{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# <center> Sending and receiving a pulse demonstration\n",
    "\n",
    "### <center> In this demo you will send and receive a pulse in loopback to demonstrate control over the QICK. \n",
    "\n",
    "By modifying the <code> config </code> Python dictionary in the below notebook cell, you can change several variables:\n",
    "* The pulse length <code> length </code> in FPGA clock ticks (1 clock tick = 2.6 ns).\n",
    "* The readout buffer length <code> readout_length </code> in FPGA clock ticks.\n",
    "* The pulse envelope shape <code> pulse_style </code> (either <code> const </code> or <code> flat_top </code> or <code> arb </code>)\n",
    "* The pulse amplitude <code> pulse_gain </code> in DAC units.\n",
    "* The pulse frequency <code> pulse_freq </code> in MHz.\n",
    "* The readout \"time of flight\" <code> adc_trig_offset </code> in FPGA clock ticks.\n",
    "* The number of times you average the read <code> soft_avgs </code>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "\n",
       "try {\n",
       "require(['notebook/js/codecell'], function(codecell) {\n",
       "  codecell.CodeCell.options_default.highlight_modes[\n",
       "      'magic_text/x-csrc'] = {'reg':[/^%%microblaze/]};\n",
       "  Jupyter.notebook.events.one('kernel_ready.Kernel', function(){\n",
       "      Jupyter.notebook.get_cells().map(function(cell){\n",
       "          if (cell.cell_type == 'code'){ cell.auto_highlight(); } }) ;\n",
       "  });\n",
       "});\n",
       "} catch (e) {};\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "\n",
       "try {\n",
       "require(['notebook/js/codecell'], function(codecell) {\n",
       "  codecell.CodeCell.options_default.highlight_modes[\n",
       "      'magic_text/x-csrc'] = {'reg':[/^%%pybind11/]};\n",
       "  Jupyter.notebook.events.one('kernel_ready.Kernel', function(){\n",
       "      Jupyter.notebook.get_cells().map(function(cell){\n",
       "          if (cell.cell_type == 'code'){ cell.auto_highlight(); } }) ;\n",
       "  });\n",
       "});\n",
       "} catch (e) {};\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Populating the interactive namespace from numpy and matplotlib\n"
     ]
    }
   ],
   "source": [
    "# Import the QICK drivers and auxiliary libraries\n",
    "from qick import *\n",
    "import time\n",
    "from tqdm.notebook import tqdm\n",
    "%pylab inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "# Load bitstream with custom overlay\n",
    "# soc = QickSoc()\n",
    "# soc = QickSoc(bitfile=\"q3diamond.bit\", force_init_clks=True)\n",
    "soc = QickSoc(bitfile=\"qick_111_rfbv1_mux.bit\")\n",
    "# soc = QickSoc(bitfile=\"../../qick-amo/pynq/qick-amo.bit\")\n",
    "\n",
    "# Since we're running locally on the QICK, we don't need a separate QickConfig object.\n",
    "# If running remotely, you could generate a QickConfig from the QickSoc:\n",
    "#     soccfg = QickConfig(soc.get_cfg())\n",
    "# or save the config to file, and load it later:\n",
    "#     with open(\"qick_config.json\", \"w\") as f:\n",
    "#         f.write(soc.dump_cfg())\n",
    "#     soccfg = QickConfig(\"qick_config.json\")\n",
    "soccfg = soc\n",
    "# print(soccfg)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "QICK configuration:\n",
      "\n",
      "\tBoard: ZCU111\n",
      "\n",
      "\tGlobal clocks (MHz): tProcessor 384.000, RF reference 204.800\n",
      "\n",
      "\t7 signal generator channels:\n",
      "\t0:\taxis_signal_gen_v6 - tProc output 1, switch ch 0, maxlen 65536\n",
      "\t\tDAC tile 0, ch 0, 32-bit DDS, fabric=384.000 MHz, fs=6144.000 MHz\n",
      "\t1:\taxis_signal_gen_v6 - tProc output 2, switch ch 1, maxlen 65536\n",
      "\t\tDAC tile 0, ch 1, 32-bit DDS, fabric=384.000 MHz, fs=6144.000 MHz\n",
      "\t2:\taxis_signal_gen_v6 - tProc output 3, switch ch 2, maxlen 65536\n",
      "\t\tDAC tile 0, ch 2, 32-bit DDS, fabric=384.000 MHz, fs=6144.000 MHz\n",
      "\t3:\taxis_signal_gen_v6 - tProc output 4, switch ch 3, maxlen 65536\n",
      "\t\tDAC tile 1, ch 0, 32-bit DDS, fabric=384.000 MHz, fs=6144.000 MHz\n",
      "\t4:\taxis_signal_gen_v6 - tProc output 5, switch ch 4, maxlen 65536\n",
      "\t\tDAC tile 1, ch 1, 32-bit DDS, fabric=384.000 MHz, fs=6144.000 MHz\n",
      "\t5:\taxis_signal_gen_v6 - tProc output 6, switch ch 5, maxlen 65536\n",
      "\t\tDAC tile 1, ch 2, 32-bit DDS, fabric=384.000 MHz, fs=6144.000 MHz\n",
      "\t6:\taxis_sg_mux4_v2 - tProc output 7, switch ch -1, maxlen 0\n",
      "\t\tDAC tile 1, ch 3, 32-bit DDS, fabric=384.000 MHz, fs=1536.000 MHz\n",
      "\n",
      "\t4 readout channels:\n",
      "\t0:\tADC tile 0, ch 0, 35-bit DDS, fabric=384.000 MHz, fs=3072.000 MHz\n",
      "\t\tmaxlen 16384 (avg) 1024 (decimated), trigger bit 12, tProc input 0\n",
      "\t1:\tADC tile 0, ch 0, 35-bit DDS, fabric=384.000 MHz, fs=3072.000 MHz\n",
      "\t\tmaxlen 16384 (avg) 1024 (decimated), trigger bit 13, tProc input 1\n",
      "\t2:\tADC tile 0, ch 0, 35-bit DDS, fabric=384.000 MHz, fs=3072.000 MHz\n",
      "\t\tmaxlen 16384 (avg) 1024 (decimated), trigger bit 14, tProc input 2\n",
      "\t3:\tADC tile 0, ch 0, 35-bit DDS, fabric=384.000 MHz, fs=3072.000 MHz\n",
      "\t\tmaxlen 16384 (avg) 1024 (decimated), trigger bit 15, tProc input 3\n",
      "\n",
      "\t7 DACs:\n",
      "\t\tDAC tile 0, ch 0 is DAC228_T0_CH0 or RF board output 0\n",
      "\t\tDAC tile 0, ch 1 is DAC228_T0_CH1 or RF board output 1\n",
      "\t\tDAC tile 0, ch 2 is DAC228_T0_CH2 or RF board output 2\n",
      "\t\tDAC tile 1, ch 0 is DAC229_T1_CH0 or RF board output 4\n",
      "\t\tDAC tile 1, ch 1 is DAC229_T1_CH1 or RF board output 5\n",
      "\t\tDAC tile 1, ch 2 is DAC229_T1_CH2 or RF board output 6\n",
      "\t\tDAC tile 1, ch 3 is DAC229_T1_CH3 or RF board output 7\n",
      "\n",
      "\t1 ADCs:\n",
      "\t\tADC tile 0, ch 0 is ADC224_T0_CH0 or RF board AC input 0\n",
      "\n",
      "\t8 digital output pins (tProc output 0):\n",
      "\t0:\tPMOD0_0_LS\n",
      "\t1:\tPMOD0_1_LS\n",
      "\t2:\tPMOD0_2_LS\n",
      "\t3:\tPMOD0_3_LS\n",
      "\t4:\tPMOD0_4_LS\n",
      "\t5:\tPMOD0_5_LS\n",
      "\t6:\tPMOD0_6_LS\n",
      "\t7:\tPMOD0_7_LS\n",
      "\n",
      "\ttProc: 8192 words program memory, 4096 words data memory\n",
      "\t\texternal start pin: PMOD1_0_LS\n"
     ]
    }
   ],
   "source": [
    "print(soccfg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a9a68d88d939409a9e61575900f2f028",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/100 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 720x720 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "class LoopbackProgram(AveragerProgram):\n",
    "    def initialize(self):\n",
    "        cfg = self.cfg\n",
    "        self.declare_gen(ch=cfg[\"res_ch\"], nqz=cfg['nqz'],\n",
    "                         mixer_freq=cfg[\"mixer_freq\"],\n",
    "                         mux_freqs=cfg[\"pulse_freqs\"],\n",
    "                         mux_gains=cfg[\"pulse_gains\"],\n",
    "                         ro_ch=cfg[\"ro_chs\"][0])\n",
    "        for iCh, ch in enumerate(cfg[\"ro_chs\"]):  # configure the readout lengths and downconversion frequencies\n",
    "            self.declare_readout(ch=ch, freq=cfg[\"pulse_freqs\"][iCh],\n",
    "                                 length=soccfg.us2cycles(cfg['length']+cfg['readout_padding'], ro_ch=ch),\n",
    "                                 gen_ch=cfg[\"res_ch\"])\n",
    "\n",
    "        self.set_pulse_registers(ch=cfg[\"res_ch\"], style=\"const\",\n",
    "                                 length=soccfg.us2cycles(cfg['length'], gen_ch=cfg['res_ch']),\n",
    "                                 mask=[0, 1, 2, 3])\n",
    "        self.synci(200)  # give processor some time to configure pulses\n",
    "\n",
    "    def body(self):\n",
    "        self.measure(pulse_ch=self.cfg[\"res_ch\"], \n",
    "                     adcs=self.ro_chs,\n",
    "                     pins=[0], \n",
    "                     adc_trig_offset=soccfg.us2cycles(self.cfg[\"adc_trig_offset\"]),\n",
    "                     wait=True,\n",
    "                     syncdelay=self.us2cycles(self.cfg[\"relax_delay\"]))\n",
    "\n",
    "config = {\n",
    "    'res_ch': 6,\n",
    "    'ro_chs': [0,1,2,3],\n",
    "    'nqz': 1,\n",
    "    'mixer_freq': 1700,\n",
    "    'pulse_freqs': [-200, 0, 200, 400],\n",
    "    'pulse_gains': [1.0, 1.0, 1.0, 1.0],\n",
    "    'pulse_style': 'const',\n",
    "    'adc_trig_offset': 0.2,\n",
    "    'length': 2,\n",
    "    'readout_padding': 0.2,\n",
    "    'relax_delay': 1,\n",
    "    'reps': 1,\n",
    "    'soft_avgs': 100\n",
    "}\n",
    "prog = LoopbackProgram(soccfg, config)\n",
    "# print(prog)\n",
    "# prog.acquire(soc, load_pulses=True, progress=True, debug=False)\n",
    "\n",
    "\n",
    "prog = LoopbackProgram(soccfg, config)\n",
    "\n",
    "iq_list = prog.acquire_decimated(soc, load_pulses=True, progress=True, debug=False)\n",
    "# Plot results.\n",
    "fig, axs = plt.subplots(4,1,figsize=(10,10))\n",
    "\n",
    "for ii, iq in enumerate(iq_list):\n",
    "    plot = axs[ii]\n",
    "    plot.plot(iq[0], label=\"I value, ADC %d\"%(config['ro_chs'][ii]))\n",
    "    plot.plot(iq[1], label=\"Q value, ADC %d\"%(config['ro_chs'][ii]))\n",
    "    plot.plot(np.abs(iq[0]+1j*iq[1]), label=\"mag, ADC %d\"%(config['ro_chs'][ii]))\n",
    "    plot.set_ylabel(\"a.u.\")\n",
    "    plot.set_xlabel(\"Clock ticks\")\n",
    "    plot.set_title(\"Averages = \" + str(config[\"soft_avgs\"]))\n",
    "    plot.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "bc1bb29ea7f94542beae8ca1ba68a47d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/96 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0xffff8d303cd0>]"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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m72fP8RIemr+VsU8vY96qA0wa0IWlD0/g4UnJ9I8L49kbhrL0oQnEdwrkgfe3tLkzdwl2IUSTPXJFX5SCZ79s3PDHbUcLySyq5KpBnm+GOV1sWAD/ve8iHpiYxGfbjnHpcyv4bNuxRj1Xa82/vjnI1S+u5otdWdx8QXdW/vwSXpw1nK4Rpy550CM6mFdvHklZlYP739+Cw9m8DuWWIMEuhGiyuPBA7hrXk0+3HmNfduk5H794Zxa+dsVl/VtnKeAAXzsPT0rm85+Mo0d0MD95fwt/XpSK09XwRKb8smruejOFP/7vOy5OjuWbRyfyxNSBdIsMavA5fTuH8tS0wWw4mM9fG/lPrjVIsAshmuWWC3oA8PU5xo9rrVm0I5OLkqIJD2q5Zpj6JHcJ5cN7xzBnTHfmrjrAXW9uPGP2bF5pFf9YtpdJz69i9d5cnpgygLm3jGz0PWCvG57AzRck8s+VB/h0a0ZL/BhNZumNNoQQ7VeX8AAGxIWxLDWbH07o3eDjdmYUc7Sggp9M7NOK1Z3ka7fxh2sH0adzKE98totLn1tJn84hRAX749Sar747TrXDxbg+0Tx6Zb+zLkjWkN9cM4A9x0v52fytVDtc3DCqWwv8JI0nwS6EaLZL+8fy8or9FJXXNHg2vmhnJnab4vIBrXdHpvrcckF3kmJCeOPbg+SUVLE1v5Dyaiczz+vGnDE9SIoNafa+/X3svHH7edz79iZ+/p/tVNQ4mTOmh+eKbyIJdiFEs13SL5b/W7aPlXtzGrwhx7f7chnZPYKIRjZttKQxvaMY0zuqRfYd5OfDa7eO4v73tvDbT3dRXu0865VMS5I2diFEsw3t2onIYD+WNdDOXu1wkZpVwtCuTW/eaI/8fey8PHsEU4bG85fFu/nrkt2WrDwpZ+xCiGaz2xQXJ8ewbHc2TpfGbjt1/Zc9x0uodrgY3LWTRRW2Pl+7jRduHEawn52Xlu+ntNLB76YMxGZrvRtyyxm7EMItE/vFUlhew5b0M6fxn1i3ZXAzOiTbM7tN8dS0wdw1tidvrj3MIx9ta/bCac0hwS6EcMu4PjH42BTL6rnD0o6MIkIDfOh+lrHg3kopxeNX9+fhy/uyYEsGN/9rfbNmwTaHBLsQwi3hgb6M6hHRYLAPig9v1WaItkQpxQOX9uHvM4ex9Ugh1720hu1HC9mSXsCHKUf486JU0vMatyxDU0gbuxDCbZf268yfFqWSUVjx/ZK81Q4XuzNLuO2iHtYW1wZcOyyBbpFB3PPWJqb+Y8332/18bIzpHUVilGevaCTYhRBum9g/lj8tSuXLXVncflFPoLbj1OnqcO3rDRmRGMHCBy5iyc4sEiKC6BMbQrfIoDM6nD1Bgl0I4bbeMSEMjA9jweaM74N9RwftOD2buPBAbqs9Pi1J2tiFEB4xfWRXdmQUsTvL3J7u+45TDzcziHOTYBdCeMS1wxLwtSs+3nQUMEMdByeEe+TepqJpJNiFEB4RGezHJcmxfLLlGBXVTnZnlkgzjEUk2IUQHjN9ZFdyS6uYt/qA6TjtIEsJtDUS7EIIj7k4OZbIYD9eWbEfkI5Tq0iwCyE8xs/HxrXD4qmocRIW4ENiB5xx2hZIsAshPGr6yK4ADO4qHadWkXHsQgiPGhgfzrThCVyUFG11KR2Wx4NdKdUfeBCIBpZqrV/x9PcQQrRtf7txmNUldGiNaopRSr2ulMpWSu08bfuVSqk0pdQ+pdRjAFrrVK31D4EZwCjPlyyEEOJsGtvG/gZwZd0NSik78BJwFTAAmKWUGlD7tanAN8BSj1UqhBCiURoV7FrrVUD+aZvPB/ZprQ9orauBD4Brax//mdb6QmB2Q/tUSt2jlEpRSqXk5OQ0r3ohhBBncKeNPQE4Uufzo8BopdTFwDTAH1jU0JO11nOBuQCjRo1q/ZsCCiGEl3In2Osbx6S11iuAFW7sVwghhBvcGcd+FOhW5/OuwDH3yhFCCOEud4J9I9BHKdVTKeUHzAQ+80xZQgghmquxwx3fB9YCyUqpo0qpO7XWDuB+YAmQCnyotd7VcqUKIYRojEa1sWutZzWwfRFn6SA9F6XUFGBKUlJSc3chhBDiNJauFaO1Xqi1vic8XFaAE0IIT5FFwIQQwstIsAshhJeRYBdCCC8jwS6EEF5Ggl0IIbyMpcGulJqilJpbVFRkZRlCCOFVZLijEEJ4GWmKEUIILyPBLoQQXkaCXQghvIwEuxBCeBkJdiGE8DIy3FEIIbyMDHcUQggvI00xQniaoxoqCsHpsLoS0UG5czNrIcQJOz+GL38DpdngqjHblA2CYyEsHnz8oboMasohNA4uewK6jrKy4ratuhwqi8xxs/uCbzDY5Dy0sSTYhXBHVSks/gVsfRcSRsKQGSaEfANNMBUfg5Jj5iw+NA78guDwWnjtUhgxBy59AoKjrP4p2g6XE1Jeh2V/NMfvBLsfRPSEqN4QNxTOuwuCo62rs42TYBeiObSGfUtNqBcchPG/gAmPgr0Rf1JVJbDyaVj3CqQuhGnzoM/lLV9zW3dkA3z+EGTtgF4XQ/8ppjnLWQ1lOZB/APL2w54vYM2LcMEPYcz9EBRpdeVtjtJaW10Do0aN0ikpKVaXIcS5aQ37voYVf4GMFOiUCNe9Aj3GNn1f2anw8d1wfCdc8isY90jHbW449A28ORVCu8AVf4YB14JS9T82Zw+seAp2LYCAcJjzKcQPb9162wil1Cat9RltehLsomMpPgZ7lkDGJsjYbJpJup4HPcebppSCQ2Z71g7wD4HI3hCVBFVFZnvGJig9bgJ93MMw9Cbw8Wt+PdXlsPBB2PEh9L0Krnu5Zc9AKwqhJBNi+jUcnK2tLBdeHQu+QXDPchPWjXF8F7x7g2mDv3dV45/nRSTYRceWuw/WPA/b5pvOzcBISBhhzhDT10Pe3pOP9QuBLoNNR2fefqguNduj+pgOz54TYND17gV6XVrDhrmw5FcmnCY9CUNneTZ4c9Jg/auw7QPzc0UlwZCZMGiaabu26krB5YL3ZsDBVXDX1xA3pGnPT18H/54MA6bC9H+3nX9WraRNBrtSagowJSkp6e69e/ee8/GiA3I5TRgdXmPaWPMPmJESg6ab8IvpCwWHzaV8Roo5I60uM28uB2inaaPN3G6eN2IOnH+PCba6IVCcCZlbIbKX+ZrNbrZrbc7QfQIgsFPL/qzHd8HCn8LRDdB9LEx90XQWuqO6HBb+BHZ8BHZ/GHIDxA2DXZ+YYwpg84WwOOjUHUbeZv5ptVZArnkRvvoNTH4Wzr+7eftY/TdY+nu4+m9w3p2era+Na5PBfoKcsYt6HdkIix4xgRvS2QRuZE8oOQ77l5nQDoqG8lzz+IBOEBwDfsHmzeZjhhwqm2mDHX0vhMRa+zOdi8sFW96Cr34LGpj+OvS5rHn7KsmC92fCsa2m2eiCH506kqTgMOz7CgqPmCaqzG2QmwaJF8JVfzGjT1pSxmb41+WQPBlmvNX8fyYuF7x3AxxcDXd+CfHDPFvnCYVH4NBqc8Uz4rbGdZS3MAl20X44qkygb34LQuPhiidh4LRT//BLjpuz0KztkDDKdF7G9POezseCw/DBbNOxetnv4KKfNi34snbAezOhogCufw36TT73c1xO2PIOLP0DlOdB70ug1yXmfexAzx5bRzXMnWCusH78LQRGuLe/slz45wRzdXbnEnPl5Qnl+bD2JTNPoeDgye1DZppOc4tfbxLson2oqYD5N5uRJxc+ABMeM52YHVF1GXx6vxn9MfgGmPoP8A04+3OKM2H1c7DpDXP1ctP8prdbVxTCty9C6v/MGTyYs/hbFpjx+Z6w/ClY+ReYNR+Sr/TMPnP2wOtXQEAY3PElhHZu/r4qCk2gr3vF9LH0uRx6TzSd7Ls/h+V/glF3mOYfC9v1JdhF21dVapoODn1j2pdHzLG6IutpbYJ62R+h2wUw8936J+YUHjGdoxtfM30Lw2+Gi3/lXrgBFGXAd/+FJY+bceU3vOn+WWrWTnO2Puh6mDbXvX2d7mgKvDnFjGa6/fPmjZQpyjD/IIqOmGGXEx6DzgNOfl1r+PoJWPOCGUc/6UnLwl2CXbRtFYXw3o2m4/C6V2HojVZX1Lbs+gQW3GuWJ5j+ujkb107TZLPxNdj9P/O4ITNhwi9MX4QnffsP+PJxcxU16cnm78fpgNcmmjb9+za0zNDOfV+b11LngTDzfQhPaPxzKwrg9aug6Ki5Qul2fv2P0xoWPwob/gk3vAEDf+CR0ptKgl20XYXp8O4MyNsH18+z7I+kzTuyAd6fdbKz+ITACBhxqxkR0imxZb631rDo57BxnnujTzbMM/0nM94yZ8MtZc8S+M8dphN95nuNW5enpgLe/oGZqzD7P9Brwtkf73LCKxeZ4bM/Xm9JZ6oEu2ibjm0145hrKuHGt8/9x9TRFWWYM1KlQNnBP9S0/3qq7ftsnA744CbYvxTuWWHG+jfVq+PMUNJ7Vni2tvpkp5qmveJM07Q3dGbDj60uh4/vhLTF5opo0LTGfY/dn5tjMuVFGHlr0+orzTYd5Fc9beZUNENDwe4lQwhEu3RgpZlcYvc3w9Qk1M8tPMEEyIg5MHy2mZjTGqEO5oz0B6+aK4RP72/6ssQ5aWYU05BWamaL7Q93LzfNKZ/cC1/8sv6as1Nh3kRIWwRXPdP4UAczVLPreWbtn5rKptX3xS/NUF4/zw8OkGAX1sjcbs5WIrqbGYex/ayuSDRGUCRM/qsJpHUvNe252z80cwoGNiE43RUUCbd8AqN/BOtehrevM0MjaypNE+DGf8HcS0zz1s0LYPQ9Tdu/UnDpb6E4w/R1NNber2Dnf8z6QDF9m/Y9G1OWzDwV5+Rymk6l8nzzPiAcYpKbPxKgMB1eu9xckt/5VdM6t4T1tD45JPVH3zZudqzW8Peh5rG3fNLyNdZn2wdmXR6Xw7yd0Oti+MFc90YQvXWdmeD14DYz3PJsqkrh5THmSuuHq82M6GaSNnbRdHn7zXjore+aCSt1RfSA5KvNH0VQlHkx+4UAunYqvwvCE88cGleeD69faWZF3rnEXC6L9qc4E14aDV0Gwa3/O/cQyPT18PokM6ln2E2tU2N9MreZiW0Bncws5LAEMwnL3SGcGZth3iXmb2L6v87ePLbkcVj7D7j9C+g+xq1v21CwWz8nVlhHazMS5dA3cPhb0/5p8zHromgXHNtsOuj6TYYe481lbWAnM2Y6bZEZIXG2y/HQOHPZPeh6qCyEnQtg90Iz+uCWTyTU27OwOLj8Cfjfz8w0+3P1j+z4yLyu+l3TKuU1KG5oyyyVkDDCtM8vftSMo581/8wbqGhthq2uexlG3u52qJ+NnLF3VI5q+Ox+2D7ffB4ca5atVTazFoazxsyyGzHH/BHXp6rETDapLDIfV5fUrs1iN0PA9n5l3k7cKs4vFPpfY2bsNTQ+WLQfVaXwTC/z+7zqLw0/zlkDzyWb19MNb7RaeZb47jNYcLeZb3D1c2Zpg7AEM3Hqq9+aeRqxA+D2xR5ZVE7O2MVJlUUw/xY4uBLGPmQujU9f7bAx/EPPftYx6g7TJp/2hXls0mXnnhIv2g//ENMUl7YIrnyq4dfP/uWmKW/wjNaszhoDppoF696/0YyJB0AB2lzBTnkRhs1u8THvEuwdTXEmvDsdcnabGZ7DZrXs9wuMaPnvIayTfBXsXWKGDNaddl/Xzo9Nm3ZSM1epbG8SR8MDm017ftERM4v1xCQyv6BWKUGCvSMpPmbGjZflwE0fQtKlVlck2ru+tQt4pX3ecLAfWWeaYTx1Y5L2ICjSrIppERnH3lGUZMEb15gxvHM+lVAXnhEWZ/pm0hbX//XyfHO7wQ56T1KrSLB3BKXZpqe+JAtu/k/j1s0QorGSrzLrq5Rknfm1zG3mvQR7q5Jg93YVhWbyROERmP0hJF5gdUXC2yTX3sRjzxdnfu3YFvO+pe5qJOolwe7NairNAkW5e2DWe+YuQ0J4WuwAc7/U3YvO/NqxLeZm2e7eIUk0iQS7t3I5zXjaw2vMwk29J1pdkfBWSpmz9gMrzF2f6jq2Vc7WLSDB7o1O3AQg9TO44s8weLrVFQlv128yOKtg39KT28ryoChd2tctYGmwK6WmKKXmFhUVWZbj8HEAAAyRSURBVFmGd9Ha3Ix44zxzt5sx91ldkegIEi80d3Xa8dHJbZkn2tcl2FubpcGutV6otb4nPLwZ9yUU9Vv5NHzzN7MWxeV/tLoa0VHYfWDQdNOBWlFgtp3oOG2JtVnEWUlTjLc4cdPjFU/BsJstv3u66ICGzgRntVnoCkz7elRS824oLdwiM0/bK63NDYx3fQK5e80SuzVlZj2OqS+6vwypEE0VNxRi+pt1z0fdYc7YE1tuBUPRMAn29kZrs2Li8ifN5I+QLmZN7O4XmfdDZpobWAjR2pSCoTfC10+Y9deLM6R93SIS7O1B5jYzlOzYFjPDrzDdjBu+7hVzhm7B3dGFqNfgGfD172HJL83nEuyWkERoy8pyzRrOW981n3fqDvEjYPzPzZl5R1pUSbQP4Qlmwa+DKwEFcUOsrqhDkmBvaxxV5q5GB1ebjtDqUhj7MxhzPwRHW12dEOc2dJYJ9ug+Zh1+0eok2NuCmkpIed3cXzRvH2in2d5jHEx+FmL7WVqeEE3Sfwp8/jAkyGJzVpFgt5KjGra8BauehZJMM8ljwFSI6WfeOg+UIYui/fEPgTu+gNAuVlfSYUmwW8Hlgl0LzAzRwsNmSNi0edBznNWVCeEZ0rZuKQn21pC717xVFZtldLe+C1nbofNgmP2xuemFnJkLITxEgr0lleXC0t/D5rcBfXJ7p0Rzhj5oukwkEkJ4nAR7S9AaNr4Gy/5oljEdcx8Mut5MrQ4Ih8BICXQhRIuRYG8Jy56E1c9Czwkw+a8Qk2x1RUKIDkSC3dO+/T8T6iNuhSl/l7ZzIUSrk/XYPWnz2/Dlr2HAdXDN8xLqQghLyHrsnpL2BSz8ibkF3bR5shCXEMIy0oPnCdmp8PGd0GUw3PiOrOEihLCUBLu7yvPh/ZngFwwz3zfvhRDCQtJ56g5nDXw4B4oz4bbPzcp2QghhMQl2d6x8Bg6thh/8E7qdZ3U1QggBSFNM85XlwtqXYOA0c69HIYRoIyTYm2vNC+CogIt/aXUlQghxCgn25ig5DhteM7cBi+lrdTVCCHEKCfbm+OZ5cFbDhF9YXYkQQpxBgr2pio+Zux0NmwVRva2uRgghziDB3lSrnzO3rhv/c6srEUKIekmwN0VRBmx+C4bNhogeVlcjhBD1kmBvijUvgHbBuIetrkQIIRokwd5YxZmw6U0YOgsiultdjRBCNEiCvbHWvAAuh5ytCyHaPAn2xijJgk1vmLP1yJ5WVyOEEGclwd4Ya/5uFvwaL2frQoi2T4L9XA6ugg3zzHowkb2srkYIIc5Jgv1sslPhg5vNRKQr/mR1NUII0SgS7A0pzoR3poNvAMz+CAIjrK5ICCEaRdZjr09VCbw3AyoK4I7F0CnR6oqEEKLRJNhP56yBD2+F47vgpvkQN9TqioQQokksbYpRSk1RSs0tKiqysoyTtIbPH4L9S+Ga56HP5VZXJIQQTWZpsGutF2qt7wkPD7eyjJNWPWvWghn/cxh5q9XVCCFEs0jn6Ql7lsDyJ2HITLjkcaurEUKIZpNgB3A64MvfQFQfmPp/oJTVFQkhRLNJ5ynAtvchNw1mvA0+flZXI4QQbpEz9poKWP5nSBgF/adYXY0QQrhNztg3zIWSY3D9PGmCEUJ4hY59xl5RYG51l3Q59BhrdTVCCOERHTvYVz0LlcVw2e+srkQIITym4wZ75jZY9wqMmANdBltdjRBCeEzHDHaXEz77CQRFweW/t7oaIYTwqI7Zebr+n5C5Faa/Lqs2CiG8Tsc7Yy88AsueNB2mA6dZXY0QQnhcxwp2RzV8+mNAw9XPyfBGIYRX6jhNMS4nLLjb3Oru2pchorvVFQkhRIvoGGfsWsP/fgrf/RcmPQnDZ1tdkRBCtJiOEexfP2GW4x33CFz4gNXVCCFEi/L+YD/8Lax5AUbeDhN/bXU1QgjR4rw72F1OWPQLCO8GV/xZOkuFEB2Cd3eeprwOx3fADW+CX5DV1QghRKvw3jP2sjwzXr3neBhwrdXVCCFEq/HeYF/2R6gqgauekSYYIUSH4p3BnvYFbHoDRt8Lsf2trkYIIVqV9wX7wVXw4RyIHw6X/MrqaoQQotV5V7AfTYH3ZkJUb7j5Y/APtboiIYRodd4T7Nmp8M71EBILt3wCQZFWVySEEJbwjmAvzYH3ZoBPAMz5FEK7WF2REEJYpv2PY3dUwfyboTQbbl8ki3sJITq89h3sWsPCB+HIOpj+b0gYaXVFQghhufbdFLPm77Dtfbj4VzBIbpohhBDQ3oO9UzcYdjNM+IXVlQghRJvRvptiBl1v3oQQQnyvfZ+xCyGEOIMEuxBCeBkJdiGE8DIS7EII4WU8HuxKqeuUUvOUUp8qpSZ5ev9CCCHOrlHBrpR6XSmVrZTaedr2K5VSaUqpfUqpxwC01v/VWt8N3Abc6PGKhRBCnFVjz9jfAK6su0EpZQdeAq4CBgCzlFID6jzk17VfF0II0YoaFexa61VA/mmbzwf2aa0PaK2rgQ+Aa5XxNLBYa725oX0qpe5RSqUopVJycnKaW78QQojTuDNBKQE4Uufzo8Bo4AHgMiBcKZWktX61vidrrecCcwGUUjlKqcNu1NKSooFcq4s4C6nPPVKfe6Q+97lTY72rHroT7PXdSFRrrV8EXmzKjrTWMW7U0aKUUila61FW19EQqc89Up97pD73tUSN7oyKOQp0q/N5V+CYe+UIIYRwlzvBvhHoo5TqqZTyA2YCn3mmLCGEEM3V2OGO7wNrgWSl1FGl1J1aawdwP7AESAU+1FrvarlSLTPX6gLOQepzj9TnHqnPfR6vUWmtPb1PIYQQFpIlBYQQwstIsAshhJfp0MGulOqmlFqulEpVSu1SSj1Yu/0JpVSGUmpr7dvkOs/5Ze0SCmlKqStaocZDSqkdtXWk1G6LVEp9pZTaW/s+wsL6kuscp61KqWKl1E+tPIb1LYHRnGOmlBpZe+z3KaVeVErVN8TXU/X9VSm1Wym1XSn1iVKqU+32HkqpijrH8dU6z2nN+pr8+2zl+ubXqe2QUmpr7XYrjl9DudJ6r0GtdYd9A+KAEbUfhwJ7MMsjPAE8Us/jBwDbAH+gJ7AfsLdwjYeA6NO2PQM8VvvxY8DTVtV3Wl12IAszacKyYwiMB0YAO905ZsAGYAxmzsZi4KoWrG8S4FP78dN16utR93Gn7ac162vy77M16zvt688Bv7Xw+DWUK632GuzQZ+xa60xdu+yB1roEM7on4SxPuRb4QGtdpbU+COzDLK3Q2q4F3qz9+E3gujZS36XAfq312WYRt3iNuv4lMJp0zJRScUCY1nqtNn9hb9V5jsfr01p/qc1IM4B1mHkhDWrt+s6iTRy/E2rPaGcA759tHy1cX0O50mqvwQ4d7HUppXoAw4H1tZvur70sfr3OJVN9yyic7R+BJ2jgS6XUJqXUPbXbOmutM8G8iIBYC+urayan/kG1lWMITT9mCbUft3adAHdgzs5O6KmU2qKUWqmUGle7zYr6mvL7tOr4jQOOa6331tlm2fE7LVda7TUowQ4opUKAj4Gfaq2LgVeA3sAwIBNzaQcNLKPQwuVdpLUegVlF8z6l1PizPNaK+sw3NpPUpgIf1W5qS8fwbBqqx5I6lVKPAw7g3dpNmUCi1no48BDwnlIqzIL6mvr7tOr3PItTTy4sO3715EqDD22glmbX2OGDXSnlizn472qtFwBorY9rrZ1aaxcwj5NNBa2+jILW+ljt+2zgk9pajtdepp24pMy2qr46rgI2a62P19bbZo5hraYes6Oc2hzS4nUqpW4FrgFm1156U3t5nlf78SZM+2vf1q6vGb9PK46fDzANmF+nbkuOX325Qiu+Bjt0sNe2x/0LSNVa/63O9rg6D/sBcKL3/TNgplLKXynVE+iD6dxoqfqClVKhJz7GdLDtrK3j1tqH3Qp8akV9pznlTKmtHMM6mnTMai+VS5RSF9S+TubUeY7HKaWuBB4Fpmqty+tsj1Hm3gcopXrV1nfAgvqa9Pts7fpqXQbs1lp/33xhxfFrKFdozdegJ3qB2+sbMBZzabMd2Fr7Nhl4G9hRu/0zIK7Ocx7H/NdPw0O96Geprxemt3wbsAt4vHZ7FLAU2Fv7PtKK+up8zyAgDwivs82yY4j5B5MJ1GDOeu5szjEDRmECbD/wD2pnardQffsw7awnXoev1j72+trf/TZgMzDFovqa/Ptszfpqt78B/PC0x1px/BrKlVZ7DcqSAkII4WU6dFOMEEJ4Iwl2IYTwMhLsQgjhZSTYhRDCy0iwCyGEl5FgF0IILyPBLoQQXub/AS2vVV3lxOiWAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "config['length'] = 100\n",
    "config['pulse_freqs'] = [0, 0, 0, 0]\n",
    "config['pulse_gains'] = [1.0, 0.0, 0.0, 0.0]\n",
    "config['ro_chs'] = [0]\n",
    "config['reps'] = 100\n",
    "\n",
    "mixer_freqs = np.arange(100, 2001, 20)\n",
    "\n",
    "mags = np.zeros((len(mixer_freqs),2))\n",
    "\n",
    "for i, f in tqdm(list(enumerate(mixer_freqs))):\n",
    "    config['mixer_freq'] = f\n",
    "    \n",
    "    for j in range(2):\n",
    "        config['nqz'] = j+1\n",
    "        prog = LoopbackProgram(soccfg, config)\n",
    "        res = prog.acquire(soc, load_pulses=True, progress=False, debug=False)\n",
    "        res = np.array(res).T[0]\n",
    "        mags[i,j] = np.abs(res[:,0]+1j*res[:,1])\n",
    "plt.semilogy(mixer_freqs, mags[:,0])\n",
    "plt.semilogy(mixer_freqs, mags[:,1])"
   ]
  }
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