXlrhBBH9NBHduHkCInofEX2MiH5o+P+HAXwQwN8N/xMRvROrWgaI6J3j2gMRXT+8vwNgZ3jffo/E\nwAYjA4Nh1fJ5BcArAL6MwUCP8BEALw0ppI8DOA0AzrkjAB8DcBHAtwA8D+AXPOd4Eyvj/ywRfQfA\nXwH4AoBHhvdPAvgu3u4m+i6Ay6Pv//rw2lkADw/PVbTNGpYBuwLZYDAYDBYZGAwGg8HIwGAwGAww\nMjAYDAYDjAwMBoPBAGA2rWm33HKL29/f7z0Mg8FgmBWefvrpN1J+A3k2ZLC/v4+jo6Pew+DBpUvA\n+fPA1avA3h5w4QJw+nTvURkMhgWCiK6kfM7SRK1x6RJw5gxw5Qrg3OrvmTOr10Pf2d8Hrrtu9Tf0\nWcM0bA7jsDnabjjnZvG45557XDYOD507edI5otXfw8P8Y3Dj5EnnVjRw7ePkyenPHx46d/z4939+\nd7etPBrnMhVTc3j8+LxkkEZsjlLXf856UgulsgM4cgk2truRT31kk4FWA0A0TQZE05/3kQe3PCFF\n1jqXqcgl4G1EaI5S13/uelIDxbIbGWg1ALnj8pEHpzwxRS6JZjR5SLkEvI0IzVHq+mvdc1Pg1lHF\nshsZhIxoT+OU60GEIgMugxZT5BxjWushSRCJ4o3qnGtPnlPnC81R6vpLkS73/Eh48ZyyM8trZNAq\nvVKCnMX21Qw4DVpMkXOMaY3hlQq1JY7LtWFbpxd85zs48I+jZ2QgMT8S4+Q6poC8RgYtjGgrHB6u\nCsZSpBZT5BwFrfGQJD14Tm8rd8OGzt06aonVBqbG2apmkBuxlKJGR2vnKAYBeY0MnFsthI8MWueL\nOYyRVDohRZFTz12jzBpz+7UGKja3rWUuPZ90N5FvniT2b6mOcnVchSCgD0YGa/TOF0t79VzQkPbo\nvVab4DBQMZk0RQYpkHJIfOPa2eGfn1IdbbFWFhkIkkHPlq85pKokNje3d9iLNDkMVMzT01IzSDmf\nZHNAqOFDqo7kS/fkjrHUa586l9UMBMnAuWsnfXd39WjRudGiE6gG2ozvekw5xXXJLhwOA5Xi6aXI\nwV3zKDmWZHNASS2DGzVj5DyXdRMJksEarY1fi2sEaqApLZO7AVqsJYeB4hinFtKWbA6QkjFHr1qO\nseHeMzKYgpb8rAYP3Dk9BduSTdZiLbk2f62np4W0pZsDauaJI+UiNcap7zTce0YGU2ht/Hw1g9b3\nFfJhzkYmdS1rDXGrFEUIcybtNSR1zTeuqcaN0Dklxsg1tgoYGUyhlfHrVaPIxZzTD6m5eA3y1UIL\naTunszkgVptL1SsJ5803tt3dZrppZDCFFsZhbgaIs6W09Dglxi5lnjUZ0RrMTad84I6y1sfLIYIU\nveJsBQ85Oo2iTiMDH6QXYCkGKAccLYcl34+tpZb0ig+aOqdq0Xp8Pi+ew/vm3MMK7IGRQQxSyqvd\nAEmAQ+El1kPBRvRCS3GaAz0il1hEUNOmyX3Tuc5RnZFBCD3ylxoMkBS0EqCCjegFF4FqkK+Hzofa\ntmtJkVueFEISJPWmZADgcwBeB/Dc6LWbAXwRwFeHvzeN3jsH4HkAlwF8IOUcrGQQ8ipqF0LLBm0J\nzQSowXOeAgeB5s67by5yX5eQJXe8ErepGJ93LleFJ6A1GdwH4D0bZPAIgLPD87MAfnN4fieAfwbw\nDgC3AXgBwE7sHKxkELsYrHYhtBqgMTjHuI0EWAsOAs0xwr418t26OnRL6xxZuLuPpsYloXMt97Cw\nM9U8TQRgf4MMLgO4dXh+K4DLw/NzAM6NPvckgHtjx28WGWjyaqUgYbznQICawLEGOUbE91mfh53j\neecSTc11CaHxzlXnhNOsGsjgzdFzWv8P4CKAh0fvPQbgIc8xzwA4AnC0t7fHMjHOubROhN75bklo\nTuukoHMOlg21Y8whlFg0nPoI9ehvylKjZ7nj7bVfOfRsCyKDNzfe/5bLJIPxQ6ybaBsjA60F3xSk\nGMBtSlulGiPJyMCHmqvEc8ebMq7QXJUYdc6OsKXUDNw0GehNE42xTYZjjTlHBiljr5WvtqDKhRZ1\nHY6agQ8p69BqXKF9XmoDOPfRUrqJ3DQZ/NZGAfmR4fldGwXkF5sXkDcx9kTWnofW1EINxnJuem1z\nIMDDw+nNt+lt1kQ+EvnvUllb1XWkyC9FhpLic8m4QucpNeozibBbdxM9AeBVAN8D8DKAXwKwC+Cv\nh9bSpwDcPPr8+aGL6DKA+1POIUoGzi0/QpiSb63MNcTXyluO1Xm4IoPS9MTmPBwc1M3LnKO3MWL6\n0cqghs5TOoaZrFHzyED6IU4GM1nYSaQYZAn5WhJoqL7DWTMoKVymNCTkzstMvM5qSOllTjG7dAzS\n+s/kaBkZ5ELT5stRglSFlJCvZhOt5Uu9q2vISHN2E5VEBimtyrkGbs7OSQ64DWpJmq9mDFKRMeO8\nGBnkQsvmy1WCWEfU+nsS8pUQTMyLLrmwiRMlxiQ1msgh3pgezKF1NhWcspTUILjHwAFGfTcyyIWW\nmkGuEqQYot1dmQJo7lgPD/0eduz7Ldcnt3CZExnkRn2+cWjQVY3QFOFPIXX9GeUwMiiBBu8gVwlS\nDdH6uJzdUjlGKSWvHpOVu9VSsm1zKuLhImQtUaxGSM1Nrr5MfT5nv1hk0JkMasBhXEKec8jbTjWy\nEl5kqtyppNXCqEm1bfp+ynD9S1lcG1y799sTUmubc0zf53N+6vLggK3928igFhJF3Nj5Sm/AFTI0\nvQzuJlLz6lOdQdzRmqRnHRovlxG3yCAMbp3Jne/cvTh1RfZUG/jBQdHwjQxqkGrcY0aYo3sk5wZc\nHKkYKfjkW3cU+Yp6ErnxXp41lxFPmZcag8hR11gScvUltz15c/2Zyd7IoAYpi5FieFOveA0RSq6B\nCqUreniRY/lyw14pD7iXZ81JbrHOmJpWyZo60BIL2VyRQerPcDI7K0YGNYgtRk1XzBgphBI6Rkqr\nXIkRjiHVG/SFu2u5YmOQ8uB7GrEWnnRNlJlj+FqSas8IhKtmsC4ix+SwyEARGYQ2U+jHNXKNSyy3\nWKpwU5+V7JyR6ojoldufO0Jpiti1CjkE3CrdJkXekumw2jQdo7xGBjUo6dDZNFYpCxfatLFjSHtl\nPmXOOW+tsdiWNAQ3Yk7Gej1rO15CusBJthK6rl23GOfPyKAWqamgGmUqUXLuGsPU8acMQuxq26nz\ncmzilh68lmihdhwxZ2Z93Kn3UvPavvOkXk+RI6OmW6nMEEYGHMjpCij52T2OXKS0t7R57JxN1Nr7\nUhSaF4NrHCFnZj1HPgNbmz6J6UiujBKGW7IepcGhGMHIgAOp/cI194zJ+XxNjYFDXt8dOmME1mJz\n1BpRLZ4i5zhCcyIpb8zQ5p5bgqi3KPVkZMCBVE98TARSynB4mD6OUsQiod3dtzeR9I8A5ZJI6ub2\nHVfDVb2hNc6ps4zl8/2ugqSuxtai9AaHnE5FrfwlEVEnGBlwIZZDHyM3hZITisfSNxwIRQY33ODc\nsWPpm6d1yibFwJR6yi2iG4411hK1xcbReq59xyw9l0++WiIXgnoyAPBTwy+dPb/+eczQo/u9iVIU\nJ9Xj4cqZcnpzvnGtI4KcLpMeKZuU78SMUG4xtEXHTM7ctfJMU+QOfaam8Fwy1lYRQO59xRpBNRkA\n2Bl+9vJ2AMeG30S+M/Sd7mSQgtTNmLtpQ+kbbi+VI41Sa5RK0wixTR+ax/VtMTZvjcHRdVMjc84a\nt0h1cRa4W6RZao6ZGwFMvR+bmwZRp3YyuBfAk6P/zwE4F/rOLMggdaPkbloNucicMdQapVJ5Yxsr\npSEgh0A414RjjVvoSc/Cc+tjlkQAtelfgYKzdjJ4CMCjo/8/AuDixOfOADgCcLS3t8c6QWKIhcch\ng9SymyIXOWOoNRhS8qY0BGyOM4VAUoxMzEhwyNxCTzguJPTNA4fecEYbsSu5a+e5kZO3CDIYP2YR\nGYQQM0QKwskoUsfAZdi45B0fa5wKSjHoPlkkaigphFGTq+eARNqFo8NJog4hXehu1MGmnQyWmSYK\nIRYRtO74SEVNx0Vv8lqPo7bXfkqWlpFSTI6Wc11jsFPmoVQWCcMtHWlZZOAA4HoALwK4bVRAviv0\nnWIy0GKUpIqikuh9/lSUph4kOk2mwOEBtipkp6B0T0l6wnO8othqBv9PCA8A+Pehq+h87PNFZKDJ\nmJV4Aa0Kxz6F11C4jiG2xjEj0cJZ4JjHVoVsSUjq0xx0dQrb3k1U8igiA00KUkJMvVsFNVyVG0Ns\njTXoAIdTwlXI7glJ50yT46cMRgbO6TNmuV5A71ZBDYY0hhTPX4ORqPUAOQrZGiCddtGQElYGIwPn\n5mHMQujdKph7/h6bUbIoqQ21hezcY3OMz7BCTice8xwaGTi3DK+wd6tgy3bSEmhZ41JoMMIcczj3\ndZBE6twIzaGRwRo+b6qFB3N4mH6Tu17gUkCu9sk5t7HmQosB5Vg7qSh8rms7RurcCM2hkcEUWhrn\nqY2uNVXFseE4rkzVYBhbokcac2qtc26w6NMTifrcUnQidW6EapxGBptobZxj3R8auj04va5awzb3\n+k4JWjc41BShY4ZZ4qKvpUQbFhkoI4PWxjnWF97byHF7XbXH09b5FQKXMWlNgL7zhS5cW8sa02Pf\n+qfeDqImYslBj2jDagbKyKC1cQ5tIA2hroQhqjGSuePplUvm3LCtDVOscyylUylkmKeOkdrt1apt\ntpfeWzeRIjKIRQa7u/w9z1Mbifs8pdDmiecYxlZGtNS4xY6R8z4ncsce2zMpRjRFz0oillJw6/0M\n6hpGBptI8XK4F1FzJ4TGHH3qfLUYu2+Tp3jIsWP00oPc8cSi6RRZUtYqN2KpAbfuaNxHGzAymMJY\nsZT+RF0zaDNUOWgR1fg2eY7ecBkKToOYc6xYrSBlHCl61tKg1uh9q7oGM4wMYpjBIopDS+SSO44W\nxiPkFacaEw4d60naXOdOSZVJyOg7b4nec9c1Gu49I4MYZhDezQY1il1iCFoYSI5WSQ4d662nrYwW\n93m4dYSzrtGY4I0MYphzmkQTauextCA7TtlIGCkO/eA4hkWwZSgh0RAhcdY1GhO8kUEKtKRJWkJb\nQS7H2OUa11pZOeaq9hi9IgPteyPmFOSSaEy3ONehMcEbGeRCu/JzQCIaqlXsnE2W89neuXbOvnOt\nF0n1QqgzcD1OrjbanZ3V8UrTmVNrvMTIAMDPAvhXAG8BOLXx3jkAzwO4DOADo9fvAfDs8N6nAVDK\nuUTJQLvyc0FCCWuPmTP3OcTT06OOydM6wslF7zpFCIeH/o6u8Tg522g3r8ZOWYfQ+ZdYMwDwIwDu\nAPA3YzIAcOfwu8bvGH7n+AUAO8N7/wDgxwEQgL8EcH/KuUTJQLPyc0LT5f3jjbW7u3pwFmR75dpT\nxqhd30pSLK2KzLFrhcbjzInQYsfMXZvYGi+1m2iCDM4BODf6/0kA9wK4FcBXRq9/GMDvppxDlAxC\nXsGcooOYgkkZoVzFriGQ1O/1MrgphpSLqKQMitZ0XIrRzlnjVHIpWRtFhf/eZHARwMOj/x8D8BCA\nUwCeGr3+EwD+IuUcXSIDScXmhkR6Qgo1hlpzrt25dpGBpHxaSTd2RXTuHKSSS4k8iqI/NjIA8BSA\n5yYeD44+I0IGAM4AOAJwtLe3JzdbMQ9BS/geQqryaSiUt/KaesjaipRLW3JTL8BKnbuWHnDMeOeu\ncQq5lJKsFsfLMZJB0kHmniZybrVIPmWYQ0+3orA0CkVekwg4u4l84GjJTb29dAgt15LbwPrGvrvL\n40RocLxcfzK4a6OA/GKggPxAyjnEycA5HUaqVIEkClZSyiyd4lCwAcXB0ZLLcX+uWNcM91pwHrNW\nD2eia626iT4E4GUA/w3gNQBPjt47P3QRXR53DA2poueG9y5CQ2vpGr1700t+knPcDTHlLe7ulnmA\nqemOnFa78WcPDsq/q61OkDtOjmPlyJqaDimNJqfG2nstUlG6ZnORzzUig5aPJmTgXFnLI8c5S2oW\nOa12uR5gSqSRuhlqNk7rYqYG45B6rNR8v+9mapJ37k1Zi9Bcc3vd3MfTkEVIhJFBLTS1zPk8tZxu\niFwPMJaT5khTpGycnO/W1k1q1pzTONR2W23KcMMNzh079v1ycdQMfIitRSy9xDkuib3MWaMTTjcZ\nGdSiZXdOLIyfMgKhgnfqoyYyyNkMNddxtLzqOPT9mBfuk6/EONQYmtyiqJQhiq1F6H1ur1vCi+c6\nZgOn08igFiEDtg67pz5TspAhY+JLD6ReLDM2JDnjjCkpR2SQMo6c89SmV2K3JNj8f8qz5jA4NYZG\nS1dZbC1C4+SWQdOV95tokG4yMqhFTQqGwztYk05ObhyYTgkAzp04kV//iOV0a2oGqfOVu+lqCq+5\nXTexe+RI1wymoCmXHVqLOUUGqbUZzqwAI3kbGdSixPuuWcgcxYqlXUo7k3LHkttNVDpfnKmMWCpo\nygiXOgSS3USh782hy2UuNQPp+bTIYAZk4Fx5Xl7aC0tRoFIlk1T+3DFJ5LNTCpub58yNGCTXP2VO\nhAuSbOeYQzdRyT7KdZKsZjADMnAuP13U4qKVFAUqDT85PZVN+XK6V6Q2Senm5riCt9aQa/H6tYzD\nNzZOEsndRyVzY91EMyGDnHSRL8efetyx0qTkvkPvlxp1rhxmyICmKL5U+FxqyGrzxinn5Sza54wt\nF5rqEmNIkFSurArnxsiAE+NNtb4QDaj7Dd6S3HXOOUqPwaXMtceRLKy1SKNsgiO1x3E/ohapthjm\nRFK586ilm2sEI4Me4CgCr7/LodQlm642YkmRLwUtPKyWpJAyH1ou9Iuh5tiaSSo05lQ9scjAyCBb\nyUNK09u7CKVEWt0aQjovPXX89bxLEANHZBDrwBmv2dRxuHSoZm20khQXFNZTjAxaoySfm9vv3jsn\nmzMurlRXTldGjpcfawzg3sAcNQOfnCFik9Kh0qhKOv2nwRDX1peYYWTQGiVKzuGBt0RJZ0ULF3Wd\nFQAABBZJREFU5S+Zr9gtQCTIt7abyAcfseVedd4C0o5OJ4MbRcc9bWTQGtxKrlGplxCxxL7D7a22\nQIjYtOmQVkdHGh33jpFBa2yDkmuVsTQqk7ivUA9oJWkfNDo60uhYBzQy6IFtUHKNMpYaw3F9RmNK\nJRVaSdrwNiwy2DIyMPRB62K1Rsx9/EvHDGoGtPqsfpw6dcodHR31HoZBKy5dAs6fB65eBfb2gAsX\ngNOne4/KYHgbnXSUiJ52zp2Kfs7IwGAwGJaLxZEBEX0DwJXCr98C4A3G4cwBJvN2YNtk3jZ5gXqZ\nTzrnfjD2odmQQQ2I6CiFGZcEk3k7sG0yb5u8QDuZr5M+gcFgMBj0w8jAYDAYDFtDBr/XewAdYDJv\nB7ZN5m2TF2gk81bUDAwGg8EQxrZEBgaDwWAIwMjAYDAYDMsjAyJ6iYieJaJniOhoeO1mIvoiEX11\n+HtT73FywiPzp4joleG1Z4jogd7j5AQR/QARfZ6IvkJE/0ZE927BOk/JvNh1JqI7RnI9Q0TfJqJP\nLnmdAzKLr/PiagZE9BKAU865N0avPQLgm8653yCiswBucs79aq8xcsMj86cAfMc599u9xiUJInoc\nwN865x4lomMAjgP4NSx7nadk/iQWvM5rENEOgFcAvBfAJ7DgdV5jQ+ZfhPA6Ly4y8OBBAI8Pzx8H\n8DMdx2KoBBG9C8B9AB4DAOfc/zjn3sSC1zkg87bg/QBecM5dwYLXeQNjmcWxRDJwAJ4ioqeJ6Mzw\n2rudc68Oz78O4N19hiaGKZkB4FeI6F+I6HNLCqUB3AbgGwB+n4j+iYgeJaITWPY6+2QGlrvOY/w8\ngCeG50te5zHGMgPC67xEMnifc+5uAPcD+AQR3Td+c7il67JyY9MyfwbA7QDuBvAqgN/pOD5uXA/g\nPQA+45z7UQD/BeDs+AMLXGefzEteZwDAkBL7IIA/3nxvgesMYFJm8XVeHBk4514Z/r4O4AsAfgzA\na0R0KwAMf1/vN0J+TMnsnHvNOfe/zrm3AHwWq3lYCl4G8LJz7u+H/z+PlaFc8jpPyrzwdV7jfgD/\n6Jx7bfh/yeu8xjUyt1jnRZEBEZ0gohvXzwH8JIDnAPw5gI8OH/sogD/rM0J++GReb5YBH8JqHhYB\n59zXAXyNiO4YXno/gC9jwevsk3nJ6zzCh3FtumSx6zzCNTK3WOdFdRMR0e1YecbAKqz+Q+fcBSLa\nBfBHAPawug32zznnvtlpmKwIyPwHWIWUDsBLAH55lGedPYjobgCPAjgG4EWsui2uw0LXGfDK/Gks\ne51PALgK4Hbn3H8Ory12PwNemcX386LIwGAwGAxlWFSayGAwGAxlMDIwGAwGg5GBwWAwGIwMDAaD\nwQAjA4PBYDDAyMBgMBgMMDIwGAwGA4D/A8zFjPyzqpqUAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa7fe518>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s1p\\port2\\Line_1612_micro_m_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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aNAmAQiiZmpryQoAxMTG8EKWyMGAFApVXOZRIJFi0aBF27NgBqVQKQ0NDLgws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\nIzsqBCsDIfpO/DCQlLXLMkRFwJuYFFn3U1U4VbSAZNIGZQVk0rV0d0n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      "text/plain": [
       "<matplotlib.figure.Figure at 0xd9bfa58>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 52 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w2p\\Line_1612_micro_m_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w1p\\port1\\Line_1612_micro_m_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w1p\\port2\\Line_1612_micro_m_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 203 seconds\n",
      " Measurements finished at 2018-03-13 19:05:49.563000\n",
      " Total time of measurements was 0:03:23.877000 \n",
      "Begining Measurements at 2018-03-13 19:05:49.567000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s2p\\Line_1612_micro_m_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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89W6JE0WOXT0r5QmoTpqb0uqOt1FWSyoSGo1Gw+bNm9d2XUWpKg2qqN+jo6Ol62rGjFrV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\nSBIzUIZhGEaSmIEyDMMwkuT/ARaXkvC1mK8TAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xda73d68>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s1p\\port1\\Line_1612_micro_m_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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go48+IioqivDwcCIiIkhNTSU0NJQrV67YFDe+Z88eddPUlF82MzOT06dPU65c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\n+D+gXd1S6hfZIgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd9c44a8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s1p\\port2\\Line_1612_micro_m_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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wCA4OJiAggNzcXPr27YudnZ0SBqGhoSqnAOD3339XY1vTDNzc3HjooYcKfRdr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\nMAzDgMWAYRiGAYsBwzAMA+C/AAC+ZNBz6aiYAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa8b9f28>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w2p\\Line_1612_micro_m_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w1p\\port1\\Line_1612_micro_m_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w1p\\port2\\Line_1612_micro_m_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 19:09:14.023000\n",
      " Total time of measurements was 0:03:24.456000 \n",
      "Begining Measurements at 2018-03-13 19:09:14.029000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s2p\\Line_1612_micro_m_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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VaL4YIMyVts6VdkY4B+epd7WTN9xgZsvM7A5JV+Bupn4SeK+ZbffPnAZcDDwF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\nSlEURUkSNVCKoihKkqiBUhRFUZLk/wG656QCN+wCfgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa57fb70>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s1p\\port1\\Line_1612_micro_m_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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YmEq5HsYmKioKjDFcvnzZ2KK8MbyRyiA5ORmFhYXGFkNnAgMD0aNHD72UAZeN+/7776Os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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd1cd668>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\s1p\\port2\\Line_1612_micro_m_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Yvn07VapUIT09XflHNM3A19cXV1dXMjIyaNu2LfC3ZnD06FGjJjXbt2+nTZs2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\n3QAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xc711fd0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w2p\\Line_1612_micro_m_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w1p\\port1\\Line_1612_micro_m_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRS1612micro\\w1p\\port2\\Line_1612_micro_m_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 19:12:38.241000\n",
      " Total time of measurements was 0:03:24.212000 \n"
     ]
    }
   ],
   "source": [
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"LineRS1612micro\"\n",
    "specific_description=\"Line_1612_micro_m\"\n",
    "for i in range(3):\n",
    "    zva.set_IFBW(10)\n",
    "    zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "    start=datetime.datetime.utcnow()\n",
    "    print(\"Begining Measurements at {0}\".format(start))\n",
    "    print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "    # Measure s2p and store along with s1ps\n",
    "    print(\"Measuring s2p ...\")\n",
    "    s2p=zva.measure_sparameters()\n",
    "    s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "    name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "    s2p.path=os.path.join(s2p_directory,name)\n",
    "    s2p.save()\n",
    "\n",
    "    print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    s2p.show();\n",
    "\n",
    "    port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "    name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "    port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "    port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "    port1_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "    port1_s1p.show();\n",
    "\n",
    "    port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "    name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "    port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "    port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "    port2_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "    port2_s1p.show();\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    # Measure w2p and w1ps as seperate trigger events \n",
    "    w2p=zva.measure_w2p()\n",
    "    w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "    name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "    w2p.path=os.path.join(w2p_directory,name)\n",
    "    w2p.save()\n",
    "    w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w2p.options[\"Power\"]=zva.get_power()\n",
    "    w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port1=zva.measure_w1p(port=1)\n",
    "    w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "    name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "    w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "    w1p_port1.save()\n",
    "    w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port2=zva.measure_w1p(port=2)\n",
    "    w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "    name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "    w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "    w1p_port2.save()\n",
    "    w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    stop=datetime.datetime.utcnow()\n",
    "    diff=stop-start\n",
    "    print(\" Measurements finished at {0}\".format(stop))\n",
    "    print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 19:20:26.227000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRSPlusKeysight3224micro\\s2p\\Line_3224_micro_m_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
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Zu3Ztapys+2XCzYwnn3ySXXbJ39Jww4YNPP3007lxOoUtW9JOnJ8KM2PlypVt53Xuuecy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\nDMPoJGagDMMwjE7yNye0l8vG7tU0AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd9a24a8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRSPlusKeysight3224micro\\s1p\\port1\\Line_3224_micro_m_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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qxdq1a4mPj8/Uf5MWaulSJQzefPNNvvzySwICAnSuTVaJj4/X9yi92lWZUaxY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\nwGAwGAwwysBgMBgMMMrAYDAYDAD+P/s3IrNVJD5MAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa83eac8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\LineRSPlusKeysight3224micro\\s1p\\port2\\Line_3224_micro_m_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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UFMSNGzeUK8vUxbN69Wpq1KhBbGzsQ+sMChcurBInpPYvr2FnZ8fatWspXLgw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\nISEhAUkGEhISEhKQZCAhISEhAeD/AbJom/XGViipAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd240fd0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\LineRSPlusKeysight3224micro\\w2p\\Line_3224_micro_m_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRSPlusKeysight3224micro\\w1p\\port1\\Line_3224_micro_m_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\LineRSPlusKeysight3224micro\\w1p\\port2\\Line_3224_micro_m_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 19:23:50.579000\n",
      " Total time of measurements was 0:03:24.352000 \n"
     ]
    }
   ],
   "source": [
    "# The screws dont fit just pushed together tightly\n",
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"LineRSPlusKeysight3224micro\"\n",
    "specific_description=\"Line_3224_micro_m\"\n",
    "for i in range(1):\n",
    "    zva.set_IFBW(10)\n",
    "    zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "    start=datetime.datetime.utcnow()\n",
    "    print(\"Begining Measurements at {0}\".format(start))\n",
    "    print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "    # Measure s2p and store along with s1ps\n",
    "    print(\"Measuring s2p ...\")\n",
    "    s2p=zva.measure_sparameters()\n",
    "    s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "    name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "    s2p.path=os.path.join(s2p_directory,name)\n",
    "    s2p.save()\n",
    "\n",
    "    print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    s2p.show();\n",
    "\n",
    "    port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "    name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "    port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "    port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "    port1_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "    port1_s1p.show();\n",
    "\n",
    "    port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "    name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "    port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "    port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "    port2_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "    port2_s1p.show();\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    # Measure w2p and w1ps as seperate trigger events \n",
    "    w2p=zva.measure_w2p()\n",
    "    w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "    name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "    w2p.path=os.path.join(w2p_directory,name)\n",
    "    w2p.save()\n",
    "    w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w2p.options[\"Power\"]=zva.get_power()\n",
    "    w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port1=zva.measure_w1p(port=1)\n",
    "    w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "    name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "    w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "    w1p_port1.save()\n",
    "    w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port2=zva.measure_w1p(port=2)\n",
    "    w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "    name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "    w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "    w1p_port2.save()\n",
    "    w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    stop=datetime.datetime.utcnow()\n",
    "    diff=stop-start\n",
    "    print(\" Measurements finished at {0}\".format(stop))\n",
    "    print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 19:41:28.953000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s2p\\Line_4909_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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AMrO1/u9DwDeAl/W2RF1hDbDGzH7qf38d19EGmSOBW8zsd70uyGwg9KOBZcb2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\npI02CASKuARYjZsrvgsvNGKcCKzy5r8VOAcmfP9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KIfLUyrnAfoKHQiF4SMzNx5caxZfU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\nGTMAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xccd8a20>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s1p\\port1\\Line_4909_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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JyaSkpPDTTz9ZfU7Pnz+vzpgef/xxRo4cWaA9ODiY8PBw2rRpUyCJoS38+uuv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\n2rRRF9Z8fHx48cUXbf5OjHF2duahhx6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IUXp1CwshhOgvhDgshEgVQlwXQmwTQoTmtzUW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\nBgOA/wdYoPd0ZKeLxgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd6bcf60>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s1p\\port2\\Line_4909_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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atWuHt2/f8rgTX19fFb22NmFgZGQEFxcXtXpuTdy+fRvm5ub4448/ULlyZX5t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\nQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa4a7d30>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w2p\\Line_4909_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w1p\\port1\\Line_4909_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 155 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w1p\\port2\\Line_4909_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 205 seconds\n",
      " Measurements finished at 2018-03-13 19:44:54.272000\n",
      " Total time of measurements was 0:03:25.319000 \n",
      "Begining Measurements at 2018-03-13 19:44:54.278000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s2p\\Line_4909_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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jIWQ216OhEFBmts7/fQD4JvDy/qaoK6wF1prZz/zvb+Aq2jBzGHCTmf2+3wmZ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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa454da0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s1p\\port1\\Line_4909_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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hhx9y6tQptRGTm5sbAwcONBnYcSuwVzPoAERLKc9JKXOAb4Ghxc4ZCnxdmAS3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\n3KRsoMH0bgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd67d5f8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s1p\\port2\\Line_4909_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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bt0dcXJzKJED2PdSvX19lLSNZARIVFYVGjRrh1q1bKq/N9jU0NETv3r1hY2OD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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa6faac8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 52 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w2p\\Line_4909_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 102 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w1p\\port1\\Line_4909_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w1p\\port2\\Line_4909_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 203 seconds\n",
      " Measurements finished at 2018-03-13 19:48:17.714000\n",
      " Total time of measurements was 0:03:23.436000 \n",
      "Begining Measurements at 2018-03-13 19:48:17.722000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s2p\\Line_4909_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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9TsssIdSjAWQm16OBEFBmtt7/PgB8C3hxb1PUEdYB68zs5/74m7iKNsgcBdxs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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd66d128>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s1p\\port1\\Line_4909_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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NA7GxseoDoIUNGzYUuKGVoBotKTKOHDmSRwvZsGEDp06dwtfXl2vXrpmN/qxU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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcc979e8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\s1p\\port2\\Line_4909_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Xr1+jXbt2KkENgP7x9CKRSO+ghJs3b8LCwgL5+fno0qUL79C0aVZXrlzB6NGj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\nbB6QXmFnnMEAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd66d5f8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w2p\\Line_4909_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w1p\\port1\\Line_4909_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line4909\\w1p\\port2\\Line_4909_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 19:51:41.981000\n",
      " Total time of measurements was 0:03:24.259000 \n"
     ]
    }
   ],
   "source": [
    "# The screws dont fit just pushed together tightly\n",
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Line4909\"\n",
    "specific_description=\"Line_4909\"\n",
    "for i in range(3):\n",
    "    zva.set_IFBW(10)\n",
    "    zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "    start=datetime.datetime.utcnow()\n",
    "    print(\"Begining Measurements at {0}\".format(start))\n",
    "    print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "    # Measure s2p and store along with s1ps\n",
    "    print(\"Measuring s2p ...\")\n",
    "    s2p=zva.measure_sparameters()\n",
    "    s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "    name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "    s2p.path=os.path.join(s2p_directory,name)\n",
    "    s2p.save()\n",
    "\n",
    "    print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    s2p.show();\n",
    "\n",
    "    port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "    name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "    port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "    port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "    port1_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "    port1_s1p.show();\n",
    "\n",
    "    port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "    name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "    port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "    port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "    port2_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "    port2_s1p.show();\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    # Measure w2p and w1ps as seperate trigger events \n",
    "    w2p=zva.measure_w2p()\n",
    "    w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "    name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "    w2p.path=os.path.join(w2p_directory,name)\n",
    "    w2p.save()\n",
    "    w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w2p.options[\"Power\"]=zva.get_power()\n",
    "    w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port1=zva.measure_w1p(port=1)\n",
    "    w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "    name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "    w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "    w1p_port1.save()\n",
    "    w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port2=zva.measure_w1p(port=2)\n",
    "    w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "    name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "    w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "    w1p_port2.save()\n",
    "    w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    stop=datetime.datetime.utcnow()\n",
    "    diff=stop-start\n",
    "    print(\" Measurements finished at {0}\".format(stop))\n",
    "    print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 20:01:50.250000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s2p\\Line_5079_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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jp3iHnOcdWeYa4+ny6laVMo76hqrbNnFPq1RQHS3UzVFQqWaLvJAnWGVGOe2S1RFLKm3C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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa65be48>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s1p\\port1\\Line_5079_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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tb3/Dx8eHefPm0apVK4vXx8bGMnv2bHUPOz4+nitXrhAWFoaXl5cmGQCysrIY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\nh8PhgJOBw+FwOOBk4HA4HA4APwOdeWBwG6NlEAAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd48f5c0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s1p\\port2\\Line_5079_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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nmTFjhspRKm10MbhDTJ8+neXL/67IkZqaqqZ3mhisXr2aoKAgUlJSqFmzJj//\n/DNgeHjLly9PQEAANjY25Ofnq8gCDWdnZ7KystTMwMXFxUwMtGijosriWmLRokVms4zSZPbs2fz4\n44+leg3NTp+RkUGPHj1UGYCCYnDhwgX27dunhFwLu9RITExk4cKFFkfG7u7upKSkMH/+fJYtW6Ze\n6suXL6vQ4aeeeooePXqYrd6l2fXnzZvHvHnzzM597NgxwsLCVAdftWpVZU4sWNK4Vq1adOzYEVdX\nVwoWdDQWA01MAgICyMnJMQldLsiOHTvIzMxU/i8teicmJgZPT08V0VaQmzdvqg6+qDwNzVynlXcw\nRgihFn/x8/Njy5YtapunpyePPPII1apV4+LFi0XODIxn0nPnzrXYjm3btrFlyxa1PK2WeAgG4Tl/\n/jzVqlUDDIJSrlw53njjDRYtWoSUkqSkJBXYcePGDZYtW0ZMTAy5ubl8+eWXHDhwQOUJFGZuMw46\nqVKlipoZNGjQgCFDhtyxCqzFcefK+93nTJo0iVatWvHcc8+pzzSHkRZjXKVKFa5evaoWJzcejVy9\nepXs7GwlIL///rvJ+UeOHMnAgQNJTk5myJAhrF271qxj69SpE5MnT1bF8KxFK1qmzUby8/PJz8+/\no9UfjZk8eTJ16tShd+/eZGVlsXbtWmrXrk3VqlXv2DW0TgJg4cKFamRe8J5pdmktcsf4ODAkpPXq\n1Yuff/7Z4lKYQgiVcazRqlUrNXp3dXVly5YtVK9e3aTD0ka8gYGBFkfaZ8+epXr16rzxxhtkZ2dz\n/vx5WrVqRVxcnNl36NevnypkWLAD9vX1pWnTpri7u+Pr64uzszPXr18nICCg0NDSixcv0qRJEwYM\nGGBSzgL+7sQtzWbAIGLaMUWJwe7du7Gzsyt00Zh+/fqxevVqtm3bxrRp05SZ548//iA5OZmgoCBi\nYmLIz8/H19dXjd617/zwww/j4OCgZgaFmeOCgoIICgoCDFVUQ0JC6Nq1q0keQY0aNZgxYwaBgYHE\nxsayYsUKpkyZQoUKFUwK4p07d47OnTsTEBBA586dmTVrFlOmTFFiUNgI3zicvHLlyjz22GNUr16d\nS5cukZaWppLTSht9ZlAEx48fp0GDBuzYsaPYfbX1B8DQkY8bN46wsDDi4uLUakmjRo3i6NGjaoSm\nZb5qqfhFmXdq1KihKjLOmDEDV1dXi7XpR4wYUWh54h07dqiRkkZBc1RsbCwODg53rOqjJXJyclQI\nreZDsWSQzp53AAAgAElEQVQ7vl2klKqT1zpOGxsbtm/fblbiOS4uTpkDADPTyQMPPICNjY3FjNP5\n8+fTt29fMxOQp6cntWrV4saNGwQHB/PYY4+ZLLyinXfo0KGEhYVZ7JTXr1/PtGnTOHjwILNmGRYJ\nfOedd4iLi1PCZQ3PPfcckZGR+Pr64uPjQ2ZmJpmZmbi7uxcqBtpzeeDAAfbs2UOdOnXMxMBSiC78\nHXnl7e1dpBhs3bqVunXrWlyZDQzVXyMjI2natKmJiWfu3LlMnjxZicGLL75IfHy8SWRd3bp12b9/\nP02aNOHll1/GxcXFJPPamPHjx/Pdd9/xySefKIHWOu0ffviBVq1aERgYyJAhQ9R7W6GCoRiz5uCH\nv9crBsM7pM0WNAcyUOTgSktqq1KlCo0aNeKll15iwoQJFpMMSwtdDIrg2LFj7N+/nz59+hS5X35+\nvipBDYYXcMyYMdja2uLn50ejRo1o3bo1S5cupU6dOuzbtw8XFxfs7OwYNmwYixYtIikpSR1/7Ngx\nM1vqsWPHWLBgAenp6eTk5LBkyRLVSWh07NhRCU9Bbt68SZMmTQgPDycmJoa5c+cipUQIQZcuXZSJ\nydvbm7y8vFKNSLpy5YqK7tBmQiVxUBZHUlKSSSSLq6sry5cvJzw8XEWPaCQkJODr60tgYCBjxowx\ncxY7OTnh5+dnMbLlr7/+Yv369djYmL5Gbdq0YfPmzURHR6tRZ0HTzqOPPsq0adMoX768xU45ICCA\nSpUqqdmEEIKGDRta/L4DBw4kPDyc5ORknn/+ef7880+1zdjZ/OCDD2JjY0Pbtm2RUhZq+9cij9zd\n3alVqxZPPvkkp06dIj8/X/kDCosU6t69O+fPn6dp06ZmsyyN7OxsUlJSzPJkLOHj42Ny77TfSxOD\n4lY0CwsLo2vXrhbvcV5eHmPGjOGbb75h9OjRnDlzhqCgIGWaO336NJs3byY/P5/Dhw+rgZRmUjQe\nIGRmZiox8PT05OLFi4BBDNq2bYsQwiRLuiCar6py5cokJiayc+dOkpKSysx5DPepGLRo0YJvv/22\n2P20BcTt7OxUiJ4ltCXtLBX9WrFiBfPmzePrr79Wn8XHx+Pr64u3tzdTp06lWrVqJslmtWrVMksu\n+v333+nduzc9e/akbt26hIWFmXVsiYmJbNmyhZCQELO6Rdrs5vr167z66qsMGjSIo0ePEhUVxY0b\nN9TLsmrVKuBvx+GdxriCq5RSmbSM/S3/FG0EnJWVRbt27cjIyMDW1paIiAj++usvk33Lly9PeHg4\nQgjGjRtnsYxBYbVyzp49azEJTFtEp3bt2up3LSgGKSkpZGdnWxyhnz9/no8++ogrV64oMahRowa2\ntrZ06tTJrAhbQkICqampSCn57bffTAYSjRs35n//+x8A7du355NPPmHz5s1UrFix0JDFli1bMnHi\nRHr37s2UKVN49tln1e+kOUFzcnIKzYCvXLkyY8eONRusaDg6OnLw4EHGjBljcbsxhYnB8OHDOXTo\nEP369WPChAlm96NRo0YsXryYefPmERMTY1EMtPZr5sn169cTExOjTEtZWVk4OzuTkpLCQw89xHff\nfQf8XVNIuxfOzs5kZGSo81WoUEGJpZubm+ofCptNAQwYMICdO3fi5eXF+vXrCQ8P58SJE7oYlCa5\nubls3brVqpGoJgbJyck0a9aMmjVrWhyJaA5bS+F658+f54cffjAZabu4uPD4448TEhJCVlaWVeu1\natPp2NhY3NzcWL16tYpb3rp1K6mpqSQnJ+Pj40N0dLTZqEzr5L/99lvVIe/Zs4dJkyaxbt061cEc\nPnwYKPli8NZi7NxOT09X17nT17O1tcXR0dHEgTpmzBgTUQb4+OOPzZzGBSmsVs65c+cslk3w8/Oj\nX79+VK5cGVtbW7y8vMzEYNCgQdSpU4dx48YpoY6LiyM4OJjp06fz/vvvk5iYqGzh//d//4ejoyO/\n/vqrSdgpGDpmR0dHs2iiq1evsnfvXhNfRUpKCjY2Nvz1119Ffu+RI0dSt25d3njjDdLT01Vto7fe\neosXXngBMA9U2LNnD126dOHixYs0atSIJk2aMGTIED788EOz9kLRZhONwsQgJCSEBx54gJUrV6pR\nuIadnR179+7l6NGj9O3bF39/f4t5Btqzof2G2jugvTtZWVk4OTmpTjwvL4/27dvTvHlz7OzsuHz5\nMl5eXmRkZODn56fuu3FhOTc3NxwcHGjUqJHZqmbGeHl5qdwJ7XoxMTGF+jpKg/tODLQfrLDoAmO0\nmcD169dVzfWCYX1//PEH7du35+DBgxYdjFpYYrNmzdRnzs7OzJs3j5CQEJydna0qV6CJQVxcHG5u\nbixcuJBx48aRkpLCY489xiuvvEJCQoKKfIiNjSUuLo6NGzeSk5ND5cqVeeWVV+jXr5+Ki9bqoTzy\nyCMq2kYzhxiPpC5cuGBVtqo12Nvbq+lyYmKisunfSTFYtmwZAwYMoF69enTs2BEw3D8XF5fbus7M\nmTNVJI9GVlYWMTExhVYk/eabb1TgQMEODUzNHdr92L59O1evXlX1h0JDQ6lYsSJVq1bl5Zdfxt7e\nHldXV7NzaYEH2khfe8Y1m3bbtm0Bw/M8fvx48vPzi4xQGTBgAL169VI1dxISEpg+fTpJSUmMHTuW\nKVOmsGXLFpPZLBhmd8uWLcPT05MrV64wb948Zs6cyQcffGDSYYeEhFg1MwcYMmSIsr/n5+eTmJiI\nn58fsbGxTJgwgdjYWJUUpqG9K9r726FDBzp06GB2bu1ZCAkJwc7OTkWAaQUhNTFwcHDA3t6e8uXL\ns3z5cho3bsy6det47LHHTHIMmjZtyqpVq3jiiSeoUqUK+/bto2HDhjg4OLB7926r7f+aGCQkJBRa\no6k0uO/EQHsALNVvKUiVKlUICgoycRAWHHH/9ttvHDx4kHfeecfizEBz9hlHEmhqrzmArVH/gmLg\n6upKRkYG69evR0rJokWLiI6OVmaL2NhYOnXqxJNPPkl0dDSDBg1i/PjxHD58mEmTJnH8+HF69OjB\nkSNHcHBwUMvsaWLQpk0bwPACPvvss6pT/ad4enqqzi4hIUH9HtOmTbO4/6BBg1QZDmuJjIzk559/\nxtbWVom3s7Ozms4b07hx42IzbOvUqaN8KhpxcXGEhIQU+rIKIVSHO2XKFF577TWT7ZoYHDhwgE8+\n+YSsrCyTZ8vb2xtPT0969+7N2bNnVeKTj4+PWcy8JgZCCBwdHcnKyuKFF15g4MCBBAUFqdW0jHMo\n5s6dW+jSlzt27GDhwoX07dsXMITKDhs2jAsXLhAVFYWPjw/Nmzc3MTPl5+ezaNEiWrRogbe3N5GR\nkfTt21c9N+PHjwcMo+u4uDjlpC6OqlWrqvBTIQRnzpzhtddeIykpiXfffRfAzBZvb2+Pra2tusbN\nmzdZtWqV2UBA+7+Li4vy7WhLz4JhRqi9T1rsv0bLli1ZtmwZX3zxBd27d+f06dMEBgbSpk0bRo4c\nyblz56hfv36Jlk7V0MSgZ8+evPLKK8Xsfee4b8XAGn755RcWL15M165dGTt2LOvWrTNbJF2b6o4d\nO9biOTw9PZk8eTJ//fUXy5cvp1y5cri5uTFhwgTefPNNwDzRyRKaGCQnJ+Pm5qbyDIydhZUqVaJt\n27bY29tz/fp1lSh0+fJlsrOzmTlzJg899BDe3t7UqFGD1157jfj4eFxdXRkwYACJiYlcvXqVVq1a\nqTVfV61axfHjx/nzzz8ZMsR0raKcnJxiSw4UJC0tTUVNaeU5AJo0aWJx/8OHD5tF4hSHVt/e1dUV\nFxcXunfvjp+fHy4uLiZikJ+fz549e4pNojp06BCzZ882MedVqFCBK1euWLWWcPv27WncuLHJZ5oY\n7Nq1i9GjR5OYmEi1atVUR1DYjMPb29tMDFq1aqVMDMHBwTg6OhIeHk6bNm346aeflCgZj2JPnjxp\nFr4MBj9OwcxhTYhOnTpFhQoV+Prrr1mwYIHJgGrNmjWcP3+el19+Gfh71bHXX3+dnj17qmgx7f5b\n20lGRUXx3XffER8fjxCCKlWqUK5cOdV5g7kYCCFwcXFRYrB//37atWtnZhquUqUKly9fpkOHDmzd\nupWnn34aR0dH5SieNGkSGzduVN9HCy89f/48J06c4Mcff8TV1ZWff/6Z6OhoTp8+za+//qpyOKZM\nmXJbKxJqz0Dbtm1VxnhZcN+JgTX2+ejoaN5++22klDRr1oxffvmFDz/80OI0LykpiRo1ahAeHl7o\n+UaMGEGDBg1o3749165do3r16moqb2tra5XttGXLlmzevJnRo0fz7LPPqtDSyMhIFas9ZswYevbs\nSefOnU1GrN9//z1OTk5qnd5x48YxZ84c5syZw6BBg+jduzdgMA15enpSvXp1NWvZvHmzqplS0Pm6\nYsUKnJyclJ/BGlauXEn37t3ZuXMnTz75JA0bNqRnz56FdviBgYElXoQlNjaWgIAAXFxcqFOnDosW\nLSIkJMRMDJKTk1WcelGsXr2aV1999baXGj1z5gybNm0y+SwxMRFfX181m0xNTeXxxx8nNTWVGjVq\nFCoGlSpVMnP8jh07VhWwO3fuHB9++CEjRoxgxYoVJtFlzs7OODo68tZbb+Hh4UF6erpZaYvExETS\n09NNTC9ax6v5TeLj4+ndu7dJRu3MmTMJDAxUyWian2Lfvn106dKFwYMNq96WZDYMhii6/v37c/r0\naS5dusRnn33GlStXTIq+FTQTgSFLWMv/0LanpqZy7Ngxpk6dyo0bN7Czs6NChQq4ublRqVIl0tPT\niYuLMzHpanz00Ud07dqV69ev4+DgQGRkJMOHD1ehyOnp6SxfvpxOnTpx+PBh6tevzxtvvGESMGEt\nQUFBjB07lry8vBIPtv4J950YaKPnwsL0ABYsWMDEiROVnTM6OpojR47Qr18/vvrqK5N9W7duXWzo\nqcaXX36pIii0lacKvoyFERAQQIsWLRg/fjy9evXC1dUVKSWnT5+mWbNmCCFUZ//TTz+pERr8HfWg\nldr9+OOPOXHiBEePHmX27NkmHdKaNWuoWLEibm5uZGRkcPHiRSpVqkSjRo04deqUSYd47tw5pJQm\nGaLFoXXsISEhCCGoV68e1apVo3///hb9Er///ruZw7Q4tJlBwc5/4sSJKtMU/q4PpP0WhaGJhbET\necaMGXTu3NmqwcXUqVPp3Lmz+r+UkmHDhtGqVSuTtQUSExORUrJ//34zH4XG8uXLTRKitHV2jcnL\ny+PSpUtm4iWEwMfHh4SEBHXdgvH32qxAez+WLFmiOnbt+2viYOxADgsLY/To0cocqmVCv/3223To\n0IH33nsPKPnMQIvtT0xM5OjRo7zzzjtcvXoVIQRVq1alW7duqvSHMRs2bGD79u389ddfytSTmprK\nxo0bGT58ONHR0Zw/f55x48Zx5coVNm7cyKOPPkr37t3VPRk2bJiKxOratauavbq4uKh1MTTfR3p6\nuhrgGX+32zETubu74+bmxosvvmgxl6i0uO/EAAxT7aJG47Gxsbi4uFC5cmVyc3MJCQmhbt26rF27\n1mx0PHDgQFWCujj+97//MX78eLKyslQH06VLF6uOTUhIYMGCBRw7doy8vDz69+/PyZMn2bRpE4MH\nD0ZKybhx41S5YWM/x/Hjx7GzszMJm/T396d27doIIVTHoJlLtIzIhIQELl68SGhoKA8//DD5+fkm\nNWq0jqNgIltRaDb8jz/+mD/++IP4+Hhliy3onDfu5EriwM7JyaFcuXI8+eSTnD59WqX3V69e3SSb\nU+vcipsZWBKD7du3c/DgQatKBWh2/iNHjvDLL7+QkpLC+PHjadeunYkY1KpVi5dffhlnZ+diBUpj\n//79uLm5qXWNhw0bxsiRIwkNDVWhkAVJSEhQYdAFI4JycnJo2rSp6vgCAwNVh2acNQ2mNYq+/PJL\nhg4dqv4fEBDA0KFD2b17Nzk5OcTGxpKXl4ednR1t2rSxOJq3hPYsJiUlKce5JhCBgYEW8z80ypUr\nR8uWLdU5UlNTVQmOHTt2cPLkScaOHcvVq1eJjIzk888/p0KFCqSlpSGlZM+ePWogkpKSoiLyXF1d\nlcBo5jBNDGxsbNT9AesipiyxcOFCk+9fFtx3YrBnzx4uXrxoFmJoTHx8vHoZjX/M2rVrm9lTtfju\nkmBnZ6c6mOHDh1t1zKVLl+jduzcPPvggkydPxt/fn+rVq6vUdc3p5ezszLhx45SPoUmTJtSrV4/g\n4GCTujXGnY3WIe3fv5/mzZurHIP4+Hg+/vhj3nrrLbWou3GYoCYCJUlQS0pKwt7engULFrBx40Ym\nTpzI559/DpjH4hv7d0qyJu7JkyeZPXs2Q4YM4d133yU9PR0nJyd2796twnEbNmzIokWLaNq0abFr\nzFoSA00krcHHxwcpJX379qVbt25qEZ28vDx172NjY7l+/XqRiUlgmBk8+eST6t6cO3eOjIwMNXrf\nunWrEgZLce1Hjx5l/vz5BAcHExQUZCYGjRs3JjIykhdeeIGGDRuyYcMGwsLCOHToEM2bNwf+NgFp\nx6akpJjNcIUQTJs2jfr16/P9999Trlw59f1WrVpltgZ4UfcODM+Gdj0timnhwoWFrrXQt29fatas\nyR9//GEiuNq7mpOTYxJ2rJ1z06ZN5OfnqzwVLVx327ZtKjrLwcGB4OBgZs6cycqVK3FxcSEvL0/l\nJRSMsrod7sb65vedGMTGxrJ9+/Yil4yMi4szK/gFBhNTQTGoWLGiSjIqjrp16wIGMahYsSJNmjSx\nugiVcdq+m5sbZ8+e5dVXX2Xq1KmkpqaqhVk8PT1xcHAgJyeHa9eusXbtWry8vAgJCSE0NJSXXnoJ\nwOT71ahRg+3bt1OxYkUiIyPVwxwfH89TTz3Fk08+SaVKlZg7dy4TJ05k165d/N///Z/yFVgjBmfP\nnkUIwcqVK/H29sbX15fExESTDr/gebTpevv27S0m9BWFdl8zMzOxs7PDzs6OiIgIBg8eTGxsLPv2\n7SM0NJTIyEj1uxSGJpzGgnTp0qUSiQEYxLZVq1bk5OTQpUsXNm/ezIMPPsi5c+dUSHBhvgKNpKQk\nNm7cqJyhxnWvwJAxrbXTkhj4+Pjg7u5OmzZtuHr1qoo0KkjFihUJDg5m6dKlODk5UbduXR5++GE+\n+OADqlSpgqurq+qc3333XcqXL1/ooOifLLPp6emJEMJEDLRnoVKlSoXOoC5cuMDJkycZM2YMFStW\nZMmSJTRt2lTNmJOTk03EQGv77t27AVQJaU0MjJMLtWfr1VdfpUGDBqSnpzNw4EC1/50qLGft83Wn\nuO/EQBOBAQMGFLpPfHy8SWe5b98+jh49SqVKlYiLi1MPUX5+PsnJyVaPBDZt2qQyObUS11pMc3EU\nFIMTJ04we/Zshg8fTkpKiuoc3N3dKV++PGAYsV25cgVvb2969eqFl5eXEg3jl8jV1ZXw8HD1vbTO\n8fTp06xZs0aZbwYMGEDTpk1JS0tj8eLFqgOyRgw0v0JiYiKjRo1Stmtju3bBmYEmBp06dSq0ho0x\nTZs25emnn6Zr164cOHCADz/8kE8++UQd6+LiQlZWlvoNHn74YatmdVWqVGH37t0q3DY5OZmrV69a\n/bJqM4sNGzawcOFCYmNj+fLLL2natCmOjo5UqVJFhZUWd05tFqNFypw7d87ElFOcGBTHwoULqVWr\nFomJiRw/flxFjM2YMYPU1FTef/99ypcvz5o1axg2bBhgqGH0wAMPFNoJau1IS0tj7dq1VKhQwawq\nb2HY2tqybds2XnnlFZKTk1Xcf3Fov7mvry9ubm688MILhISEqOftxo0b6m9nZ2f1286cOZOJEyfi\n5ORkIgaVKlXC1ta2yKzpIUOGsHjxYsDgwNaS826HixcvqryHsuK+q1qqdXhHjhxRtXk0jh07hq+v\nLxs3bjSZOWjROkeOHCE0NJQbN27g7OxMcnIyUkqr7Xre3t4m+2ZkZBS6FF5BCoqBsWMqMDBQlXNw\ncnJSYtCjRw/Kly/Pnj17WLZsGWCYEaxevdrEgZ6Xl8ePP/6ozvHII4+osNPXXnuNbdu2mYR+hoeH\nY29vT3h4OFWrVrVqwW7N5r9jxw4qVKjAn3/+SUJCAh4eHpQrV46FCxearRugvazr1q2jSZMmFhez\nN8Z45bchQ4YoE59WPlqLYNH20xYbKS4Jy8nJSSXlgaEjadGihUrmKo4GDRoQERHBQw89ZGYezM3N\n5fPPP1e27OJmBgXF4OzZsybVXp2dnVUES3Fi0L17dxo3bkxERAR16tRh5syZXLt2jRMnTmBnZ6fK\nWuTn5zN06FDeeecdgoKCCAwMpGnTpoDh2Tl48KCqmmoJY2d1UlISUVFRZiW9i0KL1Hv33XdNAiOK\nQvuttVnZunXrCAkJYcaMGURERJjNDEJCQswGBhUqVDCpOFqxYkU1EzNGqw3Vr18/5ZfTZhi3i7U+\nlTvJfSsG8HftEY0HH3xQxe9bepE6depE165dVWEyLTLmdp08WtEvayhKDGxtbZk3bx7dunWjevXq\naiq8d+9eevfuTUxMDHl5edja2tK+fXueeOIJnn76aXW8jY0N/fr1Q0pJuXLlKFeuHNOnT1e1ZQqO\nVl1cXKhduzYRERGcOXPGqmmx5ujLyckhKSkJHx8fVXtHc/YW5MEHHyQpKQlvb2/q1atn9SwKDI49\n7R5pi6dr9zAyMhI/Pz81gram/VqRwJSUFF555RW1eI41BAYG4uXlxaRJk3jvvffMfrtRo0bRsmVL\n3nzzTZP4eUto9aiio6MBQzSb8YAiICCA0NBQ+vfvX6yw7N27l9OnT7N//36V+2HcQYIh6UtLaJs1\naxaffvop8fHx7N+/n5ycHGrVqkV6enqRlVS1d8l4DeGSlFlYuXIlOTk5dOzY0WpzoXZ+TXw7dOjA\n4MGDmTx5Mt988w2VK1fm0Ucf5fnnnzd5f7Ozs7ly5QqBgYFmUXIXLlzgwoULZlWBly9fjo2NDdWr\nVyc7O7vQFc3ueaSU/4p/DRo0kP+Ew4cPyx49esj58+dLQAIyPj5ebc/Pz5eAbNmypRwxYoTcvn17\noedaunSp9PT0lF26dJGA/O23326rTVo7rCEvL09+++23slu3bvLMmTPyyJEjhR6fnJystvXp00cC\nctasWUVe08PDQwKyQ4cOUkrD/fDx8ZGAzMvLM9v/0UcflYA8dOiQVe1/9dVX1bWfeeYZmZGRIfPy\n8mRERIT89ttv5ZIlS+Tu3bvNjsvPz5dOTk5yxIgRxV7jzTffVNdISEiQX3/9tQRkVFSUlFLKb775\nRgLS3t5evvDCCyW6/6GhoRKQjo6OMiYmxqpjNG7evCkfeughCcjc3Fyz7R4eHvL111+3+nw1atSQ\nkyZNKlEbLPH444+re+Dj4yOllHLUqFHS1tZWSinltWvXZEpKipRSShcXF7Vvenq6bN26tWzcuLGM\njIyUgFy9enWh14mJiZGjRo2Sx44dk9OnT5eAjI2Ntbqdbdq0kY0aNZLz5s2TCxcutOqYDz74QALy\nnXfekVJKGRAQIAcNGiSnT58u161bV+hxO3bskIBctWqV2baTJ0/KvXv3mn1epUoV2bNnT9muXTvZ\nsGFDK79V2QHslVb0sXe9k7f23z8Vg9atW0tAZmZmyrlz50pAXr58WUop5Y0bN2RiYqIE5BtvvCEB\nOWfOHIvniY2NlX5+fhKQYWFhcvjw4fLkyZO31aZly5bJffv23dax58+fL7IzGzJkiPT29paff/65\nBOSaNWuklIWLQXBwsHzppZfU/3ft2lXk+a9cuSLff/99uWLFCtm6dWt548aNItubn58vFy1aJAFZ\nu3Zts+3e3t5yyJAhJp/t3btXvvzyy9Le3l726tWryPNrvPPOO9LOzk7m5eXJH3/8UQLy9OnTUkrD\nb7dnzx4ZHx8vo6Ki5J9//il/+uknq86r3YupU6datb8xN2/eLPJeBgcHyxYtWsiMjIwSnXfdunUW\nj0lKSpJXrlyxKOLG9O7dW7UrMDBQSinl8OHDpZubm9m+vr6+at+8vDz5wgsvyJo1a8ozZ87IUaNG\nyYsXL1rV5s8++0wJirX06tVLhoaGyvDwcNmqVSurjsnPz5d79+6VFy5ckFJKWbVqVdm9e3fp5eUl\nO3ToII8fPy5XrVolP/30U5PjtEHW4sWLZfPmzeW8efOKvVadOnVkx44d5RNPPCGbNWtm9fcqK6wV\ng/vCgZyZmcnOnTvp168fTk5OeHh44OXlRXZ2NhEREXh5eamwMa2So6VoIu3z/fv306NHDzIzM/ny\nyy/N6tZYy/PPP1/oSk+W+PHHH1UtopCQEJYuXVqobTIuLg4/Pz+GDx/O5s2beeqppwBU1EpBCpZS\nfuSRR1i8eLFJkpYxISEhfPDBByQkJLBu3Tri4uKKbLsQgscffxwwDEAiIyNVGe3Y2Fjc3d3NEqBO\nnjzJ119/jZubW6G18TW0FdOioqIIDQ3FxsZG+Ri01ef8/f1p2LAhvr6+BAcH065dO7p161bkeTXe\nf/99XnrpJZNYemspLtbcxcWFLVu2mFX3LIqLFy/Stm1b3n//fZPP58yZg7e3NxUqVCg2Y9o4pDY+\nPh4pJZUqVbK4eLxmdnFycsLGxgZPT0+Sk5MJCwtjwoQJRdq4pZTEx8eTkpJCxYoVeeqpp6wKCNDw\n9/cnLi6OGzduWG0mEkLQoEEDZeJ0d3cnOTmZ5ORkfv/9dzp37syff/7JZ599ZnKccZG4rVu3KnNc\nUWjVAIwdzv9GblsMhBBthBCnhBBnhRDvWNguhBDTbm0/LISof+vzCkKIv4QQx4UQx4QQ1sVl/gP+\n/PNP1dGNGjWKOXPmkJSURFhYmBIBrXaK5pgrKumnQoUK1KlTh+joaK5du1biPIPbpU+fPrRu3Zq4\nuDjs7e3p1KmTiWPTmKVLl3LmzBlsbGxMXu6DBw9aLO+Qk5NDRESESa38Ll26FFt7R7PJFowEKsjI\nkQrC2oYAACAASURBVCPZtm0bU6ZMYenSpZw/f565c+eqdV4trdym/b9q1arFisHVq1d5+umnad26\ntXJ8PvLIIzRt2lQ51P8JH3zwAd99991thw3Onz+/0OVItWgtS2sjWGL69OlUrlwZOzs7M3EyXnOj\nOLu88fU6dOhAVlYWw4cPN6l3pbFmzRo6depk4piNj48nLi6u2HIheXl5+Pv7M3XqVLp168aaNWtK\ndB/9/PxIT0/n+vXrVovBhAkTEEKo+knu7u5ERUWpd1VzIBcUJc3/ovmTrOncfX19sbW1vT/FQAhh\nC3wFtAVqAd2FELUK7NYWqHbr3yBAW+kiFxghpawFNAaGWDj2jnHkyBGVUv7dd9/x888/m7yUWgbh\nl19+aeLQLWxmoNGxY0fq169PUFBQqdX+LwxrQgZjYmIsdqAuLi4WQ2G1QnslFTYtWiMhIYFffvlF\nzUCMkVIybdo0du/ezeuvv06NGjWUiOTk5ODs7GxRDLSZwueff66SxQpD27dg+r+lF/5u0Lt370Jn\ngZMmTQKsF4P9+/cDMHToULUEo4bWGbm6upqtwGapTba2trz77rtEREQUeZ9q1qzJgAEDGD16NGCI\nesrJyVHJXUVhZ2eHk5PTbeUZwN/vYmJiotVisHXrVgAVwjp27Fj1jPv4+HDjxg2Lz4b2bmkzXWs6\n9xUrVrBq1ar7UwyAR4CzUsrzUsoc4GegYMHwDsD8W2arnYCXECJIShkjpdwPIKVMBU4AwZQSdnZ2\neHh4qPjfa9eucePGDbp27cr+/ftJT0/H3d0df39/k4e6uHIANWrUoHXr1jg4OJR5Z2PN9fz9/U0W\nCS8OrT5RSUPajLNzu3Xrxrp168zEMTExkZycHJNIGeMSEC4uLkWKQdOmTS12pCtWrFAlkrVjjYXy\n4MGD7N+/v8RVT8sa7X5ZKwb9+/enVatWFmPetc7ImmfEzs6O6OholS8AhpLhlkqkLFu2jLS0NEaM\nGAEYTJx79+4lLy/PpPxCYWglQYYOHarCUq2lY8eOagBnrRho91S7H61atVLRVZUrVyYjI4PU1FSz\n++Tg4MBnn32mwllL0rnPnTtXldX+N3K7oaXBgPGCAFHAo1bsEwyoYiJCiFDgYWCXpYsIIQZhmFUU\nm6ZfGDVr1uTw4cNq2qflDyxZsoTu3buraqC9e/dWi4Y/8cQTasRbFKtXryYnJ+eOZRxaS2lcT6u+\nWNL77OfnZ2aGiY+PNxmxamGlxmJgfH+dnZ2ZMmWKWey5NtI6f/4827dvp3v37iYJR2+99RYnTpwg\nLy9PCYexGGgvclmZ8W4XrQ6NteasZs2aFSpwWuemVewsCiEE5cqV4+zZs9SqVYuZM2dy/vx5izPd\nr776isuXL9OyZUv8/f0JDAwkMDCQxMREq8RA8wllZGSY1aAqDn9/f/z8/IiOjra6cx4zZgz79u1T\ng4j09HROnDjB6tWr2bdvH/v27ePatWtmYiCE4K233uLChQtUr1692LpVYKgKvHXr1kJrQf1buGsO\nZCGEG7AUGC6ltFhQXko5R0rZUErZsDizTVFoDi8NzaGXkZFBx44dcXd3Z8GCBSxatIhq1aqRlJRk\nVYd7N+qHlBa7dhn02JqH3xhtmc1evXqp7GYt6Wnfvn1cvnxZreRW1MygXr16ZqURJkyYQGpqKhs2\nbKBv375mmc716tWjatWq2NraqpmBsZlIs2+XxEl/Nxg7diwTJ04s1qxjDZoJ0Hi0Xxyenp4kJCRw\n7do1MjIyLPoanJ2dOXv2rMki9vPmzWPPnj0my2oWhrY4TGHnL4q0tDRmzZpFQkKCVYM0MMwEUlNT\n1f3Izs6mV69eHD58mOeee47Zs2ezbNkyi2tvX758GTs7O06ePKmCD4ri9OnTLFiwgGXLlpWonPu9\nxu3ODKIBY2NlyK3PrNpHCGGPQQgWSimX3WYbSoS2LGB2djYNGjRg165dZGRkEBsbqx7mcuXKMWPG\nDKvT+MePH28WAVOajB492my91zvFjh07uHjx4j+adSxcuFCNcsFQDK5v374qwa3gzCA7O5tp06bx\n6KOPsmfPHs6fP2+2dKidnZ16oZOSkkzOER8fT3p6OjExMWoBdONEK00YrFmA5m7SunVrWrdufUfO\nNXDgQAYOHFiiYzQHaGxsLJmZmRZNpNoI2ngkrZWltmZm8Morr+Dp6cmcOXNKXNY5OzubIUOG4OPj\nw+7du00yrq1FE5G33nqLIUOGqHLulmjbti21atUqdm1sDX9/f27evEnnzp0ZOXJksSvn3avc7lBk\nD1BNCFFZCOEAdAMKSuxyoM+tqKLGQLKUMkYYeptvgRNSyi9uu+W3wdq1a7lw4QIrV64EDDODhx9+\nWFU+9PPzo2HDhmarmRXG6NGjmTBhQqm1tyDjx4836WzvJOXLly90tbHieP/99+nTpw9RUVGq7IQm\nkg888ADdunUjOzvb5CUWQuDg4MCbb75J8+bNmTdvHq+++qrJeWfMmMHHH3+sMkT37dvHF198oWYa\ncXFxXLt2jalTpxIcHEyXLl1MZoDaCPR2F6X5t3L58uUSVXm1sbHB39+f69evF+pwN67vpKGZFK0p\nyzF48GB69ux5WzMD7fdPTEy0qvRJcWRkZHDgwAGTku/GuLu789dff/HYY49ZNfs3Fs/7zoEspcwF\nXgPWYHAAL5ZSHhNCvCKE0BbtXAmcB84Cc4HBtz5vCvQGnhBCHLz1r90/+RLW0qJFC0JDQ3F1dcXD\nwwMpJbGxsRbXLtaxnqtXr/Ljjz9SoUIF7O3tmTt3rqrhor0cDg4OZmaQ9957j6FDh5KammrRgbxi\nxQr++OMP1RmsX7+eESNGMHnyZODvl/D06dOcPXuW9evXm5RS1q5dVIXa/xo7duygUqVKqvCatWgl\npuvXr2+xkqnWgRsLxQMPPEBQUJBV5ahTU1O5du0ajRs3LnJVQEsYPzclrV5rjLZsa1RUFPXr12fs\n2LEmodQawcHBJCQksGXLFqsGEv8VMbjt2kRSypUYOnzjz2Yb/S2BIRaOiwTK1uN6i/Xr19OtWzcG\nDhxIcnIySUlJ/9/e+QdZUV15/HtmZMAZXIVhMaM4MyqKQiprZIJaZTRGYxRdfyQxtQGtmCKiGLdK\nNKn1V1KkshjXdSspISUQNEFnNlXxB1lrK8TfksTVrIPixqjoiGD8gTJGwB8EjNz943U/eh6vu++9\nfe/t293nU/WK4b1+r+/Pc84959zbmD9/PqZPn45HHnmkfj4Lo0bjRrZXXnmlHhO44oorQER47733\n6m6FkCVLlmB4eBh9fX3o6OjAzp078be//a0e0/nggw/Q0dFRVwbhcxaGhoYA1A4fO+ecc7Bu3ToM\nDAxgwYIFIx6CQ0TeB49NE64IVMfy2WefjVGjRsWeyvnd734XS5cuHWHVT5gwAW+++Sa2bduWalBd\ndtllWL16dWY3ZxZlcPPNN+PHP/7xiGc3N3OpRc/iksnKmjhxIlpbW/Hxxx97kcasSyV2IIdcf/31\neOedd7B+/XoAu3OJzzvvPDz//PPepyD6SuNpops3b64LbAC46667mrZt1PUQ+pGjq4P3338fY8eO\nxUEHHYRHH320/oCd6HNlDz/8cAwNDWHr1q1ob29XOg2zjISWqeoTtr7//e8nHs984IEHYtGiRSOO\nZQ5jBTKum8Yd7rpkUQYtLS3Ya6+90NXVhcmTJ+PGG28c8YzokKgykLH0+/r66juVi7wyqJQyCAfS\n3nvvjUsuuaS+lf/QQw/FEUccofW8UmbkyuCggw7C8PBw/XRNoLbxp9lpnFHXQxi0v+mmm3DSSSdB\nCFFXBmPGjMGJJ55Yt/LffvttDA8P44QTTsD69euxc+dOPPfcc9x/2C2MdJSiEAJTpkzBokWL9vhs\nzZo12LlzJ2bO3O3RnT9/PoaGhmIfkBMl3Gdw8MEHa8XZLrzwQgDZlEHImDFj8NJLL8WegnvyySdj\nxowZ9Wtl2G+//fDggw/izDPPzFy+vKiUMgiXsnvvvTfuv/9+bNy4Edddd510wJhpTjQwfNhhh2Hz\n5s2YPXt2PTi3bdu2phkn0QyVs846C4899hg2bdqEZ555BkSEHTt21AX83XffXX8mQ7i7+ne/+x2O\nPvpoLFu2DK2trVoPcykb4YpAdWVwww03YNSoUXjxxRdHPNs45NFHH8WVV145Yld7+FB6GfbZZx/s\n3LkTGzZswM6dO5XKBtT2OWzcuFHqwTZZmTp1Kq688kocfvjh0sHub37zmxgaGtpjR3iRqNTzDKIr\ng/b2dnR1deEHP/hBzqUqPmPGjMF9992HZ555Blu2bKk//Dyaf560Mmhra0NXVxe6urqwaNEivPvu\nu1i5ciVeffXVekD4iiuuwIwZMzB+/Hj8/ve/r+85+MxnPoMvfOELWLVqFa8MsDudVjVVdfTo0fW2\nbub3Djex/fCHP8TixYuVyxVV1KrZROF3dDee6jBt2jT8+te/lt7Ff/fdd2PlypU466yzUp9J4SuV\nVAaTJk1CR0cH3njjDQwPD6cePcGkc+qpp9bPJdqxYwfGjh2L+fPnY86cObj11lubTpAVK1Zg5cqV\nmDx5Mt566y385je/wbPPPgug9vjBc889t+7uGDduHFpaWrBixQoAwMqVKwHUcuTXrl2LL33pS1Kb\nn8rOpz71Ka2geeOO8EbC/Se6+1AmT55cT8UugtL+3Oc+hy9/+ctYsmRJ+sXYffzF2rVrC6sMKuUm\nmjNnDh5//HFcfvnl6OrqwhNPPLFHbjuTnXvuuQd//etfcfzxx2P58uXYtWsXLrjggj2umzx5Mr7z\nne+gq6sLQ0NDuPDCC+vK4LHHHsP555+Phx56CEBNGdx77731p0+FK4POzk6cdtppWL16tbGNW1Uk\nTRlkzco644wz6pk7OisD1wwPD2Pp0qXS9Q7dchxALgi9vb049thj6xbmG2+8Ib3LkJHjzjvvxKxZ\nszBu3Dicdtpp2LRpEzZt2pR61ELUWhw/fjy2b9+O1atX14PToQC57bbbMHPmTKxZswaHHnooOjs7\n0d3djTvuuKPQRwHkTfR4kOhzDkzS1taGqVOnGgkCu0J2JRQefc3KoCCEgcnly5dj3333Lexyzme2\nbt0KoHY2TktLC7q6unDAAQekbt4JlcHtt9+Ol156CZdccgkeeeSRup843D/wiU98AqtWrcKMGTMw\nNDRUTz3dsWNHYY8B8IFJkyZh1qxZePLJJ3HKKafs8fmxxx4LAJg+fbr2Pbq6uvCjH/2o/kxqn7n0\n0kvTL4oQnp3G+wwKwuOPPw5g96FsjHlmzZqFZcuW7XGUb5rFFAYYP/jgA4wfPx633HLLiCOd58yZ\nAwD1B6+HDyECdh+LUARftK90d3djYGAAfX19TT/v7e3FwoULccwxjYcTy0NEOPXUUzF69Gjt33DF\nT37yEyXX2IIFCwDwyqAwhGlp0U1LjFna29tx0UUX7XGEsqybaN68eU1PkgxdCz09PZg2bRq+973v\n1TcMhcqA+zUbv/3tbzF58mQ8/fTTe3w2ceJEXHPNNakPsqkqn//85/HAAw84zXgyTaWUQZjtcvHF\nF+dckurw8MMP44477ki9buzYsfXMjWbn6YePstxvv/3wwAMPYNq0afUTSsONUKrHbzMjOfHEE/Hy\nyy9X7ggPE+y///445ZRTChEcj6NSqaWTJk3ige6Yk046Seq6lpaWutXZTKifd9552L59O4488kgQ\nUf1xhsDugGeWZ14wuymy35vRp1LKgPGbcGXQTBnsv//+I44PiGZ5tLW14d577+Wd5IZgZVBNWBkw\n3hA+elPV3TNq1KgRT+BissHKoJpUKmbAFAP2/edDuHGKs7KqCa8MGG+YPn06Jk6cyMIoJ5YsWYJ1\n69bxgX8VhZUB4w3NnnbGuCPcy8FUE1YGjDeE5w4xDOMeVgaMN7zwwguVe3g9w/gCKwPGG6ZMmZJ3\nERimsnA2EcMwDMPKgGEYhgGoKMczENFmABs1vz4BwLDB4hQBrnM1qFqdq1ZfIHude4QQqWe1FEYZ\nZIGIBoUQzc/mLSlc52pQtTpXrb6Auzqzm4hhGIZhZcAwDMNURxksy7sAOcB1rgZVq3PV6gs4qnMl\nYgYMQ0SPAugXQizPuywM4yNVWRkwFYCINhDRdiJ6n4jeIqKfE5E3p64R0dlEtJaIthHRMBE9TEQH\nB599kojuC97fw0IjosuIaJCIdhDRz50Xnik9rAyYsvGPQoixAI4G0AfgupzLAwAgoskAbgdwJYB9\nARwM4CcAPg4u+QjALwHEnRb3BoB/BXCb3ZIyVYWVAVNKhBCvA1gF4JORt3uI6DEieo+I7ieiCeEH\nRHQnEW0ioq1E9Fsimhb5bCYRPRd873Ui+nbkszMDa38LEf0PEX0qpkhHAXhFCPGQqPGeEOJuIcSr\nQXnXCSFuBfCnmPrcI4T4FYB3tBuFYRJgZcCUEiI6CMBMAE9H3p4F4BsAJgJoA/DtyGerABwWfPYU\ngIHIZ7cCuFgIsQ9qyuXh4B6fRs1SvxhAJ4ClAO4lotFNivQUgCOI6EdEdJJP7iuGAVgZMOXjV0S0\nBcDvAawGcH3ks58JIV4UQmxHzSVzVPiBEOK2wFrfAWABgH8gon2Djz8CMJWI/k4I8a4Q4qng/bkA\nlgoh/iCE+FgIsQLADgDHNhZKCLEewOcAHBjce9i3mAZTbVgZMGXjHCHEfkKIHiHEpYHgD9kU+ftD\nAGMBgIhaiegGInqZiLYB2BBcE7qRvozaKmMjEa0mouOC93sAXBm4iLYESuggAAc0K5gQ4gkhxFeD\nowE+C+AEANdmrzLDZIeVAcPU3EdnAzgFteBub/A+AYAQ4kkhxNmouZB+hZplDwB/BrAwUD7hq10I\n8Yu0GwohngRwD0bGNBgmN1gZMAywD2runXcAtCPiWiKiNiKaTUT7CiE+ArANwK7g458CuISIjqEa\nHUR0BhHt03gDIjqeiC4ioonB/48AcBaAJ4L/ExGNQS2WASIaE409ENFeweetAFqDz/l5JIwxWBkw\nTC3lcyOA1wE8h0BAR7gAwIbAhXQJgNkAIIQYBHARgMUA3gUwBODCmHtsQU34/5GI3gfwGwArAdwY\nfN4DYDt2ZxNtB7Au8v3rgveuAnB+8LcXabNMOeAdyAzDMAyvDBiGYRhWBgzDMAxYGTAMwzBgZcAw\nDMMAKExq2oQJE0Rvb2/exWAYhikUa9asGZZ5BnJhlEFvby8GBwfzLgZTZQYGgGuvBV59FejuBhYu\nBGbPzrtUDJMIEW2Uua6abqKBAaC3F2hpqf07MJD2DcYERW73gQFg7lxg40ZAiNq/c+cWqw4Mk0D1\nlEFVJ7VtQZz2+0Vv92uvBT78cOR7H35Yez8LpvrFZP8WWWkz+gghCvGaPn26MEJPjxA1cTTy1dNj\n5vdt099fKytR7d/+frnvtLePrG97e/p3Ze8l8/tFb3ei5uUn0v9N3X6x9Ts2fkt1rDLGATAoJGRs\n7kJe9mVMGdiY1CG2B7/uRNURxCr3kvl9mXb3WXjYUGamftNk2Uz9lkmlUmYcjHlWBnHYslBdDH7d\nsusoQJV7yfx+2u/5LjxslM+UYWLSwDH1Wyrjx2cjwCaOxjwrgzhsdYALN4juRFUtW39/8+vj7iXz\n+2ntXgQ3kmmhVeaVgexYTRoXZVcSjsY8K4MkbAwym+6nEN3Bo6IAm10rY9nJ/H5Su7toP98oc8xA\ndqzGXdfZme9K0YUicjTmWRm4Ihw0acLTxODKMlFl759UlyQBDwjR2rq7zraER9b6+Yapcsf9jm7C\ngauxGicQVYyRLDSrqyuXZdyYb201Oo5ZGYTYFBJpVnRo4cybV5wMjaTJ2UwR+GCR+h5vMIlK/5tu\nF9WxJ3N9kvFh22qOa5/OTneKKE1+GBjHrAyEsC8kZAdynID1yR8eomKhm/Z56gobV1Zk3qiOZ5P9\nY2IuqVjhLgRynoooJNom4cracJ1ZGQhhP0CjusR1Mbii6LoIZCd9nn5+GavKZbzBhZtKdTyb7B8T\nbjyVQLGJOFQaebuoZMuTcRyzMhAivXGjA6mzs/ZSsUrjNLkPgyvP+IILi1zGqnO1MnDlplIVFib7\nJ6ug0ilL2jjM2u4ug9dZXGa8MrC8MkizLJM6P+m7staGiSW2bt1NYTIbRtW6S2vnxnLYtNxdKUXV\n+5hUUmnuuLTftGH1ul6t6KKyyrFgVLAyECK5cbNYlklZAM2Cxc2uU1UEqoPElQtHxnqzYd2pCCfb\nlntSW+chVBq/YypbScZ4irufDYVpYoybNhKa/Z5K3S0YLawMQuIaV8aCjxtUsu4n1d+NQ2ci5enC\nCZERXrrlVBGMsvfQnYi+uRtskTauk+prQyH7MMajxNXRlBzQhJVBGjZWBo3XmxqsOhaQD+mWMvXP\nYt3JCkbZc5FMp7a6SlG0SbM21g282rDC8x7jUZI8BjmOA1YGachko3R07BlU7u9vPslt+gCzWM95\nWZFCmDmzyAQy9zDhf5YVmkXZVa2q5OJeNuub9xiPkqQkc1RarAxkaMwm6uhQG+Thq7MzOdicdbD6\nZgHJIiNgXdRN5h6+BDh9Em6q7q8yrISykJawklO/sjLQQcZ1lNdg90lIyKKSRWG7bmn3sLFCUVV0\nrpV+WpuoBsZ9M1pMB+/Tfsu3+gc4VQYAbgPwNoBnI++NB/AAgJeCf8dFPrsawBCAdQC+KHMPJ8pA\ndxNZUZb9LokGG7OcWeQKWxM5TohkzTrRvW/0cxvBfV+MFt3+zKrkXCsgCVwrgxMAHN2gDG4EcFXw\n91UA/i34eyqAZwCMBnAwgJcBtKbdo/IrgyLhqYWUiurk052strNOTAn6ovajEPqKzBf3l8G2d+4m\nAtDboAzWAegK/u4CsC74+2oAV0euuw/AcWm/70QZyASVG1+2J4cvlpYKvqX8JWFaoMt833bWicks\nLl/Gn2o5dGJAqsagTY+AwTnkgzLYEvmbwv8DWAzg/MhntwL4SsxvzgUwCGCwu7tbuRH2QNbvlxZU\nDgea7clhcqnrEtPBWFv1yRLTyDJZbWed+JLFZQqdeaBTP5/OKjI4h7xSBsH/3xWKyiD6yrwyyJpH\nnodwNbnUNZ2d4yoYa7M+WVwlWaxF21knRXABqdTT1TxQzZ6y2VYlWxn45SYqkiUUYnKpm1ZP2ckp\nM8lMChqb/ZbFgs7i0jHZPlkCno2rYJWDGrOgWn9dK1m1fknlMm0QmgjwS+KDMvj3hgDyjcHf0xoC\nyOudBJCLuAHI5FLX1G5l2TKZmjw2+y2Lbz1sI93JaiJYbUp4uV4lqK6MshoEvmUDZXFPauA6m+gX\nAN4E8BGA1wDMAdAJ4KEgtfRBAOMj118bZBGtA3C6zD0qsTKIDvzQ8mwURjZ8pSrfca1UbfZb1qwb\nV+5D21kurueGqoJtdvjjqFHyK5k85n7S2HJcHucrA9uvXGMGLkjKZFIJWOvUU0XAuxzI/f3yR39k\nuYej5bo2trNcfFHwSa63RpdPW1vzPmnWn3l4BZLmiePysDJoRt5ZNkmkTXgVYavqIlDxf7sSjnHK\nMenoD1vkPW5sZ7m4tpyzBuVVA7157BNIEvi8MvBAGfhM2oS3YTUkrUbSjk2wLRyL4NZzhe0sFxMK\n3kQMRLbPVZWjb9lAjlebrAyKhomVgeqETFqu571qKmLA3xYuslyy/I4p4Sb7OzpuM9eru7S6OCwP\nK4OioWulJ33fZKzANbwyGEnerqokTPaVTD1tB9RVy2PjuwZhZVBEmmUTyQ4i21lErslqbWZpS0YN\n1dNNTaCaaqt7j7yTBwzAyqAo5JmPrzrYXVg6jVkjOhuhsq6ymHhUfP15+OpNjlEf0ooNwMqgCJi0\nPHStfNlB7cJKMnUPk5lZceXUEQQmBUgeZYjrn2b7APLK4jGJ7TOkHMHKoAiYcNNELTPVDWquy+rq\nHjYzs3QVlkllmlcZVC1lEzGpPC1wnf0QHsLKoAhknSzNJretE1Vlypp14poKaMusDHTLKqOwsqRN\nRokro67SzKpsVfsn6/3y9tln3Q/hCawMikDWyZLl+6bSUMN7mZi4plYGaTGDOLeGTFnTBKIpAZLU\nnrpKU+V7JhSazZWIK0wpdpV7zJtndDXEyqAIZJ0sWU5zVL1v2ndMubxMn+YJ7JlNlKWsad815VpI\nuo/tlYFqbCBt3OgKNl9Tn227/BpfGVdDrAyKQpbJ4tpdkFRW2YmbVl8XPuIsZU0TBKaCjmnpmjZj\nBr5k0fiwMojDVDukuTQN1JmVQdnp79c/xM2GxSXrS/chCyNrWZMEgSlBKuOWUxFGSSulRmxa5Crl\n9mW82ET2aI0Mbc/KoMzELS1lD3FTsbhMpp4muVBcTvAsZZVZPZlwpeSZfWTLIjfVNibIM0spCq8M\nWBnk4h6K3ltmUqpO3rQ6pblQXCsEnbLKWGimrF/brghbgV9T5bCFTysOjhk4Uga+aP9G8gocN5Yh\nrW1MT940K0hFmTUru8n+diW4XNxHd3e66bnjS0DYF6UUUvVsIgCnBU86Gwofj5n0UlYGPmn/RrIO\nRleD2fTkTbOCZK1uU5kuOvcxPX5cCEhfhJ8vgem8lFJOxqnXygBAa/DYy0MAtAXPRJ6a9B1lZeDL\nBGiGjc1mstkkKoPRRhv292fbwZkUd7BRVp0grcpkdzFOfTGMXCnyxns29kkesiHHPvBdGRwH4L7I\n/68GcHXSd5SVgQ9L0rjlX5xlrDIYdQSV6b0FumT5XdnsC9f9bTvdU6Uctl1oWbAlnFWC8DaVTxw5\nGqe+K4OvAFge+f8FABY3uW4ugEEAg93d3WotkPfKQCYwVITB6Fs2h8uVgQpZxpupNvZlBaCKrZVy\n0kF5rpVjjsZpKZRB9GUkZgC4e4aubMpYdHDaJO+Vkm2Bl4e1FyXv9hVCTyH5sGKwFUOLe8kev2ES\nXhnk6CYSotahuhuzsuJgM4kSea6UquAKyXslKoS6QvJlJaFSjmZ9rOo6bOwTF+OTYwaxymAvLuJk\nPgAADQ9JREFUAOsBHBwJIE9L+o72PoO8JqmstZKn28rVxPdBUMqiq1B8EKyq7WzLV6+DzO+ouoNk\nH65jcnwmjQPOJopVCDMBvBhkFV2bdr22MsgzjczyZhKtMskORpMD1wcXigxZBbrqisW0cFAtv82s\nNhuCL05oJwl9mXKYHJ8eGj7eKwPVV+FWBkLUBl6SMvA1sGfayvVwgjTFViqtyxiHihC25au39bjL\ntMP7dJWPbDu4ViyGYGUQ4mr5HjdQiiIIo5gusw8uFBlcHuCXd/aTENn7JauvXpWs4zJphZbWDrKr\nIB/6tQFWBlFsp0eGAiNuoBRBEEYxJRSj7a77cHuX2FDcvu6LCLFhUduqW5a5lPbdtHZQWQU1vnKe\n76wMbBKXpRQnRPJO31O9v6pQNJE94aqNku5jQ3HrrAzyHi+yqAZ0TVjHum2TVdGrKvXWVm/6j5WB\nLWQCw3lZebLlNbnz2IRAcOnKk3EHuAjqxsUM8t4voYpnaZSxZF3tul4FGYSVgS1UBoXrc/pVyptm\nEckKRROTxGQAL4m84jcq2URFjDE1w7fVjYl4g+tVkCFYGagQnYS6T4GKe7nOEJEtb9JGJJV7mQgi\nypTRhLWZxTp0Jdw8zEbJjA+KwcT4KcoqqAFWBnE0dmizZXmzTk2y2nQEoEp5sxyroWIR6QxsE+mF\nSWVMa3eVts2ySnI14cuyMgiRzcJxoSRsJ5LobFR0UH9WBs1oNjDTLNuwk9LiBEkBZRupibICSUWQ\n6QgiE5Ndxa+epW11yyqjrPLaOBZ+x7ZQMR24tbUXoSg4NDBYGTRD17KXURZJv28zNVEmw0c2rVPX\nRWFCGKn4z7MIZJ2lflIfuNw4lpebIsmISmtv13sRbGBD2TpcAbIyaIbqwEx7NQpJl6mJSYJatxwm\nUkpNktZfprJv0uqtkx5qmmZ9OmqUEC0t5soQ159pYzCpvQuchSOEsKdsHcaGWBk0I25g6iqJOL+7\nbbdBWhlc+MZdWKRpsQJT2TdpEzOuri4Fmo5QVV0xxfWnzPxIMhh0snB8CDoLYc+C55VBzsogyTfd\nmE2U9nLp3+zvVzuK20XWjIvBLKNwTFhYMnVRcWPZWBmoGiyqPvmkusgooqT2VnVv+ZShY+s8JI4Z\n5KwMhJDrwLTBn9f+AZmy9/e7cV+4Wuam1VlXkDfeQ2di+pBlFGeoqOa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      "text/plain": [
       "<matplotlib.figure.Figure at 0xa3a1fd0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w2p\\Line_5079_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w1p\\port1\\Line_5079_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w1p\\port2\\Line_5079_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 20:05:15.003000\n",
      " Total time of measurements was 0:03:24.753000 \n",
      "Begining Measurements at 2018-03-13 20:05:15.011000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s2p\\Line_5079_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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GrMw1xtPl1a0qZRz1DVW3beKeVqmgOlqom6OgUs0WeSFPsMqMctolqyOWVNqEl6d8IvPc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\nUz8NvNPMtvlzTgM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hIdi2DWreKLltGwyzhV3ZwGPsxhaGqdVclbKMPUND0KhvYu5jK2DL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\nS/w/CblvUFqs+hwAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcd85b38>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s1p\\port1\\Line_5079_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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WW2oDz3777Te0atUKjo6OOHLkSKXANWF236BBA8TGxmL9+vWSBvDRo0ejT58+auu4uLjU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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa579f98>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s1p\\port2\\Line_5079_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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3pErNmjXRvXt3yOVysa1t27aixo4uYmJi0KxZMxH1pouwsDCEh4frFAaA8vkM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\n0sDUVRJJfnfbboOsMrjwjbuwSLNiBaayb7ImZlJdXQo0HaGqumJK6k+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      "text/plain": [
       "<matplotlib.figure.Figure at 0xd2380b8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w2p\\Line_5079_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 104 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w1p\\port1\\Line_5079_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w1p\\port2\\Line_5079_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 20:08:39.816000\n",
      " Total time of measurements was 0:03:24.805000 \n",
      "Begining Measurements at 2018-03-13 20:08:39.823000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s2p\\Line_5079_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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p73VYh52pzXeWa52y1zmlnCQCgUAgsPMQTHyBQCAQ6EuCggoEAoFAXzIQCkrS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\ngUAgENQSQlACgUAgqCWEoAQCgUBQS/w/oXJAAdFtOhIAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdc4d4a8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s1p\\port1\\Line_5079_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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evEkAaODAgQSAYmJiaOnSpQSA8vPzJd+zoKCAGjRoQABowYIFGs95/fXX6eWX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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdc4de48>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\s1p\\port2\\Line_5079_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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29sbe3p7Ro0erVaWGJgy6dOmCwWDgl19+AYyOwkqVKlGtWjXOnTtnNYs4ISGB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\nQRAA/BuAvWxts0tXjgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdabb588>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w2p\\Line_5079_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w1p\\port1\\Line_5079_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Line5079\\w1p\\port2\\Line_5079_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 20:12:04.174000\n",
      " Total time of measurements was 0:03:24.351000 \n"
     ]
    }
   ],
   "source": [
    "# The screws dont fit just pushed together tightly\n",
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Line5079\"\n",
    "specific_description=\"Line_5079\"\n",
    "for i in range(3):\n",
    "    zva.set_IFBW(10)\n",
    "    zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "    start=datetime.datetime.utcnow()\n",
    "    print(\"Begining Measurements at {0}\".format(start))\n",
    "    print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "    # Measure s2p and store along with s1ps\n",
    "    print(\"Measuring s2p ...\")\n",
    "    s2p=zva.measure_sparameters()\n",
    "    s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "    name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "    s2p.path=os.path.join(s2p_directory,name)\n",
    "    s2p.save()\n",
    "\n",
    "    print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    s2p.show();\n",
    "\n",
    "    port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "    name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "    port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "    port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "    port1_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "    port1_s1p.show();\n",
    "\n",
    "    port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "    name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "    port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "    port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "    port2_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "    port2_s1p.show();\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    # Measure w2p and w1ps as seperate trigger events \n",
    "    w2p=zva.measure_w2p()\n",
    "    w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "    name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "    w2p.path=os.path.join(w2p_directory,name)\n",
    "    w2p.save()\n",
    "    w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w2p.options[\"Power\"]=zva.get_power()\n",
    "    w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port1=zva.measure_w1p(port=1)\n",
    "    w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "    name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "    w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "    w1p_port1.save()\n",
    "    w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port2=zva.measure_w1p(port=2)\n",
    "    w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "    name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "    w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "    w1p_port2.save()\n",
    "    w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    stop=datetime.datetime.utcnow()\n",
    "    diff=stop-start\n",
    "    print(\" Measurements finished at {0}\".format(stop))\n",
    "    print(\" Total time of measurements was {0} \".format(diff))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Begining Measurements at 2018-03-13 20:31:01.538000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s2p\\Kit_Attenuator_3dB_WR15_20180313_001.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
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CwQLDrVZexwNfjn0/GbggkeZ7wBGx7zcDhyXSLARWA7v57+cBq3DdjJcRm2yZFfIELc9q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\nRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa729860>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s1p\\port1\\Kit_Attenuator_3dB_WR15_Port1_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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h5uZGRESEcjcJIdSMfty4caxbt04lwsuKkSNHEhcXx759+5SbTAvr1QSuQ4cO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\nQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdafaba8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s1p\\port2\\Kit_Attenuator_3dB_WR15_Port2_20180313_001.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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Rtm1b0tLSGDVqFN26dWP16tVKDFasWMGePXv46aeflGurcuXKTJ48maSkJCUGegWyjo7O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      "text/plain": [
       "<matplotlib.figure.Figure at 0xcd855f8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w2p\\Kit_Attenuator_3dB_WR15_Wave_Parameters_20180313_001.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w1p\\port1\\Kit_Attenuator_3dB_WR15_Wave_Parameters_Port1_20180313_001.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w1p\\port2\\Kit_Attenuator_3dB_WR15_Wave_Parameters_Port2_20180313_001.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 20:34:25.689000\n",
      " Total time of measurements was 0:03:24.151000 \n",
      "Begining Measurements at 2018-03-13 20:34:25.693000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s2p\\Kit_Attenuator_3dB_WR15_20180313_002.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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QCPQdQXkFAoFAoO8IyiswbZF0iaQNkgrdvCUdKekOSc9KOj4Rd4qk3/hwSvtq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\nDAaDwdA7mPIyGAwGQ+/w/2PGhqic7PRaAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdc4df28>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s1p\\port1\\Kit_Attenuator_3dB_WR15_Port1_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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zzz8pXbo0W7duVXkGtra2/PDDD7i6uiozkbkDOT4+Pl2TlRaVExERwfDhw1m7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\n/j/xPf49PoAU+gAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xdb03a90>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s1p\\port2\\Kit_Attenuator_3dB_WR15_Port2_20180313_002.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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tW4B5VKUVfouIiACwEgMnJyc++OAD6tevr1wtedHE4NKlS8THx6sfZUEjUssf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      "text/plain": [
       "<matplotlib.figure.Figure at 0xdcbc748>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 52 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w2p\\Kit_Attenuator_3dB_WR15_Wave_Parameters_20180313_002.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w1p\\port1\\Kit_Attenuator_3dB_WR15_Wave_Parameters_Port1_20180313_002.w1p\n",
      " It took 153 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w1p\\port2\\Kit_Attenuator_3dB_WR15_Wave_Parameters_Port2_20180313_002.w1p\n",
      " It took 203 seconds\n",
      " Measurements finished at 2018-03-13 20:37:49.464000\n",
      " Total time of measurements was 0:03:23.771000 \n",
      "Begining Measurements at 2018-03-13 20:37:49.470000\n",
      "IFBW is 10.0\n",
      "Measuring s2p ...\n",
      "Measured s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s2p\\Kit_Attenuator_3dB_WR15_20180313_003.s2p\n",
      " It took 50 seconds\n"
     ]
    },
    {
     "data": {
      "image/png": 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q2+l55SVpWNLu0XfcPki/6GytWoeZPQI8JOlgf2gJbrWFmc5J9Gj3Rq8RZCrI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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xcbda518>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s1p\\port1\\Kit_Attenuator_3dB_WR15_Port1_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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++YSBAweqBVK7v+jo6EwO1q5du6o6RomJibz77ruEhobi7e1tEWa7aNEipk6d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\nGiaPAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xd539eb8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Split s1p port from s2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\s1p\\port2\\Kit_Attenuator_3dB_WR15_Port2_20180313_003.s1p\n"
     ]
    },
    {
     "data": {
      "image/png": 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UYiCEeFYIcV4IESGEeK+I7UII8XXB9lNCiIYFn5cXQuwWQpwTQpwVQoz6I1/g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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0xa6847b8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " It took 53 seconds\n",
      "Measured w2p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w2p\\Kit_Attenuator_3dB_WR15_Wave_Parameters_20180313_003.w2p\n",
      " It took 103 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w1p\\port1\\Kit_Attenuator_3dB_WR15_Wave_Parameters_Port1_20180313_003.w1p\n",
      " It took 154 seconds\n",
      "Measured w1p, saved at C:\\Share\\WR15_OML_20180309\\Atten3DB\\w1p\\port2\\Kit_Attenuator_3dB_WR15_Wave_Parameters_Port2_20180313_003.w1p\n",
      " It took 204 seconds\n",
      " Measurements finished at 2018-03-13 20:41:13.938000\n",
      " Total time of measurements was 0:03:24.468000 \n"
     ]
    }
   ],
   "source": [
    "# The screws dont fit just pushed together tightly\n",
    "data_directory=r\"C:\\Share\\WR15_OML_20180309\"\n",
    "subdirectory=\"Atten3DB\"\n",
    "specific_description=\"Kit_Attenuator_3dB\"\n",
    "for i in range(3):\n",
    "    zva.set_IFBW(10)\n",
    "    zva.set_frequency(frequency_start,frequency_stop,number_points)\n",
    "    start=datetime.datetime.utcnow()\n",
    "    print(\"Begining Measurements at {0}\".format(start))\n",
    "    print(\"IFBW is {0}\".format(zva.get_IFBW()))\n",
    "\n",
    "\n",
    "    # Measure s2p and store along with s1ps\n",
    "    print(\"Measuring s2p ...\")\n",
    "    s2p=zva.measure_sparameters()\n",
    "    s2p_directory=os.path.join(data_directory,subdirectory,\"s2p\")\n",
    "    name=auto_name(directory=s2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15\",extension=\"s2p\")\n",
    "    s2p.path=os.path.join(s2p_directory,name)\n",
    "    s2p.save()\n",
    "\n",
    "    print(\"Measured s2p, saved at {0}\".format(s2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    s2p.show();\n",
    "\n",
    "    port_1_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port1\")\n",
    "    name=auto_name(directory=port_1_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port1\",extension=\"s1p\")\n",
    "    port1_s1p=S2p_to_S1p(s2p,column=\"S11\")\n",
    "    port1_s1p.path=os.path.join(port_1_s1p_directory,name)\n",
    "    port1_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port1_s1p.path))\n",
    "    port1_s1p.show();\n",
    "\n",
    "    port_2_s1p_directory=os.path.join(data_directory,subdirectory,\"s1p\",\"port2\")\n",
    "    name=auto_name(directory=port_2_s1p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Port2\",extension=\"s1p\")\n",
    "    port2_s1p=S2p_to_S1p(s2p,column=\"S22\")\n",
    "    port2_s1p.path=os.path.join(port_2_s1p_directory,name)\n",
    "    port2_s1p.save()\n",
    "    print(\"Split s1p port from s2p, saved at {0}\".format(port2_s1p.path))\n",
    "    port2_s1p.show();\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "    # Measure w2p and w1ps as seperate trigger events \n",
    "    w2p=zva.measure_w2p()\n",
    "    w2p_directory=os.path.join(data_directory,subdirectory,\"w2p\")\n",
    "    name=auto_name(directory=w2p_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters\",extension=\"w2p\")\n",
    "    w2p.path=os.path.join(w2p_directory,name)\n",
    "    w2p.save()\n",
    "    w2p.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w2p.options[\"Power\"]=zva.get_power()\n",
    "    w2p.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w2p.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w2p.save_schema(change_extension(os.path.join(w2p_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w2p, saved at {0}\".format(w2p.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port1=zva.measure_w1p(port=1)\n",
    "    w1p_port1_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port1\")\n",
    "    name=auto_name(directory=w1p_port1_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port1\",extension=\"w1p\")\n",
    "    w1p_port1.path=os.path.join(w1p_port1_directory,name)\n",
    "    w1p_port1.save()\n",
    "    w1p_port1.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port1.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port1.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port1.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port1.save_schema(change_extension(os.path.join(w1p_port1_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port1.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    w1p_port2=zva.measure_w1p(port=2)\n",
    "    w1p_port2_directory=os.path.join(data_directory,subdirectory,\"w1p\",\"port2\")\n",
    "    name=auto_name(directory=w1p_port2_directory,specific_descriptor=specific_description,\n",
    "                   general_descriptor=\"WR15_Wave_Parameters_Port2\",extension=\"w1p\")\n",
    "    w1p_port2.path=os.path.join(w1p_port2_directory,name)\n",
    "    w1p_port2.save()\n",
    "    w1p_port2.options[\"IFBW\"]=zva.get_IFBW()\n",
    "    w1p_port2.options[\"Power\"]=zva.get_power()\n",
    "    w1p_port2.options[\"Extender\"]=\"OML_V15VNA2R\"\n",
    "    w1p_port2.options[\"Measurement_Timestamp\"]=datetime.datetime.utcnow()\n",
    "    w1p_port2.save_schema(change_extension(os.path.join(w1p_port2_directory,name),new_extension=\"schema\"))\n",
    "    print(\"Measured w1p, saved at {0}\".format(w1p_port2.path))\n",
    "    current_time=datetime.datetime.utcnow()-start\n",
    "    print(\" It took {0} seconds\".format(current_time.seconds))\n",
    "\n",
    "    stop=datetime.datetime.utcnow()\n",
    "    diff=stop-start\n",
    "    print(\" Measurements finished at {0}\".format(stop))\n",
    "    print(\" Total time of measurements was {0} \".format(diff))"
   ]
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