diff --git a/examples/zurich_instruments_lockin_mfli_daq.ipynb b/examples/zurich_instruments_lockin_mfli_daq.ipynb
index 8e5bb00..8df12d0 100644
--- a/examples/zurich_instruments_lockin_mfli_daq.ipynb
+++ b/examples/zurich_instruments_lockin_mfli_daq.ipynb
@@ -21,7 +21,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 1,
    "id": "37894582",
    "metadata": {},
    "outputs": [],
@@ -33,7 +33,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 2,
    "id": "debe96ac",
    "metadata": {},
    "outputs": [],
@@ -43,7 +43,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 3,
    "id": "c0050171",
    "metadata": {},
    "outputs": [],
@@ -53,7 +53,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 4,
    "id": "f8975a27",
    "metadata": {},
    "outputs": [],
@@ -63,7 +63,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 5,
    "id": "76ba4dc7",
    "metadata": {},
    "outputs": [
@@ -71,7 +71,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "c:\\Users\\Surrey\\Miniconda3\\envs\\qttpy310\\lib\\site-packages\\qupulse\\utils\\types.py:36: UserWarning: gmpy2 not found. Using fractions.Fraction as fallback. Install gmpy2 for better performance.time_from_float might produce slightly different results\n",
+      "\\\\Janeway\\User AG Bluhm\\Surrey\\git\\qupulse\\qupulse\\utils\\types.py:36: UserWarning: gmpy2 not found. Using fractions.Fraction as fallback. Install gmpy2 for better performance.time_from_float might produce slightly different results\n",
       "  warnings.warn('gmpy2 not found. Using fractions.Fraction as fallback. Install gmpy2 for better performance.'\n"
      ]
     }
@@ -82,7 +82,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 6,
    "id": "65986db0",
    "metadata": {},
    "outputs": [],
@@ -92,7 +92,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 7,
    "id": "ecebe9ee",
    "metadata": {},
    "outputs": [],
@@ -110,7 +110,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 8,
    "id": "b3cd8d8b",
    "metadata": {},
    "outputs": [],
@@ -120,24 +120,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 9,
    "id": "42af2895",
    "metadata": {
     "scrolled": true
    },
-   "outputs": [
-    {
-     "ename": "AssertionError",
-     "evalue": "Please save the MFLIs serial string in my_lockins_serial",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[1;31mAssertionError\u001b[0m                            Traceback (most recent call last)",
-      "Cell \u001b[1;32mIn[15], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[39massert\u001b[39;00m my_lockins_serial \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m, \u001b[39m\"\u001b[39m\u001b[39mPlease save the MFLIs serial string in my_lockins_serial\u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m      2\u001b[0m my_lockin \u001b[39m=\u001b[39m MFLIDAQ\u001b[39m.\u001b[39mconnect_to(device_serial\u001b[39m=\u001b[39mmy_lockins_serial)\n",
-      "\u001b[1;31mAssertionError\u001b[0m: Please save the MFLIs serial string in my_lockins_serial"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "assert my_lockins_serial is not None, \"Please save the MFLIs serial string in my_lockins_serial\"\n",
     "my_lockin = MFLIDAQ.connect_to(device_serial=my_lockins_serial)"
@@ -153,7 +141,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 10,
    "id": "a2599d33",
    "metadata": {},
    "outputs": [],
@@ -171,7 +159,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 11,
    "id": "ff14b83d",
    "metadata": {},
    "outputs": [],
@@ -181,7 +169,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 12,
    "id": "d30a3e29",
    "metadata": {},
    "outputs": [],
@@ -209,7 +197,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 13,
    "id": "016ae5ee",
    "metadata": {},
    "outputs": [],
@@ -228,7 +216,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 14,
    "id": "264cb7fa",
    "metadata": {},
    "outputs": [],
@@ -252,7 +240,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 15,
    "id": "bb0ef71a",
    "metadata": {},
    "outputs": [],
@@ -271,17 +259,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 16,
    "id": "460a60f0",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "MFLIProgram(default_channels=None, channel_mapping={'R': {'demods/0/sample.R'}, 'X': {'demods/0/sample.X'}, 'Y': {'demods/0/sample.Y'}, 'A': {'auxins/0/sample.AuxIn0.avg'}, 'many': {'demods/0/sample.X', 'demods/0/sample.Y', 'demods/0/sample.R', 'auxins/0/sample.AuxIn0.avg'}}, windows=None, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x000002B9FF073D90>)"
+       "MFLIProgram(default_channels=None, channel_mapping={'R': {'demods/0/sample.R'}, 'X': {'demods/0/sample.X'}, 'Y': {'demods/0/sample.Y'}, 'A': {'auxins/0/sample.AuxIn0.avg'}, 'many': {'demods/0/sample.R', 'auxins/0/sample.AuxIn0.avg', 'demods/0/sample.Y', 'demods/0/sample.X'}}, windows=None, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x0000018F13FCD120>)"
       ]
      },
-     "execution_count": 15,
+     "execution_count": 16,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -304,7 +292,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 17,
    "id": "bc46a01c",
    "metadata": {},
    "outputs": [],
@@ -317,7 +305,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 18,
    "id": "f45534ef",
    "metadata": {
     "scrolled": true
@@ -326,10 +314,10 @@
     {
      "data": {
       "text/plain": [
-       "{'test': MFLIProgram(default_channels=None, channel_mapping=None, windows={'A': (array([0, 3]), array([ 1, 10])), 'many': (array([0.   , 0.002, 0.004]), array([0.001 , 0.004 , 0.0061]))}, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x000002B9FF073D90>)}"
+       "{'test': MFLIProgram(default_channels=None, channel_mapping=None, windows={'A': (array([0, 3]), array([ 1, 10])), 'many': (array([0.   , 0.002, 0.004]), array([0.001 , 0.004 , 0.0061]))}, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x0000018F13FCD120>)}"
       ]
      },
-     "execution_count": 17,
+     "execution_count": 18,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -348,7 +336,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 19,
    "id": "eb3c0a0e",
    "metadata": {},
    "outputs": [],
@@ -358,7 +346,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 20,
    "id": "60fe5854",
    "metadata": {},
    "outputs": [
@@ -368,7 +356,7 @@
        "{}"
       ]
      },
-     "execution_count": 19,
+     "execution_count": 20,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -379,17 +367,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 20,
+   "execution_count": 21,
    "id": "50878307",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "MFLIProgram(default_channels=None, channel_mapping={'R': {'demods/0/sample.R'}, 'X': {'demods/0/sample.X'}, 'Y': {'demods/0/sample.Y'}, 'A': {'auxins/0/sample.AuxIn0.avg'}, 'many': {'demods/0/sample.X', 'demods/0/sample.Y', 'demods/0/sample.R', 'auxins/0/sample.AuxIn0.avg'}}, windows=None, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x000002B9FF073D90>)"
+       "MFLIProgram(default_channels=None, channel_mapping={'R': {'demods/0/sample.R'}, 'X': {'demods/0/sample.X'}, 'Y': {'demods/0/sample.Y'}, 'A': {'auxins/0/sample.AuxIn0.avg'}, 'many': {'demods/0/sample.R', 'auxins/0/sample.AuxIn0.avg', 'demods/0/sample.Y', 'demods/0/sample.X'}}, windows=None, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x0000018F13FCD120>)"
       ]
      },
-     "execution_count": 20,
+     "execution_count": 21,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -418,7 +406,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 22,
    "id": "37b55006",
    "metadata": {},
    "outputs": [],
@@ -428,7 +416,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 23,
    "id": "be93574e",
    "metadata": {},
    "outputs": [],
@@ -445,7 +433,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 24,
    "id": "1d42e3fc",
    "metadata": {},
    "outputs": [],
@@ -463,7 +451,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 25,
    "id": "d2632242",
    "metadata": {},
    "outputs": [],
@@ -483,7 +471,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 26,
    "id": "ea1cdd4c",
    "metadata": {},
    "outputs": [
@@ -502,7 +490,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 27,
    "id": "eb2ea77b",
    "metadata": {},
    "outputs": [
@@ -510,7 +498,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "{'A', 'R', 'T'}\n",
+      "{'A', 'T', 'R'}\n",
       "[]\n",
       "set()\n"
      ]
@@ -524,7 +512,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 28,
    "id": "eeeee0ec",
    "metadata": {},
    "outputs": [
@@ -532,7 +520,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "C:\\Users\\Surrey\\AppData\\Local\\Temp\\ipykernel_5424\\4247546520.py:1: DeprecationWarning: This is only a hack until https://github.com/qutech/qupulse/issues/578 is resolved. Do not call this method directly\n",
+      "C:\\Users\\Surrey\\AppData\\Local\\Temp\\ipykernel_64244\\4247546520.py:1: DeprecationWarning: This is only a hack until https://github.com/qutech/qupulse/issues/578 is resolved. Do not call this method directly\n",
       "  combined_pulse.get_measurement_windows(parameters={\"dt\": 1e8}, measurement_mapping={\"A\":\"A\", \"R\":\"R\", \"T\":\"T\"})\n"
      ]
     },
@@ -546,7 +534,7 @@
        " ('T', 1000000000.0, 300000000.0)]"
       ]
      },
-     "execution_count": 27,
+     "execution_count": 28,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -557,20 +545,26 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 28,
+   "execution_count": 29,
    "id": "d325087c",
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\\\\Janeway\\User AG Bluhm\\Surrey\\git\\qupulse\\qupulse\\plotting.py:260: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n",
+      "  axes.get_figure().show()\n"
+     ]
+    },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -581,7 +575,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 29,
+   "execution_count": 30,
    "id": "70da8095",
    "metadata": {},
    "outputs": [],
@@ -602,7 +596,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 31,
    "id": "20626e0f",
    "metadata": {},
    "outputs": [],
@@ -615,20 +609,26 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 31,
+   "execution_count": 32,
    "id": "62aab374",
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\\\\Janeway\\User AG Bluhm\\Surrey\\git\\qupulse\\qupulse\\plotting.py:260: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n",
+      "  axes.get_figure().show()\n"
+     ]
+    },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -639,7 +639,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 33,
    "id": "d5c5f40f",
    "metadata": {},
    "outputs": [
@@ -649,7 +649,7 @@
        "{'A', 'R', 'T'}"
       ]
      },
-     "execution_count": 32,
+     "execution_count": 33,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -660,7 +660,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 33,
+   "execution_count": 34,
    "id": "c547473f",
    "metadata": {},
    "outputs": [
@@ -670,7 +670,7 @@
        "[]"
       ]
      },
-     "execution_count": 33,
+     "execution_count": 34,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -708,7 +708,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 35,
    "id": "031fd70e",
    "metadata": {},
    "outputs": [],
@@ -718,17 +718,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 36,
    "id": "f0143c3d",
    "metadata": {},
    "outputs": [],
    "source": [
-    "from qupulse.hardware.awgs.virtual import VirtualAWG"
+    "from qupulse.hardware.awgs.dummy import DummyAWG"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 37,
    "id": "843fb93c",
    "metadata": {},
    "outputs": [],
@@ -746,12 +746,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 37,
+   "execution_count": 38,
    "id": "7df89611",
    "metadata": {},
    "outputs": [],
    "source": [
-    "my_awg = VirtualAWG(\"awg\", channels=3)"
+    "my_awg = DummyAWG(\"awg\", num_channels=100)"
    ]
   },
   {
@@ -764,7 +764,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 38,
+   "execution_count": 39,
    "id": "21afd2d6",
    "metadata": {},
    "outputs": [],
@@ -782,7 +782,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 39,
+   "execution_count": 40,
    "id": "fc22d303",
    "metadata": {},
    "outputs": [
@@ -799,7 +799,7 @@
        "  'demods/0/sample.Y'}}"
       ]
      },
-     "execution_count": 39,
+     "execution_count": 40,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -810,7 +810,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 40,
+   "execution_count": 41,
    "id": "2e4e2b0b",
    "metadata": {},
    "outputs": [],
@@ -821,8 +821,8 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 41,
-   "id": "632a30f6",
+   "execution_count": 42,
+   "id": "05d4304a",
    "metadata": {},
    "outputs": [],
    "source": [
@@ -840,7 +840,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 42,
+   "execution_count": 43,
    "id": "6abf0e7f",
    "metadata": {},
    "outputs": [],
@@ -850,7 +850,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 43,
+   "execution_count": 44,
    "id": "b3d52873",
    "metadata": {},
    "outputs": [],
@@ -860,12 +860,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 44,
+   "execution_count": 45,
    "id": "e35f0e2f",
    "metadata": {},
    "outputs": [],
    "source": [
-    "test_program_single = combined_pulse.create_program(measurement_mapping={\"A\":None, \"R\":\"R\", \"T\":None}, parameters={\"dt\": 1e6})"
+    "test_program_single = combined_pulse.create_program(measurement_mapping={\"A\":\"A\", \"R\":\"R\", \"T\":\"X\"}, parameters={\"dt\": 1e6})"
    ]
   },
   {
@@ -878,7 +878,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 45,
+   "execution_count": 46,
    "id": "7f811d07",
    "metadata": {},
    "outputs": [],
@@ -895,7 +895,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 46,
+   "execution_count": 47,
    "id": "176c260b",
    "metadata": {},
    "outputs": [],
@@ -919,7 +919,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 47,
+   "execution_count": 48,
    "id": "d0c8669f",
    "metadata": {},
    "outputs": [],
@@ -954,7 +954,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 48,
+   "execution_count": 49,
    "id": "f069c321",
    "metadata": {
     "scrolled": true
@@ -975,7 +975,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 49,
+   "execution_count": 50,
    "id": "6ed9795f",
    "metadata": {},
    "outputs": [],
@@ -992,7 +992,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 50,
+   "execution_count": 51,
    "id": "b037496c",
    "metadata": {},
    "outputs": [],
@@ -1010,7 +1010,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 51,
+   "execution_count": 52,
    "id": "d38e253f",
    "metadata": {
     "scrolled": false
@@ -1033,10 +1033,10 @@
        "       1.83e+08, 1.92e+08]), array([1500000., 3000000., 1500000., 3000000., 1500000., 3000000.,\n",
        "       1500000., 3000000., 1500000., 3000000., 1500000., 3000000.,\n",
        "       1500000., 3000000., 1500000., 3000000., 1500000., 3000000.,\n",
-       "       1500000., 3000000.]))}, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x000002B9FF073D90>)"
+       "       1500000., 3000000.]))}, trigger_settings=None, other_settings={}, operations=<function postprocessing_crop_windows at 0x0000018F13FCD120>)"
       ]
      },
-     "execution_count": 51,
+     "execution_count": 52,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -1055,7 +1055,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 52,
+   "execution_count": 53,
    "id": "060a1a4c",
    "metadata": {},
    "outputs": [],
@@ -1073,7 +1073,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 53,
+   "execution_count": 54,
    "id": "cf3ce29e",
    "metadata": {},
    "outputs": [
@@ -1081,7 +1081,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:473: UserWarning: The channel auxins/0/sample.AuxIn0.avg does not have an interface for enabling it. If needed, this can be done using the web interface.\n",
+      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:523: UserWarning: The channel auxins/0/sample.AuxIn0.avg does not have an interface for enabling it. If needed, this can be done using the web interface.\n",
       "  warnings.warn(\n"
      ]
     }
@@ -1100,7 +1100,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 54,
+   "execution_count": 55,
    "id": "1505ae0a",
    "metadata": {},
    "outputs": [],
@@ -1112,7 +1112,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 55,
+   "execution_count": 56,
    "id": "8504fda1",
    "metadata": {},
    "outputs": [],
@@ -1134,7 +1134,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 56,
+   "execution_count": 57,
    "id": "8ab20ee5",
    "metadata": {},
    "outputs": [],
@@ -1152,7 +1152,926 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 57,
+   "execution_count": 58,
+   "id": "b909871b",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "data = my_lockin.measure_program(wait=False, return_raw=False)#(wait=False, fail_if_incomplete=False)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 59,
+   "id": "d81128bc",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
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+       "         ...                          ...\n",
+       "         nenbw:                       [nan]\n",
+       "         systemtime_converted:        [2.85087778e+10]\n",
+       "         createdtimestamp_converted:  [8.48349461e+12]\n",
+       "         changedtimestamp_converted:  [8.48747009e+12]\n",
+       "         device_serial:               DEV4121\n",
+       "         channel_name:                /dev4121/auxins/0/sample.auxin0.avg,\n",
+       "     <xarray.DataArray '/dev4121/auxins/0/sample.auxin0.avg' (col: 40)>\n",
+       "     array([-7.41579017e-05, -6.99418179e-05, -6.57257342e-05, -6.15096504e-05,\n",
+       "            -5.72935667e-05, -5.30774829e-05, -4.88613992e-05, -4.46453154e-05,\n",
+       "            -4.04292317e-05, -3.62131479e-05, -3.19970642e-05, -2.77809804e-05,\n",
+       "            -2.35648967e-05, -1.93488129e-05, -1.51327292e-05, -1.09166454e-05,\n",
+       "            -6.70056167e-06, -2.48447792e-06,  0.00000000e+00,  0.00000000e+00,\n",
+       "             0.00000000e+00,  0.00000000e+00,  0.00000000e+00,  0.00000000e+00,\n",
+       "             0.00000000e+00,  0.00000000e+00,  0.00000000e+00,  0.00000000e+00,\n",
+       "             0.00000000e+00,  0.00000000e+00,  0.00000000e+00,  0.00000000e+00,\n",
+       "             0.00000000e+00,  0.00000000e+00,  0.00000000e+00,  0.00000000e+00,\n",
+       "             0.00000000e+00,  0.00000000e+00,  0.00000000e+00,  0.00000000e+00])\n",
+       "     Coordinates:\n",
+       "         time     (col) float64 1.207e+07 1.214e+07 1.222e+07 ... 1.49e+07 1.498e+07\n",
+       "     Dimensions without coordinates: col\n",
+       "     Attributes: (12/30)\n",
+       "         systemtime:                  [1710526668]\n",
+       "         createdtimestamp:            [509009676746]\n",
+       "         changedtimestamp:            [509248205386]\n",
+       "         flags:                       [313]\n",
+       "         moduleflags:                 [0]\n",
+       "         chunksizebytes:              [0]\n",
+       "         ...                          ...\n",
+       "         nenbw:                       [nan]\n",
+       "         systemtime_converted:        [2.85087778e+10]\n",
+       "         createdtimestamp_converted:  [8.48349461e+12]\n",
+       "         changedtimestamp_converted:  [8.48747009e+12]\n",
+       "         device_serial:               DEV4121\n",
+       "         channel_name:                /dev4121/auxins/0/sample.auxin0.avg]]}}]"
+      ]
+     },
+     "execution_count": 59,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 60,
    "id": "8d97dfac",
    "metadata": {
     "scrolled": true
@@ -1160,57 +2079,69 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
    "source": [
-    "data = my_lockin.measure_program(wait=False, return_raw=False)#(wait=False, fail_if_incomplete=False)\n",
     "if data is not None:\n",
     "    for d in data:\n",
-    "        plot_windows(d)\n",
+    "        # plot_windows(d)\n",
+    "        \n",
+    "        for j, w in enumerate(d.keys()):\n",
+    "            for i, c in enumerate(d[w].keys()):\n",
+    "                for k, e in enumerate(d[w][c]):\n",
+    "                    for l in e:\n",
+    "                        plt.plot(l[\"time\"].values, l.values.T, color=f\"C{j}\", label=(w if (i==0 and k==0) else None))\n",
+    "                        plt.scatter(l[\"time\"].values, l.values.T, color=f\"C{j}\", marker=\"x\", alpha=.1)\n",
+    "        plt.legend()\n",
+    "        plt.show()\n",
     "else:\n",
     "    print(\"RETURNED NONE\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "b715a334",
+   "execution_count": 61,
+   "id": "f02727fe",
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "ERROR:root:No traceback has been produced, nothing to debug.\n"
+     ]
+    }
+   ],
+   "source": [
+    "%debug"
+   ]
   },
   {
    "cell_type": "markdown",
@@ -1222,7 +2153,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 58,
+   "execution_count": 62,
    "id": "1ac65d7f",
    "metadata": {},
    "outputs": [],
@@ -1233,7 +2164,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 59,
+   "execution_count": 63,
    "id": "fe7ace96",
    "metadata": {
     "scrolled": true
@@ -1246,7 +2177,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 60,
+   "execution_count": 64,
    "id": "be1c9ade",
    "metadata": {},
    "outputs": [],
@@ -1262,17 +2193,26 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 61,
+   "execution_count": 65,
    "id": "58dee40c",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:523: UserWarning: The channel auxins/0/sample.AuxIn0.avg does not have an interface for enabling it. If needed, this can be done using the web interface.\n",
+      "  warnings.warn(\n"
+     ]
+    }
+   ],
    "source": [
     "setup.run_program(\"test2\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 62,
+   "execution_count": 66,
    "id": "dc4dc54f",
    "metadata": {},
    "outputs": [],
@@ -1286,44 +2226,46 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 63,
+   "execution_count": 67,
    "id": "d206d097",
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:113: UserWarning: The received data for channel auxins/0/sample.AuxIn0.avg is empty.\n",
+      "  warnings.warn(f\"The received data for channel {_cn} is empty.\")\n"
+     ]
+    },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
+       "<Figure size 640x480 with 1 Axes>"
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -1331,7 +2273,14 @@
     "data = my_lockin.measure_program(return_raw=False)#(wait=False, fail_if_incomplete=False)\n",
     "if data is not None:\n",
     "    for d in data:\n",
-    "        plot_windows(d)\n",
+    "        for j, w in enumerate(d.keys()):\n",
+    "            for i, c in enumerate(d[w].keys()):\n",
+    "                for k, e in enumerate(d[w][c]):\n",
+    "                    for l in e:\n",
+    "                        plt.plot(l[\"time\"].values, l.values.T, color=f\"C{j}\", label=(w if (i==0 and k==0) else None))\n",
+    "                        plt.scatter(l[\"time\"].values, l.values.T, color=f\"C{j}\", marker=\"x\", alpha=.1)\n",
+    "        plt.legend()\n",
+    "        plt.show()\n",
     "else:\n",
     "    print(\"RETURNED NONE\")"
    ]
@@ -1346,7 +2295,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 64,
+   "execution_count": 68,
    "id": "eb3982ba",
    "metadata": {},
    "outputs": [
@@ -1354,7 +2303,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:473: UserWarning: The channel auxins/0/sample.AuxIn0.avg does not have an interface for enabling it. If needed, this can be done using the web interface.\n",
+      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:523: UserWarning: The channel auxins/0/sample.AuxIn0.avg does not have an interface for enabling it. If needed, this can be done using the web interface.\n",
       "  warnings.warn(\n"
      ]
     }
@@ -1366,7 +2315,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 65,
+   "execution_count": 69,
    "id": "ba3c538f",
    "metadata": {},
    "outputs": [],
@@ -1380,7 +2329,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 66,
+   "execution_count": 70,
    "id": "0c875430",
    "metadata": {},
    "outputs": [
@@ -1388,7 +2337,9 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:96: UserWarning: The received data for channel auxins/0/sample.AuxIn0.avg is empty.\n",
+      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:113: UserWarning: The received data for channel auxins/0/sample.AuxIn0.avg is empty.\n",
+      "  warnings.warn(f\"The received data for channel {_cn} is empty.\")\n",
+      "\\\\janeway\\user ag bluhm\\surrey\\git\\qupulse-mfli\\qupulse_mfli\\mfli.py:113: UserWarning: The received data for channel auxins/0/sample.AuxIn0.avg is empty.\n",
       "  warnings.warn(f\"The received data for channel {_cn} is empty.\")\n"
      ]
     }
@@ -1399,30 +2350,37 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 67,
+   "execution_count": 71,
    "id": "26e83327",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "[{'X': {'/dev4797/demods/0/sample.x': [3.5563043682431114e-07]},\n",
-       "  'R': {'/dev4797/demods/0/sample.r': [2.4710423472361923e-06,\n",
-       "    1.7632957471949443e-06]},\n",
-       "  'A': {'/dev4797/auxins/0/sample.auxin0.avg': [-0.0005460802553953759,\n",
-       "    -0.0008227858712557268]}},\n",
-       " {'X': {'/dev4797/demods/0/sample.x': [-2.981823996239047e-07]},\n",
-       "  'R': {'/dev4797/demods/0/sample.r': [2.1459612846495112e-06,\n",
-       "    1.839254450815092e-06]},\n",
-       "  'A': {'/dev4797/auxins/0/sample.auxin0.avg': [-0.000510020860397753,\n",
-       "    -0.00048060273650735175]}},\n",
-       " {'X': {'/dev4797/demods/0/sample.x': [1.6121050863491595e-06]},\n",
-       "  'R': {'/dev4797/demods/0/sample.r': [2.9153354839972016e-06,\n",
-       "    1.8540458051718418e-06]},\n",
+       "[{'X': {'/dev4121/demods/0/sample.x': [array([4.71528992e-07]),\n",
+       "    array([-2.97152004e-07]),\n",
+       "    array([1.78815249e-08])]},\n",
+       "  'R': {'/dev4121/demods/0/sample.r': [array([5.20885683e-08, 6.86855784e-07]),\n",
+       "    array([3.12780536e-07, 3.44728926e-07]),\n",
+       "    array([4.07779154e-07, 6.58919205e-07])]},\n",
+       "  'A': {}},\n",
+       " {'X': {'/dev4121/demods/0/sample.x': [array([-4.77546633e-08]),\n",
+       "    array([1.29963404e-07]),\n",
+       "    array([-7.02329764e-08])]},\n",
+       "  'R': {'/dev4121/demods/0/sample.r': [array([8.92149598e-08, 1.30920697e-07]),\n",
+       "    array([5.04768677e-07, 3.39291962e-07]),\n",
+       "    array([2.36518027e-07, 5.38504503e-07])]},\n",
+       "  'A': {'/dev4121/auxins/0/sample.auxin0.avg': [array([-0.00050123, -0.00054803])]}},\n",
+       " {'X': {'/dev4121/demods/0/sample.x': [array([-3.39038861e-07]),\n",
+       "    array([3.78125426e-07]),\n",
+       "    array([-2.39744061e-07])]},\n",
+       "  'R': {'/dev4121/demods/0/sample.r': [array([3.97042473e-07, 1.48085943e-07]),\n",
+       "    array([6.33777026e-07, 2.90998235e-07]),\n",
+       "    array([1.27088007e-07, 3.04374249e-07])]},\n",
        "  'A': {}}]"
       ]
      },
-     "execution_count": 67,
+     "execution_count": 71,
      "metadata": {},
      "output_type": "execute_result"
     }
diff --git a/qupulse_mfli/mfli.py b/qupulse_mfli/mfli.py
index 19cc4ed..4ec3b4b 100644
--- a/qupulse_mfli/mfli.py
+++ b/qupulse_mfli/mfli.py
@@ -59,7 +59,7 @@ def postprocessing_crop_windows(
                 serial:str,
                 recorded_data: Mapping[str, List[xr.DataArray]],
                 program: "MFLIProgram",
-                fail_on_empty: bool = True, average_window:bool=False, sort_along_time:bool=True, drop_nans:bool=False
+                fail_on_empty: bool = True, average_window:bool=False, sort_along_time:bool=True
                 ) -> Mapping[str, Mapping[str, List[Union[float, xr.DataArray]]]]:
     """ This function parses the recorded data and extracts the measurement masks
     """
@@ -103,8 +103,7 @@ def postprocessing_crop_windows(
                     f"for channel '{cn}' only {len(recorded_data[cn])} shots are given. This does not allow for taking element [-1-{shot_index}]")
                 continue
             applicable_data = recorded_data[cn][-1 - shot_index]
-            if drop_nans:
-                applicable_data = applicable_data.where(~np.isnan(applicable_data), drop=True)
+            applicable_data = applicable_data.where(~np.isnan(applicable_data), drop=True)
 
             if len(applicable_data) == 0 or np.product([*applicable_data.shape]) == 0:
                 if fail_on_empty:
@@ -113,39 +112,44 @@ def postprocessing_crop_windows(
                     warnings.warn(f"The received data for channel {_cn} is empty.")
                     continue
 
-            extracted_data = []
-            
+            # 
             _time_of_first_not_nan_value = applicable_data["time"][:, 0].values
             time_of_trigger = -1 * applicable_data.attrs["gridcoloffset"][
                         0] * 1e9 + _time_of_first_not_nan_value
-
-            assert np.product(applicable_data["time"].shape) == applicable_data["time"].shape[-1]
-            timeaxis = applicable_data["time"].values.squeeze()
-            assert len(timeaxis.shape) == 1
-            dt = (timeaxis[-1]-timeaxis[0])/(len(timeaxis)-1)
-
-            if average_window and np.allclose(np.diff(timeaxis), dt, atol=0.05):
-                calc_begins = begins + time_of_trigger
-                ends = calc_begins + lengths
-                averaged = average_windows(timeaxis, values=applicable_data.values,
-                                           begins=calc_begins, ends=ends)
-                extracted_data = averaged
-            else:
-
-                for b, l in zip(begins, lengths):
-    
-                    foo = applicable_data.where((applicable_data["time"] >= (time_of_trigger + b)[:, None]) & (
-                            applicable_data["time"] <= (time_of_trigger + b + l)[:, None]), drop=False)
-                    if not average_window:
-                        foo = foo.copy()
-                        foo2 = foo.where(~np.isnan(foo), drop=True)
-                        rows_with_data = np.sum(~np.isnan(foo), axis=-1) > 0
-                        foo2["time"] -= time_of_trigger[rows_with_data, None]
-                        extracted_data.append(foo2)
-                    else:
-                        extracted_data.append(np.nanmean(foo))
+            time_of_trigger = time_of_trigger.reshape((len(applicable_data["row"]), ))
+
+            all_extracted_data = []
+            for ri, r in enumerate(applicable_data["row"]):
+                extracted_data = []
+                applicable_row = applicable_data.loc[{"row":r}]
+
+                assert np.product(applicable_row["time"].shape) == applicable_row["time"].shape[-1], "There might have been multiple rows recorded."
+                timeaxis = applicable_row["time"].values.squeeze()
+                assert len(timeaxis.shape) == 1
+                dt = (timeaxis[-1]-timeaxis[0])/(len(timeaxis)-1)
+
+                if average_window and np.allclose(np.diff(timeaxis, axis=-1), dt, atol=0.05):
+                    calc_begins = begins + time_of_trigger[r]
+                    ends = calc_begins + lengths
+                    averaged = average_windows(timeaxis, values=applicable_row.values,
+                                               begins=calc_begins, ends=ends)
+                    extracted_data = averaged
+                else:
+                    for b, l in zip(begins, lengths):
+        
+                        foo = applicable_row.where((applicable_row["time"] >= (time_of_trigger[r] + b)) & (
+                                applicable_row["time"] <= (time_of_trigger[r] + b + l)), drop=False)
+                        if not average_window:
+                            foo = foo.copy()
+                            foo2 = foo.where(~np.isnan(foo), drop=True)
+                            rows_with_data = np.sum(~np.isnan(foo), axis=-1) > 0
+                            foo2["time"] -= time_of_trigger[r][rows_with_data]
+                            extracted_data.append(foo2)
+                        else:
+                            extracted_data.append(np.nanmean(foo))
+                all_extracted_data.append(extracted_data)
                 
-            data_by_channel.update({cn: extracted_data})
+            data_by_channel.update({cn: all_extracted_data})
         masked_data[window_name] = data_by_channel
 
     return masked_data