From 1718705904746e1c3ce9b39e78f0c1153f3fecca Mon Sep 17 00:00:00 2001
From: gubaidulinvadim <gubaidulinvadim@gmail.com>
Date: Wed, 11 Feb 2026 14:51:08 +0100
Subject: [PATCH 1/2] Updated SOLEIL examples. Added orbit example in DESIGN
 mode.

---
 .../01-SOLEIL_II_tune_example.ipynb           |  750 +--
 .../02-chromaticity_measurement.ipynb         |   87 +-
 .../SOLEIL_examples/03-Orbit_correction.ipynb | 1008 ++++
 examples/SOLEIL_examples/README.md            |   19 +-
 .../SOLEIL_II_V3631_V001_database_rf.m        | 4249 -----------------
 5 files changed, 1465 insertions(+), 4648 deletions(-)
 create mode 100644 examples/SOLEIL_examples/03-Orbit_correction.ipynb
 delete mode 100644 examples/SOLEIL_examples/SOLEIL_II_V3631_V001_database_rf.m

diff --git a/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb b/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb
index 8fa8de61..c2654d91 100644
--- a/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb
+++ b/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 6,
    "id": "11bf6fa5-1b3c-4283-a4bc-cb27bac2e988",
    "metadata": {},
    "outputs": [],
@@ -14,67 +14,73 @@
     "\n",
     "from pyaml.accelerator import Accelerator\n",
     "from pyaml.common.constants import ACTION_MEASURE\n",
-    "from pyaml.configuration.factory import Factory\n",
     "from pyaml.magnet.magnet import Magnet"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "id": "5a5aa924-ffcd-4aba-a0c2-fb9e4955eb58",
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "30 Jan% 2026, 17:48:28 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
-     ]
-    }
-   ],
-   "source": [
-    "sr = Accelerator.load(\"p.yaml\")\n",
-    "# This is a fix to be able to load multiple times.\n",
-    "# This will be fixed after pyAML workshop\n",
-    "Factory.clear()\n",
-    "# sr.design.get_lattice().disable_6d()"
-   ]
-  },
   {
    "cell_type": "markdown",
    "id": "74299a03-49fe-4efe-a66b-3e21bc9feb05",
    "metadata": {},
    "source": [
-    "For the live control mode, you should have some control system emulation runing. It is possible to do \n",
+    "### Virtual accelerator setup for emulation of a control system\n",
+    "For the **live** control mode, you should have some control system emulation running. \n",
+    "\n",
+    "!!! *If you want to skip this, you can always run the notebook in **design** mode.* !!!\n",
+    "\n",
+    "For the installation you should be able to do \n",
     "```\n",
     "apptainer pull virtual-accelerator.sif oras://gitlab-registry.synchrotron-soleil.fr/software-control-system/containers/apptainer/virtual-accelerator:latest\n",
     "apptainer run virtual-accelerator.sif\n",
     "```\n",
-    "this will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via jive to check that everything is working. You can run jive in a different terminal with \n",
+    "This will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via Jive to check that everything is working. You can run Jive in a different terminal with \n",
     "```\n",
     "apptainer pull jive.sif https://gitlab.synchrotron-soleil.fr/api/v4/projects/2739/packages/generic/jive/latest/jive.sif\n",
     "apptainer run jive.sif\n",
     "```\n",
-    "On linux you may need additionally to configure X11\n",
+    "On linux you may additionally configure X11\n",
     "```\n",
     "export DISPLAY=:0\n",
     "xhost +local:root\n",
     "```\n",
-    "\n",
-    "NOTE: This is just a demonstration of pyAML functionality. Certain things may be done stupidly. The person who wrote this jupyter notebook only cared about showing that the code is working, not about intelligently controlling the accelerator."
+    "Jive is not necessary to run anything but some of you may find it useful to open its `simulator/ringsimulator/ringsimulator` device on the side and see how the global parameters (tune, orbit, chromaticity, etc.) change with your actions in pyAML.\n",
+    "NOTE: This notebook is just a demonstration of pyAML functionality. Certain things may be done stupidly. The person who wrote this jupyter notebook only cared about showing that the code is working, not about intelligently controlling the accelerator."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "76146150-cfad-4579-9789-29da1bd766fa",
+   "execution_count": 7,
+   "id": "5a5aa924-ffcd-4aba-a0c2-fb9e4955eb58",
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "06 Feb% 2026, 20:53:26 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
+     ]
+    }
+   ],
+   "source": [
+    "sr = Accelerator.load(\"p.yaml\")\n",
+    "sr  # string representation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "a55eb5f7-7c5f-4a37-96e8-f9b6be67ede6",
+   "metadata": {},
+   "source": [
+    "### Control mode choice\n",
+    "You can choose either sr.live control mode or sr.design control mode\n",
+    "- **sr.live** is intended for use with control system either digital twin or a real accelerator\n",
+    "- **sr.design** will just run pyAT without any control system \n",
+    "     \n",
+    "In this notebook with **sr.design** you can put all wait times to zero or some negligible value. In **sr.live** mode, a wait time of 1.5 seconds is necessary becausethe  digital twin is updating every 0.5-1 second."
+   ]
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 9,
    "id": "4316ad34-f146-442f-9250-8a750cf6f562",
    "metadata": {},
    "outputs": [
@@ -84,19 +90,29 @@
        "TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)"
       ]
      },
-     "execution_count": 5,
+     "execution_count": 9,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
     "control_mode = sr.live\n",
-    "control_mode"
+    "wait_time = 0 if control_mode == sr.design else 1.5\n",
+    "control_mode  # string representation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "be59ab58-7662-4e46-a22f-00b134d22d45",
+   "metadata": {},
+   "source": [
+    "#### Accessing betatron tune monitor / diagnostics\n",
+    "Betatron tune monitor object is already defined near the end of the configuration file with a name \"BETATRON_TUNE\"."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 13,
    "id": "9881f93b-68c1-41c9-b67d-0db5f9f4571c",
    "metadata": {},
    "outputs": [
@@ -104,16 +120,16 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "[0.21451629 0.30517208]\n"
+      "[0.20136665 0.30000589]\n"
      ]
     },
     {
      "data": {
       "text/plain": [
-       "BetatronTuneMonitor(peer='TangoControlSystem:live', name='BETATRON_TUNE', lattice_names=None, tune_h=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_h', unit='', range=None), tune_v=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_v', unit='', range=None))"
+       "BetatronTuneMonitor(peer='TangoControlSystem:live', name='BETATRON_TUNE', description=None, lattice_names=None, tune_h=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_h', unit='', range=None), tune_v=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_v', unit='', range=None))"
       ]
      },
-     "execution_count": 6,
+     "execution_count": 13,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -121,12 +137,21 @@
    "source": [
     "tune_monitor = control_mode.get_betatron_tune_monitor(\"BETATRON_TUNE\")\n",
     "print(tune_monitor.tune.get())\n",
-    "tune_monitor"
+    "tune_monitor  # string representation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9ab82b92-d891-45e7-aaab-f6efc313bd1f",
+   "metadata": {},
+   "source": [
+    "#### Accessing quadrupolar correctors available in the ring\n",
+    "The configuration file already has a \"QCORR\" array of magnets defined. get_magnets() method will return a list of magnets. In this notebook we will control each of the correctors individually. "
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 14,
    "id": "49e98106-dcd3-41f3-861a-a5bdac997ec9",
    "metadata": {},
    "outputs": [
@@ -143,7 +168,7 @@
        "Quadrupole(peer='TangoControlSystem:live', name='QCORR_001', model_name='QCORR_001', magnet_model=IdentityMagnetModel(powerconverter=None, physics=Attribute(attribute='AN01-AR/EM-COR/CQLN.03/strength', unit='1/m', range=None), unit='1/m'))"
       ]
      },
-     "execution_count": 9,
+     "execution_count": 14,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -160,13 +185,30 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 19,
    "id": "0b945d5d-09c9-48eb-a1e9-a8dbec2e76b8",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "We can access the strength of the corrector qcorrectors[0].strength.get()=0.00, we can set it to some value with qcorrectors[0].strength.set(0.2)\n",
+      "Let's check that the readback is what we asked for qcorrectors[0].strength.get()=0.20, \n"
+     ]
+    }
+   ],
    "source": [
-    "# qcorrectors[0].strength.set(0.2)\n",
-    "qcorrectors[0].strength.get()"
+    "print(\n",
+    "    f\"We can access the strength of the corrector {qcorrectors[0].strength.get()=:.2f},\"\n",
+    "    f\"we can set it to some value with qcorrectors[0].strength.set(0.2)\"\n",
+    ")\n",
+    "qcorrectors[0].strength.set(0.2)\n",
+    "print(\n",
+    "    f\"Let's check that the readback is what \"\n",
+    "    f\"we asked for {qcorrectors[0].strength.get()=:.2f}, \"\n",
+    ")\n",
+    "qcorrectors[0].strength.set(0)  # setting back to original value"
    ]
   },
   {
@@ -174,22 +216,24 @@
    "id": "fda45408-f7c2-4bc0-a985-55fab65b6307",
    "metadata": {},
    "source": [
-    "### Standard tuning tool for tune correction"
+    "### Standard tuning tool for tune correction\n",
+    "The standard tuning tool for tune correction can be accessed by name \"DEFAULT_TUNE_CORRECTION\". At the same time, this default tune correction can be accessed as a property of a control mode."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 43,
+   "execution_count": 21,
    "id": "78ea33ac-fc9d-4943-bdde-694e5f8ce3cf",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001)"
+       "(Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001),\n",
+       " Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001))"
       ]
      },
-     "execution_count": 43,
+     "execution_count": 21,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -197,7 +241,7 @@
    "source": [
     "tune_correction = control_mode.get_tune_tuning(\"DEFAULT_TUNE_CORRECTION\")\n",
     "\n",
-    "tune_correction"
+    "control_mode.tune, tune_correction  # string representation"
    ]
   },
   {
@@ -205,12 +249,12 @@
    "id": "d5abc174-b21c-4407-89a5-a2ef3f3f5121",
    "metadata": {},
    "source": [
-    "Let's try to set the tune using the tune correction tool."
+    "Let's try to set the tune using the tune correction tool. This will not be possible because no response matrix is defined at the moment. The response matrix can either be loaded from a file or measured. You can also measure the response matrix in **design** mode and try to use in in **live** mode."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 44,
+   "execution_count": 22,
    "id": "e848371d-90d5-4bbe-a034-66eb21d39d0c",
    "metadata": {},
    "outputs": [
@@ -218,7 +262,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "We've got an error saying: TuneResponse.correct(): no matrix loaded or measured\n"
+      "We've got an exception (this is intended) throwing the following error: TuneResponse.correct(): no matrix loaded or measured\n"
      ]
     }
    ],
@@ -228,12 +272,22 @@
     "try:\n",
     "    tune_correction.set([0.21, 0.31])\n",
     "except PyAMLException as e:\n",
-    "    print(f\"We've got an error saying: {e}\")"
+    "    print(\n",
+    "        f\"We've got an exception (this is intended) throwing the following error: {e}\"\n",
+    "    )"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "8c2eef19-8fdb-4297-99aa-3be44f78085b",
+   "metadata": {},
+   "source": [
+    "It is not possible to do so without measuring the response matrix (or loading it from a file). In the properties of the tune_correction, we can find a TuneResponse object with a measure() method. However, before doing that, we can define a callback that will print progress during the measurement. The measurement will take a while because of the 1.5-second wait time necessary to get a response from the virtual accelerator. You can try to change this and see what the minimal response time is for your hardware."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 45,
+   "execution_count": 23,
    "id": "72bcf013-c4a6-4695-9029-b899a53753bd",
    "metadata": {},
    "outputs": [],
@@ -245,17 +299,9 @@
     "    return True"
    ]
   },
-  {
-   "cell_type": "markdown",
-   "id": "8c2eef19-8fdb-4297-99aa-3be44f78085b",
-   "metadata": {},
-   "source": [
-    "It is not possible to do so without measuring the response matrix (or loading it from a file). In the properties of the tune_correction we can find TuneResponse object."
-   ]
-  },
   {
    "cell_type": "code",
-   "execution_count": 46,
+   "execution_count": 24,
    "id": "d4712e98-a75a-41ae-8d11-18c3bee23a2a",
    "metadata": {},
    "outputs": [
@@ -263,215 +309,215 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune response: #0 QCORR_001 [0. 0.]\n",
-      "Tune response: #1 QCORR_002 [ 0.14108408 -1.12654246]\n",
-      "Tune response: #2 QCORR_003 [ 0.12505253 -0.33585068]\n",
-      "Tune response: #3 QCORR_004 [ 0.12505253 -0.33585068]\n",
-      "Tune response: #4 QCORR_005 [ 0.12510871 -0.33496161]\n",
-      "Tune response: #5 QCORR_006 [ 0.12180106 -0.33812008]\n",
-      "Tune response: #6 QCORR_007 [ 0.12180106 -0.33812008]\n",
-      "Tune response: #7 QCORR_008 [ 0.12486034 -0.33514531]\n",
-      "Tune response: #8 QCORR_009 [ 0.12493914 -0.33546973]\n",
-      "Tune response: #9 QCORR_010 [ 0.12493914 -0.33546973]\n",
-      "Tune response: #10 QCORR_011 [ 0.12507861 -0.33620251]\n",
-      "Tune response: #11 QCORR_012 [ 0.12507861 -0.33620251]\n",
-      "Tune response: #12 QCORR_013 [ 0.25206877 -0.43354454]\n",
-      "Tune response: #13 QCORR_014 [ 0.12486482 -0.3361889 ]\n",
-      "Tune response: #14 QCORR_015 [ 0.12486482 -0.3361889 ]\n",
-      "Tune response: #15 QCORR_016 [ 0.12488068 -0.33530978]\n",
-      "Tune response: #16 QCORR_017 [ 0.12488068 -0.33530978]\n",
-      "Tune response: #17 QCORR_018 [ 0.23383542 -0.39128504]\n",
-      "Tune response: #18 QCORR_019 [ 0.51255924 -0.19282991]\n",
-      "Tune response: #19 QCORR_020 [ 0.51255924 -0.19282991]\n",
-      "Tune response: #20 QCORR_021 [ 0.23343669 -0.39127821]\n",
-      "Tune response: #21 QCORR_022 [ 0.23343669 -0.39127821]\n",
-      "Tune response: #22 QCORR_023 [ 0.12497345 -0.33484196]\n",
-      "Tune response: #23 QCORR_024 [ 0.12488524 -0.33536238]\n",
-      "Tune response: #24 QCORR_025 [ 0.12488524 -0.33536238]\n",
-      "Tune response: #25 QCORR_026 [ 0.12182225 -0.33964499]\n",
-      "Tune response: #26 QCORR_027 [ 0.1218687  -0.33962235]\n",
-      "Tune response: #27 QCORR_028 [ 0.1218687  -0.33962235]\n",
-      "Tune response: #28 QCORR_029 [ 0.12493511 -0.33523312]\n",
-      "Tune response: #29 QCORR_030 [ 0.12503031 -0.33476602]\n",
-      "Tune response: #30 QCORR_031 [ 0.12503031 -0.33476602]\n",
-      "Tune response: #31 QCORR_032 [ 0.23336101 -0.39139181]\n",
-      "Tune response: #32 QCORR_033 [ 0.23336101 -0.39139181]\n",
-      "Tune response: #33 QCORR_034 [ 0.51252458 -0.19277802]\n",
-      "Tune response: #34 QCORR_035 [ 0.51252458 -0.19277802]\n",
-      "Tune response: #35 QCORR_036 [ 0.12511647 -0.33515216]\n",
-      "Tune response: #36 QCORR_037 [ 0.12511647 -0.33515216]\n",
-      "Tune response: #37 QCORR_038 [ 0.12502361 -0.33614403]\n",
-      "Tune response: #38 QCORR_039 [ 0.12502361 -0.33614403]\n",
-      "Tune response: #39 QCORR_040 [ 0.23402823 -0.4194154 ]\n",
-      "Tune response: #40 QCORR_041 [ 0.23402823 -0.4194154 ]\n",
-      "Tune response: #41 QCORR_042 [ 0.12510591 -0.33619876]\n",
-      "Tune response: #42 QCORR_043 [ 0.12510591 -0.33619876]\n",
-      "Tune response: #43 QCORR_044 [ 0.12499713 -0.33534286]\n",
-      "Tune response: #44 QCORR_045 [ 0.12499713 -0.33534286]\n",
-      "Tune response: #45 QCORR_046 [ 0.12166254 -0.33815458]\n",
-      "Tune response: #46 QCORR_047 [ 0.12174441 -0.33810939]\n",
-      "Tune response: #47 QCORR_048 [ 0.12174441 -0.33810939]\n",
-      "Tune response: #48 QCORR_049 [ 0.12508502 -0.33508485]\n",
-      "Tune response: #49 QCORR_050 [ 0.12508502 -0.33508485]\n",
-      "Tune response: #50 QCORR_051 [ 0.12509343 -0.33612616]\n",
-      "Tune response: #51 QCORR_052 [ 0.08213163 -0.63877597]\n",
-      "Tune response: #52 QCORR_053 [ 0.08213163 -0.63877597]\n",
-      "Tune response: #53 QCORR_054 [ 0.12487347 -0.33435006]\n",
-      "Tune response: #54 QCORR_055 [ 0.12508113 -0.33443308]\n",
-      "Tune response: #55 QCORR_056 [ 0.12508113 -0.33443308]\n",
-      "Tune response: #56 QCORR_057 [ 0.1250788  -0.33544094]\n",
-      "Tune response: #57 QCORR_058 [ 0.1250788  -0.33544094]\n",
-      "Tune response: #58 QCORR_059 [ 0.12175333 -0.33999157]\n",
-      "Tune response: #59 QCORR_060 [ 0.12504199 -0.33577816]\n",
-      "Tune response: #60 QCORR_061 [ 0.12504199 -0.33577816]\n",
-      "Tune response: #61 QCORR_062 [ 0.12490695 -0.33464769]\n",
-      "Tune response: #62 QCORR_063 [ 0.12490695 -0.33464769]\n",
-      "Tune response: #63 QCORR_064 [ 0.2341997 -0.4173644]\n",
-      "Tune response: #64 QCORR_065 [ 0.23443821 -0.4174748 ]\n",
-      "Tune response: #65 QCORR_066 [ 0.23443821 -0.4174748 ]\n",
-      "Tune response: #66 QCORR_067 [ 0.12485773 -0.33502301]\n",
-      "Tune response: #67 QCORR_068 [ 0.12490317 -0.33603245]\n",
-      "Tune response: #68 QCORR_069 [ 0.12490317 -0.33603245]\n",
-      "Tune response: #69 QCORR_070 [ 0.23361061 -0.3932912 ]\n",
-      "Tune response: #70 QCORR_071 [ 0.23361061 -0.3932912 ]\n",
-      "Tune response: #71 QCORR_072 [ 0.51236801 -0.19310038]\n",
-      "Tune response: #72 QCORR_073 [ 0.23377253 -0.39230062]\n",
-      "Tune response: #73 QCORR_074 [ 0.23377253 -0.39230062]\n",
-      "Tune response: #74 QCORR_075 [ 0.12484581 -0.33649738]\n",
-      "Tune response: #75 QCORR_076 [ 0.12484581 -0.33649738]\n",
-      "Tune response: #76 QCORR_077 [ 0.12491847 -0.33521705]\n",
-      "Tune response: #77 QCORR_078 [ 0.12491847 -0.33521705]\n",
-      "Tune response: #78 QCORR_079 [ 0.12185943 -0.33780197]\n",
-      "Tune response: #79 QCORR_080 [ 0.12185943 -0.33780197]\n",
-      "Tune response: #80 QCORR_081 [ 0.12509877 -0.33475004]\n",
-      "Tune response: #81 QCORR_082 [ 0.12509302 -0.33596782]\n",
-      "Tune response: #82 QCORR_083 [ 0.12509302 -0.33596782]\n",
-      "Tune response: #83 QCORR_084 [ 0.23344347 -0.39309272]\n",
-      "Tune response: #84 QCORR_085 [ 0.23344347 -0.39309272]\n",
-      "Tune response: #85 QCORR_086 [ 0.5118344 -0.1933526]\n",
-      "Tune response: #86 QCORR_087 [ 0.5118344 -0.1933526]\n",
-      "Tune response: #87 QCORR_088 [ 0.12500307 -0.3368262 ]\n",
-      "Tune response: #88 QCORR_089 [ 0.12509966 -0.33676465]\n",
-      "Tune response: #89 QCORR_090 [ 0.12509966 -0.33676465]\n",
-      "Tune response: #90 QCORR_091 [ 0.12497516 -0.33542715]\n",
-      "Tune response: #91 QCORR_092 [ 0.12497516 -0.33542715]\n",
-      "Tune response: #92 QCORR_093 [ 0.25209882 -0.43242744]\n",
-      "Tune response: #93 QCORR_094 [ 0.12501387 -0.33442674]\n",
-      "Tune response: #94 QCORR_095 [ 0.12501387 -0.33442674]\n",
-      "Tune response: #95 QCORR_096 [ 0.12510526 -0.33461475]\n",
-      "Tune response: #96 QCORR_097 [ 0.12510526 -0.33461475]\n",
-      "Tune response: #97 QCORR_098 [ 0.12183786 -0.33961149]\n",
-      "Tune response: #98 QCORR_099 [ 0.12164935 -0.33985299]\n",
-      "Tune response: #99 QCORR_100 [ 0.12164935 -0.33985299]\n",
-      "Tune response: #100 QCORR_101 [ 0.12490289 -0.33599354]\n",
-      "Tune response: #101 QCORR_102 [ 0.12490289 -0.33599354]\n",
-      "Tune response: #102 QCORR_103 [ 0.12484849 -0.3351305 ]\n",
-      "Tune response: #103 QCORR_104 [ 0.14119285 -1.1206593 ]\n",
-      "Tune response: #104 QCORR_105 [ 0.14119285 -1.1206593 ]\n",
-      "Tune response: #105 QCORR_106 [ 0.12491291 -0.33451437]\n",
-      "Tune response: #106 QCORR_107 [ 0.12491291 -0.33451437]\n",
-      "Tune response: #107 QCORR_108 [ 0.12503198 -0.33442538]\n",
-      "Tune response: #108 QCORR_109 [ 0.12503198 -0.33442538]\n",
-      "Tune response: #109 QCORR_110 [ 0.12187792 -0.33943611]\n",
-      "Tune response: #110 QCORR_111 [ 0.12187792 -0.33943611]\n",
-      "Tune response: #111 QCORR_112 [ 0.12500107 -0.33626925]\n",
-      "Tune response: #112 QCORR_113 [ 0.12500107 -0.33626925]\n",
-      "Tune response: #113 QCORR_114 [ 0.12486868 -0.33616703]\n",
-      "Tune response: #114 QCORR_115 [ 0.1249361 -0.3350045]\n",
-      "Tune response: #115 QCORR_116 [ 0.1249361 -0.3350045]\n",
-      "Tune response: #116 QCORR_117 [ 0.25223    -0.43103031]\n",
-      "Tune response: #117 QCORR_118 [ 0.12500054 -0.33465988]\n",
-      "Tune response: #118 QCORR_119 [ 0.12500054 -0.33465988]\n",
-      "Tune response: #119 QCORR_120 [ 0.12487841 -0.3346831 ]\n",
-      "Tune response: #120 QCORR_121 [ 0.12489421 -0.33525374]\n",
-      "Tune response: #121 QCORR_122 [ 0.12495742 -0.3355479 ]\n",
-      "Tune response: #122 QCORR_123 [ 0.23366606 -0.39309083]\n",
-      "Tune response: #123 QCORR_124 [ 0.51212292 -0.19372257]\n",
-      "Tune response: #124 QCORR_125 [ 0.5122022  -0.19266529]\n",
-      "Tune response: #125 QCORR_126 [ 0.23369959 -0.39138518]\n",
-      "Tune response: #126 QCORR_127 [ 0.12497853 -0.33618062]\n",
-      "Tune response: #127 QCORR_128 [ 0.12487123 -0.33639981]\n",
-      "Tune response: #128 QCORR_129 [ 0.12495812 -0.33595205]\n",
-      "Tune response: #129 QCORR_130 [ 0.12495812 -0.33595205]\n",
-      "Tune response: #130 QCORR_131 [ 0.12169248 -0.3385926 ]\n",
-      "Tune response: #131 QCORR_132 [ 0.12186534 -0.33823447]\n",
-      "Tune response: #132 QCORR_133 [ 0.12500284 -0.3340644 ]\n",
-      "Tune response: #133 QCORR_134 [ 0.12506427 -0.3342082 ]\n",
-      "Tune response: #134 QCORR_135 [ 0.12508284 -0.3351985 ]\n",
-      "Tune response: #135 QCORR_136 [ 0.12495217 -0.3356052 ]\n",
-      "Tune response: #136 QCORR_137 [ 0.23341791 -0.39318205]\n",
-      "Tune response: #137 QCORR_138 [ 0.51168968 -0.19370972]\n",
-      "Tune response: #138 QCORR_139 [ 0.51199391 -0.1929018 ]\n",
-      "Tune response: #139 QCORR_140 [ 0.12503133 -0.33670963]\n",
-      "Tune response: #140 QCORR_141 [ 0.12503133 -0.33670963]\n",
-      "Tune response: #141 QCORR_142 [ 0.12506241 -0.33691474]\n",
-      "Tune response: #142 QCORR_143 [ 0.12509425 -0.33659454]\n",
-      "Tune response: #143 QCORR_144 [ 0.12494441 -0.33621135]\n",
-      "Tune response: #144 QCORR_145 [ 0.23420334 -0.41930918]\n",
-      "Tune response: #145 QCORR_146 [ 0.23420334 -0.41930918]\n",
-      "Tune response: #146 QCORR_147 [ 0.12503771 -0.33494526]\n",
-      "Tune response: #147 QCORR_148 [ 0.12508448 -0.33416002]\n",
-      "Tune response: #148 QCORR_149 [ 0.12508448 -0.33416002]\n",
-      "Tune response: #149 QCORR_150 [ 0.12179816 -0.33887895]\n",
-      "Tune response: #150 QCORR_151 [ 0.12179816 -0.33887895]\n",
-      "Tune response: #151 QCORR_152 [ 0.12488236 -0.33628702]\n",
-      "Tune response: #152 QCORR_153 [ 0.12488236 -0.33628702]\n",
-      "Tune response: #153 QCORR_154 [ 0.12487956 -0.33591298]\n",
-      "Tune response: #154 QCORR_155 [ 0.12487956 -0.33591298]\n",
-      "Tune response: #155 QCORR_156 [ 0.08218439 -0.63584414]\n",
-      "Tune response: #156 QCORR_157 [ 0.08218439 -0.63584414]\n",
-      "Tune response: #157 QCORR_158 [ 0.12500294 -0.33566578]\n",
-      "Tune response: #158 QCORR_159 [ 0.12500294 -0.33566578]\n",
-      "Tune response: #159 QCORR_160 [ 0.12511587 -0.33460896]\n",
-      "Tune response: #160 QCORR_161 [ 0.12511587 -0.33460896]\n",
-      "Tune response: #161 QCORR_162 [ 0.12185797 -0.33836285]\n",
-      "Tune response: #162 QCORR_163 [ 0.12185797 -0.33836285]\n",
-      "Tune response: #163 QCORR_164 [ 0.12490003 -0.33560632]\n",
-      "Tune response: #164 QCORR_165 [ 0.12490003 -0.33560632]\n",
-      "Tune response: #165 QCORR_166 [ 0.12483268 -0.33611606]\n",
-      "Tune response: #166 QCORR_167 [ 0.12483268 -0.33611606]\n",
-      "Tune response: #167 QCORR_168 [ 0.23444444 -0.41818123]\n",
-      "Tune response: #168 QCORR_169 [ 0.23422042 -0.41936039]\n",
-      "Tune response: #169 QCORR_170 [ 0.23422042 -0.41936039]\n",
-      "Tune response: #170 QCORR_171 [ 0.1248976  -0.33572379]\n",
-      "Tune response: #171 QCORR_172 [ 0.12484674 -0.33507633]\n",
-      "Tune response: #172 QCORR_173 [ 0.12505951 -0.33500042]\n",
-      "Tune response: #173 QCORR_174 [ 0.12505951 -0.33500042]\n",
-      "Tune response: #174 QCORR_175 [ 0.51252021 -0.19308975]\n",
-      "Tune response: #175 QCORR_176 [ 0.51252021 -0.19308975]\n",
-      "Tune response: #176 QCORR_177 [ 0.23353724 -0.39105368]\n",
-      "Tune response: #177 QCORR_178 [ 0.23353724 -0.39105368]\n",
-      "Tune response: #178 QCORR_179 [ 0.12491251 -0.33526429]\n",
-      "Tune response: #179 QCORR_180 [ 0.12491251 -0.33526429]\n",
-      "Tune response: #180 QCORR_181 [ 0.1250613  -0.33586471]\n",
-      "Tune response: #181 QCORR_182 [ 0.1250613  -0.33586471]\n",
-      "Tune response: #182 QCORR_183 [ 0.12190521 -0.33934169]\n",
-      "Tune response: #183 QCORR_184 [ 0.12190521 -0.33934169]\n",
-      "Tune response: #184 QCORR_185 [ 0.12499461 -0.33478587]\n",
-      "Tune response: #185 QCORR_186 [ 0.12499461 -0.33478587]\n",
-      "Tune response: #186 QCORR_187 [ 0.12485442 -0.33477016]\n",
-      "Tune response: #187 QCORR_188 [ 0.12485442 -0.33477016]\n",
-      "Tune response: #188 QCORR_189 [ 0.51140121 -0.19316921]\n",
-      "Tune response: #189 QCORR_190 [ 0.51140121 -0.19316921]\n",
-      "Tune response: #190 QCORR_191 [ 0.23373849 -0.39115692]\n",
-      "Tune response: #191 QCORR_192 [ 0.23373849 -0.39115692]\n",
-      "Tune response: #192 QCORR_193 [ 0.12511929 -0.33556909]\n",
-      "Tune response: #193 QCORR_194 [ 0.12508065 -0.33647682]\n",
-      "Tune response: #194 QCORR_195 [ 0.1248522  -0.33648323]\n",
-      "Tune response: #195 QCORR_196 [ 0.1248522  -0.33648323]\n",
-      "Tune response: #196 QCORR_197 [ 0.2523843  -0.43337695]\n",
-      "Tune response: #197 QCORR_198 [ 0.2523843  -0.43337695]\n",
-      "Tune response: #198 QCORR_199 [ 0.12495199 -0.33575267]\n",
-      "Tune response: #199 QCORR_200 [ 0.12495199 -0.33575267]\n",
-      "Tune response: #200 QCORR_201 [ 0.12505672 -0.33487426]\n",
-      "Tune response: #201 QCORR_202 [ 0.12169879 -0.33815934]\n",
-      "Tune response: #202 QCORR_203 [ 0.12169879 -0.33815934]\n",
-      "Tune response: #203 QCORR_204 [ 0.1248285  -0.33525018]\n",
-      "Tune response: #204 QCORR_205 [ 0.1248285  -0.33525018]\n",
-      "Tune response: #205 QCORR_206 [ 0.12493812 -0.33615742]\n",
-      "Tune response: #206 QCORR_207 [ 0.12511898 -0.33617475]\n",
-      "Tune response: #207 QCORR_208 [ 0.12511898 -0.33617475]\n",
-      "CPU times: user 764 ms, sys: 199 ms, total: 962 ms\n",
+      "Tune response: #0 QCORR_001\n",
+      "Tune response: #1 QCORR_002\n",
+      "Tune response: #2 QCORR_003\n",
+      "Tune response: #3 QCORR_004\n",
+      "Tune response: #4 QCORR_005\n",
+      "Tune response: #5 QCORR_006\n",
+      "Tune response: #6 QCORR_007\n",
+      "Tune response: #7 QCORR_008\n",
+      "Tune response: #8 QCORR_009\n",
+      "Tune response: #9 QCORR_010\n",
+      "Tune response: #10 QCORR_011\n",
+      "Tune response: #11 QCORR_012\n",
+      "Tune response: #12 QCORR_013\n",
+      "Tune response: #13 QCORR_014\n",
+      "Tune response: #14 QCORR_015\n",
+      "Tune response: #15 QCORR_016\n",
+      "Tune response: #16 QCORR_017\n",
+      "Tune response: #17 QCORR_018\n",
+      "Tune response: #18 QCORR_019\n",
+      "Tune response: #19 QCORR_020\n",
+      "Tune response: #20 QCORR_021\n",
+      "Tune response: #21 QCORR_022\n",
+      "Tune response: #22 QCORR_023\n",
+      "Tune response: #23 QCORR_024\n",
+      "Tune response: #24 QCORR_025\n",
+      "Tune response: #25 QCORR_026\n",
+      "Tune response: #26 QCORR_027\n",
+      "Tune response: #27 QCORR_028\n",
+      "Tune response: #28 QCORR_029\n",
+      "Tune response: #29 QCORR_030\n",
+      "Tune response: #30 QCORR_031\n",
+      "Tune response: #31 QCORR_032\n",
+      "Tune response: #32 QCORR_033\n",
+      "Tune response: #33 QCORR_034\n",
+      "Tune response: #34 QCORR_035\n",
+      "Tune response: #35 QCORR_036\n",
+      "Tune response: #36 QCORR_037\n",
+      "Tune response: #37 QCORR_038\n",
+      "Tune response: #38 QCORR_039\n",
+      "Tune response: #39 QCORR_040\n",
+      "Tune response: #40 QCORR_041\n",
+      "Tune response: #41 QCORR_042\n",
+      "Tune response: #42 QCORR_043\n",
+      "Tune response: #43 QCORR_044\n",
+      "Tune response: #44 QCORR_045\n",
+      "Tune response: #45 QCORR_046\n",
+      "Tune response: #46 QCORR_047\n",
+      "Tune response: #47 QCORR_048\n",
+      "Tune response: #48 QCORR_049\n",
+      "Tune response: #49 QCORR_050\n",
+      "Tune response: #50 QCORR_051\n",
+      "Tune response: #51 QCORR_052\n",
+      "Tune response: #52 QCORR_053\n",
+      "Tune response: #53 QCORR_054\n",
+      "Tune response: #54 QCORR_055\n",
+      "Tune response: #55 QCORR_056\n",
+      "Tune response: #56 QCORR_057\n",
+      "Tune response: #57 QCORR_058\n",
+      "Tune response: #58 QCORR_059\n",
+      "Tune response: #59 QCORR_060\n",
+      "Tune response: #60 QCORR_061\n",
+      "Tune response: #61 QCORR_062\n",
+      "Tune response: #62 QCORR_063\n",
+      "Tune response: #63 QCORR_064\n",
+      "Tune response: #64 QCORR_065\n",
+      "Tune response: #65 QCORR_066\n",
+      "Tune response: #66 QCORR_067\n",
+      "Tune response: #67 QCORR_068\n",
+      "Tune response: #68 QCORR_069\n",
+      "Tune response: #69 QCORR_070\n",
+      "Tune response: #70 QCORR_071\n",
+      "Tune response: #71 QCORR_072\n",
+      "Tune response: #72 QCORR_073\n",
+      "Tune response: #73 QCORR_074\n",
+      "Tune response: #74 QCORR_075\n",
+      "Tune response: #75 QCORR_076\n",
+      "Tune response: #76 QCORR_077\n",
+      "Tune response: #77 QCORR_078\n",
+      "Tune response: #78 QCORR_079\n",
+      "Tune response: #79 QCORR_080\n",
+      "Tune response: #80 QCORR_081\n",
+      "Tune response: #81 QCORR_082\n",
+      "Tune response: #82 QCORR_083\n",
+      "Tune response: #83 QCORR_084\n",
+      "Tune response: #84 QCORR_085\n",
+      "Tune response: #85 QCORR_086\n",
+      "Tune response: #86 QCORR_087\n",
+      "Tune response: #87 QCORR_088\n",
+      "Tune response: #88 QCORR_089\n",
+      "Tune response: #89 QCORR_090\n",
+      "Tune response: #90 QCORR_091\n",
+      "Tune response: #91 QCORR_092\n",
+      "Tune response: #92 QCORR_093\n",
+      "Tune response: #93 QCORR_094\n",
+      "Tune response: #94 QCORR_095\n",
+      "Tune response: #95 QCORR_096\n",
+      "Tune response: #96 QCORR_097\n",
+      "Tune response: #97 QCORR_098\n",
+      "Tune response: #98 QCORR_099\n",
+      "Tune response: #99 QCORR_100\n",
+      "Tune response: #100 QCORR_101\n",
+      "Tune response: #101 QCORR_102\n",
+      "Tune response: #102 QCORR_103\n",
+      "Tune response: #103 QCORR_104\n",
+      "Tune response: #104 QCORR_105\n",
+      "Tune response: #105 QCORR_106\n",
+      "Tune response: #106 QCORR_107\n",
+      "Tune response: #107 QCORR_108\n",
+      "Tune response: #108 QCORR_109\n",
+      "Tune response: #109 QCORR_110\n",
+      "Tune response: #110 QCORR_111\n",
+      "Tune response: #111 QCORR_112\n",
+      "Tune response: #112 QCORR_113\n",
+      "Tune response: #113 QCORR_114\n",
+      "Tune response: #114 QCORR_115\n",
+      "Tune response: #115 QCORR_116\n",
+      "Tune response: #116 QCORR_117\n",
+      "Tune response: #117 QCORR_118\n",
+      "Tune response: #118 QCORR_119\n",
+      "Tune response: #119 QCORR_120\n",
+      "Tune response: #120 QCORR_121\n",
+      "Tune response: #121 QCORR_122\n",
+      "Tune response: #122 QCORR_123\n",
+      "Tune response: #123 QCORR_124\n",
+      "Tune response: #124 QCORR_125\n",
+      "Tune response: #125 QCORR_126\n",
+      "Tune response: #126 QCORR_127\n",
+      "Tune response: #127 QCORR_128\n",
+      "Tune response: #128 QCORR_129\n",
+      "Tune response: #129 QCORR_130\n",
+      "Tune response: #130 QCORR_131\n",
+      "Tune response: #131 QCORR_132\n",
+      "Tune response: #132 QCORR_133\n",
+      "Tune response: #133 QCORR_134\n",
+      "Tune response: #134 QCORR_135\n",
+      "Tune response: #135 QCORR_136\n",
+      "Tune response: #136 QCORR_137\n",
+      "Tune response: #137 QCORR_138\n",
+      "Tune response: #138 QCORR_139\n",
+      "Tune response: #139 QCORR_140\n",
+      "Tune response: #140 QCORR_141\n",
+      "Tune response: #141 QCORR_142\n",
+      "Tune response: #142 QCORR_143\n",
+      "Tune response: #143 QCORR_144\n",
+      "Tune response: #144 QCORR_145\n",
+      "Tune response: #145 QCORR_146\n",
+      "Tune response: #146 QCORR_147\n",
+      "Tune response: #147 QCORR_148\n",
+      "Tune response: #148 QCORR_149\n",
+      "Tune response: #149 QCORR_150\n",
+      "Tune response: #150 QCORR_151\n",
+      "Tune response: #151 QCORR_152\n",
+      "Tune response: #152 QCORR_153\n",
+      "Tune response: #153 QCORR_154\n",
+      "Tune response: #154 QCORR_155\n",
+      "Tune response: #155 QCORR_156\n",
+      "Tune response: #156 QCORR_157\n",
+      "Tune response: #157 QCORR_158\n",
+      "Tune response: #158 QCORR_159\n",
+      "Tune response: #159 QCORR_160\n",
+      "Tune response: #160 QCORR_161\n",
+      "Tune response: #161 QCORR_162\n",
+      "Tune response: #162 QCORR_163\n",
+      "Tune response: #163 QCORR_164\n",
+      "Tune response: #164 QCORR_165\n",
+      "Tune response: #165 QCORR_166\n",
+      "Tune response: #166 QCORR_167\n",
+      "Tune response: #167 QCORR_168\n",
+      "Tune response: #168 QCORR_169\n",
+      "Tune response: #169 QCORR_170\n",
+      "Tune response: #170 QCORR_171\n",
+      "Tune response: #171 QCORR_172\n",
+      "Tune response: #172 QCORR_173\n",
+      "Tune response: #173 QCORR_174\n",
+      "Tune response: #174 QCORR_175\n",
+      "Tune response: #175 QCORR_176\n",
+      "Tune response: #176 QCORR_177\n",
+      "Tune response: #177 QCORR_178\n",
+      "Tune response: #178 QCORR_179\n",
+      "Tune response: #179 QCORR_180\n",
+      "Tune response: #180 QCORR_181\n",
+      "Tune response: #181 QCORR_182\n",
+      "Tune response: #182 QCORR_183\n",
+      "Tune response: #183 QCORR_184\n",
+      "Tune response: #184 QCORR_185\n",
+      "Tune response: #185 QCORR_186\n",
+      "Tune response: #186 QCORR_187\n",
+      "Tune response: #187 QCORR_188\n",
+      "Tune response: #188 QCORR_189\n",
+      "Tune response: #189 QCORR_190\n",
+      "Tune response: #190 QCORR_191\n",
+      "Tune response: #191 QCORR_192\n",
+      "Tune response: #192 QCORR_193\n",
+      "Tune response: #193 QCORR_194\n",
+      "Tune response: #194 QCORR_195\n",
+      "Tune response: #195 QCORR_196\n",
+      "Tune response: #196 QCORR_197\n",
+      "Tune response: #197 QCORR_198\n",
+      "Tune response: #198 QCORR_199\n",
+      "Tune response: #199 QCORR_200\n",
+      "Tune response: #200 QCORR_201\n",
+      "Tune response: #201 QCORR_202\n",
+      "Tune response: #202 QCORR_203\n",
+      "Tune response: #203 QCORR_204\n",
+      "Tune response: #204 QCORR_205\n",
+      "Tune response: #205 QCORR_206\n",
+      "Tune response: #206 QCORR_207\n",
+      "Tune response: #207 QCORR_208\n",
+      "CPU times: user 695 ms, sys: 116 ms, total: 811 ms\n",
       "Wall time: 5min 12s\n"
      ]
     }
@@ -486,23 +532,16 @@
    "id": "2c746dcf-c05f-4e5b-88cb-f4680e9dde18",
    "metadata": {},
    "source": [
-    "The correction matrix can be saved to a file (and added to the configuration file)."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 55,
-   "id": "f2a78f30-9576-4ad3-bf9b-3f2233487a92",
-   "metadata": {},
-   "outputs": [],
-   "source": [
+    "The correction matrix can be saved to a file (and added to the configuration file).\n",
+    "```\n",
     "tune_correction.response.save_json(\"tune_response_matrix_live.json\")\n",
-    "# tune_correction.response.load_json('tune_response_matrix.json')"
+    "tune_correction.response.load_json('tune_response_matrix_design.json')\n",
+    "```"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 56,
+   "execution_count": 28,
    "id": "40357e20-93d4-40b8-899c-b93a70378af6",
    "metadata": {},
    "outputs": [],
@@ -512,7 +551,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 57,
+   "execution_count": 30,
    "id": "bdac5596-9b18-42a7-9670-1a2c825a25b0",
    "metadata": {},
    "outputs": [
@@ -520,69 +559,31 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "[0.21001973 0.30977679]\n",
-      "TangoControlSystem:live\n"
+      "Readback after changing tune is [0.20998987 0.30996522]. We can also check the setpoint [0.20998987 0.30996522]\n"
      ]
     },
     {
      "data": {
       "text/plain": [
-       "Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001)"
-      ]
-     },
-     "execution_count": 57,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "print(tune_correction.readback())\n",
-    "print(tune_correction.get_peer())\n",
-    "tune_correction"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 58,
-   "id": "7958146e-d159-46ab-949a-e020e966a856",
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "array([0.21001973, 0.30977679])"
+       "Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001)"
       ]
      },
-     "execution_count": 58,
+     "execution_count": 30,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "tune_monitor.tune.get()"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "id": "5f329b6f-2923-425a-85eb-89a934fa90e6",
-   "metadata": {},
-   "source": [
-    "It is also possible instead of measuring to load the file of a response matrix"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 59,
-   "id": "d0d7b41e-a8c3-4186-af18-c196dc86cd0d",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# tune_correction.response.load_json('tune_response_matrix_live.json')"
+    "print(\n",
+    "    f\"Readback after changing tune is {tune_correction.readback()}. \"\n",
+    "    f\"We can also check the setpoint {tune_monitor.tune.get()}\"\n",
+    ")\n",
+    "tune_correction  # string representation"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 60,
+   "execution_count": 31,
    "id": "50be3687-e087-4e3a-80ec-c71915642bde",
    "metadata": {},
    "outputs": [
@@ -590,11 +591,11 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune readback is [0.21001973 0.30977679]\n",
+      "Tune readback is [0.20998987 0.30996522]\n",
       "Let's change the tune to qx=0.19, qy=0.28\n",
-      "Tune readback is [0.18668703 0.26823733]\n",
+      "Tune readback is [0.18978154 0.26066936]\n",
       "Let's change the tune to qx=0.21, qy=0.3\n",
-      "Tune readback is [0.21768279 0.31389756]\n"
+      "Tune readback is [0.20384987 0.34325573]\n"
      ]
     }
    ],
@@ -622,7 +623,8 @@
    "id": "861b7827-5207-4765-9604-380c609303b5",
    "metadata": {},
    "source": [
-    "### Manual tune correction"
+    "### Manual tune correction\n",
+    "We can also do everything manually in case there are no tuning tool available or you are developing/modifying one."
    ]
   },
   {
@@ -632,7 +634,9 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "control_mode = sr.live"
+    "control_mode = sr.live\n",
+    "qcorrectors = control_mode.get_magnets(\"QCORR\")\n",
+    "tune_monitor = control_mode.get_betatron_tune_monitor(\"BETATRON_TUNE\")"
    ]
   },
   {
@@ -645,8 +649,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Design tune is [0.21427229 0.30571746]\n",
-      "Tune in live mode is [0.21427229 0.30571746]\n"
+      "Design tune is [0.22256749 0.25918036]\n",
+      "Tune in live mode is [0.22256749 0.25918036]\n"
      ]
     }
    ],
@@ -666,7 +670,7 @@
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "9845e9f641cf4694afdf4541609cd901",
+       "model_id": "819742e0f42140b1b98a922c464c6a1a",
        "version_major": 2,
        "version_minor": 0
       },
@@ -683,14 +687,16 @@
     "\n",
     "from tqdm.notebook import tqdm\n",
     "\n",
+    "# You can remove tqdm import and tqdm from enumerate\n",
+    "# It only provides a progress bar for for-loop\n",
+    "\n",
     "for idx, m in enumerate(tqdm(qcorrectors)):\n",
     "    strength = m.strength.get()\n",
     "    delta = 1e-3\n",
     "    m.strength.set(strength + delta)\n",
-    "    # print(f\"Changing magnet strength in {m.get_name()}\")\n",
     "    sleep(1)\n",
     "    dq = tune_monitor.tune.get() - design_tune\n",
-    "    tunemat[idx] = dq * delta\n",
+    "    tunemat[idx] = dq / delta\n",
     "    m.strength.set(strength)\n",
     "\n",
     "# Compute correction matrix\n",
@@ -700,6 +706,37 @@
   {
    "cell_type": "code",
    "execution_count": 35,
+   "id": "7857a11b-458b-478f-9bc6-c0bb91badc6f",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7ad06a658170>"
+      ]
+     },
+     "execution_count": 35,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.imshow(tunemat, aspect=\"auto\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
    "id": "dceca704-2695-431c-a7a5-c32d7098220c",
    "metadata": {},
    "outputs": [
@@ -707,20 +744,21 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune before correction [0.21439602 0.30539334]\n",
-      "Chanding tune by [0.01, -0.02]\n",
-      "Tune after correction [nan nan]\n",
-      "Tune setting the tune back to original value correction [0.21427229 0.30571746]\n"
+      "Tune before correction [0.22270859 0.25805266]\n",
+      "Chanding tune by [-0.01, -0.02]\n",
+      "Tune after correction [0.22256749 0.25918036]\n",
+      "Tune setting the tune back to original value correction [0.22256749 0.25918036]\n"
      ]
     }
    ],
    "source": [
     "old_strength_values = qcorrectors.strengths.get()\n",
     "print(f\"Tune before correction {tune_monitor.tune.get()}\")\n",
-    "dqx, dqy = 0.01, -0.02\n",
+    "dqx, dqy = -0.01, -0.02\n",
     "print(f\"Chanding tune by [{dqx}, {dqy}]\")\n",
-    "qcorrectors.strengths.set(old_strength_values + np.matmul(correctionmat, [dqx, dqy]))\n",
-    "sleep(3)\n",
+    "new_strength = old_strength_values + np.matmul(correctionmat, [dqx, dqy])\n",
+    "qcorrectors.strengths.set(new_strength)\n",
+    "sleep(2)\n",
     "# tune_monitor.tune.get()\n",
     "print(f\"Tune after correction {tune_monitor.tune.get()}\")\n",
     "qcorrectors.strengths.set(old_strength_values)\n",
@@ -729,6 +767,14 @@
     "    f\"Tune setting the tune back to original value correction {tune_monitor.tune.get()}\"\n",
     ")"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "2c40dd42-6b20-40e3-9c9c-00db74e65075",
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
diff --git a/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb b/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb
index c5d43d01..c2b9cad5 100644
--- a/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb
+++ b/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 2,
    "id": "9fccf447-e065-46ab-88c3-a9763d9ed06b",
    "metadata": {},
    "outputs": [],
@@ -13,13 +13,12 @@
     "\n",
     "from pyaml.accelerator import Accelerator\n",
     "from pyaml.common.constants import ACTION_MEASURE\n",
-    "from pyaml.configuration.factory import Factory\n",
     "from pyaml.magnet.magnet import Magnet"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 3,
    "id": "6c657c45-2d0e-404a-8304-b250becea262",
    "metadata": {},
    "outputs": [
@@ -27,16 +26,13 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "30 Jan% 2026, 15:55:30 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
+      "06 Feb% 2026, 21:25:07 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
      ]
     }
    ],
    "source": [
     "sr = Accelerator.load(\"p.yaml\")\n",
-    "# This is a fix to be able to load multiple times.\n",
-    "# This will be fixed after pyAML workshop\n",
-    "Factory.clear()\n",
-    "# sr.design.get_lattice().disable_6d()"
+    "sr  # string representation"
    ]
   },
   {
@@ -44,28 +40,33 @@
    "id": "e300a41c-ee12-47db-80c3-090468b2c293",
    "metadata": {},
    "source": [
-    "For the live control mode, you should have some control system emulation runing. It is possible to do \n",
+    "### Virtual accelerator setup for emulation of a control system\n",
+    "For the **live** control mode, you should have some control system emulation running. \n",
+    "\n",
+    "!!! *If you want to skip this, you can always run the notebook in **design** mode.* !!!\n",
+    "\n",
+    "For the installation you should be able to do \n",
     "```\n",
     "apptainer pull virtual-accelerator.sif oras://gitlab-registry.synchrotron-soleil.fr/software-control-system/containers/apptainer/virtual-accelerator:latest\n",
     "apptainer run virtual-accelerator.sif\n",
     "```\n",
-    "this will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via jive to check that everything is working. You can run jive in a different terminal with \n",
+    "This will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via Jive to check that everything is working. You can run Jive in a different terminal with \n",
     "```\n",
     "apptainer pull jive.sif https://gitlab.synchrotron-soleil.fr/api/v4/projects/2739/packages/generic/jive/latest/jive.sif\n",
     "apptainer run jive.sif\n",
     "```\n",
-    "On linux you may need additionally to configure X11\n",
+    "On linux you may additionally configure X11\n",
     "```\n",
     "export DISPLAY=:0\n",
     "xhost +local:root\n",
     "```\n",
-    "\n",
-    "NOTE: This is just a demonstration of pyAML functionality. Certain things may be done stupidly. The person who wrote this jupyter notebook only cared about showing that the code is working, not about intelligently controlling the accelerator."
+    "Jive is not necessary to run anything but some of you may find it useful to open its `simulator/ringsimulator/ringsimulator` device on the side and see how the global parameters (tune, orbit, chromaticity, etc.) change with your actions in pyAML.\n",
+    "NOTE: This notebook is just a demonstration of pyAML functionality. Certain things may be done stupidly. The person who wrote this jupyter notebook only cared about showing that the code is working, not about intelligently controlling the accelerator."
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 4,
    "id": "a5bde3a2-b1aa-4c64-afaf-068ad61f0f1b",
    "metadata": {},
    "outputs": [
@@ -75,7 +76,7 @@
        "TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)"
       ]
      },
-     "execution_count": 3,
+     "execution_count": 4,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -87,17 +88,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 7,
    "id": "1da59cb7-ba59-479f-97d2-4fa550574737",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "ChomaticityMonitor(peer='TangoControlSystem:live', name='DEFAULT_CHROMATICITY_MEASUREMENT', lattice_names=None, betatron_tune='BETATRON_TUNE', RFfreq='RF', N_step=15, alphac=None, E_delta=0.001, Max_E_delta=0.01, N_tune_meas=3, Sleep_between_meas=2.0, Sleep_between_RFvar=2.0, fit_order=2)"
+       "ChomaticityMonitor(peer='TangoControlSystem:live', name='DEFAULT_CHROMATICITY_MEASUREMENT', description=None, lattice_names=None, betatron_tune='BETATRON_TUNE', RFfreq='RF', N_step=15, alphac=None, E_delta=0.001, Max_E_delta=0.01, N_tune_meas=3, Sleep_between_meas=2.0, Sleep_between_RFvar=2.0, fit_order=2)"
       ]
      },
-     "execution_count": 4,
+     "execution_count": 7,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -111,7 +112,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 8,
    "id": "cbd5672c-79e6-457f-b388-b2fdcac77d11",
    "metadata": {},
    "outputs": [],
@@ -124,7 +125,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 9,
    "id": "bd984afc-d011-40a6-8a26-983fdc923a5b",
    "metadata": {},
    "outputs": [],
@@ -136,7 +137,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 10,
    "id": "a0e66f14-cf54-4811-b728-652dd9f7025b",
    "metadata": {},
    "outputs": [
@@ -144,26 +145,26 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.21591200203326322), np.float64(0.30739352977216233)]\n",
-      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.21591200203326322), np.float64(0.30739352977216233)]\n",
-      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.21591200203326322), np.float64(0.30739352977216233)]\n",
-      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.21508023857147912), np.float64(0.3065452310791728)]\n",
-      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.21508023857147912), np.float64(0.3065452310791728)]\n",
-      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.21508023857147912), np.float64(0.3065452310791728)]\n",
-      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.21427228672796908), np.float64(0.3057174574006098)]\n",
-      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.21427228672796908), np.float64(0.3057174574006098)]\n",
-      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.21427228672796908), np.float64(0.3057174574006098)]\n",
-      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.21348998465245453), np.float64(0.30491033140939006)]\n",
-      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.21348998465245453), np.float64(0.30491033140939006)]\n",
-      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.21348998465245453), np.float64(0.30491033140939006)]\n",
-      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.2127351726560798), np.float64(0.30412397465571234)]\n",
-      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.2127351726560798), np.float64(0.30412397465571234)]\n",
-      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.2127351726560798), np.float64(0.30412397465571234)]\n"
+      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.22420592090520933), np.float64(0.26088922107302354)]\n",
+      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.22420592090520933), np.float64(0.26088922107302354)]\n",
+      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.22420592090520933), np.float64(0.26088922107302354)]\n",
+      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.22337458227408036), np.float64(0.26002474411001525)]\n",
+      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.22337458227408036), np.float64(0.26002474411001525)]\n",
+      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.22337458227408036), np.float64(0.26002474411001525)]\n",
+      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2225674865585211), np.float64(0.25918035976561465)]\n",
+      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2225674865585211), np.float64(0.25918035976561465)]\n",
+      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2225674865585211), np.float64(0.25918035976561465)]\n",
+      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2217864403217498), np.float64(0.2583561283282517)]\n",
+      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2217864403217498), np.float64(0.2583561283282517)]\n",
+      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2217864403217498), np.float64(0.2583561283282517)]\n",
+      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.22103325390879502), np.float64(0.257552106866285)]\n",
+      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.22103325390879502), np.float64(0.257552106866285)]\n",
+      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.22103325390879502), np.float64(0.257552106866285)]\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 2 Axes>"
       ]
@@ -174,10 +175,10 @@
     {
      "data": {
       "text/plain": [
-       "array([1.58878253, 1.63480198])"
+       "array([1.58669519, 1.66856884])"
       ]
      },
-     "execution_count": 7,
+     "execution_count": 10,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -193,6 +194,14 @@
     "    Sleep_between_RFvar=2.5,\n",
     ")"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "5ac230e9-d96d-460a-a425-ae6892465371",
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
diff --git a/examples/SOLEIL_examples/03-Orbit_correction.ipynb b/examples/SOLEIL_examples/03-Orbit_correction.ipynb
new file mode 100644
index 00000000..ed4f4f17
--- /dev/null
+++ b/examples/SOLEIL_examples/03-Orbit_correction.ipynb
@@ -0,0 +1,1008 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "68b780c8-534e-46af-b336-6860edeefef4",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import os\n",
+    "from time import sleep\n",
+    "\n",
+    "import matplotlib.pyplot as plt\n",
+    "import numpy as np\n",
+    "\n",
+    "from pyaml.accelerator import Accelerator\n",
+    "from pyaml.common.constants import ACTION_RESTORE\n",
+    "from pyaml.magnet.magnet import Magnet"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "62dc34e1-bb65-4b56-b596-e05d60a0e0a5",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "11 Feb% 2026, 14:15:52 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "Accelerator(facility='Synchrotron SOLEIL', machine='sr', energy=2750000000.0, controls=[TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)], simulators=[Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7c2074337500>, description=None)], data_folder='/data/store', description=None)"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "sr = Accelerator.load(\"p.yaml\")\n",
+    "sr  # string representation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "71e973b4-e9d8-48d7-98dc-8f43fcbacb21",
+   "metadata": {},
+   "source": [
+    "### Virtual accelerator setup for emulation of a control system\n",
+    "For the **live** control mode, you should have some control system emulation running. \n",
+    "\n",
+    "!!! *If you want to skip this, you can always run the notebook in **design** mode.* !!!\n",
+    "\n",
+    "For the installation you should be able to do \n",
+    "```\n",
+    "apptainer pull virtual-accelerator.sif oras://gitlab-registry.synchrotron-soleil.fr/software-control-system/containers/apptainer/virtual-accelerator:latest\n",
+    "apptainer run virtual-accelerator.sif\n",
+    "```\n",
+    "This will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via Jive to check that everything is working. You can run Jive in a different terminal with \n",
+    "```\n",
+    "apptainer pull jive.sif https://gitlab.synchrotron-soleil.fr/api/v4/projects/2739/packages/generic/jive/latest/jive.sif\n",
+    "apptainer run jive.sif\n",
+    "```\n",
+    "On linux you may additionally configure X11\n",
+    "```\n",
+    "export DISPLAY=:0\n",
+    "xhost +local:root\n",
+    "```\n",
+    "Jive is not necessary to run anything but some of you may find it useful to open its `simulator/ringsimulator/ringsimulator` device on the side and see how the global parameters (tune, orbit, chromaticity, etc.) change with your actions in pyAML.\n",
+    "NOTE: This notebook is just a demonstration of pyAML functionality. Certain things may be done stupidly. The person who wrote this jupyter notebook only cared about showing that the code is working, not about intelligently controlling the accelerator."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "6727e66d-a4f8-4a88-86b9-a58022d5ea55",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7c2074337500>, description=None)"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "control_mode = sr.design\n",
+    "control_mode"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "f4918a42-a21b-4815-a747-a96c292405fe",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "bpms = control_mode.get_bpms(\"BPM\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "21047feb-a273-48b4-8d87-17384a873cde",
+   "metadata": {},
+   "source": [
+    "#### Configuration\n",
+    "\n",
+    "In the configuration file, the dipolar corrector magnets are not grouped in a family. We can simply look for the element names ending in 'hcorrector' or 'vcorrector' and create an array of magnets ourselves. In the configuration file, we also did not define neither the orbit response matrix nor the orbit correction tool. Everything can be defined manually if necessary."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "d05ed3cf-3bae-4ec8-8dfd-f9a860694b72",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "hcorr_names = [\n",
+    "    mag.get_name()\n",
+    "    for mag in control_mode.get_all_magnets()\n",
+    "    if mag.get_name().endswith(\"hcorrector\")\n",
+    "]\n",
+    "vcorr_names = [\n",
+    "    mag.get_name()\n",
+    "    for mag in control_mode.get_all_magnets()\n",
+    "    if mag.get_name().endswith(\"vcorrector\")\n",
+    "]\n",
+    "\n",
+    "control_mode.fill_magnet_array(\"HCORR\", hcorr_names)\n",
+    "control_mode.fill_magnet_array(\"VCORR\", vcorr_names)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "e1f5308b-d1b8-41fa-b2ef-6ef074ae449a",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from pyaml.tuning_tools.orbit_response_matrix import ConfigModel as ORM_ConfigModel\n",
+    "from pyaml.tuning_tools.orbit_response_matrix import OrbitResponseMatrix\n",
+    "\n",
+    "orm = OrbitResponseMatrix(\n",
+    "    cfg=ORM_ConfigModel(\n",
+    "        name=\"DEFAULT_ORM\",\n",
+    "        bpm_array_name=\"BPM\",\n",
+    "        hcorr_array_name=\"HCORR\",\n",
+    "        vcorr_array_name=\"VCORR\",\n",
+    "        corrector_delta=1e-5,\n",
+    "    ),\n",
+    ")\n",
+    "\n",
+    "control_mode.fill_device([orm])\n",
+    "orm = control_mode.get_orm_tuning(\"DEFAULT_ORM\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "19b62db1-e93f-48cc-8351-f09c518379de",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "11 Feb% 2026, 14:17:54 | INFO | Measuring correctors from the default arrays: HCORR and VCORR.\n",
+      "11 Feb% 2026, 14:17:55 | INFO | Measured response of SH1_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:56 | INFO | Measured response of SH2_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:56 | INFO | Measured response of SXF11_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:57 | INFO | Measured response of SXF1_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:57 | INFO | Measured response of SXF13_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:58 | INFO | Measured response of SXF13_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:17:58 | INFO | Measured response of SXF1_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:17:58 | INFO | Measured response of SXF12_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:59 | INFO | Measured response of SH6_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:17:59 | INFO | Measured response of SH4_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:00 | INFO | Measured response of SH4_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:00 | INFO | Measured response of SH6_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:01 | INFO | Measured response of SXF21_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:01 | INFO | Measured response of SXF2_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:01 | INFO | Measured response of SXF22_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:02 | INFO | Measured response of SH9_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:02 | INFO | Measured response of SH7_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:03 | INFO | Measured response of SH7_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:03 | INFO | Measured response of SH9_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:04 | INFO | Measured response of SXF31_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:04 | INFO | Measured response of SXF3_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:05 | INFO | Measured response of SXF33_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:05 | INFO | Measured response of SXF33_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:06 | INFO | Measured response of SXF3_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:06 | INFO | Measured response of SXF32_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:07 | INFO | Measured response of SH9_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:08 | INFO | Measured response of SH7_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:08 | INFO | Measured response of SH7_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:09 | INFO | Measured response of SH9_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:10 | INFO | Measured response of SXF41_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:10 | INFO | Measured response of SXF4_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:10 | INFO | Measured response of SXF42_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:11 | INFO | Measured response of SH12_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:12 | INFO | Measured response of SH10_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:12 | INFO | Measured response of SH10_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:13 | INFO | Measured response of SH12_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:13 | INFO | Measured response of SXF51_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:14 | INFO | Measured response of SXF5_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:14 | INFO | Measured response of SXF53_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:15 | INFO | Measured response of SXF53_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:15 | INFO | Measured response of SXF5_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:16 | INFO | Measured response of SXF52_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:17 | INFO | Measured response of SH14_HCOR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:17 | INFO | Measured response of SH13_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:18 | INFO | Measured response of SH16_COR_001.hcorrector.\n",
+      "11 Feb% 2026, 14:18:19 | INFO | Measured response of SH16_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:19 | INFO | Measured response of SH13_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:20 | INFO | Measured response of SH14_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:20 | INFO | Measured response of SXF52_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:21 | INFO | Measured response of SXF5_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:22 | INFO | Measured response of SXF53_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:22 | INFO | Measured response of SXF53_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:23 | INFO | Measured response of SXF5_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:23 | INFO | Measured response of SXF51_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:24 | INFO | Measured response of SH12_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:25 | INFO | Measured response of SH10_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:25 | INFO | Measured response of SH10_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:26 | INFO | Measured response of SH12_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:26 | INFO | Measured response of SXF42_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:27 | INFO | Measured response of SXF4_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:27 | INFO | Measured response of SXF41_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:28 | INFO | Measured response of SH9_COR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:28 | INFO | Measured response of SH7_COR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:29 | INFO | Measured response of SH7_COR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:29 | INFO | Measured response of SH9_COR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:29 | INFO | Measured response of SXF32_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:30 | INFO | Measured response of SXF3_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:30 | INFO | Measured response of SXF33_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:31 | INFO | Measured response of SXF33_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:31 | INFO | Measured response of SXF3_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:32 | INFO | Measured response of SXF31_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:32 | INFO | Measured response of SH9_COR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:18:33 | INFO | Measured response of SH7_COR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:18:33 | INFO | Measured response of SH7_COR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:18:34 | INFO | Measured response of SH9_COR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:18:34 | INFO | Measured response of SXF22_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:34 | INFO | Measured response of SXF2_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:35 | INFO | Measured response of SXF21_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:35 | INFO | Measured response of SH6_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:36 | INFO | Measured response of SH4_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:36 | INFO | Measured response of SH4_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:37 | INFO | Measured response of SH6_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:37 | INFO | Measured response of SXF12_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:38 | INFO | Measured response of SXF1_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:38 | INFO | Measured response of SXF13_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:38 | INFO | Measured response of SXF13_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:39 | INFO | Measured response of SXF1_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:18:39 | INFO | Measured response of SXF11_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:40 | INFO | Measured response of SH2_HCOR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:40 | INFO | Measured response of SH1_COR_002.hcorrector.\n",
+      "11 Feb% 2026, 14:18:40 | INFO | Measured response of SH1_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:41 | INFO | Measured response of SH2_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:41 | INFO | Measured response of SXF11_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:42 | INFO | Measured response of SXF1_HCOR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:42 | INFO | Measured response of SXF13_HCOR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:43 | INFO | Measured response of SXF13_HCOR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:43 | INFO | Measured response of SXF1_HCOR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:43 | INFO | Measured response of SXF12_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:44 | INFO | Measured response of SH6_COR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:44 | INFO | Measured response of SH4_COR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:45 | INFO | Measured response of SH4_COR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:45 | INFO | Measured response of SH6_COR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:46 | INFO | Measured response of SXF21_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:46 | INFO | Measured response of SXF2_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:46 | INFO | Measured response of SXF22_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:47 | INFO | Measured response of SH9_COR_009.hcorrector.\n",
+      "11 Feb% 2026, 14:18:47 | INFO | Measured response of SH7_COR_009.hcorrector.\n",
+      "11 Feb% 2026, 14:18:48 | INFO | Measured response of SH7_COR_010.hcorrector.\n",
+      "11 Feb% 2026, 14:18:48 | INFO | Measured response of SH9_COR_010.hcorrector.\n",
+      "11 Feb% 2026, 14:18:49 | INFO | Measured response of SXF31_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:49 | INFO | Measured response of SXF3_HCOR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:50 | INFO | Measured response of SXF33_HCOR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:50 | INFO | Measured response of SXF33_HCOR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:50 | INFO | Measured response of SXF3_HCOR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:51 | INFO | Measured response of SXF32_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:51 | INFO | Measured response of SH9_COR_011.hcorrector.\n",
+      "11 Feb% 2026, 14:18:52 | INFO | Measured response of SH7_COR_011.hcorrector.\n",
+      "11 Feb% 2026, 14:18:52 | INFO | Measured response of SH7_COR_012.hcorrector.\n",
+      "11 Feb% 2026, 14:18:53 | INFO | Measured response of SH9_COR_012.hcorrector.\n",
+      "11 Feb% 2026, 14:18:53 | INFO | Measured response of SXF41_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:54 | INFO | Measured response of SXF4_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:55 | INFO | Measured response of SXF42_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:55 | INFO | Measured response of SH12_COR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:56 | INFO | Measured response of SH10_COR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:56 | INFO | Measured response of SH10_COR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:57 | INFO | Measured response of SH12_COR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:18:57 | INFO | Measured response of SXF51_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:18:58 | INFO | Measured response of SXF5_HCOR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:58 | INFO | Measured response of SXF53_HCOR_005.hcorrector.\n",
+      "11 Feb% 2026, 14:18:59 | INFO | Measured response of SXF53_HCOR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:19:00 | INFO | Measured response of SXF5_HCOR_006.hcorrector.\n",
+      "11 Feb% 2026, 14:19:00 | INFO | Measured response of SXF52_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:19:00 | INFO | Measured response of SH14_HCOR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:19:01 | INFO | Measured response of SH13_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:19:02 | INFO | Measured response of SH16_COR_003.hcorrector.\n",
+      "11 Feb% 2026, 14:19:02 | INFO | Measured response of SH16_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:03 | INFO | Measured response of SH13_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:04 | INFO | Measured response of SH14_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:04 | INFO | Measured response of SXF52_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:05 | INFO | Measured response of SXF5_HCOR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:05 | INFO | Measured response of SXF53_HCOR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:06 | INFO | Measured response of SXF53_HCOR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:06 | INFO | Measured response of SXF5_HCOR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:07 | INFO | Measured response of SXF51_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:07 | INFO | Measured response of SH12_COR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:08 | INFO | Measured response of SH10_COR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:09 | INFO | Measured response of SH10_COR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:09 | INFO | Measured response of SH12_COR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:10 | INFO | Measured response of SXF42_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:10 | INFO | Measured response of SXF4_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:11 | INFO | Measured response of SXF41_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:12 | INFO | Measured response of SH9_COR_013.hcorrector.\n",
+      "11 Feb% 2026, 14:19:12 | INFO | Measured response of SH7_COR_013.hcorrector.\n",
+      "11 Feb% 2026, 14:19:13 | INFO | Measured response of SH7_COR_014.hcorrector.\n",
+      "11 Feb% 2026, 14:19:13 | INFO | Measured response of SH9_COR_014.hcorrector.\n",
+      "11 Feb% 2026, 14:19:14 | INFO | Measured response of SXF32_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:14 | INFO | Measured response of SXF3_HCOR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:15 | INFO | Measured response of SXF33_HCOR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:16 | INFO | Measured response of SXF33_HCOR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:16 | INFO | Measured response of SXF3_HCOR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:17 | INFO | Measured response of SXF31_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:17 | INFO | Measured response of SH9_COR_015.hcorrector.\n",
+      "11 Feb% 2026, 14:19:18 | INFO | Measured response of SH7_COR_015.hcorrector.\n",
+      "11 Feb% 2026, 14:19:19 | INFO | Measured response of SH7_COR_016.hcorrector.\n",
+      "11 Feb% 2026, 14:19:19 | INFO | Measured response of SH9_COR_016.hcorrector.\n",
+      "11 Feb% 2026, 14:19:20 | INFO | Measured response of SXF22_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:20 | INFO | Measured response of SXF2_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:21 | INFO | Measured response of SXF21_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:21 | INFO | Measured response of SH6_COR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:22 | INFO | Measured response of SH4_COR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:22 | INFO | Measured response of SH4_COR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:23 | INFO | Measured response of SH6_COR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:23 | INFO | Measured response of SXF12_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:24 | INFO | Measured response of SXF1_HCOR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:25 | INFO | Measured response of SXF13_HCOR_007.hcorrector.\n",
+      "11 Feb% 2026, 14:19:25 | INFO | Measured response of SXF13_HCOR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:26 | INFO | Measured response of SXF1_HCOR_008.hcorrector.\n",
+      "11 Feb% 2026, 14:19:27 | INFO | Measured response of SXF11_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:27 | INFO | Measured response of SH2_HCOR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:28 | INFO | Measured response of SH1_COR_004.hcorrector.\n",
+      "11 Feb% 2026, 14:19:28 | INFO | Measured response of SH1_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:28 | INFO | Measured response of SH3_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:29 | INFO | Measured response of SXD11_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:29 | INFO | Measured response of SXD1_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:30 | INFO | Measured response of SXD13_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:31 | INFO | Measured response of SXD1_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:31 | INFO | Measured response of SXD1_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:32 | INFO | Measured response of SXD12_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:32 | INFO | Measured response of SH6_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:33 | INFO | Measured response of SH4_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:34 | INFO | Measured response of SH4_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:34 | INFO | Measured response of SH6_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:34 | INFO | Measured response of SXD21_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:35 | INFO | Measured response of SXD2_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:36 | INFO | Measured response of SXD22_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:36 | INFO | Measured response of SH9_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:37 | INFO | Measured response of SH7_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:37 | INFO | Measured response of SH7_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:38 | INFO | Measured response of SH9_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:38 | INFO | Measured response of SXD31_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:39 | INFO | Measured response of SXD3_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:40 | INFO | Measured response of SXD33_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:40 | INFO | Measured response of SXD3_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:41 | INFO | Measured response of SXD3_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:42 | INFO | Measured response of SXD32_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:42 | INFO | Measured response of SH9_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:43 | INFO | Measured response of SH7_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:43 | INFO | Measured response of SH7_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:19:44 | INFO | Measured response of SH9_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:19:45 | INFO | Measured response of SXD41_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:45 | INFO | Measured response of SXD4_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:46 | INFO | Measured response of SXD42_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:47 | INFO | Measured response of SH12_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:47 | INFO | Measured response of SH10_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:48 | INFO | Measured response of SH10_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:48 | INFO | Measured response of SH12_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:49 | INFO | Measured response of SXD51_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:49 | INFO | Measured response of SXD5_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:49 | INFO | Measured response of SXD53_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:50 | INFO | Measured response of SXD5_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:50 | INFO | Measured response of SXD5_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:51 | INFO | Measured response of SXD52_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:52 | INFO | Measured response of SH15_VCOR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:52 | INFO | Measured response of SH13_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:53 | INFO | Measured response of SH16_COR_001.vcorrector.\n",
+      "11 Feb% 2026, 14:19:53 | INFO | Measured response of SH16_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:54 | INFO | Measured response of SH13_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:54 | INFO | Measured response of SH15_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:55 | INFO | Measured response of SXD52_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:55 | INFO | Measured response of SXD5_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:19:56 | INFO | Measured response of SXD53_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:56 | INFO | Measured response of SXD5_VCOR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:19:57 | INFO | Measured response of SXD5_VCOR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:19:58 | INFO | Measured response of SXD51_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:19:58 | INFO | Measured response of SH12_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:59 | INFO | Measured response of SH10_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:19:59 | INFO | Measured response of SH10_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:00 | INFO | Measured response of SH12_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:01 | INFO | Measured response of SXD42_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:01 | INFO | Measured response of SXD4_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:02 | INFO | Measured response of SXD41_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:02 | INFO | Measured response of SH9_COR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:03 | INFO | Measured response of SH7_COR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:03 | INFO | Measured response of SH7_COR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:04 | INFO | Measured response of SH9_COR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:05 | INFO | Measured response of SXD32_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:05 | INFO | Measured response of SXD3_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:06 | INFO | Measured response of SXD33_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:06 | INFO | Measured response of SXD3_VCOR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:07 | INFO | Measured response of SXD3_VCOR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:08 | INFO | Measured response of SXD31_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:08 | INFO | Measured response of SH9_COR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:09 | INFO | Measured response of SH7_COR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:10 | INFO | Measured response of SH7_COR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:10 | INFO | Measured response of SH9_COR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:10 | INFO | Measured response of SXD22_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:11 | INFO | Measured response of SXD2_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:11 | INFO | Measured response of SXD21_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:12 | INFO | Measured response of SH6_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:12 | INFO | Measured response of SH4_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:13 | INFO | Measured response of SH4_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:13 | INFO | Measured response of SH6_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:14 | INFO | Measured response of SXD12_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:14 | INFO | Measured response of SXD1_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:15 | INFO | Measured response of SXD13_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:16 | INFO | Measured response of SXD1_VCOR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:16 | INFO | Measured response of SXD1_VCOR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:17 | INFO | Measured response of SXD11_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:17 | INFO | Measured response of SH3_VCOR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:18 | INFO | Measured response of SH1_COR_002.vcorrector.\n",
+      "11 Feb% 2026, 14:20:19 | INFO | Measured response of SH1_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:19 | INFO | Measured response of SH3_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:20 | INFO | Measured response of SXD11_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:21 | INFO | Measured response of SXD1_VCOR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:21 | INFO | Measured response of SXD13_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:22 | INFO | Measured response of SXD1_VCOR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:22 | INFO | Measured response of SXD1_VCOR_009.vcorrector.\n",
+      "11 Feb% 2026, 14:20:23 | INFO | Measured response of SXD12_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:23 | INFO | Measured response of SH6_COR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:24 | INFO | Measured response of SH4_COR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:24 | INFO | Measured response of SH4_COR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:25 | INFO | Measured response of SH6_COR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:26 | INFO | Measured response of SXD21_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:26 | INFO | Measured response of SXD2_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:27 | INFO | Measured response of SXD22_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:27 | INFO | Measured response of SH9_COR_009.vcorrector.\n",
+      "11 Feb% 2026, 14:20:28 | INFO | Measured response of SH7_COR_009.vcorrector.\n",
+      "11 Feb% 2026, 14:20:29 | INFO | Measured response of SH7_COR_010.vcorrector.\n",
+      "11 Feb% 2026, 14:20:29 | INFO | Measured response of SH9_COR_010.vcorrector.\n",
+      "11 Feb% 2026, 14:20:30 | INFO | Measured response of SXD31_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:30 | INFO | Measured response of SXD3_VCOR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:31 | INFO | Measured response of SXD33_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:31 | INFO | Measured response of SXD3_VCOR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:32 | INFO | Measured response of SXD3_VCOR_009.vcorrector.\n",
+      "11 Feb% 2026, 14:20:32 | INFO | Measured response of SXD32_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:32 | INFO | Measured response of SH9_COR_011.vcorrector.\n",
+      "11 Feb% 2026, 14:20:33 | INFO | Measured response of SH7_COR_011.vcorrector.\n",
+      "11 Feb% 2026, 14:20:33 | INFO | Measured response of SH7_COR_012.vcorrector.\n",
+      "11 Feb% 2026, 14:20:34 | INFO | Measured response of SH9_COR_012.vcorrector.\n",
+      "11 Feb% 2026, 14:20:34 | INFO | Measured response of SXD41_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:35 | INFO | Measured response of SXD4_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:35 | INFO | Measured response of SXD42_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:35 | INFO | Measured response of SH12_COR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:36 | INFO | Measured response of SH10_COR_005.vcorrector.\n",
+      "11 Feb% 2026, 14:20:36 | INFO | Measured response of SH10_COR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:37 | INFO | Measured response of SH12_COR_006.vcorrector.\n",
+      "11 Feb% 2026, 14:20:37 | INFO | Measured response of SXD51_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:38 | INFO | Measured response of SXD5_VCOR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:38 | INFO | Measured response of SXD53_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:38 | INFO | Measured response of SXD5_VCOR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:39 | INFO | Measured response of SXD5_VCOR_009.vcorrector.\n",
+      "11 Feb% 2026, 14:20:39 | INFO | Measured response of SXD52_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:40 | INFO | Measured response of SH15_VCOR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:40 | INFO | Measured response of SH13_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:40 | INFO | Measured response of SH16_COR_003.vcorrector.\n",
+      "11 Feb% 2026, 14:20:41 | INFO | Measured response of SH16_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:41 | INFO | Measured response of SH13_COR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:42 | INFO | Measured response of SH15_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:42 | INFO | Measured response of SXD52_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:42 | INFO | Measured response of SXD5_VCOR_010.vcorrector.\n",
+      "11 Feb% 2026, 14:20:43 | INFO | Measured response of SXD53_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:43 | INFO | Measured response of SXD5_VCOR_011.vcorrector.\n",
+      "11 Feb% 2026, 14:20:44 | INFO | Measured response of SXD5_VCOR_012.vcorrector.\n",
+      "11 Feb% 2026, 14:20:44 | INFO | Measured response of SXD51_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:45 | INFO | Measured response of SH12_COR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:45 | INFO | Measured response of SH10_COR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:46 | INFO | Measured response of SH10_COR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:46 | INFO | Measured response of SH12_COR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:47 | INFO | Measured response of SXD42_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:47 | INFO | Measured response of SXD4_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:47 | INFO | Measured response of SXD41_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:48 | INFO | Measured response of SH9_COR_013.vcorrector.\n",
+      "11 Feb% 2026, 14:20:48 | INFO | Measured response of SH7_COR_013.vcorrector.\n",
+      "11 Feb% 2026, 14:20:49 | INFO | Measured response of SH7_COR_014.vcorrector.\n",
+      "11 Feb% 2026, 14:20:49 | INFO | Measured response of SH9_COR_014.vcorrector.\n",
+      "11 Feb% 2026, 14:20:50 | INFO | Measured response of SXD32_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:50 | INFO | Measured response of SXD3_VCOR_010.vcorrector.\n",
+      "11 Feb% 2026, 14:20:51 | INFO | Measured response of SXD33_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:51 | INFO | Measured response of SXD3_VCOR_011.vcorrector.\n",
+      "11 Feb% 2026, 14:20:51 | INFO | Measured response of SXD3_VCOR_012.vcorrector.\n",
+      "11 Feb% 2026, 14:20:52 | INFO | Measured response of SXD31_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:52 | INFO | Measured response of SH9_COR_015.vcorrector.\n",
+      "11 Feb% 2026, 14:20:53 | INFO | Measured response of SH7_COR_015.vcorrector.\n",
+      "11 Feb% 2026, 14:20:53 | INFO | Measured response of SH7_COR_016.vcorrector.\n",
+      "11 Feb% 2026, 14:20:54 | INFO | Measured response of SH9_COR_016.vcorrector.\n",
+      "11 Feb% 2026, 14:20:54 | INFO | Measured response of SXD22_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:55 | INFO | Measured response of SXD2_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:55 | INFO | Measured response of SXD21_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:55 | INFO | Measured response of SH6_COR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:56 | INFO | Measured response of SH4_COR_007.vcorrector.\n",
+      "11 Feb% 2026, 14:20:56 | INFO | Measured response of SH4_COR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:57 | INFO | Measured response of SH6_COR_008.vcorrector.\n",
+      "11 Feb% 2026, 14:20:57 | INFO | Measured response of SXD12_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:58 | INFO | Measured response of SXD1_VCOR_010.vcorrector.\n",
+      "11 Feb% 2026, 14:20:58 | INFO | Measured response of SXD13_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:20:59 | INFO | Measured response of SXD1_VCOR_011.vcorrector.\n",
+      "11 Feb% 2026, 14:20:59 | INFO | Measured response of SXD1_VCOR_012.vcorrector.\n",
+      "11 Feb% 2026, 14:21:00 | INFO | Measured response of SXD11_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:21:00 | INFO | Measured response of SH3_VCOR_004.vcorrector.\n",
+      "11 Feb% 2026, 14:21:01 | INFO | Measured response of SH1_COR_004.vcorrector.\n"
+     ]
+    }
+   ],
+   "source": [
+    "orm.measure(set_wait_time=0.01)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "2fd3fe46-6156-4b1d-a269-7c8c7b22ee92",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ormdata = orm.get()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "e6e5ae9f-f83d-4535-b727-6b3758fd85d0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(180, 180)"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "len(bpms), len(hcorr_names)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d00f9cd7-739e-4a85-a5c6-a1229d8b3155",
+   "metadata": {},
+   "source": [
+    "Let's visualise the orbit response matrix"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "7e0ddfe2-241b-4ee1-9eb2-bee4fe06ce03",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.image.AxesImage at 0x7c20724ada60>"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.imshow(np.array(ormdata[\"matrix\"]))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "79628252-7eea-44f1-83f9-5c032dbd75d6",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# orm.save(f'orm_{control_mode}.json')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9cdc7159-bbad-465b-aed9-039e3d4ef073",
+   "metadata": {},
+   "source": [
+    "To have some orbit in the design mode we have to mangle it by introducing some noise on the H and V correctors. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "id": "a771c0f2-d09a-4ae6-ae95-f0416f6c570b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "R.m.s. orbit before correction H:  20.2 µm, V:  21.2 µm.\n"
+     ]
+    }
+   ],
+   "source": [
+    "std_kick = 1e-6\n",
+    "hcorr = control_mode.get_magnets(\"HCORR\")\n",
+    "vcorr = control_mode.get_magnets(\"VCORR\")\n",
+    "bpms = control_mode.get_bpms(\"BPM\")\n",
+    "ref_h, ref_v = control_mode.get_bpms(\"BPM\").positions.get().T\n",
+    "reference = np.concat((ref_h, ref_v))\n",
+    "# mangle orbit\n",
+    "hcorr.strengths.set(\n",
+    "    hcorr.strengths.get() + std_kick * np.random.normal(size=len(hcorr))\n",
+    ")\n",
+    "vcorr.strengths.set(\n",
+    "    vcorr.strengths.get() + std_kick * np.random.normal(size=len(vcorr))\n",
+    ")\n",
+    "\n",
+    "positions_bc = bpms.positions.get()\n",
+    "std_bc = np.std(positions_bc, axis=0)\n",
+    "sleep(2)\n",
+    "print(\n",
+    "    \"R.m.s. orbit before correction \"\n",
+    "    f\"H: {1e6 * std_bc[0]: .1f} µm, V: {1e6 * std_bc[1]: .1f} µm.\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "6a6a21e4-3885-4f8c-8e30-36fa74563064",
+   "metadata": {},
+   "source": [
+    "Let's visualise the mangled orbit before the correction is applied"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "id": "5785e582-a8ff-4464-a759-fe731f197420",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Text(0, 0.5, 'Orbit')"
+      ]
+     },
+     "execution_count": 12,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "plt.plot(positions_bc[:, 0], label=\"H\")\n",
+    "plt.plot(positions_bc[:, 1], label=\"V\")\n",
+    "plt.xlabel(\"BPM number\")\n",
+    "plt.ylabel(\"Orbit\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "955fb761-4044-48dc-a1dc-f4a0ca5d67e3",
+   "metadata": {},
+   "source": [
+    "### Dispersion measurement\n",
+    "\n",
+    "In order to correct the orbit we would also need to know the rf response of our machine. For this we will measure dispersion."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "51ba7574-d658-4a00-bca9-92f412561174",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "sr.design.get_lattice().enable_6d()\n",
+    "control_mode = sr.design"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "id": "13d1490e-13eb-4cbb-a34b-48c3bf542886",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from pyaml.tuning_tools.dispersion import ConfigModel as Disp_ConfigModel\n",
+    "from pyaml.tuning_tools.dispersion import Dispersion\n",
+    "\n",
+    "dispersion = Dispersion(\n",
+    "    cfg=Disp_ConfigModel(\n",
+    "        name=\"DEFAULT_DISPERSION\",\n",
+    "        bpm_array_name=\"BPM\",\n",
+    "        rf_plant_name=\"RF\",\n",
+    "        frequency_delta=500,\n",
+    "    ),\n",
+    ")\n",
+    "\n",
+    "control_mode.fill_device([dispersion])\n",
+    "dispersion = control_mode.get_dispersion_tuning(\"DEFAULT_DISPERSION\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "id": "42ad67c6-77a0-4e85-9c7b-201a5ded4f35",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "dispersion.measure(set_waiting_time=0.5)\n",
+    "dispersion_data = dispersion.get()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "id": "dee3fc75-72f7-45c0-8590-6209e4884fe0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dict_keys(['raw_orbit_x_up', 'raw_orbit_y_up', 'raw_orbit_x_center', 'raw_orbit_y_center', 'raw_orbit_x_down', 'raw_orbit_y_down', 'raw_orbit_x_err_up', 'raw_orbit_y_err_up', 'raw_orbit_x_err_center', 'raw_orbit_y_err_center', 'raw_orbit_x_err_down', 'raw_orbit_y_err_down', 'frequency_response_x', 'frequency_response_y', 'frequency_response_x_err', 'frequency_response_y_err', 'delta', 'momentum_compaction', 'shots_per_orbit', 'bipolar', 'timestamp', 'original_save_path'])"
+      ]
+     },
+     "execution_count": 16,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "rf_response = (\n",
+    "    dispersion_data[\"frequency_response_x\"] + dispersion_data[\"frequency_response_y\"]\n",
+    ")\n",
+    "dispersion_data.keys()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "id": "d47202ca-d547-43c1-9aea-3d72cbcdb057",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x7c2071fb7110>]"
+      ]
+     },
+     "execution_count": 17,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.plot(dispersion_data[\"raw_orbit_x_up\"])\n",
+    "plt.plot(dispersion_data[\"raw_orbit_x_center\"])\n",
+    "plt.plot(dispersion_data[\"raw_orbit_x_down\"])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "481249c6-46b0-4b28-8c37-d03ade348968",
+   "metadata": {},
+   "source": [
+    "Now we can construct the response matrix"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "ed0164b9-5553-4409-88b2-f583713ed61c",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from pyaml.tuning_tools.orbit import ConfigModel as OrbitConfigModel\n",
+    "from pyaml.tuning_tools.orbit import Orbit"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "id": "e9338428-e984-41e3-bf56-61ae65b37a2d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from pyaml.tuning_tools.response_matrix import ConfigModel as ResponseMatrixCondigModel\n",
+    "from pyaml.tuning_tools.response_matrix import ResponseMatrix"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "id": "b2943cb4-aebb-4add-a999-f503c886224e",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dict_keys(['matrix', 'matrix_err', 'inputs_delta', 'shots_per_orbit', 'bipolar', 'raw_up', 'raw_center', 'raw_down', 'raw_err_up', 'raw_err_center', 'raw_err_down', 'reference', 'reference_err', 'input_names', 'output_names', 'last_input', 'last_number', 'timestamp', 'original_save_path', 'inputs_plane', 'outputs_plane'])"
+      ]
+     },
+     "execution_count": 22,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ormdata.keys()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "id": "e41f0055-b097-4e77-b6c9-22a58af0d85f",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "rest_mat = ResponseMatrix(\n",
+    "    ResponseMatrixCondigModel(\n",
+    "        matrix=ormdata[\"matrix\"],\n",
+    "        input_names=ormdata[\"input_names\"],\n",
+    "        output_names=ormdata[\"output_names\"],\n",
+    "        rf_response=rf_response,\n",
+    "    )\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "id": "d19cb30c-0f5f-496b-8977-7cf3c0abd12f",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "orbit = Orbit(\n",
+    "    OrbitConfigModel(\n",
+    "        name=\"DEFAULT_ORBIT\",\n",
+    "        bpm_array_name=\"BPM\",\n",
+    "        hcorr_array_name=\"HCORR\",\n",
+    "        vcorr_array_name=\"VCORR\",\n",
+    "        singular_values=180,\n",
+    "        response_matrix=rest_mat,\n",
+    "    )\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "id": "d0167df0-75df-48ca-91d0-d18d14e01140",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "control_mode = sr.design"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "79c2aa20-3715-4d84-aca6-1ab51cf91ea3",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "control_mode.fill_device([orbit])\n",
+    "orbit = control_mode.get_orbit_tuning(\"DEFAULT_ORBIT\")\n",
+    "orbit.post_init()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "id": "55a46fa6-14fe-497a-891e-a0dcdc1fec88",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "11 Feb% 2026, 14:32:13 | INFO | (Re-)Building pseudoinverse RM with method='svd_values' and parameter=180 with zerosum=True.\n",
+      "11 Feb% 2026, 14:32:14 | INFO | (Re-)Building pseudoinverse RM with method='svd_values' and parameter=180 with zerosum=False.\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x7c2071f6bc80>"
+      ]
+     },
+     "execution_count": 27,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.plot(positions_bc[:, 0], label=\"H (before corr)\", color=\"b\", ls=\"--\")\n",
+    "plt.plot(positions_bc[:, 1], label=\"V (before corr)\", color=\"r\", ls=\"--\")\n",
+    "\n",
+    "orbit.correct(reference=reference)\n",
+    "\n",
+    "positions_after = bpms.positions.get()\n",
+    "plt.plot(positions_after[:, 0], label=\"H (after corr)\", color=\"b\", ls=\"-\")\n",
+    "plt.plot(positions_after[:, 1], label=\"V (after corr)\", color=\"r\", ls=\"-\")\n",
+    "\n",
+    "plt.xlabel(\"BPM number\")\n",
+    "plt.ylabel(\"Orbit\")\n",
+    "plt.legend()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.12.3"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/examples/SOLEIL_examples/README.md b/examples/SOLEIL_examples/README.md
index 9a582a12..3e156ff5 100644
--- a/examples/SOLEIL_examples/README.md
+++ b/examples/SOLEIL_examples/README.md
@@ -9,25 +9,28 @@
   ```bash
   pip install accelerator-middle-layer[tango-pyaml]
   ```
-
+3. Alternatively, you can install ophyd-async Tango bindings
+   ```bash
+    pip install accelerator-middle-layer[pyaml-cs-oa]
+    ```
 ## Start the SOLEIL II virtual accelerator
 
 1. Install [Apptainer](https://apptainer.org/docs/admin/main/installation.html) in case you don't already have it.
 
-For the live control mode, you should have some control system emulation runing. It is possible to do
+For the live control mode, you should have some control system emulation running. It is possible to do
 ```
-apptainer pull virtual-accelerator.sif oras://gitlab-registry.synchrotron-soleil.fr/software-control-system/containers/apptainer/virtual-accelerator:latest
+apptainer pull -F virtual-accelerator.sif oras://gitlab-registry.synchrotron-soleil.fr/software-control-system/containers/apptainer/virtual-accelerator:latest
 apptainer run virtual-accelerator.sif
 ```
 
-***Keep this terminal running and don't do anything else in it.*** The virtual accelerator will run there and you will be able to interact with it from other terminals, jupyter notebooks, IDEs etc over the network. If you want to put it in the background, using something like tmux would be a good option.
+***Keep this terminal running and don't do anything else in it.*** The virtual accelerator will run there, and you will be able to interact with it from other terminals, jupyter notebooks, IDEs, etc., over the network. If you want to put it in the background, using something like tmux would be a good option.
 
-this will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via jive to check that everything is working. You can run jive in a different terminal with
+This will run SOLEIL II proof-of-concept digital twin on localhost:11000. You can play with the digital twin itself (without pyAML) via jive to check that everything is working. You can run Jive in a different terminal with
 ```
-apptainer pull jive.sif https://gitlab.synchrotron-soleil.fr/api/v4/projects/2739/packages/generic/jive/latest/jive.sif
+apptainer pull -F jive.sif https://gitlab.synchrotron-soleil.fr/api/v4/projects/2739/packages/generic/jive/latest/jive.sif
 apptainer run jive.sif
 ```
-On linux you may need additionally to configure X11
+On Linux you may need to configure X11 to display Jive
 ```
 export DISPLAY=:0
 xhost +local:root
@@ -38,4 +41,4 @@ NOTE: This is just a demonstration of pyAML functionality. Certain things may be
 
   ## Run the examples
 
-    There are three jupyter notebook available with some basic examples. Feel free to play around and modify them. A .yaml configuration file is already provided, it was generated procedurally from the .m lattice file and nomenclature description file.
+    There are three jupyter notebook available with some basic examples. Feel free to play around and modify them. A .yaml configuration file is already provided; it was generated procedurally from the .m lattice file and nomenclature description file.
diff --git a/examples/SOLEIL_examples/SOLEIL_II_V3631_V001_database_rf.m b/examples/SOLEIL_examples/SOLEIL_II_V3631_V001_database_rf.m
deleted file mode 100644
index 18d213cd..00000000
--- a/examples/SOLEIL_examples/SOLEIL_II_V3631_V001_database_rf.m
+++ /dev/null
@@ -1,4249 +0,0 @@
-function ring = SOLEIL_II_V3631_sym1_V001_database()
-ring = {...
-    atringparam('SOLEIL_II_V3631_sym1_V001_nomenclature_V1_close', 2750000000.0, 1, 'HarmNumber', 416, 'M_File', '/home/habet/Downloads/SOLEIL_II_V3631_sym1_pipe_mult2_V001.m', 'Particle', struct('name', 'relativistic', 'rest_energy', 0.0, 'charge', -1.0), 'RApertures', [-0.015   0.015  -0.0075  0.0075], 'beam_current', 0.0, 'cell_harmnumber', 416.0);...
-       atmarker('SD01ICENTER', 'RApertures', [-0.015   0.015  -0.0075  0.0075]);...
-        atdrift('SD1I_1', 1.54332916586002, 'Action', 'BPM', 'RApertures', [-0.015   0.008  -0.0075  0.0075]);...
-    atmultipole('SD01IKICKER4', 0.3, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'RApertures', [-0.015   0.008  -0.0035  0.0035]);...
-        atdrift('SD1I_2', 0.265, 'Action', 'BPM', 'EApertures', [0.015  0.0035]);...
-       atmarker('MIKSTART', 'EApertures', [0.015  0.0035]);...
-    atmultipole('MIK', 0.15, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0035]);...
-        atdrift('SD1I_3', 0.0500000000000001, 'Action', 'BPM', 'EApertures', [0.015  0.0035]);...
-    atmultipole('MIK', 0.15, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0035]);...
-        atdrift('SD1I_4', 0.0500000000000002, 'Action', 'BPM', 'EApertures', [0.015  0.0035]);...
-    atmultipole('MIK', 0.15, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0035]);...
-        atdrift('SD1I_5', 0.0499999999999999, 'Action', 'BPM', 'EApertures', [0.015  0.0035]);...
-    atmultipole('MIK', 0.15, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0035]);...
-        atdrift('SD1I_6', 0.0500000000000001, 'Action', 'BPM', 'EApertures', [0.015               0.00572222222222222]);...
-    atmultipole('MIK', 0.15, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0075]);...
-       atmarker('MIKEND', 'EApertures', [0.015  0.0075]);...
-        atdrift('SD1I_7', 0.070533215851725, 'Action', 'BPM', 'EApertures', [0.015  0.0075]);...
-       atmarker('SD01ICOLLIMATORSTART', 'EApertures', [0.015  0.0075]);...
-        atdrift('SD01ICOLLIMATOR', 0.5, 'RApertures', [-0.015   0.008  -0.0075  0.0075]);...
-       atmarker('SD01ICOLLIMATOREND', 'EApertures', [0.015  0.0075]);...
-        atdrift('SD1I_8', 0.0703667841482742, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD1I_9', 0.322, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('FCOR_1_2', 'UUID', 'rJ4jyhBzHRgK5KA');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'rEInQXsTb5ikehM');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD01IEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C01START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-    atsextupole('SH1_COR', 0.075, 180.531158381771, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.008 0.008], 'KickAngle', [0. 0.], 'UUID', 'EtJmpy6H2l9ceFl');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH1_QCORROCT_1_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'K9DCoKC9KdqLgE3');...
-        atdrift('D031HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q1', 0.137671036897098, 9.06658187296726, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.0085 0.0085], 'UUID', 'SbCUk2oqZDRv1aJ');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH2_HCOR', 0.075, -0.0179339928448087, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'a8OgqVuDFCiUtHY');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH2_QCORROCT_2', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'BJGPCw4ONy98JHU');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q2', 0.190595998125992, -9.58185915782871, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'TjIV9Gwi8k61Fwi');...
-        atdrift('D041HI', 0.118040964330437, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'dOiXIaUSRHg6oUq');...
-    atsextupole('SH3_VCOR', 0.075, -319.26546309512, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'eXLllDUsb1TAaRC');...
-        atdrift('D022HIQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'UwRF50cGEWVOsPz');...
-        atdrift('D03HIQ', 0.1, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q3', 0.19168495937003, 8.41314022851464, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'q0yZvW42s5qKVgn');...
-        atdrift('D05HI', 0.00499988833315879, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1I', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'U6Bnf69OXT5Ra1K');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00772413793103448 0.00772413793103448]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD11', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'RX2c4Al3f5WiGTR');...
-       atmarker('CROTCH_01_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_3_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'RhPmQAOmVVy5gta');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'MjwqXMZqEu5oOC9');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF11_HCOR', 0.12, 831.660252988522, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'NJuzry8yOuLrka9');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'wS0poTZDHxnCyTY');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'zMkBTupr5sDlkxr');...
-    atsextupole('SXD11_VCOR', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'xm0Sm0juaB2IH9Q');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'yBLIGAGcodwAXPv');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'z1RLULYBo54WQnh');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('MRSV', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'tyXQtKtdsSnZGV8');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'kRhDfs8zLjkvA1P');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_01_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'jLPhvfs1c2gCtcQ');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_4_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'sBH4eSukOMrou6I');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'WrCJaRDRB4A3RX2');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'CUAmhHP58u0oD3G');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'k3XgI7p0t0XPcX7');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'dgK1ooQg2O5cDQQ');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Q1i1q312KLWFQL3');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'hlSwsln7F8jzSMM');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.0078974358974359 0.0078974358974359]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'TupyBCnExljzFRN');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'KSOWmEsQSZg6H8I');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_01_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'QhibW4X5s77Q3Oh');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_5_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'boTw9UpneBZXLHK');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'KEYkoINzDKzFIEl');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'rh0vjbDZYHMqxFg');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'aeRvqfHOj8ZeuqX');...
-    atsextupole('SXD13_VCOR', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'z0Y4Odwn9HgjVaQ');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Gpp0uyCRmPBj9wG');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00742857142857143 0.00742857142857143]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'ZFfTpIuf9m6frD0');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00765909090909091], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00629545454545455]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.008 0.008]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'ad4BDxnmOQDgFfd');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD13', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'R6JXh38AP0acS8W');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_01_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'ZEn7pIK8eM7ouQ3');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'jcESxHoOmWEKk5f');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_6_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'wEe61Rffas88q0b');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'lhwlXraYaVaJCiO');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'xyfqrnaWtEyryzx');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'jP25UZCBHGFOBzJ');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'AO9qPZOPOkhbtfO');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'zhYyKmFaQYma4qx');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'r3xlJUal8F0whNx');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'LfHRrCCscc0OblQ');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_01_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'cvZgDFIl8UfjevA');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 't8yEFpX5pkSCPhr');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_7_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'uRnTawulurDcxWj');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'OtZrA6K6pGF6cjP');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'aURljmHyapcniNd');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'YWx0RUg1Cw1S5w6');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'L5iYgVCZn1DDx3V');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'LuWLdiy6W9eqYKy');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0073 0.0073]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'dopnTg6FFwHh4lz');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD12', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'ZQuXNQKwtfahYZg');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_01_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'd3DYoEZz199wu3d');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF12_HCOR', 0.12, 860.065976124029, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'HARKRZWEQ00wvPY');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'hLln83iY6poO2vG');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_8_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'NSJyLXIjso3qTDD');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD12_VCOR', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'shIE3icysBaEaUs');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'GwBiz2pj130dsRM');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'pLfc2EPnecGgJNq');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00747368421052632 0.00747368421052632]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.00652631578947368 0.00652631578947368]);...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'PTO2p6M6Slblp61');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Ic0LAfBXfTiL27l');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Oy8YreBTelEaCwO');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_01_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'FOnWUEkHtFI9F3W');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'mUmaj7rXVCVOaQ2');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH5_QCORROCT_9', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'z8NPIKNaIZtlPVO');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'qicJqlDHADOF0W1');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'ce4QEKEIiU0Ow0W');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ULyk32Ollmpd3bq');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_10_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'tMdkyklUUfvW4mc');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.008 0.008], 'UUID', 'hEmfoR2sNgiLy6v');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C01END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD02MLSTART', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_START', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_2_1', 'UUID', 'kW6WhvFHInBkQp8');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'qoTVmbKWRIy4O5K');...
-        atdrift('SD1M1_1', 0.272, 'Action', 'BPM', 'EApertures', [0.00818181818181818 0.00818181818181818]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_2', 0.0819863922450714, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('SYSTEME_RF_START', 'EApertures', [0.01 0.01]);...
-       atmarker('TRANSITION_AMONT_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_3', 0.33, 'Action', 'BPM', 'EApertures', [0.0332258064516129 0.0332258064516129]);...
-       atmarker('TRANSITION_AMONT_END', 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_4', 0.5792, 'Action', 'BPM', 'EApertures', [0.05 0.05]);...
-       atmarker('RFCAV01', 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_5', 0.5792, 'Action', 'BPM', 'EApertures', [0.05 0.05]);...
-       atmarker('RFCAV02', 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_6', 0.2896, 'Action', 'BPM', 'EApertures', [0.05 0.05]);...
-       atmarker('SD02MLCENTER', 'EApertures', [0.05 0.05]);...
-     atrfcavity('RF', 0.0, 1700000.0, 352314252.10429, 416, 2750000000.0, 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_7', 0.2896, 'Action', 'BPM', 'EApertures', [0.05 0.05]);...
-       atmarker('RFCAV03', 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_8', 0.5792, 'Action', 'BPM', 'EApertures', [0.05 0.05]);...
-       atmarker('RFCAV04', 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_9', 0.5792, 'Action', 'BPM', 'EApertures', [0.05 0.05]);...
-       atmarker('TRANSITION_AVALLE_START', 'EApertures', [0.05 0.05]);...
-        atdrift('SD1M1_10', 0.33, 'Action', 'BPM', 'RApertures', [-0.0326666666666667  0.0291428571428571 -0.0326666666666667  0.0326666666666667]);...
-       atmarker('TRANSITION_AVALLE_END', 'EApertures', [0.01 0.01]);...
-       atmarker('SYSTEME_RF_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_11', 0.0819863922450714, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_12', 0.272, 'Action', 'BPM', 'EApertures', [0.00818181818181818 0.00818181818181818]);...
-       atmarker('FCOR_2_2', 'UUID', 's652n3HDvBfuHeR');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'WfnRzZmwnq6oh2V');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD02MLEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C02START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.00633333333333333 0.00633333333333333], 'UUID', 'kdZEHnourXfRTNO');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_11_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'pwqRJutSMKzA4dw');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'LpErN4ZqG954IOH');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'FpxX1qtQIiwShvG');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'FNZruMcPOeXJ6jX');...
-    atmultipole('OH5_QCORROCT_12', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'XpzxZj6njcEh0pU');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'K1ePpajVztAKMse');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'vTuIHyL7HxCgWGI');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'mue0K9ms06PFUjV');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'c0d16Bv8vpYw2X8');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'fbS3rm1EPv7h05U');...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.0076 0.0076], 'UUID', 'gwGN0h3Sq5K8eUP');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786666666666667 0.00786666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD21', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'sD4TKGmfHSziz2a');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_02_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_13_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'nPPnNroQpm90RF8');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'KllxpBTjxb9nI8e');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF21_HCOR', 0.12, 719.09699842571, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'y0uzKnug9KPaOvn');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'IxAzp3EF6aPVSaC');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'haHJaWmGF0Dg7lJ');...
-    atsextupole('SXD21_VCOR', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'P0JPZ4xdVZotIw5');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Befi7ozXnilRK11');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Z28O9vhdH8QdJNd');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'nrl0bgchakIsEB2');...
-        atdrift('L071', 0.048, 'EApertures', [0.00676923076923077 0.00676923076923077]);...
-    atsextupole('SXD2', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'Xw7rpEqkZICsnUx');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_02_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'MkCFVgYQy2dfO5w');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_14_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'asXvzxl71biP2PI');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF2_HCOR', 0.12, 741.112250869933, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UAO5y9U8OY585qk');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'VTxDwNdbXVHVN8Y');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'JLufUzy5slhZu9V');...
-    atsextupole('SXD2_VCOR', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'T48ucxIrwjPuH9B');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PALwbvWzjSsxrnB');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'EgLdUSDY9SZZDk2');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('MIR_SMIS', 'RApertures', [-0.008   0.0045 -0.008   0.008 ]);...
-       atmarker('GIRDEREND', 'RApertures', [-0.008   0.0045 -0.008   0.008 ]);...
-        atdrift('L073', 0.0372677805661953, 'RApertures', [-0.00774358974358974  0.0045              -0.00774358974358974  0.00774358974358974]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00748717948717949 0.00748717948717949]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00728205128205128 0.00728205128205128], 'UUID', 't3q1K8FZHOXgSKs');...
-        atdrift('L071', 0.048, 'EApertures', [0.00676923076923077 0.00676923076923077]);...
-    atsextupole('SXD22', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'FFWAIq4LAmxdRrI');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_02_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'lAC8h0zcBo5eaHh');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF22_HCOR', 0.12, 843.464304725645, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'DHmhq3UDQfQUyMB');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'Gpo12f8azjMVW8s');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_15_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'dHi0AOKVpWzFYKN');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD22_VCOR', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.0068 0.0068], 'KickAngle', [0. 0.], 'UUID', 'raV0GKqm0pQTEaW');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'it9Zh2nMidiLAkf');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'Hf8DdLqUwojCSag');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00722222222222222 0.00722222222222222]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00611111111111111 0.00611111111111111]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'WSWp8mF0QcbwRq3');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'VzysczFjc63Ue7s');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Ky4itctVlF2BO1i');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_02_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'SDt5FL2dgAnY5eR');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'Yec6g143pIFJp71');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'fdr3MxWvXArT5Ab');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Fh3tv9cVJLbQLDQ');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'nXbkG3M12YlJQCg');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UodK6YwG7wiATVi');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_16_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'E7H8oUrODAAtprt');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'nOs3rxOSs341O84');...
-       atmarker('GIRDEREND', 'EApertures', [0.0076 0.0076]);...
-       atmarker('AN-C02END', 'EApertures', [0.0076 0.0076]);...
-       atmarker('SD03CSTART', 'EApertures', [0.0076 0.0076]);...
-       atmarker('VANNE_START', 'EApertures', [0.0076 0.0076]);...
-       atmarker('FCOR_3_1', 'UUID', 'DOni8vvyOpxj85A');...
-      atmonitor('BPM', 'EApertures', [0.0076 0.0076], 'UUID', 'QNHQ1lKOcFpBS6G');...
-        atdrift('SD1C_1', 0.322, 'Action', 'BPM', 'EApertures', [0.00854545454545455 0.00854545454545455]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_2', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_3', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD03CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_4', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_5', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_6', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('FCOR_3_2', 'UUID', 'NPfj9V4Pssdybtp');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ydXXbYQcZl9SRmG');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD03CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C03START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'ARwCsNpSkj2GP1m');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_17_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'UdtxeQKCpQnCXX4');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'dTKxy2bim7veDhi');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'xbNGAyscqe78HYH');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'y3KdHN0OXw5YTab');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'WIBlz0NUsGts0Ph');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'gfkIAUe0uWdYnpo');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'teVnsyTSFJpawOe');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'b7ShhD5lJNhBM7t');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'W2IfNW7fdGeqJfm');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'gOi5iJqVjNeA52z');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'cNng2ZysXiEJ13c');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00772413793103448 0.00772413793103448]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD31', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'poJnwUdKXl4ecwa');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_03_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_18_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'xKigDUs5VdwzNp8');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'BONRblnEwxs46s0');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF31_HCOR', 0.12, 734.143510940683, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ohxkxHu87LH8Zwb');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'qXyJ988mCk5B86r');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'V4h313dsDkxkbL5');...
-    atsextupole('SXD31_VCOR', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'zzqSrfb2S5U85sb');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'C6wGT7WKeOD346J');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'yF2AtvQzq6j1ijA');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'Q1La9BK7hwQjO9t');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'NqaVBwBwD9HDxDr');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_03_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'oo7xDavd3Ck8PCX');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_19_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'dMyc0Pvz84i8feM');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'TPmnawWYE2ocRC0');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'n4JfHtRB8G7AUTE');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'vS2PY52CQJXCjRc');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ttYluFCxHpMlIhH');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'YjhUfmNClTrJLyd');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'EgwKqb8F7ppaLTT');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.0078974358974359 0.0078974358974359]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'Vt4rQW17x77yJgT');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'tMGagJ4a9digNC3');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_03_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'BXa0YccALJp3yQO');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_20_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'TF0PjdvUJNkPDRY');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'VwWPAsH5J1chNcJ');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'DHprs4lSirJurxQ');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'vSiHxz2MNGy4BgD');...
-    atsextupole('SXD33_VCOR', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'kCQRHZ1A7JSZML1');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'P7Qb6qfCNTVWmQg');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00742857142857143 0.00742857142857143]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'FL9dddQXHpn13R5');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00765909090909091], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00629545454545455]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.008 0.008]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'XdHoLfFCSIewG8Z');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD33', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'xR4OCNCFE6rHYRm');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_03_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'lkP2RCjPJzWuGfa');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'iL9tne0guJoecmU');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_21_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'qLYZLsrXeLPIAkX');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'znvwj8whEwGTfPV');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'SsqV4AifmH7bunv');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'g09JM4m52IIXWs7');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'XvhW0ZaBcKjWj9N');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'gBl65XeySyVMqgM');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'JkHhKimiwcnpa6r');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'nzfWITaD0gRrMQ8');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_03_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'AtKSoQ5z1Lo9Ybj');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'tsjTyMWjQbeQkVM');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_22_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'oyXPQEfTlvheeTz');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'xBLaojtSDfARL1R');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'S9HPKx2p7Qdf4Z7');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fJQDM1ZNlMkvmpE');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PljZA3ysY5JnGxD');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'b71ylUXHlnpoX07');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.0078974358974359 0.0078974358974359]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'HXLV7WZjXkrdqHI');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD32', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'WJvuJpESOOXUdOd');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'gxH4ZNtefn9DelK');...
-       atmarker('CROTCH_03_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF32_HCOR', 0.12, 782.043582880113, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pgjTsX2RXv9dVMD');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'lE1FLZZtUqfuFk4');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_23_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'ePvuy0DH7CSZMgC');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD32_VCOR', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'h8wn2Aoh43tSwyp');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'FsbG45HbIlWrVJu');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'YVUlXXFFVLSFzkL');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00747368421052632 0.00747368421052632]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00652631578947368 0.00652631578947368]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'TM1uDO8GAjdGJ3P');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ILQxnlVjdwxtHUT');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Xicg5JfkxjPza2w');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_03_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'gntjaAtTgVa3gXr');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'D2PcXoli7GmvkxC');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'u8Jv5BKQzd3SiZB');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'nahqf22GUaRe2JP');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'FtigcbxWx5tzWQd');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'xwljVREQG1U3zPH');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_24_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'C7bnUgWTTukQ4gy');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'twyz8VXS0LUnbRe');...
-       atmarker('GIRDEREND', 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('AN-C03END', 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('SD04CSTART', 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('VANNE_START', 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('FCOR_4_1', 'UUID', 'QPmCAZMao8sWOw4');...
-      atmonitor('BPM', 'EApertures', [0.00666666666666667 0.00666666666666667], 'UUID', 'IOoOMuQ1DoPi5dB');...
-        atdrift('SD1C_7', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_8', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_9', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD04CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_10', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_11', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_12', 0.322, 'Action', 'BPM', 'EApertures', [0.00854545454545455 0.00854545454545455]);...
-       atmarker('FCOR_4_2', 'UUID', 'Yv723Y5fCvuATRH');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ejs6UzWrKNqRtXq');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD04CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C04START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'uyApAcv4NrZZQK4');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_25_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'axZ2Ns2grpK2GBR');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'CE24H4c21zlqIpL');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'VhzRChxxNUaGYBW');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'KtcOB9QbQMd9axv');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'xz9rsREo00RJnRW');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'ILcun44BNY06N3s');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'NEfKqVehJMwDfBw');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'og2biQH6E2zjZ36');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'YtTof8KfNribIBe');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'Kv00H453vUEnOcH');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.0076 0.0076], 'UUID', 'jCU1d6NPKWj3iSq');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786666666666667 0.00786666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD41', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'AzizLO063zYD0yS');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_04_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_26_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'E0rQYusFa9WYnZq');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'QA88bo6ZdWnNKY8');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF41_HCOR', 0.12, 846.26087738574, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'NvemmDQGd9i2EPB');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'jYF851icAT4gUK4');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ib0CnMbOJvmlosn');...
-    atsextupole('SXD41_VCOR', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'rBERTRPkdlZmQCE');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'j4EchFVgEVKDDGl');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'LTGMSA2WZVcIQHf');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00728205128205128 0.00728205128205128], 'UUID', 'wWsQHCuK5yWGJ7y');...
-        atdrift('L071', 0.048, 'EApertures', [0.00676923076923077 0.00676923076923077]);...
-    atsextupole('SXD4', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'l2vvSC6SWlfMcNA');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_04_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'vB0ByODEwC0m3sT');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF4_HCOR', 0.12, 811.758492840009, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'gEV9ghbbk7hVA3H');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_27_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'xpazeKUnq8Nikhm');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'CoNs7giT6BVrSih');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'KfmxXiRIdhK2CpE');...
-    atsextupole('SXD4_VCOR', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vYAYi0dc02xll2N');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'XgYrHi6toxYezBo');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'L8J7hCqmcHm4jWW');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0075 0.0075]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'dgUz9v1P3cIhFJt');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD42', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'vczmCS2I3dX2XPe');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_04_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'VQATvLx5hDKf0vS');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF42_HCOR', 0.12, 832.798385062542, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'CMWqPWfqZ4gjMgl');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'r3sGN1o3rzU8rui');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_28_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'mmRv2WY4Qih29Bq');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD42_VCOR', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.007 0.007], 'KickAngle', [0. 0.], 'UUID', 'cEDIY2S5ecG4Ga5');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'FnCnyqGaFNU1onC');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'cnJrEhYuryXfIan');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00722222222222222 0.00722222222222222]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.00611111111111111 0.00611111111111111]);...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'EMo5uD0tclkcXtD');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'RUECWMhacHyDJq7');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'AWLLmPtHT284WyM');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_04_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'rH8zeFGHNBiaBSB');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'q6FjfLiZYB9eiRk');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH11_QCORROCT_29', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.007 0.007], 'MaxOrder', 3, 'UUID', 'jR12dzIbfaDOLY4');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'zJtmGMrGO7o2ed5');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'J9MyrKMdQ8ft85X');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'SaFXod7PuKCtACc');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_30_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'Kqqk5J8OVqry7C2');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'iESDZXOZVLCY1Al');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C04END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD05MCSTART', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_START', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_5_1', 'UUID', 'f1o81AW3epHX4zg');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'DSDnSMX4wSYteym');...
-        atdrift('SD1M_1', 0.322, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_2', 0.287381847814076, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_3', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('SD05MCCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_4', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_5', 0.287381847814076, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_6', 0.322, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_5_2', 'UUID', 'hnQu21Zbe3PABJe');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'yEXLNYVpmVyYe8N');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD05MCEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C05START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'dHZFibfpaZ0s2Mv');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_31_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'dQCxiDn9wWVgBgE');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fS4MYo3zObneJTA');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'gVYWSdWDAtZkHlq');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-      atmonitor('BPM', 'EApertures', [0.00633333333333333 0.00633333333333333], 'UUID', 'EcRo93r3hk3y1WC');...
-    atmultipole('OH11_QCORROCT_32', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'umMpImL9dApOyB8');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'Vu7VwxtzGaAgokz');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'KODWaEoBEMy7iSs');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'DkIJbed2eVibl9V');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pmQzcQegfhkvsvv');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'LDKuj2xV68qzceE');...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'DhHeeVfvQTY4hj5');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.00793333333333333 0.00793333333333333], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.0074 0.0074]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD51', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'uY7QaxBUSpwd01M');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_05_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_33_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'qeoMl2cgMCIeok0');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'wYxmi8mZ4OItLOM');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF51_HCOR', 0.12, 840.822202380127, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'QXHfsq9iDxxdI4s');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'Vxny2uYt6OhVO2V');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'dPIIjcEfrLO62uK');...
-    atsextupole('SXD51_VCOR', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'i2uwSt1vyF2Vfv9');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PLeAoOukyqssRbJ');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'WJUYkmlCoPeV12x');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'ioVrPTZmBrMQw1n');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'iIS16ndrztrfxXU');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_05_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'BDRbnFdfsJDUMzg');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_34_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'VERbQ7lie96mZen');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fN30ItlfkJeDOw5');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'MV5PIVorXodvirD');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'SGcuTX8VQZ81V4C');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'diDxVxWUmlrK39g');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'GTQ1SH36btuvz8z');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'leCNjQRWzm2JIBz');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.0078974358974359 0.0078974358974359]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00764102564102564 0.00764102564102564]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'u7170HfLDtpn24D');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'cWZBIGzNjtgVb1O');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_05_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'KBKCMznmutvA09S');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_35_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'Kyp6PcWXsPSyAcr');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Rwm0mFen1vCn84k');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'y02hdDNPOs4L1Pv');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'a7qgUdwHj8pCrkD');...
-    atsextupole('SXD53_VCOR', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'WCIWiOxZueWSuVX');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'WTit1ijAvlbWwhR');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'opaQweCpi9EAGoc');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00765909090909091], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00629545454545455]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00521428571428571], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00643877551020408]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00766326530612245], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00794117647058824 0.00794117647058824]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00741176470588235 0.00741176470588235], 'UUID', 'RTAvlisNwopfpdE');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00676470588235294 0.00676470588235294]);...
-    atsextupole('SXD53', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'OSluTbsDoqcWgAe');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_05_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'EWRFJcNhUmUlQ7Z');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'lunNzNgucTghasQ');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_36_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'RRPU5kDgezuTmpr');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'PUjx2CXrOAdLtmj');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'mG71Rdw9v0Ml6pi');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'W2edaUwJcgpLZUH');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'lAhP2wlkk7HeTqc');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'RApertures', [-0.008   0.0045 -0.008   0.008 ]);...
-       atmarker('MVUV_DISCO', 'RApertures', [-0.008   0.0045 -0.008   0.008 ]);...
-       atmarker('GIRDERSTART', 'RApertures', [-0.008   0.0045 -0.008   0.008 ]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'oKVtlV9l5WgaHkH');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'ICDTU0YWWklWFFm');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'JWZsz0EJwooruiY');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_05_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'IEchnmX1z2ZDMmB');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'sUb8JSzVhEUP6ks');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_37_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'JGlsZRQ4crm10xN');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'D9z6AW2hTQhrZRI');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'HivnXnoe8mnAWu1');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'FuS5PPc5ABgQ1vk');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'tfVyi7Nm92O26um');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'l7zWyqoKPHXdWoS');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0073 0.0073]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'vPHRMMA8F4QiBc3');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD52', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'MuNVWyx8vJ34QwF');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'AG1arMM289xgOS6');...
-       atmarker('CROTCH_05_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF52_HCOR', 0.12, 788.330339912278, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'r61IR18D3bLpDlg');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'xMihhq364PJGn0B');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_38_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'YqBhcZTlllYtQDo');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD52_VCOR', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UpU0LToJkaiAvty');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'CozhZLEcQ6o1oNc');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'bMSMB1ojVuaFab9');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1T', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atdrift('D021HTQ', 0.0529998883331588, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'R9uIFeYyH3tOmM0');...
-        atdrift('D022HTQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH15_VCOR', 0.075, -151.263624499999, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'Yt4Pmr5P0VT1CCD');...
-        atdrift('D05HT', 0.22, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q21', 0.118594861317721, -8.24976089349076, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'tFyIhbdwGyaoako');...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'Q47EbEOOLWh6mh3');...
-        atdrift('D041HT', 0.18, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('CROTCH_05_7', 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q20', 0.122440853589187, 8.42972886822337, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.11, 'EApertures', [0.0085 0.0085], 'UUID', 'YOhUiAIuDHGZDtq');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH14_HCOR', 0.075, -335.348316276613, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'WO4Bng8CvdSF6TX');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH14_QCORROCT_39', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'YyqNQiAOOXDe5pk');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q19', 0.118733643867383, 8.01541064610388, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'eOHX368Fl1w0ajy');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH13_COR', 0.075, 476.313437796132, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'e5I2aRNUvRyFq7N');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.008 0.008]);...
-    atmultipole('OH13_QCORROCT_40_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'enJ2TUWoKke6vJa');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q18', 0.0932053766613153, -7.2301598888015, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.008 0.008], 'UUID', 'Zada4IGN6DfSDTe');...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C05END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD06LSTART', 'EApertures', [0.008 0.008]);...
-       atmarker('VANNE_START', 'EApertures', [0.008 0.008]);...
-       atmarker('FCOR_6_1', 'UUID', 'sb2uPyAT4brkEAq');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'rOkFifu7LAe0Unx');...
-        atdrift('SD12T_1', 0.272, 'Action', 'BPM', 'EApertures', [0.0115238095238095 0.0115238095238095]);...
-       atmarker('VANNE_END', 'EApertures', [0.012 0.012]);...
-        atdrift('SD12T_2', 0.309170347288528, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('SYSTEME_HARMONIQUE_START', 'EApertures', [0.03 0.03]);...
-       atmarker('TRANSITION_RFHARM_AMONT_START', 'EApertures', [0.03 0.03]);...
-        atdrift('SD12T_3', 0.25, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('TRANSITION_RFHARM_AMONT_END', 'EApertures', [0.03 0.03]);...
-       atmarker('VANNE_RFHARM_AMONT_START', 'EApertures', [0.03 0.03]);...
-        atdrift('SD12T_4', 0.082, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('VANNE_RFHARM_AMONT_END', 'EApertures', [0.03 0.03]);...
-        atdrift('SD12T_5', 0.25, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('BLOC_CAVITE_HARMONIQUE_START', 'EApertures', [0.03 0.03]);...
-        atdrift('SD12T_6', 0.78, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('SD06LACENTER', 'EApertures', [0.03 0.03]);...
-     atrfcavity('RFHARMON', 0.0, 0.0, 1409257008.41716, 1664, 2750000000.0, 'EApertures', [0.03 0.03]);...
-        atdrift('SD12T_7', 0.78, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('BLOC_CAVITE_HARMONIQUE_END', 'EApertures', [0.03 0.03]);...
-        atdrift('SD12T_8', 0.25, 'Action', 'BPM', 'EApertures', [0.03 0.03]);...
-       atmarker('VANNE_RFHARM_AVALLE_START', 'EApertures', [0.0085 0.0085]);...
-        atdrift('SD12T_9', 0.082, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('VANNE_RFHARM_AVALLE_END', 'EApertures', [0.0085 0.0085]);...
-       atmarker('TRANSITION_RFHARM_AVALLE_START', 'EApertures', [0.0085 0.0085]);...
-        atdrift('SD12T_10', 0.3, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('TRANSITION_RFHARM_AVALLE_END', 'EApertures', [0.0085 0.0085]);...
-       atmarker('SYSTEME_HARMONIQUE_END', 'EApertures', [0.0085 0.0085]);...
-        atdrift('SD12T_11', 0.259170347288528, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('VANNE_START', 'EApertures', [0.0085 0.0085]);...
-        atdrift('SD12T_12', 0.272, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('FCOR_6_2', 'UUID', 'zW1ylc5vweE2wIr');...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'iMkR2jgAIxkxfjQ');...
-       atmarker('VANNE_END', 'EApertures', [0.0085 0.0085]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q17', 0.0929982217794612, -7.83896314384854, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.0085 0.0085], 'UUID', 'NPQWPre3asOrD9Q');...
-        atdrift('D032HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH16_QCORROCT_41', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'J3pQbRQkRWGHqUW');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH16_COR', 0.075, 0.0, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'qCs4LS5kVxYeQjH');...
-        atdrift('D031HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q16', 0.132220666360538, 8.59624027008373, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.12, 'EApertures', [0.0085 0.0085], 'UUID', 'SNEjjrWmR5mYbA7');...
-        atdrift('D031HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH16_COR', 0.075, 0.0, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'oSeE0x8txolG5sL');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH16_QCORROCT_42', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'YfZpMVlqBjgAA6B');...
-        atdrift('D032HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q17', 0.0929982217794612, -7.83896314384854, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.0085 0.0085], 'UUID', 'MPYWTy0fMtJaIxk');...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'hIHvJKwREiSwgih');...
-       atmarker('VANNE_START', 'EApertures', [0.0085 0.0085]);...
-       atmarker('FCOR_6_3', 'UUID', 'hAqbarR30s9MkVm');...
-        atdrift('SD34T_1', 0.272, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_END', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34T_2', 0.01, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('CAVITE_FBL_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34T_3', 0.3, 'Action', 'BPM', 'EApertures', [0.016 0.016]);...
-       atmarker('CAVITE_FBL_END', 'EApertures', [0.016 0.016]);...
-       atmarker('ELECTRODES_RF_START', 'EApertures', [0.016 0.016]);...
-        atdrift('SD34T_4', 0.3, 'Action', 'BPM', 'EApertures', [0.016 0.016]);...
-       atmarker('ELECTRODES_RF_END', 'EApertures', [0.016 0.016]);...
-        atdrift('SD34T_5', 0.01, 'Action', 'BPM', 'EApertures', [0.016 0.016]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.016 0.016]);...
-        atdrift('SD34T_6', 0.991, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('SD06LB_ONDULEURCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD34T_7', 0.991, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD34T_8', 0.01, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('STRIPLINE_SECOURS_START', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD34T_9', 0.542, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('STRIPLINE_SECOURS_END', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34T_10', 0.01, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('SHAKER_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34T_11', 0.1706, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('SHAKER_END', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34T_12', 0.00774069457705604, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34T_13', 0.272, 'Action', 'BPM', 'EApertures', [0.0115238095238095 0.0115238095238095]);...
-       atmarker('FCOR_6_4', 'UUID', 'EEMtOOSN4pQUB7p');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'hFaGAwYEKjpG3Zs');...
-       atmarker('SD06LEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C06START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q18', 0.0932053766613153, -7.2301598888015, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.008 0.008], 'UUID', 'LtFYgXu2NsBbB0l');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.008 0.008]);...
-    atmultipole('OH13_QCORROCT_43_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'KrdKhBaA858RMnM');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SH13_COR', 0.075, 476.313437796132, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'duZUUi8Ao4cy1Ik');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q19', 0.118733643867383, 8.01541064610388, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'ZapXYLedwlT4usw');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH14_QCORROCT_44', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'kL3afxzDD8J9RYM');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH14_HCOR', 0.075, -335.348316276613, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'pCmY5eRssiK103k');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q20', 0.122440853589187, 8.42972886822337, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.11, 'EApertures', [0.0085 0.0085], 'UUID', 'ELYKz2LVGlidmf8');...
-        atdrift('D041HT', 0.18, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'mqsq8qyVY5cwydv');...
-   atquadrupole('Q21', 0.118594861317721, -8.24976089349076, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'BVYcXOYfAg2GFRf');...
-        atdrift('D05HT', 0.22, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH15_VCOR', 0.075, -151.263624499999, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'NwaP5D6Ne6xDMy2');...
-        atdrift('D022HTQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'CWgbcqyUTm014FW');...
-        atdrift('D021HTQ', 0.0529998883331588, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1T', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'sTpDahHgPGmeylQ');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.00772413793103448 0.00772413793103448]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD52', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'feRkRv4OSRvi1JL');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_06_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_45_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'TjoA3ER18Dv6weZ');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'Ah25Fot91oGtmKo');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF52_HCOR', 0.12, 788.330339912278, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'XcH14x7rvtvwnz5');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'ZGQJciG0EHbksS2');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'M820EZyM63gRRwO');...
-    atsextupole('SXD52_VCOR', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'KgkcibKi5SS9Drf');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'ZCHbmyNd1vWwuDn');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'eMmuhUAvuXiWDis');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'gWrQWLBt2z8lwrr');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'S2fHK5YWdBC88X0');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_06_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'HS3ynQKLqECave1');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_46_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'zc50mK31yR5mklM');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Sv5s7GdVGv2C1vp');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'Q5BGINph5ydNBXA');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'wDfBQRw7NdJrrMD');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'z2BNBz35rKwk6Dm');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Cgnkh04Sd7sE4Xw');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'aoncCuC5QKkekCN');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.0078974358974359 0.0078974358974359]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'AG7GypGxdh728yW');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 's2PWw6UGJZNAKva');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_06_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'ldnasZbtRSBiHOk');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_47_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'v8QsCTWxKLxD2a5');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Ta2ycJ8DkYA9ars');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'mp2XgN22cL43Szn');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'te2hub5tEF4SnxO');...
-    atsextupole('SXD53_VCOR', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pRyCsCxjwSrgxif');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'VR8rhWtmTvVbJCg');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00742857142857143 0.00742857142857143]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'POQA0i9pOix7RTt');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00765909090909091], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00629545454545455]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.008 0.008]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'FMAGeUUi7x79WT6');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD53', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'W73DthizyQli9zg');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_06_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'IF3IxdXFNGbyxsV');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Qa7WjOMPMMny5zF');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_48_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'AbFdMz3A65I2O7K');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'WFCSa2SxyFvKrv0');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'dCRUtRLU0hIhvka');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Y8sHX9YDS1wdBol');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'k9eZ8jJk8ExicZl');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'NqJ5lERfR3HHdGZ');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'ZpuX7pXjSWZm0cb');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'eBwYIenA6fVW4YU');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_06_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'GgQSyydxXSX7122');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'NtXUuY0CEwyOxB3');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_49_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'GA3gqqrkTDAotFP');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'KtCErG1nNRmWaJP');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'VTqyhuSQMG3pLhk');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'EoTTSXa9SPOxXq8');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'EkiRJSioBWprNNP');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'F0on1NPMQejTCmq');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0073 0.0073]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'i3cXCHnis76ow8w');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD51', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'TeSYnlNreJwINji');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'UlVIIEp9gmj2OA2');...
-       atmarker('CROTCH_06_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF51_HCOR', 0.12, 840.822202380127, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UJTwjrU0KXp8Tcx');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'ANsWdPweQnSGGYg');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_50_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'tPRN8CJQRSKF8Ey');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD51_VCOR', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'LDRY1EIn814U6aZ');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'FqzXxluOxfKoreu');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'mwOph7lOoAuCSkA');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.00747368421052632 0.00747368421052632]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.00652631578947368 0.00652631578947368]);...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'O5ZgkPcWl5piN6O');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UtuiqznQbRlZ8DI');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'rTJk1CZvAS45ObQ');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'gA9Nv2zNHrKaYFj');...
-       atmarker('CROTCH_06_7', 'EApertures', [0.006 0.006]);...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'OqBIxNJ34jMP1Pa');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH11_QCORROCT_51', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'izB8cNwxVdVo9AW');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'CgpohrEJoEueZlF');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'xl5hO4okAzJRChF');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pvnrxg85jkoWskL');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_52_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'vFMiFaSnHtVF1JW');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'eT2LizS4CIQm2hm');...
-       atmarker('GIRDEREND', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('AN-C06END', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('SD07MCSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('VANNE_START', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('FCOR_7_1', 'UUID', 'SqLDOdAwsjWePpa');...
-      atmonitor('BPM', 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'oLdfchxtRFbgkfu');...
-        atdrift('SD1M_7', 0.322, 'Action', 'BPM', 'EApertures', [0.00838095238095238 0.00838095238095238]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_8', 0.287381847814076, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_9', 1.29, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD07MCCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1M_10', 1.29, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_11', 0.287381847814076, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_12', 0.322, 'Action', 'BPM', 'EApertures', [0.00838095238095238 0.00838095238095238]);...
-       atmarker('FCOR_7_2', 'UUID', 'gGoVEovXXelqqVV');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ZWFWAsEoR4csQZZ');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD07MCEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C07START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'eS7UlZ8aASLxEsy');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_53_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'u3sPGnBo71hOxC6');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'PTrnpkI85Ew2MLK');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'RvqjZSirvEjgYzq');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'FFOYYge32yRksmN');...
-    atmultipole('OH11_QCORROCT_54', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'lWMX5aQZzrqtXos');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'w7Z6lDotjVEDNO7');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'RC8UBKjjZj3KFh7');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'T3QXHEuCbRhcmcj');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'W92Fj1YsGYzAOAZ');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'QjtMXQnvVQ6A8Yp');...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667], 'UUID', 'hDxFw8UiCF5GmEz');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786206896551724 0.00786206896551724]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD42', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'OVuVV4vGODJkne8');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_07_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_55_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'NROSMXt9SvU4Wod');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'wJcdRUsbph7S7Sc');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF42_HCOR', 0.12, 832.798385062542, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Qtsa7TWksgqXqjg');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'oOZEFLOd2UxktEs');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'YQFVXfHnsMDgwWO');...
-    atsextupole('SXD42_VCOR', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ZyWfEixTJRE16Bt');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'RjP27JiCOZPxPK8');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'duIaKNB2e2MkUxf');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'cExCPMysCXzkc0o');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD4', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'o9ciLvbmppugwf5');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_07_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'IdpzjAchCvznhOa');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_56_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'kciEjosNGQ98JGM');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF4_HCOR', 0.12, 811.758492840009, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'IhynJmFn0MdqYMc');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'gy9wB5hu8Fohz8C');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ktyrOvCGrD8MLiw');...
-    atsextupole('SXD4_VCOR', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'bqLjXtR1Uu4nZOG');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'JHUcvZQnQahIsVp');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'h0uYaKcKMqAdDYP');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00748717948717949 0.00748717948717949]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'kJsqrjBHL3bgjMy');...
-        atdrift('L071', 0.048, 'EApertures', [0.00676923076923077 0.00676923076923077]);...
-    atsextupole('SXD41', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'mJ5bOeg7x6tQJt4');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_07_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'dGVLSQb3fYpmtAm');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF41_HCOR', 0.12, 846.26087738574, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'R2868lvuoNTcSjC');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'KK2He0HMn1YZZJP');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_57_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'kw9Yp87azt6kzWi');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD41_VCOR', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.0068 0.0068], 'KickAngle', [0. 0.], 'UUID', 'VuvumDoCJLRGEyP');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'jCEQAFeoOjOcmxb');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'uF9wj1WfrIeHrag');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00715789473684211 0.00715789473684211]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00610526315789474 0.00610526315789474]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'H9VfJRA4Z3n9yHM');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vFGL09m6KRfSeUk');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'lF0rk21oOl520kV');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_07_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'fvH4SzWuCTCX6Ae');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'i1CUUpE9SppYqDf');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'adepF3T3RDTou4G');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'bfrOHmCP42i7ovE');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'QP25TRCeeVFM39t');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'hIDf3aou30LAsff');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_58_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'Yqv9Z7GPN2e9nlx');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'r5fxJaL3LQTxevd');...
-       atmarker('GIRDEREND', 'EApertures', [0.0076 0.0076]);...
-       atmarker('AN-C07END', 'EApertures', [0.0076 0.0076]);...
-       atmarker('SD08CSTART', 'EApertures', [0.0076 0.0076]);...
-       atmarker('VANNE_START', 'EApertures', [0.0076 0.0076]);...
-       atmarker('FCOR_8_1', 'UUID', 'Znmy5nWv6APhoye');...
-      atmonitor('BPM', 'EApertures', [0.0076 0.0076], 'UUID', 'XI7HiaYADkw9p7c');...
-        atdrift('SD1C_13', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_14', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_15', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD08CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_16', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_17', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_18', 0.322, 'Action', 'BPM', 'EApertures', [0.00854545454545455 0.00854545454545455]);...
-       atmarker('FCOR_8_2', 'UUID', 'YxyphJT5rNL5dZU');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'qViAzHMQVvvIiRq');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD08CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C08START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'izv0aOdsyVj6wwf');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_59_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'ZYD4E4eldGkAF2U');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'r9c6PHD6PUVtTFF');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'f8V9fsiDSFsXD8x');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'oJ1JAH5jR8zn6EN');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'N2ASE91SwevCvE0');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'hFCPjwO5N1rFqv5');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'y8uxjYDyHzRcp3L');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'UER5tuwC0QHM4ZU');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ezie7gpvwkOBDqr');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'V21Vx8b2legvjMD');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'pJrUDjl5Kqv9DQO');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD32', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'LGwq2sqEbsOwMuv');...
-       atmarker('CROTCH_08_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_60_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'HD2pMubXDlFcKGD');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'cZnveMtGieyZ6ca');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF32_HCOR', 0.12, 782.043582880113, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fRwsCx8DTOprddT');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'HrAB4MDq6VbbtVy');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'wiXoLkzFeeSBpGT');...
-    atsextupole('SXD32_VCOR', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'npXTJclhV1WKDfU');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'H9UDO2nii0ICZK4');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'd4qFCCTPjuUGR34');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'dp9pjzr0ctGFBDl');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'gD7KahKFoHg1NIn');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_08_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'Us24R32F2PwNjxG');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_61_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'O2DyaHePzIXpONu');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'BWWwWPebYf22BY6');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'q7nF9IOHMBVsuOM');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'HsUpgEgVUW8hJ24');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'HaOJlObcFHYGyGE');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'GLrMrZY5ZqkcGi4');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'OewuEWZ2fW0bhJo');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-       atmarker('PHC1', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0073 0.0073]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'gkkNaX3gLdcMkoK');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'cyDLYYIPlJyWSfV');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_08_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'LWlteenDdHyxuzt');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_62_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'P9dboIt3L47SbMZ');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'RfPySzLVOPjpKUB');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'HEKr3vtAPO5IfXo');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'HgjaAVM4ubfC0gW');...
-    atsextupole('SXD33_VCOR', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'zibop5DgOHZIeiI');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'w3mJ5G9fypRro6F');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'zSIBFTeBGxI91HI');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00769318181818182], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00629545454545455]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008   0.00425]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008  0.0046]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00521428571428571], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00643877551020408]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00766326530612245], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00794117647058824 0.00794117647058824]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00741176470588235 0.00741176470588235], 'UUID', 'Gu2cQdAiQHYzn7I');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00682352941176471 0.00682352941176471]);...
-    atsextupole('SXD33', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'bKWDiAXhLPz4p9r');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_08_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'ZF4bSfItE81xrKQ');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'bIXPTfgZUPEphov');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_63_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'DxVLbXbi82ORFsn');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'FAIE4cGZRgH98Ct');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'mjDcenawzExyYrp');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'F7NiFeHWsGRtwVb');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'uBre6WtI9noFwYV');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'mXv8fzFD3UB5R9w');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'kSLF7RrQeTqFiOa');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'LOQ2hIFkTngHgGx');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_08_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'PVvmwMsh81hbmbj');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'hTqv5SrksuCeHpe');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_64_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'SJoT4vwDwzijua7');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'MO248PU0JQKmwiT');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'OfxXgTZBus6Kb66');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ReSSeSK6yZhygYr');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PV3IfSOrrCd3RRD');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'h4o2rsn4qSveyAa');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0073 0.0073]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'ISccWbOO5eMqpUm');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD31', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'WHpVWxcAbjiNJWj');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'qlLKxwhIoXPZzwQ');...
-       atmarker('CROTCH_08_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF31_HCOR', 0.12, 734.143510940683, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'sA3BrePyo6KjNFx');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'tHL9I2TuBt6bpKf');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_65_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'OGQUS8NFfNnvtUB');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD31_VCOR', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Hljs2n9ocAmliKU');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'otuufs5G9zzKEoy');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'VWfYs4jWGA78II9');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00744444444444444 0.00744444444444444]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00644444444444444 0.00644444444444444]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'cTl2BNTgMAoI1u5');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ShxHdV9L4ShVAGq');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'gacREUwYD8bZJuF');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_08_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'zVl9hDZY470BRH4');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'WNC5ETcmvEA8Rx5');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'UsHYon5RrXzwg1Q');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'eYqObI703LHfRk0');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'PiG8jkVJIzfDNq2');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'BvYcR1YuSx6y6rC');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_66_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'AuRWrL4QTZQEAle');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'RSpLUEDBdWm4EgM');...
-       atmarker('GIRDEREND', 'EApertures', [0.0064 0.0064]);...
-       atmarker('AN-C08END', 'EApertures', [0.0064 0.0064]);...
-       atmarker('SD09CSTART', 'EApertures', [0.0064 0.0064]);...
-       atmarker('VANNE_START', 'EApertures', [0.0064 0.0064]);...
-       atmarker('FCOR_9_1', 'UUID', 'GYpX1eOq7SgL2Xa');...
-      atmonitor('BPM', 'EApertures', [0.0064 0.0064], 'UUID', 'SMNpZody5eY4ovH');...
-        atdrift('SD1C_19', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_20', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_21', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD09CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_22', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_23', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_24', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('FCOR_9_2', 'UUID', 'BQLDnE7nQKfJnoG');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'OBdotBa6gJIgNEo');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD09CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C09START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'KWaYG0lYjxtTqPE');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_67_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'xl9epwzPxUPe75a');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'zQmjrMXkSrvGiQp');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'Xg9IF0BQSi5NCMJ');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'mIu9J1U9aDraKLv');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'YsjWtEw7rMSi8jh');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'I09cHWZx7tHimTt');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'nsomHHwFj20RqoE');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'WYH0PORuFDBnmPY');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'mpJi67Q2UObUcMn');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'dVBetUAjN59GWSy');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.0076 0.0076], 'UUID', 'rgalqfRHf3geRob');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786206896551724 0.00786206896551724]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD22', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'kaUyA9mtlLs4xbP');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_09_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_68_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'Q9TXgalFFexq42L');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'uEZ6ZGLmzvfcEHi');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF22_HCOR', 0.12, 843.464304725645, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'SLplQFbiICdxIvS');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'TFWD82A8dk7B3hA');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'q8TKeiPee1G9Lcl');...
-    atsextupole('SXD22_VCOR', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'q1h1c3V31menz5i');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'obv9i0wNUiVOm1r');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0064 0.0064]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Zi0lXFSQfCqsHus');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'IotAss0QRNlYdFs');...
-        atdrift('L071', 0.048, 'EApertures', [0.00682051282051282 0.00682051282051282]);...
-    atsextupole('SXD2', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'bjcc03T7FYhWHHh');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_09_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'DfBCS0bRNeTlcIB');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF2_HCOR', 0.12, 741.112250869933, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'V2Y5auTja8BYU9O');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_69_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'ebSic5qh0qwS4JR');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'S4C3VW8w0cnJVuq');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'EaJCgmJaqlajjOZ');...
-    atsextupole('SXD2_VCOR', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'qLg9ttFJS7Zbuj3');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Ge3WZvjHA3eHTLV');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'MTwPe2hvZV71YKQ');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00748717948717949 0.00748717948717949]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00728205128205128 0.00728205128205128], 'UUID', 'hYt8RFsRGVqPRHA');...
-        atdrift('L071', 0.048, 'EApertures', [0.00676923076923077 0.00676923076923077]);...
-    atsextupole('SXD21', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'S0voWMk6gr9sGt8');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_09_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'XUdeVvx9bQv6xof');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF21_HCOR', 0.12, 719.09699842571, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'yIAlEkzUwCO393S');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'wqhIcsUJAW1Comc');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_70_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'dYF3ViweNp1jycf');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD21_VCOR', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.0068 0.0068], 'KickAngle', [0. 0.], 'UUID', 'W2TmaUIUel3sTho');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'geTmMyJWbIw8i1k');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'HMtWS7Yjf87C78F');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00722222222222222 0.00722222222222222]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.00611111111111111 0.00611111111111111]);...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'Iq0VeqXewFccCwT');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'umZ9pnE3qn1WrLb');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'LXVDcsLF3psB2WT');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_09_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'SfoLCstq3s1G6zd');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'PNVpl7qeoqDVwiN');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH5_QCORROCT_71', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'K7pAT73mzbBBhPL');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'WtkxFJIwOYYeKAE');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'yXvae0ujw60WCy9');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fCKjOUJMg7jyLwo');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_72_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'DrNS1nuOw6WQGDn');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'vRcRSiaOn9OEPmV');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C09END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD10MLSTART', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_START', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_10_1', 'UUID', 'AMGGlguQKO0nYhy');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ekwHoTFaDbWrW9F');...
-        atdrift('SD1M1_13', 0.322, 'Action', 'BPM', 'EApertures', [0.00876190476190476 0.00876190476190476]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_14', 0.01, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ELECTRODES_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_15', 0.3, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ELECTRODES_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_16', 0.209986392245071, 'Action', 'BPM', 'RApertures', [-0.00895714285714286  0.00828571428571429 -0.00895714285714286  0.00895714285714286]);...
-       atmarker('ONDULEURMARK_START', 'RApertures', [-0.00878333333333333  0.008               -0.00878333333333333  0.00878333333333333]);...
-        atdrift('SD1M1_17', 1.29, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('SD10MLCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M1_18', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.00902941176470588 0.00885294117647059]);...
-        atdrift('SD1M1_19', 0.01, 'Action', 'BPM', 'EApertures', [0.00935294117647059 0.00923529411764706]);...
-       atmarker('STRIPLINE_FBT_SPARE_START', 'EApertures', [0.00951470588235294 0.00942647058823529]);...
-        atdrift('SD1M1_20', 0.45, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('STRIPLINE_FBT_SPARE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_21', 0.0599863922450715, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_22', 0.322, 'Action', 'BPM', 'EApertures', [0.00872727272727273 0.00872727272727273]);...
-       atmarker('FCOR_10_2', 'UUID', 'Tmq2WbktOPZaAYq');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'GVievUUlCRwtxA9');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD10MLEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C10START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'FnyKebcx9McE09T');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_73_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'hftAlsnufyZGHWs');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'KaXd3vaGaWcahBt');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'ga2oVs2f3CkMrbq');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'xfxROpJq3vpHFia');...
-    atmultipole('OH5_QCORROCT_74', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'PjXdWLkWiDUlZjp');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'l8rk0kmgNt6GQXy');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'cQxZNmIxE2dKYQh');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PQLIwLlrzOWJ59o');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'h5sb2zqGQJBuBuZ');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'g0hVUuxsSyxlN34');...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'bChE9u4eBbOIVXf');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD12', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'VdPJU3abssiy7D6');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_10_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_75_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'Tce3amaUToWTGPk');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'GNw9JqplpxkLtIu');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF12_HCOR', 0.12, 860.065976124029, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'bLrmQH8NNri0dLx');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'On4enEmZFRl207U');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'rYAhe5AOrbcuyxc');...
-    atsextupole('SXD12_VCOR', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'YVHJkOf6WqgaPRM');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'e6JTTVBSzh0ghfE');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'hjnO7xerzjr64kZ');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'A4vZJ1bnPggblo9');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'AH9IrqAwCqvI9xH');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_10_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'x7hu0Xb0GgqVhrd');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_76_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'XDOob7io3V1qTVZ');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vEhQdLQLF0HREYU');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'I2UWllHu2uaZAyg');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'VqChxxNZ2h8AGFT');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'K8b0hWsxxRXzN5r');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'WCEwf4M7i2OFbNn');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'g36W7BDaSVayfPX');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.0078974358974359 0.0078974358974359]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00764102564102564 0.00764102564102564]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'c3RERwj5E2JhkVh');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'lAUAjaGBVg69v70');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_10_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'M8tQvVnHkgBIKU7');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_77_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'xNoMZ1Bi6QaPGnb');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'tjRAKPEdRFInKUY');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'jBuIi5vZ0fYEM81');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'IsobJMAPlbN57SI');...
-    atsextupole('SXD13_VCOR', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ci3E8UBX18eQjP6');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'mMQ9i0SYdcYXyom');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'yKcARqADG3aAniN');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00765909090909091], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00629545454545455]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00521428571428571], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00643877551020408]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00766326530612245], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00794117647058824 0.00794117647058824]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00741176470588235 0.00741176470588235], 'UUID', 'qbIxLUY9ayAZsot');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00676470588235294 0.00676470588235294]);...
-    atsextupole('SXD13', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'eeUWOlDofsFH7Qi');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'YIBPBZjGMlBArRk');...
-       atmarker('CROTCH_10_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'AUbLGQ0nbmaGYEg');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_78_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'DX9PtcLWCcCLhio');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'RfMiRNktiUgJ8wK');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'l7bf4tTOknkOns1');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'AVuUhHxgYtWGiIu');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'v3XnBgW4niLmv0h');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'MRDy6dz8HD6eNVI');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'bCbCMzUlnSmDAgI');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'p0ZJXfeDpgJYfWu');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'c48HFSCVnPWvP86');...
-       atmarker('CROTCH_10_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ayTDHV0WtYGGyRd');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_79_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'VE2IMweAjpMs25d');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'peaDW6XgsKWmZuz');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'DFfevtDyP35DulW');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UKj45x3Yt2gwZla');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'pmcVSYMUdJ83hJY');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'd12jlJYcefkx1aj');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.0073 0.0073]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'fPmRPyP2e58JZtk');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD11', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'koXmXLzU7GN1wFr');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'GTZXxX28geuuBEQ');...
-       atmarker('CROTCH_10_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF11_HCOR', 0.12, 831.660252988522, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'CjLNXMf3tngrkFw');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'ARG5j05NUXjl4rP');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_80_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'x2fRtSKPfXAUu7k');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD11_VCOR', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'S2qbALrppabNaE5');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'xdITtbnfPuWtCPG');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'd4LdReLb0KuEhEH');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1I', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atdrift('D05HI', 0.00499988833315879, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q3', 0.19168495937003, 8.41314022851464, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'AGGL2fEKYHt1EaG');...
-        atdrift('D03HIQ', 0.1, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'lFkEbjRQmkeDoxt');...
-        atdrift('D022HIQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH3_VCOR', 0.075, -319.26546309512, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'j87lRIeIBoD0XF5');...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'g0rLjjNZw2L2Sm6');...
-        atdrift('D041HI', 0.118040964330437, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('CROTCH_10_7', 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q2', 0.190595998125992, -9.58185915782871, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'xWiqaAuvYVdGDFH');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH2_QCORROCT_81', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'KZW4aqnYvY1kZho');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH2_HCOR', 0.075, -0.0179339928448087, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'eXjQLUGY4im4Nug');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q1', 0.137671036897098, 9.06658187296726, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.0085 0.0085], 'UUID', 'wTOjUGrBH2d2i7o');...
-        atdrift('D031HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH1_QCORROCT_82_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'qk4CcH7WaA1GKAw');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH1_COR', 0.075, 180.531158381771, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.008 0.008], 'KickAngle', [0. 0.], 'UUID', 'owrmEteGL3ic4mn');...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C10END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD11ISTART', 'EApertures', [0.008 0.008]);...
-       atmarker('VANNE_START', 'EApertures', [0.008 0.008]);...
-       atmarker('FCOR_11_1', 'UUID', 'yHHtXVb3FZZktlt');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'QMXFE1vVNT8Krx9');...
-        atdrift('SD1I_10', 0.322, 'Action', 'BPM', 'EApertures', [0.010952380952381 0.010952380952381]);...
-       atmarker('VANNE_END', 'EApertures', [0.012 0.012]);...
-        atdrift('SD1I_11', 0.01, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('DOUBLEBPM_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD1I_12', 0.3, 'Action', 'BPM', 'EApertures', [0.01568 0.01568]);...
-       atmarker('DOUBLEBPM_END', 'EApertures', [0.016 0.016]);...
-        atdrift('SD1I_13', 0.01, 'Action', 'BPM', 'EApertures', [0.016 0.016]);...
-       atmarker('STRIPLINE_FBT_V_START', 'EApertures', [0.016 0.016]);...
-        atdrift('SD1I_14', 0.542, 'Action', 'BPM', 'EApertures', [0.016 0.016]);...
-       atmarker('STRIPLINE_FBT_V_END', 'EApertures', [0.0133 0.0133]);...
-        atdrift('SD1I_15', 0.01, 'Action', 'BPM', 'EApertures', [0.013 0.013]);...
-       atmarker('STRIPLINE_FBT_H_START', 'EApertures', [0.0124 0.0124]);...
-        atdrift('SD1I_16', 0.542, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('STRIPLINE_FBT_H_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1I_17', 0.01, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1I_18', 2.86, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('SD11I_ONDULEURCENTER', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1I_19', 2.86, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.016 0.016]);...
-        atdrift('SD1I_20', 0.254458331720047, 'Action', 'BPM', 'EApertures', [0.0075 0.0045]);...
-       atmarker('VANNE_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD1I_21', 0.322, 'Action', 'BPM', 'EApertures', [0.010952380952381 0.010952380952381]);...
-       atmarker('FCOR_11_2', 'UUID', 'CdhmOvQ9OTGDILc');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'Cc8ZFPaEtkeCRBF');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD11IEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C11START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-    atsextupole('SH1_COR', 0.075, 180.531158381771, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.008 0.008], 'KickAngle', [0. 0.], 'UUID', 'Wy3JE4PvVJsdQDc');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH1_QCORROCT_83_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'gnh0VlujcSNQWZ5');...
-        atdrift('D031HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q1', 0.137671036897098, 9.06658187296726, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.0085 0.0085], 'UUID', 'y0SHUqU8rgGVOBT');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH2_HCOR', 0.075, -0.0179339928448087, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'g2crvbGwB3k7CJf');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH2_QCORROCT_84', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'sXpmCWmPNFzGO7V');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q2', 0.190595998125992, -9.58185915782871, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'l6lzAmcPff4CXYt');...
-        atdrift('D041HI', 0.118040964330437, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'qHUdy1dOl1dBPgc');...
-    atsextupole('SH3_VCOR', 0.075, -319.26546309512, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'Ug98H0yZc28cf8s');...
-        atdrift('D022HIQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'FpGbB8hDqlE1VlH');...
-        atdrift('D03HIQ', 0.1, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q3', 0.19168495937003, 8.41314022851464, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'qtsBAOvTGriideM');...
-        atdrift('D05HI', 0.00499988833315879, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1I', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'Vmes5SFhqhI54LO');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD11', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'bK5S9OB0Ys7zxeK');...
-       atmarker('CROTCH_11_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_85_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'm33DrisBkDuo7hX');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'f2yHBOtgEc1jwNf');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF11_HCOR', 0.12, 831.660252988522, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'h4aV333QnOOxSd9');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'RjZJmismjVd71Fc');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'I9cHU8jEE6OcoRt');...
-    atsextupole('SXD11_VCOR', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'McQ3n7YVbwEarnS');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'wX24x1XdRpdMJVz');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'oKiS9TXGNEeMeK6');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'X4GRQMmEgfG1RZM');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'i7C716wcD83OCcu');...
-       atmarker('CROTCH_11_2', 'EApertures', [0.006 0.006]);...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'ldYFvA0YCnLCo2o');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_86_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'kMqW0e4iBTXGYDW');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ARXVs12XnBLCHQA');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'm60llCpFQtVEr1l');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'RE96NkB133sMsHB');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'u2l5rLkZP0vhz9R');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Rdoze0uOiE22FwS');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'EgYYWfKNLPjDBvP');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00735 0.00735]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'DFIrSgVfJeVb6lZ');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'lGKtwl7FZsItV2o');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_11_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'h1MPaXqhqSPoBH3');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_87_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'aSZNrvCyKrlPZbR');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'SBh95P4NRRrVy2D');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'N61STpOyU7VYWnS');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'qk7Bxfb3U6Lo9Jm');...
-    atsextupole('SXD13_VCOR', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'QyJfG04OWPX6Pxp');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'l2IxSXerrj20sAY');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'ASjq2BvBwo8jV6x');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00769318181818182], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00632954545454545]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008   0.00425]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008               0.00457894736842105]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00793939393939394 0.00793939393939394]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'DH7jyjqXUjMeIWh');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD13', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'teJyGkMiGJx7W9E');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_11_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 't0bSyVh9RmS36z1');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'DN7E08sMYoxU7nI');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_88_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'ibTWTrbCm6sWjgA');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'N8PkH7h3EMAAHNp');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'be44GFJfO0XxV3U');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'hgg0BUUOWeRdeG4');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'bK5VgV9g8lvzumA');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Fj4jlOunCGMoe2t');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'GDNn20G4aEMN9m3');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'iM2M4UOZE3J41YS');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_11_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'GwgSZN2328rp3PT');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'DSM3GmNlqvp9Gjd');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_89_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'ERjmLMe0rcRk6b0');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'unghcATDPyEBOB8');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Cq2iwlZESZjufd0');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'sbxHoVYIV8IIf1d');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'F3IfjjeIVKOLvSm');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'HrfAnlAoacVLBvK');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'RCDLnwSVDLIblEU');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD12', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'vzlIDNxN3NVzArZ');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_11_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'M034x2N9ERAlVo6');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF12_HCOR', 0.12, 860.065976124029, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vBXIIPRxb50EZ6B');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'mKLB68WE5XQlO7e');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_90_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'Z1Strx97kRnCu2u');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD12_VCOR', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'hNCAVNs5I9yVB1a');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ZytQwc960lwSVjp');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'SryfejfB4391bmQ');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00755555555555556 0.00755555555555556]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.00644444444444444 0.00644444444444444]);...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'Ytrr4vxVRZKdwZu');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ZKSyntFNaJ5Wlg6');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'CpFCRFRm2EmkRc3');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_11_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'liPfobAKD0CpaKl');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'X83nhDrjryH7iB1');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH5_QCORROCT_91', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'xO0M72uYnVimv47');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'Cdy2y0iEgEZJjLb');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'fMXpqgwBTl07FIS');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ZNa8VtbTbW73h9V');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_92_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'wLLWJTnL06nZk2k');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'QUOv7VmeMswD0Wd');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C11END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD12MLSTART', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_START', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_12_1', 'UUID', 'e8J6KdMSYnGCT2j');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'JIT1CM87U7f4sSM');...
-        atdrift('SD1M1_23', 0.322, 'Action', 'BPM', 'EApertures', [0.00876190476190476 0.00876190476190476]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_24', 0.01, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('DCCT_1_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_25', 0.3, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('DCCT_1_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_26', 0.209986392245071, 'Action', 'BPM', 'RApertures', [-0.00895714285714286  0.00828571428571429 -0.00895714285714286  0.00895714285714286]);...
-       atmarker('ONDULEURMARK_START', 'RApertures', [-0.00878333333333333  0.008               -0.00878333333333333  0.00878333333333333]);...
-        atdrift('SD1M1_27', 1.29, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('SD12MLCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M1_28', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.00902941176470588 0.00885294117647059]);...
-        atdrift('SD1M1_29', 0.01, 'Action', 'BPM', 'EApertures', [0.00935294117647059 0.00923529411764706]);...
-       atmarker('DCCT_2_START', 'EApertures', [0.00951470588235294 0.00942647058823529]);...
-        atdrift('SD1M1_30', 0.3, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('DCCT_2_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_31', 0.209986392245071, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_32', 0.322, 'Action', 'BPM', 'EApertures', [0.00872727272727273 0.00872727272727273]);...
-       atmarker('FCOR_12_2', 'UUID', 'u6FYxdu0vwJcxnl');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'xl9mC7lqmTqw3NT');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD12MLEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C12START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.0064 0.0064], 'UUID', 'Fs4DiUQO4kjDvur');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_93_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'mLYELpqhxv7LXyE');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'qgS7WaCgZ7v4DJT');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'K5GBRpf1PQIhGIc');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'dylsTFwUnut1uCO');...
-    atmultipole('OH5_QCORROCT_94', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'NnT50e4H2AVaXMm');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'Uceb2R74KqMI5jL');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'd426WyYXdYWCHi1');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'wPAv3F6z1PIYCz2');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Zc3mpeel8cmiEw5');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'tp9g2fAbWWeNqeB');...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667], 'UUID', 'lvA8xYXzR6p9dmO');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786666666666667 0.00786666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD21', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'QUo81bF22BWsxnt');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_12_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_95_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'lUnOSQN39f9QGnO');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'XNyWR5sBrnnpwGM');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF21_HCOR', 0.12, 719.09699842571, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'SQ9v7VjsMH1lfcH');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 't640rtQ8y3C0Syp');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'OzQDlf1tpVXse6K');...
-    atsextupole('SXD21_VCOR', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'cBZAfI8iAtqDNJa');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'KDjDZSG2icVkABm');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'YSfZr2qVvTm2Y8p');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'w75bu50AEqeikMF');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD2', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'rmYqQcyTwYCBs40');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_12_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'sChWuqKvR1tZyqg');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_96_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'gU04ATyKRetMXar');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF2_HCOR', 0.12, 741.112250869933, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'wyOSoyR9QEpWjCy');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'lW1n9z7dHcUxWMx');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'bXsY2iJKRYZ7mTu');...
-    atsextupole('SXD2_VCOR', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'B9A7A0lG3cgWy5n');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'cngVsTs3Xlg90xc');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'SeMXAlyOwvdABQQ');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00745 0.00745]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'badXwt4qn8KQq2W');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD22', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'GmUq6lryvVbNf3J');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_12_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'Jmj5HWNDjmYXtiv');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF22_HCOR', 0.12, 843.464304725645, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'mBtmcLffL5Idqs3');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'pbRGq4pI0x23ylt');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_97_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'PhA1lcL64Z4Ms7G');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD22_VCOR', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.0068 0.0068], 'KickAngle', [0. 0.], 'UUID', 'dONmHdXjUuVa1LY');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'PkES8ZRWWPQfNT4');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'F9gY0KLLkYYWq0i');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00715789473684211 0.00715789473684211]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00621052631578947 0.00621052631578947]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'p4NrhTXoufdtcAs');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'kWgTY9cQdx1798J');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'IJqoJWkKJozrY0n');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_12_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'lPMJWqOZ5sefgS0');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'ay3dUu3BmUVlxo9');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'FzX7uTKu4DgUyWm');...
-      atmonitor('BPM', 'EApertures', [0.00633333333333333 0.00633333333333333], 'UUID', 'EdAbJKEnJVmdDjL');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'sCKSj9BG7Hafr3N');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'XvEMdh1NroVOuMj');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_98_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'ccP89YdPMyfFKJL');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'MBbn2dkZQWLfudB');...
-       atmarker('GIRDEREND', 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('AN-C12END', 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('SD13CSTART', 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('VANNE_START', 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('FCOR_13_1', 'UUID', 'QudgYae9CkqGqIW');...
-      atmonitor('BPM', 'EApertures', [0.00766666666666667 0.00766666666666667], 'UUID', 'R8Bl4211IDF971s');...
-        atdrift('SD1C_25', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_26', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_27', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD13CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_28', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_29', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_30', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('FCOR_13_2', 'UUID', 'q8neXiGLayNFazn');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'xqOgUiITKNcbrPL');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD13CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C13START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'uZRI20TwQ88JUFD');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_99_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'AFS7Cc3VtVmTiXv');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'MXopiGpLw5onq48');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'AAsoh6R6rPAwQRF');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Lq7dNpoYRkmOcja');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'VTkKaUmydfLJNrm');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'ERDOHmUCxSNHr4v');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'Be4xSLaL3Wo2882');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'aeOqUUEBHR64sjs');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vsaKtRci2RYyotb');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'LwXrF9DtgXyNv4k');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'p5jlwQ6vpXwIzxP');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD31', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'nyy4XwCqG0iQzqW');...
-       atmarker('CROTCH_13_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_100_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'NslSFmZ9kPBipCg');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'BF8pNahhv1EocYQ');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF31_HCOR', 0.12, 734.143510940683, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ZEwL4bSg54KVajf');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'ms0v4CTDUc5z7hC');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'WfhB00gENCQ2XGo');...
-    atsextupole('SXD31_VCOR', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'GESCtLQAgVlaPgP');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'olWoRPaECgEAZ7w');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'ML76XVX7jRCNvwW');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'MxCLewDof1Ejuxl');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'fc5A7NOU6qqWLOn');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_13_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'YlgroRvmwkPg5w0');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_101_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'yCjAj985yA3bkF4');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'SMK1L6jPpupdMPf');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'VJbcWqpefpjNBmu');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'AhK2z645wciuxHN');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'LpB98xLwHXHRlxD');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'X5tLyNwCX1w6PFh');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'g7iepB8tyuU4pkV');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00735 0.00735]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'OjAGpsax99WBgsn');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'CFjqYn8es9N2T7o');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_13_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'j3J87Gr6FbGwpWh');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_102_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'ZE4GEA0kdBONq4h');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'GfZMsbNAdVY3LiS');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'SUF8BakDHI5jpGF');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'dmdruSYIRfOKzhe');...
-    atsextupole('SXD33_VCOR', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Iby6tuoHsUcIZuC');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'K5SO69paM5UUHih');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'O4wNX3Usaidjghb');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00769318181818182], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00632954545454545]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008   0.00425]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008               0.00457894736842105]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00793939393939394 0.00793939393939394]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'HNvBNJcWNBkcZ5l');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD33', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'xlIEVtMQU5HJHcR');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_13_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'FfM358opdtPwHaB');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'co8lRNq7moMqOTz');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_103_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'OmgygYUEmN5Yw8G');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'DOQdon0ZATEu7Dm');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'bZT9L7aTqVF1zzL');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'zKNylquD7Tmr5iq');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'l5TMCr31sHLvQdF');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'IwZQzN2ee0NJCvV');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'MymhJznUz8g7iZ5');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'lPE0AF8fQzCAPwH');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_13_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'quszCPurIUOcdA0');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'z7AnodZWpuvjotv');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_104_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'gvqmnn1rRZN0XbM');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'yfYp6IkivatKE7Z');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'cfcDJHEZbqEj7hL');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'VHWpEiqXjvKqhmE');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'hsIR1y8Th7EBSyM');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'HQLZUxHDeP0v0xZ');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'YaSLGYZaWh3jiPy');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD32', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'kE45ZdNfKQ7m7ba');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'Fjwy0TueQRNujWQ');...
-       atmarker('CROTCH_13_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF32_HCOR', 0.12, 782.043582880113, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'yd85yuEXw7RdsXU');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'FzRsrx0fOaLrANG');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_105_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'GRqU7dLwyyTX7Ca');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD32_VCOR', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fZtYIb6GoEgFncv');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'xKF2hMLVCI41pK9');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'NHuU8pOjDnZlMVU');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00755555555555556 0.00755555555555556]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00644444444444444 0.00644444444444444]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'obUfSZ3c1Zey4lS');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fSRKTfK5nkU7pAn');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'jn0TvGIXm3RoTen');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_13_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'pPmZx3ywO4HidYn');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'bYG4Bn8u33v7JDV');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'FaBEohCl4bsqPMk');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'JH5Mk95hhkB1bHA');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'bqMIYCskvbdG9mE');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ecOO9iqZZ2wfniF');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_106_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'LcJ8ki6N8Q3gqEe');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'm9zFxJfBDeA1jq6');...
-       atmarker('GIRDEREND', 'EApertures', [0.0064 0.0064]);...
-       atmarker('AN-C13END', 'EApertures', [0.0064 0.0064]);...
-       atmarker('SD14CSTART', 'EApertures', [0.0064 0.0064]);...
-       atmarker('VANNE_START', 'EApertures', [0.0064 0.0064]);...
-       atmarker('FCOR_14_1', 'UUID', 'j4XMUmOrkUFOcHe');...
-      atmonitor('BPM', 'EApertures', [0.0064 0.0064], 'UUID', 'j6NcgQ1qCzXmBlV');...
-        atdrift('SD1C_31', 0.322, 'Action', 'BPM', 'EApertures', [0.00854545454545455 0.00854545454545455]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_32', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_33', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD14CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_34', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_35', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_36', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('FCOR_14_2', 'UUID', 'KCOgNwsCqWAnJ4q');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'pFQGuI2mNMnSMeu');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD14CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C14START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'UOGnlBYKa3jPVCd');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_107_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'ZUurJPhHrx2tsut');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'juWoqLPZWt6GI05');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'faCsS4y5WcKgXxF');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'PBMfcean4xEavYn');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'FdY19vMt5ITT0GN');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'GqKdhasehUrby03');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'kqJV9g5UKSrCmpi');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'O8Lns6Dy6yZbQ6X');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ooFIyWY4j2hPu5i');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'x01LNl8rcmbH3fC');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667], 'UUID', 'u7XaFZzZMFdK2mk');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786666666666667 0.00786666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD41', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'oYwrIh66qlPbgUI');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_14_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_108_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'FZZME3CRQhJ5x7S');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'RTZyN4szGa9hhuz');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF41_HCOR', 0.12, 846.26087738574, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'TM1gUa4dvKrfGXh');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'UtbUUoqzwkDdT5T');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'raG9pffBX3ZDAkA');...
-    atsextupole('SXD41_VCOR', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UPZwZ246zMHMKbh');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'wmgb4gfVXvR9CiJ');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'gPh5H41fJW9SlEj');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'xo6LJ9Ea5JGZZvJ');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD4', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'BUL20FQzeyrHwcx');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_14_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'j6U4NPohs42tAoj');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF4_HCOR', 0.12, 811.758492840009, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'PvzTf9OTGZ0B7KH');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_109_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'BxWhjhyQ2h0xdcs');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'eefnj2xqeOvbf2N');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Z70pqHiUdL1XQ7q');...
-    atsextupole('SXD4_VCOR', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vldAs4EQNVsBY7i');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'tsvj5jnA6ODyFMf');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'jmnpbWYMmWVFTeJ');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00748717948717949 0.00748717948717949]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'wL5krLgp2kxkKIC');...
-        atdrift('L071', 0.048, 'EApertures', [0.00682051282051282 0.00682051282051282]);...
-    atsextupole('SXD42', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'JyMMFWowtrLnE8R');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_14_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'A4RON6ijHBbXyJf');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF42_HCOR', 0.12, 832.798385062542, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'mARm8jvW4HGoF2h');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'kYBiCT8xFr2BPaG');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_110_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'HxkL1wp7JudXi5m');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD42_VCOR', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.0068 0.0068], 'KickAngle', [0. 0.], 'UUID', 'skVE5sdheod2Cra');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'aLTTGPoKk6ITtbF');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'mMlLj5lRmSro3sb');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00715789473684211 0.00715789473684211]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.00610526315789474 0.00610526315789474]);...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'xKj6eRPKxbqSp7F');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'iGyyDBtOJzC1d0E');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'jPcNrqZo2R3qVJO');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_14_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'QTB7x1pocsX3aJG');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'OpZivFOociTOGgS');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH11_QCORROCT_111', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0068 0.0068], 'MaxOrder', 3, 'UUID', 'ZTLTvcGPnKCMnQA');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'fVbvTf7RGHawXIv');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.0076 0.0076]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'fUCu5CSEqFHJQ8t');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'xMBhVfJTovzLJOp');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_112_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'ewCD99RrkqWtw2B');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'BWJezAoVd19KYKq');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C14END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD15MCSTART', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_START', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_15_1', 'UUID', 'IGsfPoUG387PHZc');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'UI81zvjwEouBlit');...
-        atdrift('SD1M_13', 0.322, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_14', 0.287381847814076, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_15', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('SD15MCCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_16', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_17', 0.287381847814076, 'Action', 'BPM', 'EApertures', [0.00660294117647059 0.00598529411764706]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_18', 0.322, 'Action', 'BPM', 'EApertures', [0.00838095238095238 0.00838095238095238]);...
-       atmarker('FCOR_15_2', 'UUID', 'izVoiLoy7ytiFyi');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'yXnw1lqTCrXN37Q');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD15MCEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C15START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'n8OfauRnBcsQc65');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_113_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'AfpdsVIsA6Z3Cac');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'WKM3C8nKwLQsCnF');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'c1fngAxk9DEeGKB');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.0064 0.0064], 'UUID', 'DE2aLtHDy4nNI7B');...
-    atmultipole('OH11_QCORROCT_114', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'XC9OTQmS4GqwBaN');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'WJIiwmv4zP4JIC2');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'wV6gKIBDqn9QvmI');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'wuk0G2WEjyRQHZy');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'FZSbWLznCfLlKxK');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'KMCqg5DZ517zkqK');...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'to0A3OZBBaP9EC8');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD51', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'hZrwRczSF85F2oe');...
-       atmarker('CROTCH_15_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_115_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'hnXUV6myKbEC5Le');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'FDkKVC9mRLvmRTe');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF51_HCOR', 0.12, 840.822202380127, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'lo23mq0X610fQmP');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'Akcxaubk3JejS8c');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'WGcy7jsNGHcDb8n');...
-    atsextupole('SXD51_VCOR', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Guw2t67tOfDFg6M');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'JV3GUvxRYQSgt5k');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Nzo0uPUg0lqCLnN');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'gt2lS78SREGuiKO');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'kqB4hRSHexsVjRB');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_15_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'pCwvbnw9pW9ABD4');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_116_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'k0nZhgGG6r7K9iY');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'dvJdbEl7NlnLI3n');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'R3veD55cBQCKQNX');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'osrddddesB47ijf');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'zE1gZZGVJMXG7hQ');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'B0mv77qxcqMxwr3');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'r8ke1Cz6MksYLWK');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'MadG3hacwjhgNCc');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'rkPRZFPV9MEJwaJ');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_15_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'ZnadMrmKn0uyogU');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_117_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'pyVI2pju0uZiwX5');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'CWIWe4zbvWpNk6e');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'UlOwXoIcVAkMY19');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'yIsINGqu1E8M4TW');...
-    atsextupole('SXD53_VCOR', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'kb1VYeuTsSUdoVd');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'oqCdkbalqxuzstw');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00725 0.00725]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00789655172413793], 'UUID', 'coINBTmhYAREVYi');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00768965517241379], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00631034482758621]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008   0.00425]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008  0.0046]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.008 0.008]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'OvuSOnkxzJOTQEK');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD53', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'mFSssdJto5f8TAq');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_15_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'smBn2RVzgfHk7bQ');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'AwRPYrmfZUuzTL8');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_118_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'LBhdKZH5frDv4Vq');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'cJPMi9VX10KERr7');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'w8HygZQX1LRgX0b');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ICmgRKynpF00edg');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'syE18okB1o9Fg8n');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'yeeVKvLjZDog2zv');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'gPopd25zYxoWGsv');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'z4e5JEEDt638QYe');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_15_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'NIW8DdACfkIJ0FK');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'caMRtbOsUqFo5ya');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_119_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'OxMDw8leZO2B0T6');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'D8aQvN4xmAAzt9S');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'VJl19oIkpLLbfFy');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'xvgVGXBGwUtkkjk');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'iPDFl502rzZ5dEn');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H1', 0.0393049032024916, 0.00245617208465066, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'qdRH7zznjTRPdfW');...
-        atsbend('BD5H1', 0.398927492296932, 0.0318559418401438, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H1', 0.398927492296932, 0.0318559418401438, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H1', 0.0393049032024916, 0.00245617208465066, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'ko3nuDeF3hxwk7U');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD52', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'WBjneDVk7VLGOxs');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H1', 0.0689196396343699, -0.00140236294993324, 8.79568061387988, 'Action', 'FocTune', 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'YiWqimBdj5VOeuH');...
-       atmarker('CROTCH_15_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H1', 0.0689196396343699, -0.00140236294993324, 8.79568061387988, 'Action', 'FocTune', 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF52_HCOR', 0.12, 788.330339912278, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fNVcnQDQ9fmdh4Z');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'JZzF8giOzQbfJHp');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_120_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'rvv3pmVklde1C3o');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD52_VCOR', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'emOpzfn4mA1Rwpf');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'mFiBG1ueRKxCQiE');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD21', 0.0284984341976272, 0.00221003821940246, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'FlopfMnmqHCI41E');...
-        atsbend('BD11', 0.0959771205127194, 0.00894539503346868, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD11', 0.0959771205127194, 0.00894539503346868, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD11', 0.0959771205127194, 0.00894539503346868, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD11', 0.0959771205127194, 0.00894539503346868, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD21', 0.0284984341976272, 0.00221003821940246, -1.18160211440423, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1T', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atdrift('D021HTQ', 0.0529998883331588, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'ekhtLacIEsvuyv4');...
-        atdrift('D022HTQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH15_VCOR', 0.075, -151.263624499999, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'pFgRRCygsw5MRdp');...
-        atdrift('D05HT', 0.22, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q21', 0.118594861317721, -8.24976089349076, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'SrEjB0m3hHgCzjX');...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'oAlmbsh6UeWHnvt');...
-        atdrift('D041HT', 0.18, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('CROTCH_15_7', 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q20', 0.122440853589187, 8.42972886822337, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.11, 'EApertures', [0.0085 0.0085], 'UUID', 'ta4aPfjB5KTSq2w');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH14_HCOR', 0.075, -335.348316276613, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'NX6jPh7y7Ys8j6C');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH141_QCORROCT_121', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'w80CXeRmZCkyswV');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q19', 0.118733643867383, 8.01541064610388, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'B7ouMPyvpxUVRYo');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH13_COR', 0.075, 476.313437796132, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'I0g6IhZaxrz9YMj');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.008 0.008]);...
-    atmultipole('OH131_QCORROCT_122', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'vwvgxHQoQN4mfnx');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q18', 0.0932053766613153, -7.2301598888015, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.008 0.008], 'UUID', 'MYln1ZdMvE34BRh');...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C15END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD16LSTART', 'EApertures', [0.008 0.008]);...
-       atmarker('VANNE_START', 'EApertures', [0.008 0.008]);...
-       atmarker('FCOR_16_1', 'UUID', 'MARp2WBx8NKjkTI');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'eGM6LKQb7Ho99pT');...
-        atdrift('SD12_1', 0.272, 'Action', 'BPM', 'EApertures', [0.0107619047619048 0.0107619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.012 0.012]);...
-       atmarker('ANATOMIX_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD12_2', 0.396170347288528, 'Action', 'BPM', 'EApertures', [0.0408461538461539 0.0124807692307692]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.0475 0.0025]);...
-        atdrift('SD12_3', 1.0, 'Action', 'BPM', 'EApertures', [0.0475 0.0025]);...
-       atmarker('SD16LACENTER', 'EApertures', [0.0475 0.0025]);...
-        atdrift('SD12_4', 1.0, 'Action', 'BPM', 'EApertures', [0.0475 0.0025]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.0475 0.0025]);...
-        atdrift('SD12_5', 0.396170347288528, 'Action', 'BPM', 'EApertures', [0.027   0.01225]);...
-       atmarker('ANATOMIX_END', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD12_6', 0.272, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('FCOR_16_2', 'UUID', 'AsGpSogeBO7DgMs');...
-      atmonitor('BPM', 'EApertures', [0.01 0.01], 'UUID', 'XjhKKWFemAh12Jl');...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('CHIC2', 0.2, -0.0126637486005222, 0.0, 'EApertures', [0.01 0.01], 'EntranceAngle', -0.006, 'ExitAngle', -0.006, 'UUID', 'xOsX13sGZ3gBFdZ');...
-        atdrift('SD23T', 0.35011537936444, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q17', 0.0929982217794612, -7.83896314384854, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.0085 0.0085], 'UUID', 'VQCY0GmOixWYj2X');...
-        atdrift('D032HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH16_QCORROCT_123', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'tVw5dp7STtN1NiD');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH16_COR', 0.075, 0.0, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'CDYCXJFcewStKOT');...
-        atdrift('D031HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q16', 0.132220666360538, 8.59624027008373, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.12, 'EApertures', [0.0085 0.0085], 'UUID', 'HoHLN3GIoqvBalH');...
-        atdrift('D031HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH16_COR', 0.075, 0.0, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'br60wNMReCRi1dj');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH16_QCORROCT_124', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'SV55kcq60G6AhCw');...
-        atdrift('D032HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q17', 0.0929982217794612, -7.83896314384854, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.0085 0.0085], 'UUID', 'Azi2eHkFNMNEX2a');...
-        atdrift('SD23T', 0.35011537936444, 'EApertures', [0.00850340136054422 0.00850340136054422]);...
-        atsbend('CHIC3', 0.2, 0.0191637486005153, 0.0, 'EApertures', [0.00956462585034014 0.00956462585034014], 'EntranceAngle', 0.00925, 'ExitAngle', 0.00925, 'UUID', 'Brvnxi99i7GCP2t');...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.00994557823129252 0.00994557823129252], 'UUID', 'Pv85rZLYETartan');...
-       atmarker('VANNE_START', 'EApertures', [0.00994557823129252 0.00994557823129252]);...
-       atmarker('FCOR_16_3', 'UUID', 'EKOLyPpVmIRKvj6');...
-        atdrift('SD34_1', 0.272, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_END', 'EApertures', [0.012 0.012]);...
-       atmarker('NANOSCOPIUM_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34_2', 0.396170347288528, 'Action', 'BPM', 'EApertures', [0.0205714285714286 0.0121428571428571]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.0475 0.0025]);...
-        atdrift('SD34_3', 1.0, 'Action', 'BPM', 'EApertures', [0.0475 0.0025]);...
-       atmarker('SD16LBCENTER', 'EApertures', [0.0475 0.0025]);...
-        atdrift('SD34_4', 1.0, 'Action', 'BPM', 'EApertures', [0.0475 0.0025]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.0475 0.0025]);...
-        atdrift('SD34_5', 0.396170347288528, 'Action', 'BPM', 'RApertures', [-0.0288157894736842  0.0176052631578947 -0.0101630434782609  0.0101630434782609]);...
-       atmarker('NANOSCOPIUM_END', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_START', 'EApertures', [0.012 0.012]);...
-        atdrift('SD34_6', 0.272, 'Action', 'BPM', 'RApertures', [-0.01    0.0095 -0.01    0.01  ]);...
-       atmarker('FCOR_16_4', 'UUID', 'X68nFpi4HOPcnjF');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'd8UL65ixfJhBVMw');...
-       atmarker('SD16LEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C16START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q18', 0.0932053766613153, -7.2301598888015, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.08, 'EApertures', [0.008 0.008], 'UUID', 'eRn981gY5oCoohz');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.008 0.008]);...
-    atmultipole('OH132_QCORROCT_125', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'ZZfHR5Dat9oAZCu');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SH13_COR', 0.075, 476.313437796132, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'q8aRllIZ5rsx6q5');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q19', 0.118733643867383, 8.01541064610388, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'gdPBxgdap0WiRuw');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH142_QCORROCT_126', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'xVm0X7Nof3reUPP');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH14_HCOR', 0.075, -335.348316276613, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'nlSCV2RCK67BqFB');...
-        atdrift('D03HT', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q20', 0.122440853589187, 8.42972886822337, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.11, 'EApertures', [0.0085 0.0085], 'UUID', 'N7BKJRN5crqvxBZ');...
-        atdrift('D041HT', 0.18, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'VHtvh3zH8bS4Mke');...
-   atquadrupole('Q21', 0.118594861317721, -8.24976089349076, 'BoDiameter', 0.023, 'BoGap', 0.01, 'BoLength', 0.106, 'EApertures', [0.0085 0.0085], 'UUID', 'GzJv6SWFbv05IDh');...
-        atdrift('D05HTC', 0.06, 'EApertures', [0.0085 0.0085]);...
-        atsbend('CHIC4', 0.1, -0.0118434756989878, 0.0, 'EApertures', [0.0085 0.0085], 'EntranceAngle', -0.0029, 'ExitAngle', -0.0029, 'UUID', 'I3srlbxQtoyEmwP');...
-        atdrift('D022HT', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH15_VCOR', 0.075, -151.263624499999, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.01, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'G1NE7XpqAmZS3tJ');...
-        atdrift('D022HTQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'NC87YAIqeX1lltb');...
-        atdrift('D021HTQ', 0.0529998883331588, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1T', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atsbend('BD22', 0.0284984341976272, 0.00259580023151625, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'CM2PRs9jqUdRxbS');...
-        atsbend('BD12', 0.0959771205127194, 0.0105068130926535, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD12', 0.0959771205127194, 0.0105068130926535, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD12', 0.0959771205127194, 0.0105068130926535, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD12', 0.0959771205127194, 0.0105068130926535, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD22', 0.0284984341976272, 0.00259580023151625, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD52', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'vGzK8cOk2GRJuZG');...
-       atmarker('CROTCH_16_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_127_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'Ku23BwhZuVoseEw');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'EhbmUOlPoyhEDGV');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF52_HCOR', 0.12, 788.330339912278, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'A086ykLLbQQT6L2');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'TJ602uDtvgvt9CX');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'PuM8kVufdAXux9A');...
-    atsextupole('SXD52_VCOR', 0.09, -734.183150728341, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'p7RXCIIj0evaLfo');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'VEMQIPMZbCt7YGm');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H2', 0.0393049032024916, 0.00243989287061025, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'S8O9UutAfpOsT7s');...
-        atsbend('BD5H2', 0.398927492296932, 0.0316448044776945, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H2', 0.398927492296932, 0.0316448044776945, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H2', 0.0393049032024916, 0.00243989287061025, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'zRQeur40Lo9LwcZ');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'ekPI3q1gQTLvgJj');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_16_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'GOBVMz9uhQmokRN');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_128_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'dV3RBRhlozjjgAO');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'X4ojpnPSq3ZrJTf');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'wAcGJEtcptX4vKX');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'pZAYCW3qvYJPQOT');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'KIskSDNye84LxdX');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'qrhcIxFmArp8vw8');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'QFYKYplxeXpZ4jW');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00735 0.00735]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'ilRWTfqIQoJED7Z');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'bqOnx7ODgdBCsmo');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_16_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'qCEsDwrprcCOVPQ');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_129_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'px1H2bHgu3GFSqr');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'jfZNdNoaWSgOJzh');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'A5i2SN6AS5qtizP');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'o27LiOfkthSVjRs');...
-    atsextupole('SXD53_VCOR', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'Z636VaGpckqDoP6');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'y032fCS7V5ZZroM');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00786363636363636], 'UUID', 'QvyZLsYTYZE3hVG');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00769318181818182], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00632954545454545]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008   0.00425]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008               0.00457894736842105]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00793939393939394 0.00793939393939394]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'bFhZaOOmmYVwphu');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD53', 0.09, -625.758067765939, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'B0FN5qrW0z5o00w');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_16_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'zhKD68Ov5TN6X7K');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF53_HCOR', 0.12, 711.229968977946, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'qIjRVrSbfKRVmIK');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_130_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'CbhhOsbSLkbCiUu');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'wBffWaZjLQsWKNY');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'jFX6k7Cn0SeqNZi');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'zHYyRcduJ0kZlxq');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'N4SjloPj2YtCsuR');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'fsmTHZCkZaD1qYY');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'LVDVCuG3QzBpE9i');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD5', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'y0oNu9QbVL49Csd');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_16_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'eSYx8vTP4TMaXBX');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF5_HCOR', 0.12, 715.553794609745, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'yJ5xnt3QcTwl3ZX');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_131_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'z1IaLOMkdqZPACy');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'rUbISSWlcYvkEMd');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'xfVQbKFv7EKjZpH');...
-    atsextupole('SXD5_VCOR', 0.09, -673.701263957563, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'hVV0I97EeKfzAMz');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'DuLcafiLzh8uwV7');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'HWd1zCsEJznVwCP');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702363, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.0024512298026507, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'KWdsOPw38EyhxFx');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD51', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'i0y4K1pg3OUt0gM');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444587, 'UUID', 'NgMo9ZjDDS7hZkN');...
-       atmarker('CROTCH_16_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444587, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444587);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF51_HCOR', 0.12, 840.822202380127, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'YhI2LpoOPW2GEYy');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060752, 'UUID', 'Pc2E4fsMoo1DL7y');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060752, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060752);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF5_QCORROCT_132_QT', 0.06, [0. 0. 0. 0.], [  0.               0.               0.             353.486738211295], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'jjtfOPNLAU06mVd');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD51_VCOR', 0.09, -647.766469752565, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'JbUiagivs77V0bj');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Vu1jXdwVgoQ5jUQ');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'Kh2OT31f4t89Wcn');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524086, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227518, -1.18160211440423, 'EApertures', [0.00755555555555556 0.00755555555555556]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.00644444444444444 0.00644444444444444]);...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'Hz741xEEty29NBK');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'KOk66UeKhWqDhIR');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'eUsQEGeU8yvgyuV');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_16_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'wDqSL3o4LBjc4TZ');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'UYV0gsuv8NnjwNU');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH11_QCORROCT_133', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'eViSO6pxLkNNsg0');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'ztL40iZhgNc7zQ9');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'WGiLK493ihRqsXh');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'UNq74adoAZaUIVE');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_134_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'myORYXyys6ALHr9');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'dnngwM9K0OK97nO');...
-       atmarker('GIRDEREND', 'EApertures', [0.0076 0.0076]);...
-       atmarker('AN-C16END', 'EApertures', [0.0076 0.0076]);...
-       atmarker('SD17MCSTART', 'EApertures', [0.0076 0.0076]);...
-       atmarker('VANNE_START', 'EApertures', [0.0076 0.0076]);...
-       atmarker('FCOR_17_1', 'UUID', 'aQdbFdDLbn0Z1vB');...
-      atmonitor('BPM', 'EApertures', [0.0076 0.0076], 'UUID', 'lWEeZ6FjZUAiRfe');...
-        atdrift('SD1M_19', 0.322, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_20', 0.287381847814076, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_21', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('SD17MCCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_22', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M_23', 0.287381847814076, 'Action', 'BPM', 'EApertures', [0.00644117647058823 0.00579411764705882]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M_24', 0.322, 'Action', 'BPM', 'EApertures', [0.00836363636363636 0.00836363636363636]);...
-       atmarker('FCOR_17_2', 'UUID', 'lfFkYX13vkhOn5C');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'cxhu22O4rqlQdeM');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD17MCEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C17START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q12', 0.0785288819736742, -13.6759084023114, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'voA9qQ8wiO7m26D');...
-        atdrift('D031HM', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH10_QCORROCT_135_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'I4fl1EakbfIXCFh');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH10_COR', 0.06, 767.610099578133, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'SSnyQ4aGX38s3iu');...
-        atdrift('D032HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q13', 0.105549024737856, 14.4734284467452, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'Ypo7fpuvXjXNgmw');...
-        atdrift('D06HM', 0.13, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.0072 0.0072], 'UUID', 'eDrtsaD1wmDsgAW');...
-    atmultipole('OH11_QCORROCT_136', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'UGjl7fhokr0WvEr');...
-        atdrift('D022HM', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH11', 0.06, -342.377584906705, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'yn3E9y1VcwcSHLs');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q14', 0.0669654375650683, 13.020316581933, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'VAi1RJ1u6EEmQFW');...
-        atdrift('D040HMQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'FeX9hyEqgF5llhY');...
-        atdrift('D022HMQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH12_COR', 0.06, -549.693929899786, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'xdqzEfyKHYpyF8R');...
-        atdrift('D03HM', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q15', 0.0669665183225528, -13.0158117569202, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'iM5jmziTEDUR1eT');...
-        atdrift('D05HM', 0.0250000000000106, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'fQM3KDvqNb4dJHs');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786666666666667 0.00786666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD42', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'Pt4f5frF8dOV1da');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_17_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_137_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'RWqlH29a8OmCn7s');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'TuKpbbrz1qjYf4a');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF42_HCOR', 0.12, 832.798385062542, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pmwTvcb9ZSXU0gR');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'H1UZwAJ0EINVvWp');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'vs3ZdJznNAkCZAa');...
-    atsextupole('SXD42_VCOR', 0.09, -652.433055715131, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'TUwgeZU4gvgHtSZ');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'v40iswKoDxyUM6l');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0068 0.0068]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'AfuQionHTobfYWO');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00774358974358974 0.00774358974358974]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00728205128205128 0.00728205128205128], 'UUID', 'lzTEfb3VWk4jsAr');...
-        atdrift('L071', 0.048, 'EApertures', [0.00676923076923077 0.00676923076923077]);...
-    atsextupole('SXD4', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'Yo0iQBzn3DIm4ei');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_17_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'CmnqwKilyvSa8HX');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_138_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'Q40DUlfmSoXszSJ');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF4_HCOR', 0.12, 811.758492840009, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'YfD5zypzOb0N1lG');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'q5khZn3IpmN5Dzx');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'CsWQ231UK32E9bF');...
-    atsextupole('SXD4_VCOR', 0.09, -748.397964225485, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'IpBGnelhShKmhnr');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'ec78mqFMxSLSLTf');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'PtuHfucnfmvFKlf');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00745 0.00745]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'TkvsXfhLJIFfABM');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD41', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'pTJJvHpQHuxPIxp');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_17_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'IVZIfPzRP8mJgiL');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF41_HCOR', 0.12, 846.26087738574, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'TZ8usiDczydemub');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'Vseu6pAIhl7EiZK');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF4_QCORROCT_139_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -183.939387091905], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'kT0OfewNU5cvjhK');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD41_VCOR', 0.09, -735.729130725313, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.00666666666666667 0.00666666666666667], 'KickAngle', [0. 0.], 'UUID', 'KB64140GgWlwLNW');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'pPZBmtoZoCQV210');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'e3McR9VZOKLioBx');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00711111111111111 0.00711111111111111]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00611111111111111 0.00611111111111111]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'Yu8smQ8xQuYYp4R');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'emaMkGTmuGv6rL2');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'LV3MuajMtYXPYgS');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_17_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'N9Pv2M9B73U0yhO');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'WFrDKwTeiPXXBon');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'vgYGC0CROj3pH9K');...
-      atmonitor('BPM', 'EApertures', [0.00633333333333333 0.00633333333333333], 'UUID', 'SFkVgLEATUnN6QF');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'bqcdyAFZHabj3ot');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pA1ucYqoawf59s1');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_140_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'oGYDCsPEhrjS0d1');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'BLQvMEgYHfsU4Fo');...
-       atmarker('GIRDEREND', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('AN-C17END', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('SD18CSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('VANNE_START', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-       atmarker('FCOR_18_1', 'UUID', 'SONxjHpiQcoK7PC');...
-      atmonitor('BPM', 'EApertures', [0.00733333333333333 0.00733333333333333], 'UUID', 'BwhET6izmX1TJNR');...
-        atdrift('SD1C_37', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_38', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('ONDULEURMARK_START', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_39', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('SD18CCENTER', 'EApertures', [0.0475 0.002 ]);...
-        atdrift('SD1C_40', 1.189, 'Action', 'BPM', 'EApertures', [0.0475 0.002 ]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.042  0.0125]);...
-        atdrift('SD1C_41', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_42', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('FCOR_18_2', 'UUID', 'qbQdLCOdYOXssQL');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'nKmvUMGD8cBizs6');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD18CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C18START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'XrmpRCUXlvEq9kG');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_141_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'odNAB4WIaMh0bfk');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ZT4oLCYt1Zd9kX6');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'UmKffUsqEkKBzgo');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'RxnVqwMn70CYNuM');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'zTMvAYBa61OATdL');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'GVdbApJdPoWOxCY');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'dpyCmy5IDFwEFHX');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'yoJGY8iufxIjfuV');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'l1lZb6es7hykeJb');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'fEmk2B9P7yt4UwV');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'pUDV1TsPMPRQdpg');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD32', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'oFRkZAEJYVCV4vO');...
-       atmarker('CROTCH_18_1', 'EApertures', [0.006 0.006]);...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_142_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'OndtG1uJFrF7b7A');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'htBx8A1j2JU9Zkg');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF32_HCOR', 0.12, 782.043582880113, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ooHEikFF9BPKm5H');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'EeB2O3uIhNuB49C');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ogoWcGIvHY5fLKi');...
-    atsextupole('SXD32_VCOR', 0.09, -729.521731325636, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'gunmM2jDJkiJJeJ');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'cmYZtpqdcu7lG7v');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'f7SVbEjWCScDLK7');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'sjldOIpbJz7Pd7I');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'ENKdn0PqFFK4Zon');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_18_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'bL2VZXZ2BGzi8ar');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_143_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'vRTP9f7PRG6wr1F');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'mpkTEpz95QRjqFE');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'ExuUvuTRjYRCtS9');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'VKTosMhkcj1wVML');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'NB61fDvHJUMEnzv');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'eGHchyOTXeDlg1S');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'ZYOH75n2SyiGvd3');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'Vnr5RagaoqrgP7d');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'YT8Ue2L4kT3mCyi');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_18_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'ASKAeDByXD3eCnk');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_144_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'cnaTTEY42gz5mQ0');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'nTCeomWPAJrGaQN');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'Xin2sMoSNMhBee9');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'wsAzV8nFPI8aKE0');...
-    atsextupole('SXD33_VCOR', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'y2hRz0Q3zAAku3R');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'fapVJ3ERgSfR0nZ');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00725 0.00725]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00789655172413793], 'UUID', 'j5izIwpRz2fdLd7');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00768965517241379], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00631034482758621]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008   0.00425]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008  0.0046]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.008 0.008]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'jkhmIZIdBM3Dtdu');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD33', 0.09, -764.318658802759, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'ZtWDVgICQkWJPLV');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_18_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'r6topuPkmrtoeyi');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF33_HCOR', 0.12, 686.795497427942, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'I0eu98esyJLYOW2');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_145_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'REEosZm4tw9I6th');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'TDmx2h7Jy8CVmKK');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'twbfXQ05tzphUIV');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'PQ0zsAgNjW8in3O');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PmJZM2T6SwTZ375');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'mTC2XoVKDr76XuE');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'A4tun126wuuFW6B');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD3', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'eWzK0drvSjgKBHb');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_18_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'O291rEZAQy7bLOr');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF3_HCOR', 0.12, 675.00095481734, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'CwwPGuo8mntFGIQ');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_146_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'nhRqewz8vJ2E1zC');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'whfiX2IRKdnkVRZ');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'PM05t3RNNzfEP33');...
-    atsextupole('SXD3_VCOR', 0.09, -753.118527609963, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fH2ixh22UBANYPm');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'PUvsLvFaHfxFhAs');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'j1Fo2ru0E4XO8uk');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00784615384615385 0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'MYYbYLxDzHDJYwj');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD31', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'AlkYpqxacajIqNO');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_18_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'nmOdvRFqpqtaFLm');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF31_HCOR', 0.12, 734.143510940683, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'qzFuyCVODz6mSTg');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'y83Rf0myitM8Waa');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF3_QCORROCT_147_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -440.259660850112], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'f4TaIhp1nlic4Y7');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD31_VCOR', 0.09, -681.129428046866, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'q5IvlzX32D0uYQA');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'mJzw33ptOAwtoKO');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'DYk8RTmJInxM1ns');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00747368421052632 0.00747368421052632]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.00642105263157895 0.00642105263157895]);...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'FSHG2FNcT25Ui54');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fFGEjJfBbV1qaNc');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'IaF6LApWYNw7RC6');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_18_7', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'GEExtKpaGu1jFUn');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'h1Upx27BFwLGwBI');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'nAV7Efpa1kUVQ3H');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'ZscyvXhvvCri9BL');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'XXobmlH22XP4HfW');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vcmbYb5ehtnBP1y');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_148_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'GVSLEzvRE9rZivm');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'nHyOeAkyxmk93Ie');...
-       atmarker('GIRDEREND', 'EApertures', [0.0064 0.0064]);...
-       atmarker('AN-C18END', 'EApertures', [0.0064 0.0064]);...
-       atmarker('SD19CSTART', 'EApertures', [0.0064 0.0064]);...
-       atmarker('VANNE_START', 'EApertures', [0.0064 0.0064]);...
-       atmarker('FCOR_19_1', 'UUID', 'fMyPJEmWJ5wyC8I');...
-      atmonitor('BPM', 'EApertures', [0.0064 0.0064], 'UUID', 'PnuyQL4aLdWZw4a');...
-        atdrift('SD1C_43', 0.322, 'Action', 'BPM', 'EApertures', [0.00847619047619048 0.00847619047619048]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_44', 0.0835458676300582, 'Action', 'BPM', 'RApertures', [-0.00903809523809524  0.00857142857142857 -0.00903809523809524  0.00903809523809524]);...
-       atmarker('ONDULEURMARK_START', 'RApertures', [-0.00884571428571429  0.00828571428571429 -0.00884571428571429  0.00884571428571429]);...
-        atdrift('SD1C_45', 1.189, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('SD19CCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1C_46', 1.189, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.00902941176470588 0.00885294117647059]);...
-        atdrift('SD1C_47', 0.0835458676300582, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1C_48', 0.322, 'Action', 'BPM', 'EApertures', [0.00854545454545455 0.00854545454545455]);...
-       atmarker('FCOR_19_2', 'UUID', 'UTC35J40gByrBIh');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Y7G3120LZb4a4Nl');...
-       atmarker('VANNE_END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD19CEND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C19START', 'EApertures', [0.006 0.006]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q8', 0.0786666675115942, -13.273182641893, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'Z0lI3nYCBdhztr6');...
-        atdrift('D031HC', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH7_QCORROCT_149_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'x25PcJJz5zTf7ie');...
-        atdrift('D022HC', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH7_COR', 0.06, 832.664084881681, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'vueMlrgHlbOTynr');...
-        atdrift('D032HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q9', 0.106409911705093, 12.8349230947647, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'BjHNZrYmvm4v7ha');...
-        atdrift('D06HCQ', 0.158, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'IDKTI3kuRtqUOSr');...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'Zs2mV8YsIwN1H4v');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH8', 0.06, -366.603155097304, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'J25XJvMN9cMLGxG');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q10', 0.0844113331477278, 13.6568508102765, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.076, 'EApertures', [0.006 0.006], 'UUID', 'btB5tSYGgiUjgCv');...
-        atdrift('D041HCQ', 0.108, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'rIVFVkVyRW5dixG');...
-        atdrift('D022HCQ', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH9_COR', 0.06, -668.536791100884, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'z1q14vO734eaT5Y');...
-        atdrift('D03HC', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q11', 0.0789546761676337, -12.3862992113073, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'BPNgEDjjZaKhRB1');...
-        atdrift('D05HC', 0.00499988833315879, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1C', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667], 'UUID', 'L7ZFz18CZxDflPV');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00786666666666667 0.00786666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD22', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'LGAU8cbj5n6Y7j8');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_19_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_150_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'NeSaa0C9CiDEXHd');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'NPZ6GVOC6I60cQ1');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF22_HCOR', 0.12, 843.464304725645, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'txsp2V7qhNEYVaQ');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'TalKeBTVfrm8dbq');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'tOfJn0DB90cj8ET');...
-    atsextupole('SXD22_VCOR', 0.09, -636.039531358256, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'pePAGl1ox3rdBtc');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'wM3RPLD2TTDu9ko');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'riwtItBXdhNJzaA');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'spnUZWGaQvpScxT');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD2', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'Hp6aOQTMckAcrsW');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_19_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'CGIdLCp7JRkiis6');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF2_HCOR', 0.12, 741.112250869933, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'BASzM3dHxgRIvTw');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_151_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'wgBOMR7nevSzk7v');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'kKKeEGTyW0SaoLw');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'oMMWUbqayZl6TfJ');...
-    atsextupole('SXD2_VCOR', 0.09, -617.904418360321, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'oEyIdZ6SavCymdU');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'tKK9uIHui1Clvs2');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Z03GNsCyqmm9QKY');...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H4', 0.398927492296932, 0.0303936245742024, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H4', 0.0393049032024916, 0.00234342379845867, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00775 0.00775]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00745 0.00745]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0073 0.0073], 'UUID', 'zyPnJG4cGsMvPX6');...
-        atdrift('L071', 0.048, 'EApertures', [0.0068 0.0068]);...
-    atsextupole('SXD21', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'wlQQmcEjC9aCMa7');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_19_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144531683192883, 'UUID', 'w2nbrPZun1Dz6wm');...
-        atsbend('BQ6H4', 0.0689196396343699, -0.00144531683192883, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144531683192883);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF21_HCOR', 0.12, 719.09699842571, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'G4knoteyfcX2Kzs');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000385457006104762, 'UUID', 'NWTOFGWSTUHHNLi');...
-        atsbend('BQ4H4', 0.0577872115264688, -0.000385457006104762, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000385457006104762);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF2_QCORROCT_152_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -262.360558705412], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'USWmg6o05VrSSLj');...
-        atdrift('L05', 0.06, 'EApertures', [0.008 0.008]);...
-    atsextupole('SXD21_VCOR', 0.09, -655.116114720116, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.00666666666666667 0.00666666666666667], 'KickAngle', [0. 0.], 'UUID', 'X82Qfp4nQAulvxE');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'dEHThwXtqsyXmop');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'PUNYoOMNd3xlDre');...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD14', 0.0959771205127194, 0.00873427426315538, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD24', 0.0284984341976272, 0.00215787898333112, -1.18160211440423, 'EApertures', [0.00715789473684211 0.00715789473684211]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.00621052631578947 0.00621052631578947]);...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'sYmwW8xbhItB9Pc');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'bLsbvOynecY6JBa');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'MDFR0bVD8c3Cfnp');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_19_4', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'xboJuDWAkFZ0gyx');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'ufI0XAhRqBTcuom');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH5_QCORROCT_153', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'oYm3av3egKvAf3i');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'HMKAYEtATKE9oXo');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'qdA8QQHW6hJ3Grd');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'e2kv7G9OPQnhqlF');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_154_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'QTZOilDm3187Xx5');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'aTzhNVLnrgXBg7S');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-       atmarker('AN-C19END', 'EApertures', [0.006 0.006]);...
-       atmarker('SD20MLSTART', 'EApertures', [0.006 0.006]);...
-       atmarker('VANNE_START', 'EApertures', [0.006 0.006]);...
-       atmarker('FCOR_20_1', 'UUID', 'AqKSFfJ38w94Sfy');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Bq7j1gw5uNBinzR');...
-        atdrift('SD1M1_33', 0.322, 'Action', 'BPM', 'EApertures', [0.00881818181818182 0.00881818181818182]);...
-       atmarker('VANNE_END', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_34', 0.519986392245071, 'Action', 'BPM', 'RApertures', [-0.00895714285714286  0.00828571428571429 -0.00895714285714286  0.00895714285714286]);...
-       atmarker('ONDULEURMARK_START', 'RApertures', [-0.00895714285714286  0.00828571428571429 -0.00895714285714286  0.00895714285714286]);...
-        atdrift('SD1M1_35', 1.29, 'Action', 'BPM', 'RApertures', [-0.0045  0.004  -0.0035  0.0035]);...
-       atmarker('SD20MLCENTER', 'EApertures', [0.0045 0.0035]);...
-        atdrift('SD1M1_36', 1.29, 'Action', 'BPM', 'EApertures', [0.0045 0.0035]);...
-       atmarker('ONDULEURMARK_END', 'EApertures', [0.00902941176470588 0.00885294117647059]);...
-        atdrift('SD1M1_37', 0.519986392245071, 'Action', 'BPM', 'EApertures', [0.01 0.01]);...
-       atmarker('VANNE_START', 'EApertures', [0.01 0.01]);...
-        atdrift('SD1M1_38', 0.322, 'Action', 'BPM', 'EApertures', [0.00876190476190476 0.00876190476190476]);...
-       atmarker('FCOR_20_2', 'UUID', 'zachHqxwjvw6wnm');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'Q9Ao6m17VzQgn3S');...
-       atmarker('VANNE_END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD20MLEND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C20START', 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-   atquadrupole('Q4', 0.0785476107439048, -13.6216098775293, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.07, 'EApertures', [0.006 0.006], 'UUID', 'VkLiG7VAsHJOo63');...
-        atdrift('D031HM1', 0.048, 'EApertures', [0.006 0.006]);...
-    atmultipole('OH4_QCORROCT_155_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'MaxOrder', 3, 'UUID', 'qk132wKa5bKZShO');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH4_COR', 0.06, 682.544409709839, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'fZb7pwVck98y7hI');...
-        atdrift('D032HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q5', 0.105773394525209, 14.0793630884634, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.098, 'EApertures', [0.006 0.006], 'UUID', 'nfHOPB7WaJ8Fhga');...
-        atdrift('D06HM1', 0.13, 'Action', 'BPM', 'EApertures', [0.0064 0.0064]);...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'dMr06o1aiIx009E');...
-    atmultipole('OH5_QCORROCT_156', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.008 0.008], 'MaxOrder', 3, 'UUID', 'Qx8vzidqOYkSZhj');...
-        atdrift('D022HM1', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH5', 0.06, -514.413524183539, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'UUID', 'pw7fZ9gXlZ2JZtj');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q6', 0.067209291601852, 11.9784555023184, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'nz1HuAJacRfVxah');...
-        atdrift('D040HM1Q', 0.128, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'rQoFmGYzhWFWB53');...
-        atdrift('D022HM1Q', 0.048, 'EApertures', [0.006 0.006]);...
-    atsextupole('SH6_COR', 0.06, -324.475203415205, 'Action', 'SxtHarm', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.06, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'VhfxMIOxPCrTeZI');...
-        atdrift('D03HM1', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('Q7', 0.0672457254622836, -11.8140171585779, 'BoDiameter', 0.016, 'BoGap', 0.00635, 'BoLength', 0.058, 'EApertures', [0.006 0.006], 'UUID', 'mjf3qdP3i3b1oUZ');...
-        atdrift('D05HM1', 0.05, 'EApertures', [0.006 0.006]);...
-        atdrift('LBD1M1', 0.0395472975018047, 'EApertures', [0.006 0.006]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'kb5cpnZUEnyIhlW');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.00766666666666667 0.00766666666666667]);...
-        atdrift('L03', 0.176061846245862, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD12', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0075, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'OYFzqVUDBsvNAT0');...
-        atdrift('L04', 0.111275514615956, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_20_1', 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_157_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'KnHxkgAtVumr1k9');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'lXryYb0Wj1zz7Z1');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF12_HCOR', 0.12, 860.065976124029, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'rbHffhDPOjWqXys');...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'saBqTYGXCkxKcEC');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'Z29ivEy8lBhOQgM');...
-    atsextupole('SXD12_VCOR', 0.09, -749.191327132338, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'DSBRD09WHeqbFtv');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'uCvFyvJgakOBToC');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Z4uQoTXOenwbnEQ');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'MmTpYeIeyscsM3t');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'N2ZLM9dMhEatF0I');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_20_2', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'eDI8tRf5wT2a5Wa');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_158_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'WLqPpsU8fDzhyg1');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ZoDamNK4oa9LvSl');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'kTT7I0Anrru819W');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'bGAZmLGFB8hKgzb');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'VQ5sOs5GIiBgiSc');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'eo8fNipLiyMkOuw');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'S9XZfq2a92kR0du');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-       atmarker('GIRDEREND', 'EApertures', [0.00785 0.00785]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00735 0.00735]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00715 0.00715], 'UUID', 'Ojhl2IuszpU7tWW');...
-        atdrift('L071', 0.048, 'EApertures', [0.00665 0.00665]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'JFfYWwjVNUUfcGU');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_20_3', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'sxzxN3CxdICnJZs');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_159_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'sTEzbpTI1d7KPuM');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'aj1dkJs3wWXGJPF');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'VVxNnpyiiciUheX');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'bsUxUBAYZmrUWnO');...
-    atsextupole('SXD13_VCOR', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'GrPbM0Zs00spWSG');...
-        atdrift('L071C', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'uo1sfk7h2rRDlAT');...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.00714285714285714 0.00714285714285714]);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00789772727272727], 'UUID', 'RwnpEJB6cLATOz3');...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00769318181818182], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00632954545454545]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008 0.005], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD6HC7', 0.0856857672699483, 0.0117810198825822, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD5HC7', 0.0231155237960032, 0.00240516115877823, 0.0, 'EApertures', [0.008 0.005]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00518367346938775], 'EntranceAngle', 0.00982777557557598);...
-        atsbend('BD4HC7', 0.253621983633988, 0.0158951863469887, -2.57765200910186, 'EApertures', [0.008               0.00640816326530612]);...
-        atsbend('BD4HC71', 0.03, 0.00188018240208164, -2.57765200910186, 'EApertures', [0.008               0.00763265306122449], 'ExitAngle', 0.00982777557557598);...
-        atsbend('BD3HC7', 0.01, 0.000258818071001969, -1.37551837900507, 'EApertures', [0.008               0.00781632653061225]);...
-        atdrift('L073C', 0.0430773209057085, 'EApertures', [0.008 0.008]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00739393939393939 0.00739393939393939], 'UUID', 'iBVRlShfwSvcWGO');...
-        atdrift('L071C', 0.048, 'EApertures', [0.00678787878787879 0.00678787878787879]);...
-    atsextupole('SXD13', 0.09, -689.724579569546, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.007, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'hoK4WKiAyCC6HcI');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-       atmarker('CROTCH_20_4', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00144054604712974, 'UUID', 'KtsCZaMDWCRUjNI');...
-        atsbend('BQ6HC7', 0.0689196396343699, -0.00144054604712974, 8.95984862959226, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00144054604712974);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF13_HCOR', 0.12, 750.901805779491, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'hea85zyEJsiKPqL');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_160_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'J9ORU0xHCzNjjst');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444582, 'UUID', 'PQzR4CSXZF6TtTQ');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444582, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444582);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'YHY7K9oT2ICtCyN');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'BSyxMxJfxZwVcyY');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'uMgiDjOK3nT4s0g');...
-       atmarker('GIRDEREND', 'EApertures', [0.006 0.006]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.0076 0.0076]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'ro0mzqJT9itOJWL');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702352, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008]);...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.00758974358974359 0.00758974358974359]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00717948717948718 0.00717948717948718], 'UUID', 'o5p07N7sNRFd02P');...
-        atdrift('L071', 0.048, 'EApertures', [0.00666666666666667 0.00666666666666667]);...
-    atsextupole('SXD1', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'Vebx2B2Y3YxInze');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'c1ZZIREcLTJrXc5');...
-       atmarker('CROTCH_20_5', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF1_HCOR', 0.12, 781.382308964691, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'ujQiSXqQ18bIkuQ');...
-        atdrift('L081', 0.06, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_161_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'G4sVx6wVUQe26Rl');...
-        atdrift('L083', 0.0510803604344797, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'AQ8UWNnP5ti3lDC');...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L072', 0.137336915990035, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'iTYHBkk5stYNYlV');...
-    atsextupole('SXD1_VCOR', 0.09, -688.075994596801, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'I8NHw2uLHnMeVsp');...
-        atdrift('L071', 0.048, 'EApertures', [0.006 0.006]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.006 0.006], 'UUID', 'SHTP9QXxOblGbio');...
-        atdrift('L073', 0.0372677805661953, 'EApertures', [0.008 0.008]);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'EApertures', [0.008 0.008], 'UUID', 'Jl09JJXnl48gSPC');...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0342430714728858);...
-        atsbend('BD5H7', 0.398927492296932, 0.0317918416702353, -1.86297299994296, 'EApertures', [0.008 0.008], 'ExitAngle', 0.0342430714728858);...
-        atsbend('BD4H7', 0.0393049032024916, 0.00245122980265062, -1.11997137375817, 'RApertures', [-0.008   0.0045 -0.008   0.008 ]);...
-       atmarker('MIR_AILES', 'RApertures', [-0.00784615384615385  0.0045              -0.00784615384615385  0.00784615384615385]);...
-       atmarker('GIRDEREND', 'RApertures', [-0.00784615384615385  0.0045              -0.00784615384615385  0.00784615384615385]);...
-        atdrift('L073', 0.0372677805661953, 'RApertures', [-0.00758974358974359  0.0045              -0.00758974358974359  0.00758974358974359]);...
-       atmarker('GIRDERSTART', 'EApertures', [0.00733333333333333 0.00733333333333333]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.00712820512820513 0.00712820512820513], 'UUID', 'weu7nuTl0pyNBCf');...
-        atdrift('L071', 0.048, 'EApertures', [0.00661538461538461 0.00661538461538461]);...
-    atsextupole('SXD11', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'UUID', 'Ov2Carfp7fdn6BI');...
-        atdrift('L072', 0.137336915990035, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.00151180665444583, 'UUID', 'DzC6YxD7LQxFtTo');...
-       atmarker('CROTCH_20_6', 'EApertures', [0.006 0.006]);...
-        atsbend('BQ6H7', 0.0689196396343699, -0.00151180665444583, 8.79568061387988, 'Action', 'FocTune', 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.006 0.006], 'ExitAngle', -0.00151180665444583);...
-        atdrift('L082', 0.0471064301693061, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXF11_HCOR', 0.12, 831.660252988522, 'Action', 'FocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.12, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'DQnVAPH7up0fL06');...
-        atdrift('L084', 0.048820499745398, 'EApertures', [0.006 0.006]);...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'EntranceAngle', -0.000403189428060739, 'UUID', 'zVxnceXz4ZyLP0b');...
-        atsbend('BQ4H7', 0.0577872115264688, -0.000403189428060739, 11.4815964714767, 'Action', 'FocTune', 'BoDiameter', 0.018, 'BoGap', 0.00648, 'BoLength', 0.106, 'EApertures', [0.006 0.006], 'ExitAngle', -0.000403189428060739);...
-        atdrift('L085', 0.100096014361354, 'EApertures', [0.006 0.006]);...
-    atmultipole('OCTF1_QCORROCT_162_QT', 0.06, [0. 0. 0. 0.], [   0.                0.                0.             -800.842486671932], 'Action', 'OctChrom', 'BoDiameter', 0.019, 'BoGap', 0.0064, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.006 0.006], 'UUID', 'CYTVrdYUwKhPIQe');...
-        atdrift('L05', 0.06, 'EApertures', [0.006 0.006]);...
-    atsextupole('SXD11_VCOR', 0.09, -701.568414672357, 'Action', 'DeFocChrom', 'BoDiameter', 0.016, 'BoGap', 0.0062, 'BoLength', 0.09, 'EApertures', [0.006 0.006], 'KickAngle', [0. 0.], 'UUID', 'AgjTPv2JF6IEc3E');...
-      atmonitor('BPM', 'EApertures', [0.006 0.006], 'UUID', 'BCa3Ing8w6Ng9ZI');...
-        atdrift('L03', 0.176061846245862, 'Action', 'BPM', 'EApertures', [0.008 0.008]);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.008 0.008], 'UUID', 'a0RS6N78p0SfNgH');...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'EntranceAngle', 0.0205293144427562);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008]);...
-        atsbend('BD17', 0.0959771205127194, 0.00913608259524057, -1.96905863509927, 'Action', 'DeFocTune', 'EApertures', [0.008 0.008], 'ExitAngle', 0.0205293144427562);...
-        atsbend('BD27', 0.0284984341976272, 0.00225714925227511, -1.18160211440423, 'EApertures', [0.0085 0.0085]);...
-        atdrift('LBD1I', 0.0395472975018047, 'EApertures', [0.0085 0.0085]);...
-        atdrift('D05HI', 0.00499988833315879, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q3', 0.19168495937003, 8.41314022851464, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'kykngw0t5feEkRR');...
-        atdrift('D03HIQ', 0.1, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('QCORR', 0.024, 0.0, 'BoDiameter', 0.019, 'BoGap', 0.007, 'BoLength', 0.024, 'EApertures', [0.0085 0.0085], 'UUID', 'ad5AhG1Szpogedd');...
-        atdrift('D022HIQ', 0.048, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH3_VCOR', 0.075, -319.26546309512, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'bbFYic0laS2uQuB');...
-      atmonitor('BPM', 'EApertures', [0.0085 0.0085], 'UUID', 'Ns7gM6AC1TYzzaZ');...
-        atdrift('D041HI', 0.118040964330437, 'Action', 'BPM', 'EApertures', [0.0085 0.0085]);...
-       atmarker('CROTCH_20_7', 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q2', 0.190595998125992, -9.58185915782871, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.18, 'EApertures', [0.0085 0.0085], 'UUID', 'dgVlnn4k4nJAPNV');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH2_QCORROCT_163', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'SR8OxYoX0K5Bdmg');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH2_HCOR', 0.075, -0.0179339928448087, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.0085 0.0085], 'KickAngle', [0. 0.], 'UUID', 'jRc0Ac6bgI0kAEW');...
-        atdrift('D03HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-   atquadrupole('Q1', 0.137671036897098, 9.06658187296726, 'BoDiameter', 0.021, 'BoGap', 0.00648, 'BoLength', 0.126, 'EApertures', [0.0085 0.0085], 'UUID', 'NBDkSXw811iGpbp');...
-        atdrift('D031HI', 0.052, 'EApertures', [0.0085 0.0085]);...
-    atmultipole('OH1_QCORROCT_164_QT', 0.06, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Action', 'OctHarm', 'BoDiameter', 0.021, 'BoGap', 0.00718, 'BoLength', 0.06, 'Class', 'Octupole', 'EApertures', [0.0085 0.0085], 'MaxOrder', 3, 'UUID', 'z35zCEuVjs1EjX1');...
-        atdrift('D022HI', 0.06, 'EApertures', [0.0085 0.0085]);...
-    atsextupole('SH1_COR', 0.075, 180.531158381771, 'Action', 'SxtHarm', 'BoDiameter', 0.021, 'BoGap', 0.0062, 'BoLength', 0.075, 'EApertures', [0.008 0.008], 'KickAngle', [0. 0.], 'UUID', 'f4skuhB8iEgKY8l');...
-       atmarker('GIRDEREND', 'EApertures', [0.008 0.008]);...
-       atmarker('AN-C20END', 'EApertures', [0.008 0.008]);...
-       atmarker('SD01ISTART', 'EApertures', [0.008 0.008]);...
-       atmarker('VANNE_START', 'EApertures', [0.008 0.008]);...
-       atmarker('FCOR_1_1', 'UUID', 'SfeWFXLm429zQKj');...
-      atmonitor('BPM', 'EApertures', [0.008 0.008], 'UUID', 'IAgGAY1sGtr3nk6');...
-        atdrift('SD1I_22', 0.322, 'Action', 'BPM', 'EApertures', [0.012 0.012]);...
-       atmarker('VANNE_END', 'EApertures', [0.012 0.012]);...
-        atdrift('SD1I_23', 0.166164763423493, 'Action', 'BPM', 'EApertures', [0.0137777777777778  0.00933333333333333]);...
-    atmultipole('SD01IKICKER1', 0.3, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0075]);...
-        atdrift('SD1I_24', 0.3433, 'Action', 'BPM', 'RApertures', [-0.0146797153024911  0.008              -0.0075              0.0075            ]);...
-       atmarker('THICKSEPTUMSTART', 'RApertures', [-0.014653024911032  0.015             -0.0075             0.0075           ]);...
-    atmultipole('THICKSEPTUM', 0.8973, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'RApertures', [-0.0112900355871886  0.015              -0.0075              0.0075            ]);...
-       atmarker('THICKSEPTUMEND', 'RApertures', [-0.00790035587188612  0.015               -0.0075               0.0075             ]);...
-        atdrift('SD1I_25', 0.236459999999998, 'Action', 'BPM', 'RApertures', [-0.005               0.0153654822335025 -0.0075              0.0075            ]);...
-       atmarker('THINSEPTUMSTART', 'RApertures', [-0.005               0.0160355329949239 -0.0075              0.0075            ]);...
-    atmultipole('THINSEPTUM', 0.4, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'RApertures', [-0.005               0.0160355329949239 -0.0075              0.0075            ]);...
-       atmarker('THINSEPTUMEND', 'RApertures', [-0.005               0.0183299492385787 -0.0075              0.0075            ]);...
-        atdrift('SD1I_26', 0.225, 'Action', 'BPM', 'RApertures', [-0.005                0.00990909090909091 -0.0075               0.0075             ]);...
-    atmultipole('SD01IKICKER2', 0.3, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0075]);...
-        atdrift('SD1I_27', 0.1, 'Action', 'BPM', 'EApertures', [0.015  0.0075]);...
-    atmultipole('SD01IKICKER3', 0.3, [0. 0. 0. 0.], [0. 0. 0. 0.], 'Class', 'Octupole', 'EApertures', [0.015  0.0075]);...
-        atdrift('SD1I_28', 0.43100440243653, 'Action', 'BPM', 'EApertures', [0.015  0.0075]);...
-};
-    function v=False()
-        v=false;
-    end
-    function v=True()
-        v=true;
-    end
-end

From 0e91b215fb710ede2672d9cfea59f1a07c619dbc Mon Sep 17 00:00:00 2001
From: gubaidulinvadim <gubaidulinvadim@gmail.com>
Date: Wed, 11 Mar 2026 16:50:43 +0100
Subject: [PATCH 2/2] Update of SOLEIL examples

---
 .../01-SOLEIL_II_tune_example.ipynb           | 128 +++--
 .../02-chromaticity_measurement.ipynb         |  85 +--
 .../SOLEIL_examples/03-Orbit_correction.ipynb | 524 ++++--------------
 examples/SOLEIL_examples/README.md            |  37 +-
 pyaml/__init__.py                             |   2 -
 5 files changed, 260 insertions(+), 516 deletions(-)

diff --git a/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb b/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb
index c2654d91..ffdcb904 100644
--- a/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb
+++ b/examples/SOLEIL_examples/01-SOLEIL_II_tune_example.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 1,
    "id": "11bf6fa5-1b3c-4283-a4bc-cb27bac2e988",
    "metadata": {},
    "outputs": [],
@@ -48,7 +48,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 2,
    "id": "5a5aa924-ffcd-4aba-a0c2-fb9e4955eb58",
    "metadata": {},
    "outputs": [
@@ -56,8 +56,18 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "06 Feb% 2026, 20:53:26 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
+      "10 Mar 2026, 13:29:00 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
      ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "Accelerator(facility='Synchrotron SOLEIL', machine='sr', energy=2750000000.0, controls=[TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)], simulators=[Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x79d59821bad0>, description=None)], data_folder='/data/store', description=None)"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
     }
    ],
    "source": [
@@ -80,24 +90,24 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 3,
    "id": "4316ad34-f146-442f-9250-8a750cf6f562",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)"
+       "Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x79d59821bad0>, description=None)"
       ]
      },
-     "execution_count": 9,
+     "execution_count": 3,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "control_mode = sr.live\n",
-    "wait_time = 0 if control_mode == sr.design else 1.5\n",
+    "control_mode = sr.design\n",
+    "wait_time = 0 if control_mode == sr.design else 2.0\n",
     "control_mode  # string representation"
    ]
   },
@@ -112,7 +122,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 4,
    "id": "9881f93b-68c1-41c9-b67d-0db5f9f4571c",
    "metadata": {},
    "outputs": [
@@ -126,10 +136,10 @@
     {
      "data": {
       "text/plain": [
-       "BetatronTuneMonitor(peer='TangoControlSystem:live', name='BETATRON_TUNE', description=None, lattice_names=None, tune_h=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_h', unit='', range=None), tune_v=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_v', unit='', range=None))"
+       "BetatronTuneMonitor(peer='Simulator:design', name='BETATRON_TUNE', description=None, lattice_names=None, tune_h=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_h', unit='', range=None), tune_v=AttributeReadOnly(attribute='simulator/ringsimulator/ringsimulator/Tune_v', unit='', range=None))"
       ]
      },
-     "execution_count": 13,
+     "execution_count": 4,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -151,7 +161,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 5,
    "id": "49e98106-dcd3-41f3-861a-a5bdac997ec9",
    "metadata": {},
    "outputs": [
@@ -165,10 +175,10 @@
     {
      "data": {
       "text/plain": [
-       "Quadrupole(peer='TangoControlSystem:live', name='QCORR_001', model_name='QCORR_001', magnet_model=IdentityMagnetModel(powerconverter=None, physics=Attribute(attribute='AN01-AR/EM-COR/CQLN.03/strength', unit='1/m', range=None), unit='1/m'))"
+       "Quadrupole(peer='Simulator:design', name='QCORR_001', model_name='QCORR_001', magnet_model=IdentityMagnetModel(powerconverter=None, physics=Attribute(attribute='AN01-AR/EM-COR/CQLN.03/strength', unit='1/m', range=None), unit='1/m'))"
       ]
      },
-     "execution_count": 14,
+     "execution_count": 5,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -185,7 +195,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 6,
    "id": "0b945d5d-09c9-48eb-a1e9-a8dbec2e76b8",
    "metadata": {},
    "outputs": [
@@ -193,7 +203,7 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "We can access the strength of the corrector qcorrectors[0].strength.get()=0.00, we can set it to some value with qcorrectors[0].strength.set(0.2)\n",
+      "We can access the strength of the corrector qcorrectors[0].strength.get()=0.00,we can set it to some value with qcorrectors[0].strength.set(0.2)\n",
       "Let's check that the readback is what we asked for qcorrectors[0].strength.get()=0.20, \n"
      ]
     }
@@ -222,18 +232,18 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": 7,
    "id": "78ea33ac-fc9d-4943-bdde-694e5f8ce3cf",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "(Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001),\n",
-       " Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001))"
+       "(Tune(peer='Simulator:design', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001),\n",
+       " Tune(peer='Simulator:design', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001))"
       ]
      },
-     "execution_count": 21,
+     "execution_count": 7,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -254,7 +264,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 8,
    "id": "e848371d-90d5-4bbe-a034-66eb21d39d0c",
    "metadata": {},
    "outputs": [
@@ -287,7 +297,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 9,
    "id": "72bcf013-c4a6-4695-9029-b899a53753bd",
    "metadata": {},
    "outputs": [],
@@ -301,7 +311,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 10,
    "id": "d4712e98-a75a-41ae-8d11-18c3bee23a2a",
    "metadata": {},
    "outputs": [
@@ -517,14 +527,14 @@
       "Tune response: #205 QCORR_206\n",
       "Tune response: #206 QCORR_207\n",
       "Tune response: #207 QCORR_208\n",
-      "CPU times: user 695 ms, sys: 116 ms, total: 811 ms\n",
-      "Wall time: 5min 12s\n"
+      "CPU times: user 39.5 s, sys: 106 ms, total: 39.6 s\n",
+      "Wall time: 39.5 s\n"
      ]
     }
    ],
    "source": [
     "%%time\n",
-    "tune_correction.response.measure(callback=tune_callback, set_wait_time=1.5)"
+    "tune_correction.response.measure(callback=tune_callback, set_wait_time=wait_time)"
    ]
   },
   {
@@ -541,7 +551,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 28,
+   "execution_count": 11,
    "id": "40357e20-93d4-40b8-899c-b93a70378af6",
    "metadata": {},
    "outputs": [],
@@ -551,7 +561,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 12,
    "id": "bdac5596-9b18-42a7-9670-1a2c825a25b0",
    "metadata": {},
    "outputs": [
@@ -559,16 +569,16 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Readback after changing tune is [0.20998987 0.30996522]. We can also check the setpoint [0.20998987 0.30996522]\n"
+      "Readback after changing tune is [0.21 0.31]. We can also check the setpoint [0.21 0.31]\n"
      ]
     },
     {
      "data": {
       "text/plain": [
-       "Tune(peer='TangoControlSystem:live', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001)"
+       "Tune(peer='Simulator:design', name='DEFAULT_TUNE_CORRECTION', description=None, lattice_names=None, quad_array='QCORR', betatron_tune='BETATRON_TUNE', delta=0.001)"
       ]
      },
-     "execution_count": 30,
+     "execution_count": 12,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -583,7 +593,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 31,
+   "execution_count": 13,
    "id": "50be3687-e087-4e3a-80ec-c71915642bde",
    "metadata": {},
    "outputs": [
@@ -591,25 +601,27 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune readback is [0.20998987 0.30996522]\n",
+      "Tune readback is [0.21 0.31]\n",
+      "0\n",
       "Let's change the tune to qx=0.19, qy=0.28\n",
-      "Tune readback is [0.18978154 0.26066936]\n",
+      "Tune readback is [0.19 0.28]\n",
       "Let's change the tune to qx=0.21, qy=0.3\n",
-      "Tune readback is [0.20384987 0.34325573]\n"
+      "Tune readback is [0.21 0.3 ]\n"
      ]
     }
    ],
    "source": [
     "print(f\"Tune readback is {tune_correction.readback()}\")\n",
+    "print(wait_time)\n",
     "qx, qy = 0.19, 0.28\n",
     "print(f\"Let's change the tune to {qx=:}, {qy=:}\")\n",
-    "tune_correction.set([qx, qy], iter=10, wait_time=1.2)\n",
+    "tune_correction.set([qx, qy], iter=10, wait_time=wait_time)\n",
     "print(f\"Tune readback is {tune_correction.readback()}\")\n",
     "\n",
     "qx, qy = 0.21, 0.3\n",
     "print(f\"Let's change the tune to {qx=:}, {qy=:}\")\n",
     "\n",
-    "tune_correction.set([qx, qy], iter=10, wait_time=1.2)\n",
+    "tune_correction.set([qx, qy], iter=10, wait_time=wait_time)\n",
     "print(f\"Tune readback is {tune_correction.readback()}\")\n",
     "\n",
     "# You can try to do something stupid too!\n",
@@ -629,19 +641,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 16,
    "id": "d4c743fe-97df-4444-806d-f8c2f1caf613",
    "metadata": {},
    "outputs": [],
    "source": [
-    "control_mode = sr.live\n",
+    "control_mode = sr.design\n",
+    "wait_time = 2.0 if control_mode == sr.live else 0.1\n",
     "qcorrectors = control_mode.get_magnets(\"QCORR\")\n",
     "tune_monitor = control_mode.get_betatron_tune_monitor(\"BETATRON_TUNE\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 33,
+   "execution_count": 17,
    "id": "308ec9e2-d204-48dd-b90c-f6713ee15233",
    "metadata": {},
    "outputs": [
@@ -649,8 +662,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Design tune is [0.22256749 0.25918036]\n",
-      "Tune in live mode is [0.22256749 0.25918036]\n"
+      "Design tune is [0.21 0.3 ]\n",
+      "Tune in live mode is [0.21 0.3 ]\n"
      ]
     }
    ],
@@ -663,14 +676,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 18,
    "id": "b01e871b-bcef-4713-bbda-3c12d57894cd",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "819742e0f42140b1b98a922c464c6a1a",
+       "model_id": "21d93c0019ea4b779201f91906209b77",
        "version_major": 2,
        "version_minor": 0
       },
@@ -694,7 +707,7 @@
     "    strength = m.strength.get()\n",
     "    delta = 1e-3\n",
     "    m.strength.set(strength + delta)\n",
-    "    sleep(1)\n",
+    "    sleep(wait_time)\n",
     "    dq = tune_monitor.tune.get() - design_tune\n",
     "    tunemat[idx] = dq / delta\n",
     "    m.strength.set(strength)\n",
@@ -705,23 +718,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 19,
    "id": "7857a11b-458b-478f-9bc6-c0bb91badc6f",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7ad06a658170>"
+       "<matplotlib.image.AxesImage at 0x79d543e15be0>"
       ]
      },
-     "execution_count": 35,
+     "execution_count": 19,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
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dsBojQIb5joEmN/ZVcEMT1KkA5a6c9T1EXuFKfJQAZbYyFeFtSj+ERnEi1WL/nHRcr6OtfanS622Wv+KtrAMSdlI+nWICAGEzs0PqIOTxqSAuw+3Leiys56FlVfLVOinKFfJre36ik7WdOtXSvS6Vu6Tfioh0wVaM2BjmOwaa3BgMFPkN19UKqDdotUMD0XF0SWx8emtiI+LOyYNWALnWY3rQ60SpD0Upq5uQRshVnhbkFD1qD/XrqxNPr9e6Qty0Kqy1Sts46uSazgniqAohr2ykZTqNQ+g0jtwY+zHMMQaa3PzO0odhbKm9Cm6oQdYpik40uwnrHTCKDpCOsPDzmlEWItj0OnAaZXC5HW2ko6V+0yvccodiXSfp6vb5K91BJ+394tJfH3OUc0QevK1QPORp5VgKMRGd4l4/4VjYljsTSx3t21y0LdS+jk6vX9RB0nZDHJjbiP/JcxflWZsjgnRtE40RQjmFbQqVQBblDAYC+/xCM1YveQyWLRnoIhhmgDrSohIRIa++vg3AnngpiWEP1ippqZn6oKSHdFoq2RAdqEY8aKys06a+ROeqbuSnpYWN88i0b77BX/LNP1Eg7cl0UibiB0R6p5WtfE+abj+/wO1634RgacQpvpbu6tIgrklKGwWmtMoVueZUFtJic09nEpkAAPRroWK7ICSFtdHwnwMiEeKgIzw+wyUfbE1XRGpf0RufEWOyJDuDkR7DbGOgmcFp+9wP48sXzXUYhjlEaZ8aefNkT8eZnBwR4bZTp0Py2KhDZSN2kCA6/SAnRipYPiENVLaD6Z1AJhM6bdLhs3SR32mTL+xMMZnquKPoByKSyfi0jvDbqc1L8XSUdF6elNZBXheqfCyfkhb1fPyk3rUyy7rqtLkmNTKg1l3enjJiGdopkuPY3pOuI75pu6dtPhtloqM6kJDt3wQc6Tx/4DBSY+g8vrsvfgaa3IwvmoLxPu12aJhfkEPoLE/KEjn6pJqlQ+oUaCdBO5OUpncoOoGhHR3poEDr7GSnKdJbEJy8g+Sdt05scrLSYZ02IRAxNj0vEjJBINgx8aGRpKlgt4e+JCmShK6DDka8fAcw1smIIGQI6O2iT0MIL82H/I5PR5Ye2ghEG1QG0L8RFhupMiwS21PlM8iGNhjeGANQRmYgt8MOC+QDWV5o35jLAAB/gKi/N9udeziBi/tz5e3DmQaDwWAwGBYUBnrk5v/sWg77LLFpqWEF5//59JR8akUhlz+x6ouD+ZB8eXqq+quM6JDpATlVRacXtONOtM9HcGhsaVqH+tFHb0BJK40IpemZBp1Mt4WsGn/SnSrZKch350P5y0Z6GnRp/TM5Ws/5tUntgfssXROQeqK9ZR/wJCMvtB3Gc9a40+gOID8P8YeRn7hWJ6gq07v5eT7qZCM1BgAA93h/+uyBJjff3PUkWLp4oItg6AXEDbvpJirXDEQdpkhIDelg0jnxx27g6Q2SQFKo6fLbMsSn0hHGNNIZxjgUUkTlM5JF/tKOUS6slb5Li3pDHMUvhzfo04XMUb+4QFjTlTZJnXShn+QK9aHVL0BeH1ldy2ud2lZsDwoxYu0uu1byWGl7guCA9+1zYpx0V20AiJsoosyRtrQHCmMwhgZM7TJy04j7J1fA2BJ7FdxAUCIoNbKUqNC8pJuTmCiGXC8jKsxP3lHxGIB1fLLzz9cM8c6c+ue+9A6Xxq92qgXCoOrVkC6VuGU2BcFoo0PLRuuH1DU6Ly/eZmIyVNcRIgQuf8vJiVgK9ZLXe03d0zpqaCuSqNBzdaEvSaNtR9ZB1g5VWQkaULsHC4MBp/rjZ6DJzcSepTC6x74KbgCoeSe1JcEpvLRKO5csjcopRAqF3SbCJORpZ1XuIAsy3l71h5CoBpuMKCGX00alNPJCZSUpyogKk6OEo1kmyiW3IEkKcQv8a92JrFDSE4kMANEt+MiOSbyBFAVfIZOQo9hkvc94TO0q14XFUkNe8qmonBzp9gryNYl8gXHht1Q0aBgm2FfBW8C+Cm5IaGgHpRu81NeIS0xvGoYvjPAoxCd7yqZPwCSGbGRIJSeiI29FilrIq3mC8Ch2tJEIKqvaYXUhyIMqo/hKrsR6FMUOG6mQU4ckT6xr4Ta14wIRKpDoNjpAZHLl6Y6YNN03y2TfYBgE2NtShgWA9gR3uvfm5ifYPpDsYvBG8HuCrhuH1bvBMF8x0CM3Iw5hxL4KbqAoDas79icToHLaIkoXPjVN0pgsGW2JyzrCaI//IjiXqeyFUQIX1oYARruIyVaYQqFfEndk6oMfezteH/0cSZLhXxp3LtkEH0eYN0lfxpZOvFztl8UxylV1GCsTADHVKxmmQB8b+3K4KsMqBaq9Zqo4gi/EtCA22KlCwjgtRbykkEnoQOwUvwAermmdjE9wkPahaasTSpC1XlIHTLQnUPylgA2GeY+ej9xs2bIFnv/858Py5cth9erV8IpXvALuuusuJnPccceBc479+5M/+ZNpeHP2b4j+ofwX3qpBSP+A/9NQTbeEN3KcOlWQ7AX/JJ3JkreKpH1iN8UTykKngLwd4V/K8cXFeWwASYdNg9RNwQi/eT71RdLk1BFQOELkSN0it8PlhKyAJoPZQb6IOx2Ka5zl6+dyWrAZBflCY6xro92QiL7xDSM2hgFBz0dubrrpJjj33HPh+c9/PuzZswf+4i/+Ak444QT44Q9/CHvvvXeUO+ecc+CSSy6J53vttVfXvmzNjaEJzZ2Ea5TTOjguX7ZByUWyl3TSeZUmbTSvjVEITM0r5q3lQ37JFgg5aSfzk5ejzk4gJFncBV+ZDUbSyute8vxCzJlNWQZNviCDuYx2rvlmcpjLtkYjSbH7qmGw0XNyc+2117LzK6+8ElavXg233XYbvOhFL4rpe+21F6xZs6bX7g2GeY2hePAdikLOb9glMAw7Zn1B8Y4dOwAAYNWqVSz905/+NOy7777w7Gc/GzZv3gyPPfZY0cbk5CRMTEywfwaDYZ7CHvrnP6Z7jWZ6ba1tGPqEWV1Q3Ol04O1vfzv83u/9Hjz72c+O6a9+9avhwAMPhHXr1sEdd9wB73rXu+Cuu+6Cz33uc6qdLVu2wMUXXzyboRoWIAbh6bVtjJmc60J5OnDA9oHRfFaLn10xX9fJbZb9+Awtjyw6LtnATKdFvj+o3Fflw4IOsgXNXlfKk2JQm6kySnIhnlBxRI/lI5/6pLOgdWkhVuKC+kR+wlFIZrFSQQkjOMONPl1/h4jFNjpTvPnNb4avfvWr8I1vfAOe8pSnFOVuuOEGOP7442Hbtm1wyCGHZPmTk5MwOTkZzycmJmD9+vXw2hvOgNF9bBM/g478hq6hv2tu2NqOLMbympskl/tq3HZf20QvHgt5Ekdc46PZ0nTpgufMj1grxHb1JfWB3E7j3jhCjtmgdSQ+f8DrsLDmR7Mz0/VNouxMh9ZPVu9cLqTFa8B8chs8rd5eLivafsleEU1MyDBs6OzaBT9533tgx44dMD4+Pmt+Zm3k5rzzzoMvf/nLcPPNN9cSGwCADRs2AAAUyc3Y2BiMjY3NSpwGg8FgMBgWFnpObhAR3vKWt8A111wDN954Ixx00EGNOrfffjsAAKxdu7YrX+FFXsNwQr/yLj8KB3IEhRw5ADbFQm2H/VnoU7IL/2EYwgdwZAolDcyjn7bgemFKg4eGMY60XUy+X0vQY3un+NidlIl2HYsJSTlym+mTiXV7sDhWTvBW0+cPHNI9XYQdMq2Uz2Yhq2cMl0bs6cJnmfj+MbrdUv0kYc32bIDbz8vboNCUnNmdfmwGw2Ci5+Tm3HPPhauuugq+8IUvwPLly2H79u0AALBixQpYtmwZ3HPPPXDVVVfBy172Mnjyk58Md9xxB5x//vnwohe9CI488siufDmHVcdjGErkt226KCKBdWDykGSGDfRkfuysCXOhNkO3RDfCc1QXXGyndOM8ALGJHwQShIlnobLhnjecyIjzBAd8ugN0VMZ5wtIsH4Pxu9g5pHmBvGEml9a/KLJ0Ez4qGzpfalNcVXToTRK65ZxPIxv3ETIVNvgLFKYiRxing3KiRK0nBDmaV0sMvVS2aR8jnskSJ6iSKObHkqRmUGyJrHp0wWqMABnmO3pObj7+8Y8DAMBxxx3H0q+44go466yzYHR0FK677jr467/+a3j00Udh/fr1cNppp8F73/vern1pG7AZhgDTvKvGkZcafWQHeYdHT2o/TFjzkUMUGcUvM2trP/w5LUsmz8zLMhT2ZsF0rH43SuRVZE7YID61uANZy+SkDyYv7YsyM/u0LJp9epBfW9ksUJWT95vC/ae2jRKbilxZteFeJ9tP23C6Eupa1GCYE8zKtFQd1q9fDzfddFOPfLlp7CBqGBZIEqGjvqMBALWNcfmyjYFZUCxiw5ItEmOe32JBsRJTTiJywqIRDfmxTVJEyIhN7Qcw5QaAZdLTfNxm0z7ZTOQu0YpcgbjU322nd2804mJYCBjob0vZtNQQo8Vld9kB75BFCpC+mBEX5zDrZCp58sowsUFHKOL0j9eNUxaeEcThfTl1FGzQ6SVI5xB1omFCmsS5NuUURcUEg//OFJ14oUGFaSLuW5l2IlNN1TRSDIDbIdNS+QRQmgZyQoZLQFyblKIW1tjaJW4HgH53KtgmeYR8NE8fKeubsmmp8nSTnO4pXlbVjkSw2B1sysmwEDDQ5GYRdGARdOY6DMNcoPU9W3vdFVV9NqriUiojO44+9SPrP9j0EiVEYXTDEUNYdfrJeSBB5Ek/rBOhsWCKDdPXHdM+L5A6eXDQuBdL8JFIWeI7lPcgWbMCIp9+3JKOQFQ8KnX1KY2Qw0Doglniszp3fi0NTYO4Dof+74DK8bMUFSlAbR5tIOmcrfOJ/wf/QGQIsUJCwjBIAPB1PlitbwqeyGLs8PzGtChfBXJtaIkoZ1XSaNRywF2Xz/Nj/Krc9EaODIZeYKDJzfplD8HSZUvmOgxDv1G44Tauv0KpKqYykOchy+TkhfcR+hQIt1v4vhGmY3U9S2HPFTldI/d+QRFX2i+GdKgo7CHXT77lXy6f70lT4zeQNVoGEPIOoAOOx09lS/5kfKL+SmXktjS5hvpVy8uvV/EaER1ZlkBnaHkgEj1uI/nkPqKNaFO2Xf6WGdtnp2A7Qd8npwktxQwLFZPNIr3AQJObtUseh2VLds91GIZ+ocu7YkZ2kP3x0J9cdSLjRAcCRWJDO5Ss49POC3KIpKONcfJN9kppVEft2EXnnREb0XlLYiHJAZPNzuv85ecddFlZ+Hnue9qxSFnVX7nemM/Wafr1V8mRKotCDsmIjh+38sps7MzLQ7QrpvfibwQhG3lp8/vLfkcGg8Ci/rSKgSY3/8/e22F8n0VzHYahbxBPkwWpPF2OmlBZ2mkoaSA6pJBPn7zFiIrUox0cFuSpLO1YOzRdkIxc10EH6/MRq1ERLZ+lI8AUjtTo5b46tXl6jJXNPG+KkKtKlx5XMctyRDmljDSPx5rb6qCDTut6ozbEdWxxvXg6H7HSZFibAU56MgJG2qGLMqktAj0HhVBFA0oaafs0Q/tN8jSbqhp2dB7f0xc/A01ulo4gLB2xNTfDCD7SUk964rlLHQSX8+l03QkhOOgXejCC4/KOBJ3obOjaFnA+n3RUjnR0TpAfn9eh6Y50dKpuld7xUz+xYyT5naBH8isf1dM/OgcdrP4uwk7qsEk6AvrY9LyOT0NEb9vbBXIc/wKgQ08qEEbowl4H0AGAEQToeJ8jDrwOwEjw5dtD2JcGne/Mfb11SF7HpRGKTpBxVQsItmL7CPWOAB1XfWU41pOPN17smA+RKEJcCIWhEYWLrjfWQELY4utqLU4QRHLsvC0ksrFhAVmRJBZzczmAOHFFRoSofNhXCVkaLwAlQrJYHFLTMGzAkf5c+Vn/KrjBYDAYDAZDPzHQIzdbH3sS7L3IpqWGHeXnAMfzlKFzti4HaR6dXqo/lyM9lUxhvURNnrauI0yFlNbUVCMN+VSIlpZ88eknOl0SykfXvWTTKYU1Lard4t96XTmNpK2/KU73NP0leqDY64j4QNUt1ye9VvmaHtJW6LSlEqNsC2HkJLUDPS87J+0mwp+zMU+kr8eT98bQcTWGNDrJTOVJBgMAAHR29afPHmhyc+vkCli6ZKCLYOgx5BqAPJ+eFG7akrxA3jnQt0ow6pChe0mUiDH5dkzUQx6/7CxjPip+BGGS9rLFx5hkK1ElDXMSEDtcIlOrT2MrEBXNdm4j16XrmPIFuXWLqfVYo7wnVrLeUK1vzVb9NVOJiSwvsafZjPrRR5Vf2+6IH0ZiiJ/qPNmWK2Rou5fA7MBgUGDkphm/2LUSxhbbq+DDg5obahPkTV6zh5q9wpOpfBKG/MYv1wVlJEiSq1IHVuq8SEeYExkeO+9ApR/xxF8gFiBkZCdM66RMoogu6fhlWTXSASWSIH1REhriCeum4hIYRSa4QEKG4tIZXrd1BLX+GvK60wgt9ZPJC99ctrndEbes/fH4FdnsBEVS/tvMlQ0GAJzqj5+BJjePTo3C7qnRuQ7DMCco3EwL0AhKZkslN8A7oKJNrWOp0mVaeRQol8+f3jVf7XTqZQodcpNcUycv7DXZkeSnSFqoDeDHtLMNpIa4iovBWT5ZdxtJTYjZpbhIMYR/4bcoIwgFjS8OpzhyHLKJ4xiPP6ExIZDm7JQ0EEZEukaCahNCMs2o+W0a2Rl6YJ9W+g40uRlxCCP2+QVDgHaz9nDa/RbZn9BPsHxU0kMnmGw6CG+4iE2HWVrzedWj0Xz2tQSX+6I6VI4fSxn+pXH+6Yeq03Pgd05RPt1A5fhXwJFXZmUo9dqESPAAgx1fcHJMdz8OxhHS5xgSmfD1RmyEV6BD15s+sVBVbHwry/f+cffk8BfSm0hMjkdCOYdy7GViFSAjV/5KZ3ZjoxMxMpA6oL57A8Vf9NlTRwbDrMDeljIMKDD/5zDej534pyLKIjjtjs1IDXvmlc/fqp/sGV4wJ0m45HfSXEzXww+xa/ZLx6X+SrMnxxlkmQvmwCkZpXrk0MbHuI6Kmvopoy4OYjrLlLE0ndej5HtaReoKvWUosx+vwdAdjNwYDAaDwWBYUDByYzAYDAaDYUHByI3B0BO0G+a34XvDQMPW2xgGBAO9oHjN2ASMjdmr4EOHLm+wcqO+ornivjdiRQ7mK07qXsdFabebV4db7ntSeqW6zRer+ZtMSSZstsd0qFxYoBw/a0FetY4rjlJZMx0aB3AdpOc1MbAyIi17Tdx1NsOxtN2go9V3XRxcH1KbiPrI9Ktjv8iXrtsmC8ylraAR2ljKB5LviKJYiUTbMCgQb6EZDK3wRH/cDDS5WbH4cVi62L4KPvSQN+86UUFCmAlJUEia3gnIjkYnINxWzd4xdZ0wQKET716PdbSOkg6+D0wpPdoJvoHqQCQuUTb+1XyRv5DK1SluBBg260tlyDbpK5CdZnKUNgIsyrYhSsw3khiQ6GP26nwqF20TvM0GIpNIDCcwjcSI+Avg7RxAIzZ8Lbwr5zE5EndJxjB0cHv6M3490OSmgy7eBA3DhPprjsWTSreUH2/sJL0NianOk65GZKo/wg57yqcjBDTO5hECfUShQIRqSELemesdeXuSkNvWYqGb5vGNAMvkI5Q3JxgzIzYVOcplwzXyF4LFmNc9SY+xcB+yncVjdu4Kx5o+JyT5eZJ1JC557kCoYfq1sd9HSb4ATo5aKBgWLPq1e8tAk5vJzmJwHZuWMuTIfj/abqzZiU588hGWShaAPlWnzjSeK4Snfst8Tn5oB0ztyQ4z2c9Hhdp1vvr0jk4eqJ1AWOptlEY7MpJWmpaSo0Q0L44WARsVktNfdPSIjRaxkSqIU2zatJo+hVaOi17X2BRQ5JEvx8dYg7DTjiHtrhzKA6RsoJyH9kB5ia+z4nn4TzxH0Kkx7RlD77eQZ9TtbWBY8OjXeMRAk5uf7VoFo4tth2KDAizdaAGyKam6Jwm53gboU69T0pIPmUbJiGaHy9eRGJJPZWpHhhqIVZYvOmfM7fBRFp/NpuUUuWjGhWIKMpLKJj+dELkjiS/aIuXQRq1S3SmjZWp95CNjM6pnUkd5PYUjfU0Ol2vbfnjd8LQUd5bOjPBrVnQi7RLdgmNV3zAc6Iz05/oPNLmxaSkDRePNVQjpPzHRGQrdbJu5TFZ0fFEuHxWiHR/XyUdwohrp/OQ57zzbyMjOy6nHdXKs886OeX3JbzhlozZhZIOdp1GPjCQ5UZ7SaIcjdajmEyIqyZa0Q0YtIukkpCuzRSujqCPriYO1C3pOfWjnpbQG2eSDJBRjKoETpBpThmGDjdw0wznMdnU1DC8cuzPzdiE4QTqUnSNglAn5Sddvtk8JTZQNhARDf1jJxA7SWyf3fAdpgWjsy5HHAMg/leBi55n0+OcNmLEYd6yTKA8QPpeQPg9A5Yks+8RCwW4sBHpVIusJgxP+q6W23CY6x+bk0WH8SnXU8jLpXR/nw/QWvT3016XiHBiJUlW8kCvsJNeKXJAI//vrDconGeglSZmhVElHXjrgxxwlhoDk2uj6ZZvdCnUtajDMCQaa3BgMHHP5eDjLvmNv0oWfUo/ZricFoFlNOt3ks7TwDSuR35WN3uRHEqLosPUrMh+AX5bMHxIiSGyyGBJBQaoj7dWd+zTJN+NpJqcM38iRINneSqNARRASLsijYTjRr8kW28TPMNyYzg+tlz/OXthyheOW0Ea1dDtI/m/pT+SjkqbroDj3+q4mDQppsYMnI2K0089kkXfiWrwyrRCPFkc8biEn4yueCx6U0lBJo7WLhXQi7/+hzC/IaToYIylaMRh6Chu5MQw3pnOf7eW9ua2tOjlscVwjzwaFhAwf7PCTN3TUQfNRE0McpKhLQxAMgchiHmttGi2LWPjb5JvmqXKFYzZgAwByj6QmHQpWjjbnMs4w/aXUOQCw9VxRn8XhMh3IZMpw5H+DAaB/rcHIjWHAoXeCNUmqjWY5/pPMh+aVt6pqhyny9ObFyl6vx4SsmKWQgaK8OnwSDgox+/rBLK1w3kSkpqNDYpREoRVpbEssS8SxQCKyt5xqy8HJEyOkKkmFWPeaPW32TsZQlMl0jNgYBPo0cDfQ5MbeljK0fg6QHVfBTum1cPmEm9t0RLZBN+ppOvobTVKmXqeNjLTL5eU+OVSOPrWrn26I/9ENCAGA5dfb0W0QmcxGy1fnUbfDZGtiTpURDiQJaTmnRNtOow7XY0BXIC65nWwUDvVlOym9hvQj/+VlBNxgmGMMNLnJJq4NBoHm4XPZCSo2FGKj3cw1G3I0pp4MtR9B4q9Ay2Mn0p2QcY3yeTkKsaCSr6XVjrAV7BTqIyMa9UECJTYlUBLE4qqFzK+RbxqFadJpcz7TNJZeKMtMn7r79NRumMfoUxuwBcUGg8FgMBgWFIzcGAwGg8FgWFAwcmMwGAwGg2FBwciNwWAwGAyGBQUjNwaDwWAwGBYUek5u3v/+94Nzjv077LDDYv6uXbvg3HPPhSc/+cmwzz77wGmnnQYPPPBAr8MwGAwGg8EwpJiVkZtnPetZcP/998d/3/jGN2Le+eefD1/60pfgs5/9LNx0003wy1/+Ek499dTZCMNgMBgMBsMQYlb2uVm8eDGsWbMmS9+xYwd84hOfgKuuugr+4A/+AAAArrjiCnjmM58J3/rWt+AFL3iBam9ychImJyfj+cTExGyEbTAYDAaDYQFgVsjN3XffDevWrYOlS5fCxo0bYcuWLXDAAQfAbbfdBrt374ZNmzZF2cMOOwwOOOAA2Lp1a5HcbNmyBS6++OIsfQ+OwAjasqGhR9PmbBGFXV6lPMuv26hObH7Xzc7EchM+dVdhyHbyZTsNF3fuTT6wpR0aV9qp1xX1Y9nCjr/UDop6ludkd9yw63H49IGjsrV64jtXmL6h5Ei8jtQHL29hl+Ks3EI3K3uKK+prdalsJIjKjsfFHallG5Ttr0XbS3/030Fpd+5cv14GUs0bDBmmJptleoGek5sNGzbAlVdeCYceeijcf//9cPHFF8Pv//7vw/e//33Yvn07jI6OwsqVK5nO/vvvD9u3by/a3Lx5M1xwwQXxfGJiAtavXw+7OktgampJr4tgGBR0s9NlaedVVMxkO8GKXYbV3WbzbwFpHVHq8BWiwzo+kic7ZWFHIzyAsnMl5RCdbvCRESONYCDv3INdFPHIuF2IkZAPWQZH4nAdhTBNIwaWRgmMsCnTWP3LOKK9oNvFNQHI0yU5kr5lfDFR5iukpSQj5ZR41J9XCwKUTozgGHJMPdEfPz0nNyeffHI8PvLII2HDhg1w4IEHwmc+8xlYtmzZtGyOjY3B2NhYr0I0DC1Kn0JoD/3ptt3nGbrzrXUMWida87cNMtn6Din7uGdbm4UOV02rI5dtdbvxp/lRZLWvjwOUPyLZOp0RMN1/+ftRIr9UbkxXNmvDhXP23alSm5pRWzMMJfrUDmZ9TmflypXwjGc8A7Zt2wZr1qyBJ554Ah5++GEm88ADD6hrdAyGWnT9YJhTjm6/TuZU4fzX2kSjkp1ueg3R67T9W4dMtv7O42gvqdlR/WJDfoO+wzyvJF+X35im+CHHWKjfbvt9OkCS2S/EWNIp5msyQU7zU5DFkoxMb/NDkrL2b3j/9QGz/uHMnTt3wj333AOve93r4JhjjoElS5bA9ddfD6eddhoAANx1111w3333wcaNG7u2vXRkN4wu6lNNGeY3Gp4GMlpTI8+fbF00kKmQYX7t6bZx3QM9F9MK0VS2VgaytRrUHtWTZZHTJ/xL3KQsZApE+6p4NYLBdZ2im3w1rFlRpovUL5A36VE/6hoh5GVFZHWPPjP5QaWe0nRL8oV5rOSYXxeZX8WVxc2UqO1kIF53kievfzyVAcj2wrJJubO8evC2murKYAgY2DU3f/ZnfwYvf/nL4cADD4Rf/vKXcNFFF8GiRYvgjDPOgBUrVsDZZ58NF1xwAaxatQrGx8fhLW95C2zcuLG4mLg2eNeBxa7T6yIYBhHKPTS7n6vyCjmR93R0eRqzW0NwBJGSRIbHWCYyvNNC4P2cIx0xl3H+PHa/gZgAgIudu4Oo4YkKQtWRu9gJIrcVdCEsBkZyDLHDB3GMIXCyaDcSBtLZBjlUSVqqsyQvyYuuw+qHkSJkspz0JEd6XQORcaT8ghgRmaQviRFCtthZ2k4ZSZ6kpeikHapL/GY2Czwma9st0ErIMEzo9GmZbM/Jzc9//nM444wz4MEHH4T99tsPXvjCF8K3vvUt2G+//QAA4KMf/SiMjIzAaaedBpOTk3DiiSfC3/3d3/U6DIMBUnc3f+GAd8IzlcuALY7b+kSZ72rzNZ+aTVfqZMlITbyWKGRKx0xHt5PZDLIxz2V2uA4nFcXysmNdR40FIJHFSEglUXFZO89k1DRRNmaTjMTJPBEzOeW2DYY5hkOc1i1zTjExMQErVqyA195wBozuMzrX4RjmMbQOg6M86hJtKAtNufz0R24q+8mOtJG/GqyMZGRTXDIeOWXSQj6OftTZcsqICJA0p/tsYYf/5TYaY87ym8uv25lpvbaQaWW3Ssv1fHqWxglR1v6Izzw9HBTITek3ws5qyM3A9TaGXqOzaxf85ML3wI4dO2B8fHzW/NgmMQaDwWAwGBYUZn1B8WzCAcoBbYMBANIDogNXN34OAGRtSpCjoyUA4Bx/ZMYwaK/NJTj+hB3fLqKjNWRuBsFVb05ROy6NUDj6v9erjgsyAAAO0yJfB37tTGWgSkefniYfMNSVP3Mh3yGR83nxV0fkaK5fllL5ST7jWp8YE7UT5KgPKgMkBQAdAp+SwVhvdKqF2fMZNBagcvG6OOYvIeW1O8/hAAGVOOt1WCvlzalgoNH2IMzZGgwzwGCTG4ep4zEYAICuJaiA5H/I+x4iGzsy0qbYWgUX1j0Qm4QQxU7ISd1AsJD3uuDSHA4jVpWNqv92Qi+QJyLjDxJncpFAVCphqiX0qKnEmk2e71rLoUt1kwhapIKxQlIKCrlUV4zoeF+BwlH9jExFIpgWI3PCFMLDnJSFktDLQuQIHc0IF/UDoMgXyMR0dDikbls0EbFCfm05DIb5g4EmN4hOXQ9hMBB6UsooJ4mRG3nCnuZRHiprI+JJ/raL/qZLGpXR9DIZHzP1p6/PEa9kE9+azZCvyZXtKD5jTLJeXUGuJENjystHr4vqK5kRb6HRY+D+5Ntq0k5GowvyhZ5/OjocUrctmu6bhfzachgM8weDTW7AgRxeNhgomjsJ1yg3pwuKMzlJHpQOttuFr1rnGvJrO3eXEREaW7agWJSjzo5KSFg953FppJLZ0cgplZPXJZPr9jyHuqC4UUfGJQ9KOo1GDYYFC1tQbDAYDAaDYUFhoEduqscPewQZbjQt4IS4IEBvKeG5OK31yGw4ZKMm9Ajj/2mRMbUhF6UmmbSmIa3x4Os5dHhfYrlO0Kldw6HEVJKnC6OlDxYLWxzry+SFuU4qb54v7SQdrT6qJTgI8nXm8sKP5jUscQkR0rKTmFXI/Br5/CI1g8nl10S1M5M0ll4oC2/43cMG2g19agMDTW5GHMKILSg2UGTTQh6u8JsSUwTZt6M8KXLOMeHAdZyQozbS4l7SXQdC4u3x9bcVY6H6bA2vZ0ZpoTDPS8dpV11pN0zpOEd2OaaLlr2PagdiB0DfFPNyiVd4hhWYgWMVlvLCVEy0VdnFGCtUC5EdxDe0gj2McbskA34nZFfFAr68YQG2876qP57UAMZjhxjjD3bSMcR6yPNo/OSCxgsWyuhIXSrnPubApaJOaiVCR/FF/GUbA7JGmQgl+2l4WzwNhKwIQBCr8p2X5NiaSMMcYaDJjcGQ3WKVEQdFKoP2enDuh4/AMJvOd54yFJQ9lG5PjaE0AiKf4NugadRCzSBlahptqB1JKcTse3c2OiP9NI14NKW1zk+vaDfa6fa4kMfrNbWHSCyaRmqkLiPVREamxXRxzShH0q615Dlt2qCjhTYYwEZuDIa+oO0UwUx1ZmqrTq5tB1uQxxpdrl51otjkoyZfI0pZmux46aAZGVlplUbLIkdVMoJBfIMrfR6L81LlGLNjQj5kX6/opEoh3KPpPFQZte19oxy2pNeVjhqxdCIcSJdKkOqRf7CzC2XDgkSvbp1NMHJjGG5M55fWy19nL2xh4bgl2ABArZ2qQ2J7/2hyNXbiVEwdZA9N5NOHOZU0KKRh8E2/Gl6IJ/hGpV5K5ZJlJL6LdVWjU1c2Ga96zmzI72EJOTG/xHincu2U5No2J8cmG8QNhp7ByI1hAWEunwYV37NCgrooY5vOuCFGlfg0+Wqb74mESniaSJOWNsN8jThFEjQNwsKumWYTqL80elKlK9N4LetIIyjZABsCqIvXpb5sb1hDclTQuS7VomHI0K9lsgNNbmwTP0NA/nsptAtUD7keFvLRdzqKPdYZKCMJcpO9JKNMCdARBgDl45lJr7hBX0GnuEGd72DZMTbL0TKgLyeV1T6eycpJ5YjN1DmTzf2CL+KXduJ8A0E+SlD8AKm0Q6DaIdc/K7soE60HDlmfbflm6U06TiDa8sLpCXUtajDMCQaa3NjbUoYycoZBH5ArOEUc84dVuvaD9CCVPWmD6hMy4dtp7DDjWo7waE07ZvR9eFgfgkwPoyBd/8IXxNJXpen6E+041gursmqtBobQSB6SmvMffRBpafQhfT0qjQg47xyjNp9eCd+VQnTJA6b0KINJP+ZSuVAwhKRJP5MR8zHGm9gWXWyT7MRoGauibYDUhJBJOeJ7XRhoS/q+FnWdzsmnLLR8/59YXlNMo7qsqDFdELcsPwdqEnaLNlD0qT0MNLlZv+whWLpsyVyHYegnpvHD4DdnV5OX8vmIANETIw+SQ8mRRG1XYW00I/rEfDQi2qAjFkKf6WKgBJDpplGYGj3qV+TF3YVDHx8JlIv9PGI4Fn+BxEXioz6pn2gbeVl0nRSrJp/0aJnK5dbrR5MX10P4zuPIdVtdv3iMwhawg2AnJSGzR5KirWQ7wIlzpgog2niWX5sAUKZGhmHA1K7+XP+BJjdjbg+M2e9kuOCyAxXa02al0rS3hxjidymTcaPQYbAHfDqy4n2xkRLH7YrXrIM9ZLpkWsbxTjGmM0KmpSv5fs+XiqTknzsInzbRbKmySNOEbfKXkqAUQyg3L7P0lUaJ0mgRL2MYbSIdun9bKLySHwgCYpATU2yI0GEEBTiRiCQx5Hm/kcBgigfJXjuA8SOnDsjITZAhMaYG5PfXiRUWKjyRkmpUK51TXXLRU5okG8o50eYufZwS+YiPhKKjyhkMvcNAkxublhpmoDjkIy4lDhSmMmIG6QMc7RgcT0MXOiMvH3hN6Az8Sey0nO9qkdrCSCTIPnWxs686Kojbmzhim+lo8lQPfCfqN6uTm9NRxGQpQysyGqEKQILDQq+WhPNdhEJaIAdh875EKB3TTeQlTDHlabHkabM+mhb/gpJGCIPzhEFWPJUh/kJ7YReBVrZarxjJXSRWNN/HGGstm2YMdQPRdyTbgRAxsgxEl54n0kN+Rqmd00sJxA+/lAyx+Cyl/mHEYOg1Bprc7Ni9DHbttmkpQ0J40q/JVJ4aXTlPfm07/ufEeZVGz2Msynl6oCYjINQuGxkIfvhx0ksMTX6VW+rT+GWaNtVSnBISacyXOi1E7WuLlfPRpWyUSIzyxI47jg4BH/1xxG+DDk8npIOONKlxl+pV1qd+zeqvRyi0boPaSfXtddg5jyvKE/ssi4wE5b+HlNr40WLmK//VGYYTuLg/bWGgyc32J8Zh9InRuQ7DMK/glDuympRlqDdr2rGIoX7+cKp0BrSDCkmywxGBsTU7ClnJdJDHrREkTjBIrAWbJXJSb0cSO9Ipt32DithhZCeQFSA6lHwktykOQlrSqISj/XYNKayrj3I+1c/klbrpTgdiPbLyUl1eEaldZIQmnJTshQMxhVsWFmc1pMc4ztCj0+mPH/squMFgMBgMhgUFIzcGg8FgMBgWFIzcGAwGg8FgWFAY6DU3hmFF/YJhcVgGXQNRyNfW2+S29bUJM1pvk8Ir7jlSyej2S8dN65F4XSiLqUlewVy2poTLKes8Cv6kryKmtY6jLg5iOsuUsTSd16Pke/aXpvT27SVbSmOYbxhoctNBF/ekMAwTur/mdQRBf7tE6uY+JVnRbWgkhturIz3FzygAkB6lpU7DIths0WsbOZavLO5VFtHW2QkLZ4s2tFgyOeCLmOUbZNobbDRf80flqE8AISOP6xcTBxmpA0yHpFHIxcQ9RfMDhMEwnzHQ5GbvRU/A2CL7tRkoap7Ia0ctat4s0d6E8gnat6a0DjP4qBut0ciLtoNxOuay1Z/m14+TL/r2kHg1OponpEHbRFB7kwmETCiLE3nBHwhiQ1/lxrJf1AiM8KvKiHqThIrtflySIRvG8LedEPg1QXENkZM3dq2CbyQxB7+p4VTbCrmolLYZ4m0u7uhDrjvRAhDpnDCLdCUvlxSwW7NBgevT21IDTW5+Z+nDsHTpQBfBMAvQn45pPj0ovw6bb1mvExF+XhgZIJ1Y/WgIJzb6yIcyyqHtoULs8VecC/vM+BjpfjXZ/jaio2/UZzHSMgnbhNBUeskuJR2cGOW6dHdjWv88fj3WUGfMvxYrq29tn5/8OjJyVriOrM5IfiAwKmmKPiA/jr4IWWKvf4dABHlnbZdDtnuWlx0YDDlwd3/8DDQzeP7Sh2HvZYvmOgzDnCAfaVFORXp53YzaUQAnGFROTl3o53yDvmyEosVxh3bEtJOVNrEujXT4pFOnNiXpQKimfLFgh+po32XK/mp2av52mK/u9bP66iK+DjpGkgKhyesx16fXupRGrzElhzymFHfMj+1TECfRdhw5T+0W/Gcg0nlGulWi7uXCufp7a5qyNRgSOqNTffEz0OTmBcsehvFl9sLXMEJb7xLzpCyRIw+yeXpIE50G7ThSGicdMR0dk5GdE+vkQCMMvGPsyHSNLIj0Tg0J6Sh6HUogwEGHkJskn9JTbHpex6cl28E3JU6CQFEb6GAq2O2hryijyFNbvNzEf6GeVILUeK103ex6k7bH7fh2K2TD96sSKhkHIj2QPvI7oKNGQOTTb6LSAaLDzPlYtXwNxn+GE0ZuDIa5QKs7bmGxZbcm63xN986PheOibL5miJ/XrKVQ87QRNbFAtuiXTydSIpr9nVaeq0mT62tEeWhspTpum1+yy2TkWisSq9dPao7rxXLQkRs5VcuJftk218nKEU9b/CaQ/TEMK/rUAAaa3DzeGYElHZuWGnaUfisoO9VMR38yzfpFdbFpOk/62oiMt0mesKt8+sROdQujMC2f/LP0OFqh56dRkPKoCh0dyUZ/0BVGQJQ8LI+cdMQoSQdHam3VxUBHefIRHZ6njkiFfOKj29GwtqNsuUxKp8QrtCW+XYAjI5h8OpTKaMSHnQcQ22ykB2ladUQXGjsvQ39fYcGz9tvs7tHAsNDgOv1pAQNNbq7ZuT8sG+wiGHqKwvRU05MmShH+VEtv8liU8WnEkHxTp5inLCIN6Z1SPqYYskWvIi2bQiOdr7ZINsh0oq/U+dJzuqiYETys81M6535KPpvPC75qdXm81ZobTibq6kutQ+X68kXB+jWVMYeY0jXvJq86T4Ek0uIwkRVHyhBQ92CQLAHT0SB/VwZDZ5dNSzXi/t3LYKl9FXxIMP0bIyUhbQiQXJsgO4mMCEld2iHQjirqS1v8CRyZfk1n6NOrNOJHEJrmN3o0kpRIhoxF/7Cm0ukrpKfeJxmVIot6m2Qb/cX6lISLE55QpvLbUpzsQOZfko3cd6ZLr72IO9nR2wxri3K9DBmFoe0wHpKDEnkHIZeDjOAUZEq/2gZOZFjI6A+3GWxy8/Ndq2B0sX0V3CBRGBIv3FHZDR0LeTWdQ3WYr0egHY9mK+9kUgySyASBrjq5RiIlOkFJkDQSRePXOusCyWorx2LM4uf1GPOcj9X5MriCHOQ26JfCYwwlckGvU03dqGRBqz8SSH5t5HUVZZFtRvrL7BGg0AvJKISKdkVQLMkVZA2GCv36KnjPyc1Tn/pU+OlPf5ql/+mf/ilcdtllcNxxx8FNN93E8t70pjfB5Zdf3rWvKRiBKfs81nBimndQSghqzdJORk2v8rSnVtrh5br1pIbLN02PNRGbNjJlmxqxYAREsUk7zUyO2MzlchKCcVjAFWSk/UIcTpQbIG4MqOXzvIKcI/USj6EiVvG4RsYHGZtJZhcS94hyih4o8kCISkPadNK5kPxJtFEyDDX61DR6Tm6+853vwNRUGnf6/ve/Dy996UvhP//n/xzTzjnnHLjkkkvi+V577TUtX3TY3GCQ0AmJhHyiVuwobYzLl23It1Tok3seY06WMBv1yX1lowrZyJVOMFR5EketLdTyC8SJ+KwlImHkRSEzKhmixION4ngbDkS9JIKSjoW/QC6o7oyOBTmKdQNp0UuIFSCOIulyCukR55pMltZGFsATFcl4pAwUIEhO7W/QYOg9ek5u9ttvP3Z+6aWXwiGHHAIvfvGLY9pee+0Fa9asmbEv5xCcs1/N0KHlJXfiAPMTnupkciXrHErxqr9xtEcKaUHO6wKyTs3Fjgz9OX2yx9yGw6QHEM99YImRcEXWceY6rBDAKtQ5QAxUwWW20aHv85JvdM4/sCfZKvSqcwzH1Rm1U5XJ+bIjhDUcGMvrwlkmA0TCXyOkUScbQPIDPaJ2ABCcn55Ktnn33P5Y+PX1wy6J0AVWXt686WWUNnI7Ego5aYF6mwbDYGBW53SeeOIJ+F//63/BG97wBnAu/cg+/elPw7777gvPfvazYfPmzfDYY4/V2pmcnISJiQn2D6C6cdi/IfznSv+qG7P8F+Bomwk60S6VqTrckA9EJviAzJbUp7rJprQl7VAb4FDVA5fKEmWivCyLsEniSb6Tzaqjp2VIcpkdJ2xIHy4dR11SRi0WYOchLjHeQ64Bt59ImxN51C4EcknTxDGQ+Hme7PYLNKCWU3BC3V61gXI49qd9OF0JdS1qMMwJZnVB8ec//3l4+OGH4ayzzoppr371q+HAAw+EdevWwR133AHvete74K677oLPfe5zRTtbtmyBiy++OEu3aanhRfk2X9Me5JC6pluSQdlV0nThG6W+yxZ2yv1IeL4jC1mBjMhwPYz/+dgUnSTjupfHZluaHTrKFfJjd07qBll9ER/0b7Z2idvLfGl1JO1k+ZQ+QSZH82gb4DQtoKGepY7S3krHpTilsFqWOr2uhLoWNRjmBA6xaaeC6ePEE0+E0dFR+NKXvlSUueGGG+D444+Hbdu2wSGHHKLKTE5OwuTkZDyfmJiA9evXw2tvOANG97G3pQw6MDvQkHc0mZ1BXHODXEcjASrpIHFEEqDZUgkLIXGZH0o8eEz520mE3KFCWLRy17z1xeyodZiTyRmRwjp5UXamQ+snq3cuF9IowVJJVInwFOzlsqLt1xAoHTw2g6Gzaxf85H3vgR07dsD4+Pis+Zm1kZuf/vSncN1119WOyAAAbNiwAQCgltyMjY3B2NhYz2M0GAwGg8Gw8DBra26uuOIKWL16NZxyyim1crfffjsAAKxdu3a2QjEYDAaDwTBEmJWRm06nA1dccQWceeaZsHhxcnHPPffAVVddBS972cvgyU9+Mtxxxx1w/vnnw4te9CI48sgjZyMUg8FgMBgMQ4ZZITfXXXcd3HffffCGN7yBpY+OjsJ1110Hf/3Xfw2PPvoorF+/Hk477TR473vfOxthGAyDgbbrEaYj1+3xTPxjw2vExZWuhXUZ5DzapWlYWksijsl6HKajxBPynVgzFKNg9sl6lBZ1y97IB+CLyJGmk3iFXH6eL1bPbBfS6mSrkFzxYiYZeSAlDIa5wayQmxNOOAG0dcrr16/Pdic2GGYLtR3tHEHG1DbGTG62C4blDjFA61g1O1ynRcdLyYRio0rjxEKzUVtnqBAmsoC6JFd/7GplYpkUElevU9bzORnJaE4TBErIVle3gTyCQnJYqoL59oM09B99agMD/W2pEYcwYpv4DR266eS1vUSqjoPflqlcNkKgpAf5qkNDkZbsh31Zkq7z+9+lx3hH7LigGjrawgZ8SafyEXSqTQIxdZJO2nVMvugjKMQ8JxiEAwS/102oSyobasyxwgNC2pAvvTGm2SFda9xgL+mAQ59GbbgYuk/xHbQ/ikXDOCqT56eYNTne6Vd6okaIfEEm29Qvt0sbLfXNbIt67AqNrHqadg2GeYKBJjfVD9DIzbDBZSeF6YH8lKggE0DRmdD+me2t60JakE1EAJk+ernUIVXmAhEKXTCxQ7tv39HKTjl+6BFCZ5qstetMeUcq/eb5SY513GSHYekzkBpH6i4oOkx2uBxAXYeqdfy8kxdxUG4EIg5gPLHGF7Cdj9uhUIYCmShxDE5ym9GF6MzQN0cGw8ww0OSmgw46tomfoc0TJucyZRuoy8hN93JZJ2SpXMP+JEzHMbv5V8GTHtXhX/puIyN9K/JqHper319G91ncs4bI0XrVZRRfIQ8A2P4zmh3WHmSZSnYUm6l49TJKGdrqAJHJlaVur1D4TRmxMQwI7JPahgWAFiN4jv0p2GhUr0ns4q4/XT5e1JtfPc5cP25M23+jYsZap+vJYDDMMgZ65MbW3BgSxHwRAR0UIX9YJgZ9l+eHB2Qn0wDiepxqdAZFmrcbvtHE9PxkCRI7wldY/gEARM7FxfppasX56RMi442x9Tx18urHNP36IBqklCutyZFrdwCSrM/DUA9kmAJ9bGnEBAsywVeYtkuTZpVd+qHMZEdO7xEvaQqOhA7EDvGermNM16f1onxsXnRarp1OKEHGvkgddD9bpNhrk2/TUoYBwUCTmxWLd8HY4qm5DsMwx1DvtWqiMoQv5Nh0EUoRPmVElfIpE+JPTC+wqRoAPvUhp1hQ2nDqMbOTTdmkqRiUNpTPINApp8yuI59f8KSjynaRa6RPHTiI6tQPvQ7+C+IsPZJCEjf1VbIl7UoZUS+sTlDUOSp6oi4zX9E+sroORC7ZwOQn+kTIrmeMM9nheWnNU5Kl05jka/ZqW8RYFsdS04GariQ4Imncx1AH1+mPn4EmN2vGdsDSsYEugqFXCKMH0Hxz1dbPYHZQ+B5TPCf+GFnJOz5qtnGNivCHsuPUyIromDUbzB/5yztdQWyELa6X+09+HI/Lk5NIjhhZSXYSUXEQv6mOLhKmMJJBdWkdSqKjx0RjL5RbqyOtTJKM1REi8W2rrD3IeCJBSkN3/FrF5HScESBKaHNCVZ1XpCpJpIMSmZGEidub+2lJw/wG7u6Pn4FmBi9c+lvYZ9miuQ7DMA+gExo5IiJlJYFR0oF0jKB0Ttq5ICH8aTwnFbRTRtHxdYB3/qwzJx2iJEPUVkrjnTolENrfDuno2+poPjN9Zl/X6WAuXx9nva/6ePhfLS5QdfM0kPVDr2kWA28D3CexJdoAO46yvK3Rts82JPSJ2dfNszacfIFIl78b5ZDFoOcZhhWdx/sz2zLQ5ObIpY/A+FJbEz2MkFM9LE/KEjlKdLSbdchnhAMgu/mrnQzQjlASG0FIYjnyDo92dJ1SR6rqNnf2HUWvQ0kAOOiQTj7Jp/QUm55HSVGH+aYEQhAJagMdTAW7PfQVZRR5aouXm/gv1JN2TaTt4nXO6jRvB6AQJU6MUhvMiIyXcSDSGXnibTGJ8IeD4BOIDjPnY9XyNRjhGU50FvWH3BgzMBgMBoPBsKAw0CM3O6YWA07ZtNQwo/T0x9PpcL3Mp6MoShrw0RgA/oQrn6DplBF9Mm4e0dFk60cH6kZv6qZh5KiElOOjKvmIjRwxyUaMWoz01I20IEIcueGjJmK0R46wFKaU5KhLJiNGjTpKfNJmptdQp22uG6g2aPsiaUp7CW0mNE460hJGahi8niOy/PtXlY+Qn/a9dMxSkGHnYm0PiHwlGsOQwO3pz5UfaHLz/+1cA8sGuwiGrqD/KLB4oiWX3oRKeRkRUobaeYcC+XA8nR6gnVddHuk8wjQAXRBLfWVES1mkWlroytKkH0q80GX29UXFTqRTeamvL/CVdhGlD0235KMQY8tyZH60epZx02vJ/PEyNC0yLl9n7of7rM6TnJRN1z++jR90EKI2irTspySmrVgWO2jXeZVsGRY2OrtszU0jfr17LxjbvWSuwzDMM9CbuvpGR3aQ5LQ8TkSIPOY36OLOv8Rmbo/b4jZKHZrj9lp2niqxkoQkHEsdIaf6KpCn7G0jVrbcT4cQDFqX2VtIWlqNLo+7ED86ta7rytzttdH0Zf1F/Wg3t8Gup7QV/yPxkTRKivK2rLdvzU8TsHhiGEr0qQ0MNLn5xa6VMLp4dK7DMMwh9N9J4aaL6qGQKSyIlJ0NSWeEJ0sLui5LK3YuyDuiUufVSqdAoLRRgXTs40VuK8trtNOuM8/tlGwQGSA2YpoLYhBfIYdcl9lx/j/n/TniPwpQoqCMiFCy0CBPy9eVDi8Mk+XnZR0mIqaNNP1cp5gjzvLfiMEQ0LF9bgyGZjRNVLEbrkuJUi/1n+jzRQfkgh76tNSRprUI/sB/DJLrVisVSD+dfVgyTg34j1IC+H4X9a9TJxtJB6Ntr0P90I9Ukl2A0y7EjmxCnHxAlgfpOLPDa9U5Qk68LPUXC03sxOPgm+5QHI5JXMkGuZDBFwQCQ/OpTeGPXXRpczrHJEZyyn3Qshd0QszxPNgRugCKjEgLPiXBZD8K5YOhyo9NJ0W0kLqeYYjRp/Yw0OTGOay2ajcYIvjTaupHlMQqIyZRwsIfx4NeGg1x1GLskxP14R2YIx2RsIdSnnTw4Tx2eMFXYhEV+QlECL2ai6SoSg9kC5m89ukEBEifOxAkAyF99iDIVdwDIYzwhM86uNgRoycz4avq/nMGnuCwr5477wMJFwlELX7ZHGN5kJJGKhdD54TJoUsDFpiTvXT9aJXUyGkEi5AQ1sfXEJ5MTtOBgp6/7okJUR1SfmqH6tamC5JC7dNDtbMSwdtt2tBn2KvgBoPBYDAYFhSM3BgMBoPBYFhQMHJjMBgMBoNhQWGg19wsG9kDoyO2Ws3QAJRT/nmbkXvbBDltwaT65ko8cOkwLllw7BxDDOwcANiakGDOkUWoji3+RLKQNL6BRBb1Ilk0Sz9QycoWykOL4OPAuN4G4lqWKhYlDhJDWMDL9vZh/nPfMR1FepvXrQt50mb+RhaKN7cw5oV6SOm0LaDwAfpxMZ+t2Iqx8PKSfN5IeGwhehojpCVbMVaSxi2TeoSEuHYLyqAb/pHUGg2DAeyr4G1w0LJfw9JlA10Ew4whOmaJjJhwHZX4iDT51ojsXJIdR46TH+0Vau0VYlTt6Hu7pA60i038CjqcHJCN8YjffO8YEq/44newRYlLIkBkjxxSJ9pGejEetRxy4z8ee1vZfHPB4Ltcbzrh0jb3I7Ja/Rf15LXGvJ1UFa+TJxJbdawTpWQ1b/OlDfvq9rfB7CDACI8hYWqyP+1hoJmBcwgj9rbUkANrDp16X6U3+/hmC4QbN5IXPNJbQ9Fe6BjI20zxfk9ev05+0kgGAJLRFOSjKaEPc1A9m5PRkDgSEkdESBmjHgLdn8VzDbJ3CzB7TvwNdjEUBcS513Xib3jBXeoCOw4y6W8YT8hlq+MOgH8rCZl+7iVURqokXVbzJiuWkl5ZcdV1cey98pSW/oJ/S83xEFla8qXphbfIeBqJOpIT/oaXC260Y++W1QIjOXQkxmU2AkINIVUUeTzLyQTDsKNPbcHW3BgMBoPBYFhQGOiRm/snV8LYEvv8wlBDPsDXCstpI8WcMuxOp5WiD2ZA7lrrZcWTsT6NkE9ltdvVV98pFzM/+Q7C6jSZ2JUXQ5oSV+nzBpoPbQonW2cTq4SMPDlXzMvSneKnplyAor5ondBpMM0eva4F23z9j7DPfEk/wr5sQ3VTocXz5Fdr99lGfQBxxDFLTwIix+UyehAGA3T61CAGmtz85ol9YPQJ+/yCoQxt+JyjRFiIDa0DYPJyaovKucwu7ai4rels1a90grIjK5EqTYaSEKy3ledz2Ri70okzO0E3zgKlRdRssbITnbsTpCOEEGzQOgp21DrMCWXpmnT7uYX82vCyg4ifEWlW78Q2SYt1x2xxGzyt3l76E3JE21ft1f3AbFrKwGGfX2iBEVtzYwCofTh08T9FjbylosnFNQtyKQaT9+tChGzo+BwgW2pRaTi/e26yhX4RS7Ab5ckiB6oX1sHENSahbw/rVMJ6Gn+QdtgNu+0GmbBmyAuQbyjE1TSxmhwQQzQwiOtW4jEtsOOVicB2Uw6LO/y7O7Hg9P8kA3EH5bSKB/guyZDyorWwM7JPSbn+zHGCw/IICUjreSD6geiz0sjk4+7KukyyxdfE0PRQ/pIeqGmpAWlyJbSR7caewTAXGGhyU/287Cc29HCUl+QjJQB6K3HiXVb5UUzn7+BIuipH7upItcSr1qkT9XohNOQ6iSwhm16J5EnxxTpL+g2lKDO9zjjmx88bkMWuwMsmCQH1A4qP1MkmYsHtSRs6Gcg71bzDl2XN7eW+ZL6EFm9rCNLUZMfzmKKNGaMQTzd60/FlMPQTA05uDIZ5gtm4ias2OXmj/KwXHTDrWDUDyI/F2JdIC3KEzKCiW+ev4BeAjExlaclvnlayI+LS6kPRz2SVsmXlJNcwk6uzBXIESObLNKekKeUv6IdxMxVRhplK5TMY5hhGbgyGBY4i0WnLfkqdYLd2WkB23LPpq2uUSE63MnU605TLCdQ07LeVVWRak2kbyTH0qQ3Yq+AGg8FgMBgWFAZ65KbaDMyGQIcGM2D8cuqk0TwmeX0kIX/jhfmRaWRKQj5hq59zaHwLR4tPvhXlyHGKK7ni0w7ykwL8swzUV9lOnq/HpNmRU0y6fRqT/yvrlqUpcQDkb6Gp9ric9KHHI65JN21O+mjV3qW/tmi6bxbyuyqHwTB3GGxyg059TddgCGjuJCSJUGy0fBVcs6ETl6RT2U92MuKDUs4JHe6jHTGqkQ9xhPySLSlH7ah+8nIU7cQ8Je42MfvzzJ4WS5afEzppM6HpnOoSmwp5k3K5fk7G6tp1I9kwNmJY4LBpKYPBYDAYDAsKRm4MCxrN43r6M7km02S3TVqTn9bjkE49bHksy6M8xrva07IeEW4/pooF4dKkTSFvpoO4ruyzHVrq9mqweSZ2pqvbizrW/hkMPUbX5Obmm2+Gl7/85bBu3TpwzsHnP/95lo+IcOGFF8LatWth2bJlsGnTJrj77ruZzEMPPQSvec1rYHx8HFauXAlnn3027Ny5s/vg/SZ+9s/+jUD658S/Op3q3lqQi+m8rWnybdKycyfPIZ7TPPUY/LHXcTEPmJxTjyEeV3aAH8e6A6EP/Jjl57KgxAiKHYj5xCYA0aMynow6ACBy4O0BsRGOwaU4gh3I8v1NhXS4mlz82qT3GYlZ1CdELcpQu0nHSR1X0gHuhzFVv4GjEr+0w+SIPU0fHVZ7KGnkg+gh1ad+QznbokR67N/C/NcHdE1uHn30UTjqqKPgsssuU/M/9KEPwd/8zd/A5ZdfDrfccgvsvffecOKJJ8KuXbuizGte8xr4wQ9+AF/72tfgy1/+Mtx8883wxje+cfqlMBg8ermUQLPV1n79eNDs/rpnXAdKeD2r1xkWXSyLSWmaXIu0WhA/Myp/ocy1a2ykjhMaM6nH6ZRrOp1Snzszg4HCIWZ7YbZXdg6uueYaeMUrXgEA1ajNunXr4B3veAf82Z/9GQAA7NixA/bff3+48sor4fTTT4cf/ehHcPjhh8N3vvMdeN7zngcAANdeey287GUvg5///Oewbt26zM/k5CRMTk7G84mJCVi/fj289oYzYHQf+7aUoR71LTzdeUty2sc0uTyxEf8L505ZZAwA8m2dwqLi3nxbikx4YUkmX3Tb229L+bJhjR1yLBc00zLUffiT2aDlYfmyDufPt6WK10fqSVlmK0DxzfzWfVuK2GiUqQOPzWDo7NoFP3nfe2DHjh0wPj4+a356uubm3nvvhe3bt8OmTZti2ooVK2DDhg2wdetWAADYunUrrFy5MhIbAIBNmzbByMgI3HLLLardLVu2wIoVK+K/9evX9zJswwJFNwPj9XIKsSnZaHCYkx/up2RjZn2DOgzQxbmCEhEs5s/s8b0nIzEtdOamDxYEVoORA4OhK/SU3Gzfvh0AAPbff3+Wvv/++8e87du3w+rVq1n+4sWLYdWqVVFGYvPmzbBjx47472c/+1kvwzYYDAaDwbCAMBD73IyNjcHY2Nhch2EwGAwGg2EA0FNys2bNGgAAeOCBB2Dt2rUx/YEHHoCjjz46yvzqV79ienv27IGHHnoo6rdHlyvyDQOO7qY2qHS5lSAA8K9Ul2SYbbYewtuQayQAwKH40nWU0XSQfwxSlasOHJnCYl/+RoD4LfK4dsR/TdyvwXBBIn7QUtr01tAV81DTxRgFYPDj13aE46AbShntYFg94u34ekh6DgDTd74rPYzrTqq0UMekRoIdoht1yPoRJ+zIvNpjTK0jP66slnTBl90pa1OorUyO5fvISRmisViP1FBqS+F60XTe0ukiG/q1+RpoC3lksmF4MdXpi5uekpuDDjoI1qxZA9dff30kMxMTE3DLLbfAm9/8ZgAA2LhxIzz88MNw2223wTHHHAMAADfccAN0Oh3YsGFDV/6WjHRgyUh/Ksowz9DN4olw75Y6pXN6P0c9L3YQhXz2ZW0tT+RHW2QBLSCRlbo1aZlvaYf5q3yqNjoF3Zrzcp7rShc73fpwM4yvUG5yXbK6p/qg21OvDzTLlNpEY7sCkY4kScsPdul5wzE9Lf4OS+mGoceeqSfgJ33w0zW52blzJ2zbti2e33vvvXD77bfDqlWr4IADDoC3v/3t8Jd/+Zfw9Kc/HQ466CB43/veB+vWrYtvVD3zmc+Ek046Cc455xy4/PLLYffu3XDeeefB6aefrr4pVYcRABixX9FwQnt0RJ4vb9iOPt6XdOUNP6QpnUnWURWOtc6sjojkHS8WO+NSWqNspyRX+cIO5ORG09EIUEEPQzna2Jki51I+O0/1E2OXZW5IY/FP1dR9DemazvVg6ZDKIkktk69rT1DQg/S3jiBlsloeKOcyryndMLTYg7v74qdrcnPrrbfCS17yknh+wQUXAADAmWeeCVdeeSX8+Z//OTz66KPwxje+ER5++GF44QtfCNdeey0sXbo06nz605+G8847D44//ngYGRmB0047Df7mb/6mB8UxGAwGg8Ew7JjRPjdzhYmJCVixYgW8/sZX2j43w4qmVovKYd2Tp9RpeqKdTj4qT8L0Y5NSVjydt5ny0NK47cIUlDYy0KmxpZ7X2+5qeouNqrje2FTzlOmsUO7StVCuTW09Uh/AZYrXCwoyWjq0zeO796HUo3+pjEzXzktpmi3DUGPP1BPw7Xv+Ydb3uRmIt6VK2N1ZBK6zaK7DMMxzFOm74weo5gX9fDMzblZuMEfllE4l6Eg7YqO26FvoYdYJNW3S1yDj/SDNL2xml+vyjeyKG90JO1WavqEes1Gjx2zEwtLN/Xys6rG0w3XlZnt1mwhKW+XrIG2mmNT6pGUubdaXfSFd0RECUrekDyS+7GfUgq2URWzb4mFFZ9cugItm389AkxuDoQ7tnhQLN25Fhtlmr1eVbaDjOxQnPZfOIaVxu5qcS8mhAyM+qmzfoRId6gcd6UyDfDCHAOGjR7TjZYSspCt2vKUdK4ID/8JTtBN5WzgIx6E8zhMGVYYQICIHkGxkZCiuw6LHPpZoE4qkLpZDI25t5al9qRNiD/UsyKm2o7AkR8yP5rvBXi6bk3rVXhH5W2CGIcdIf4itfRXcYDAYDAbDgoKRG4PBYDAYDAsKRm4MCxYO2s/s18vlY+qavFMypJyUkRumaTaa42uCjL/m3KXzWp+FTFfMn9m8RLG+e2BnpjanA3ndG/3bEhWDoSsM9JqbEYcw4mwy1wD6YkkPV+oYkMtKubD+wTm+ECalK7Lxv1wuyTgAF3YJTjroF5Q4SGtz4nIaLxfTwzH43XfDUpywq3Dlwi+tSDv0VulSpjpIxyHY5IzKBUNVrhYYADnQC0HscH9eThxXKn6XYRfWo4Q9jAGct4ckrrAvb8pP+wVjLIGXdXxxcLwmmHxA1HVRhlpCby2T9/FSGclWsqVWajq3XdLT/JTsa2gj2409g2EuYCM3BsN8wXzpLWYzjhnaJgNLPE2Tm6lfSXami4Lvkk2tjIkw1tvsNp7W5cIufaL4ZzD0GQM9ctNBBx2c0W3HMASo38mJvNFTkFNfBWfydTZclibtSTul14vZq8zxP/5GTq2OIpPsKG8INcrJfEVWiTF/tbv8Cjp/26g7GzSuUn2x/JBQIwdUTnsTqFEmnWNrHZ+mtU+ko0aKDknjoy1OT49pjp4Kn8y6ItfFPdmIz/ChT9d8oMmNwdCEtr+jejmF2LS0oT6ATzuOZkFsdayuBJpGIIVODNmfdlCFdftYypvpTbNAYtujpW6vbu49Gr3pm89e6BsMLWHTUgaDwWAwGBYUBnrkxjmsFgoahgddXu60WDeeCRspB7Nx9rhKN9NzQDfGkzbokD+yjfmSHpmXIAtu09pc4jvEEhfeyoIhL0BRp4U8AFQLbKspJydshQW2VI7aQUwLfis/1dRUmPhBcN52bgeRLQGGuHSX2IhawRe1HOUqm3TRs4vx64uC43UhC5vbLB7OJ2fy0Rs67VO3wLh+UTGNi1wubPapwlYEGxY4BpvcAIKzX+hwoXbkv7AuIaJusYAwLAkIAADd2ZdO7mjMyCX10LEChE7dK5HONsmnzjsnFUA6+spP6hYB0L/xBJDeLqrSnU9Hn05IhY8l0Im8LJxqRM3MTrAR8p0vAtHyMXE7LhY1kgnHqhCA2ZeEw3M2FHIxLScHVTViXC8U7WT2uBytjWinLQEqkAk9mZKtXEdD91xFJ0WN+V2Vw2CYOww0uUF04sZjGDboN9RCm0D1kOuV1ovEdJelJ1mnpIVzTc+J82SHfvSQfcaAjrBQJ4XvICW7jvsg8rpNkq/laXKZHf3bSzEeYpOX0el1Uesrt5F8KXbYdeayLE+zk4rEfSq2onyhXbXRKYLWQYNojqb7ZvNvqEWywTBnGGxyA/ajGm50QWwl4dDslGQ0cgKCXBRt5GOL5belvDwjYSW5so9ujzWkjl6WW/uwZ8or2Z5JWjt5STLyuOhoWjvkZa8/785mYxwsXpfHXzNcMu37YtMQTAh/ug7sWdTQpzYw0OTGNvEzMGDNqSv8pkRnIWXCkgYn0wD4pn/BDpHNNvHz/5XPq/kQuumfWL4CFfnBaJfqJDm/TR2WZBywdUSO9JreR5g+qpUjduL6HCob58+8Y79xoaOb+PkPXLq4WCbkuTQd58sQZNhGffEjmH4TwjAF5/z0FwKgj8sh2QwwljPku+g2NgdVDmJsqS7IBfW2Ul0ikec6LrQRF4WJDCFkoTGEi07EQjnTOTEjfCPV840DhXjwifRE5keZEig7NzZjmBsMNLmpfnj24xl21O9jU9ABqL3x8mmButETfdVXfNou2OPngYDk+nWjQNQGFmX0aRNqM8tXRje00ZCmciNL4/50XSfOSzE2xdYmTRmJU3Ta5DWiMBpSshlIsiQTMwuiB7amozfTkR6DYZoYaHJjm/gZmiBJRA7XKKet62pLfiRpSboa8VFITyaXx5ttNlezvialF2RIHE228nwuy9f9+LhRsRN785zUcT1hg63ByUkaI3naep+Yq2y0SPNYuk4Wa+UbCCjNK5JK2j7UOPXY6+RKaCNrXMUw3zHQ5Gbf0UdgbHTJXIdhmFMUhs0FsizSWWb5SufJRzOckubl5ehLtlswsduGnNQu/K3fLVgjLpJk8N2MhW1MscW/jthzXseJeICkg4gpzGw5Usaox0mNXJScyqfUD/L0VKeKvqg7zV6TbDEOtZ4F6dPq3Ask+3y6SW+HQR/JufcXrJI2l/KTMTalxSxpI4kC0rYmYzBI7O6Pm4EmN2vHdsCysYEugqGXyG7G+qieuhA4Sy+TDuYK9RGCZE8nMhmJoZ2wtxvsqZ04tU9sFwkB6awzwkLzSR52xLlGegJJYUTHMRKUCI634V9njzKO+w/xlHynGIgPbIizUCc6oSkQu0J9qnHVkrPy9UztJ62tSv4RcqIEEUk3fZQ1tT9iK/oNQhrxyc+jSWU0MuUpsNF1A8Vkf9qD7VBsMCwUoPjbBeLtpqWN4u1J6tfYoz4dkQnrdp2U7cK2tCV9aH9jvqIrZepsSRkmq8ljklOvg5Cj6U4eMx3H9KUNVl7pD8U1DmnCnsxzyG0YsTHMFQZ62ANtzc2QgV/rxj4ctUM+jcVtlJ5gxfQVfSIunKt7w5BA5JRGss2nofLRg8Joj1hToo4O+L9tR3XajHZwm/lITfib+k5lZIXJJBu0jHVy3FdZVq4lKus322V1zUagqD/CGbRpODLalepc6MdX3CBN6XldOj1YXRsuF49BP6e60aHMB55O27CaF8B+HHaPNvQfA01u7n18PxhdZGtuDAkZ4WF38BpZcSfX8kLHo5KmbLM3YCQnnad4ave3QZnWsE5HLDTOFvMijzURKGUaLSM00j+fCqMkLfOhED1JDiCQAhemrURHHzprJ2x267dufZEoW71dCEEqx3qdZuUvXjt+HVV5KUdjBwLR3nhagE7oAeTOzMIwK19uryRvMHQW9ac9DDS5ebyzBKY6o3MdhmE+QCMcLXS0zfl4PkA2YqTc0NX1CYJYZYs7RbB5p+dtE7mevhkVZVx2jFiWUzvsGpKUrSeSIx9A5GhdUBk2auHLQ0ZMYow0D+gxsU/zlThifSgjMXG0ReSnY0gkLYbgr1m4dIKogROxJUUSXziQI4b8+oksWviM+JRIfDqMwdXISMhUbVjHMMzAPi2GGWhyY6+CG9qgeR+c0tMr1c/bmSQrADlh0YgPfULPdfQ3oKRed4RHEhhNpkBk2sgVbGo+p/sqeE6uhFzLV8GpTUaq1Guk2JHXWrMl5SVJ0dpSlqKlu0xO09P8dMMt2sgaVzHMdww0ufGrAuY6DMM8guwMACDbSTiXRy4nhvyrdCSdFLHre8H0oC47FIxfziYP80QnaUR50mHKDzwGPfmV69oPakLoFsP/QYb6rs5SjCkl7Qic4mNy5COZQGSDLjggH8cMnKHaXZilxeMUZZIHCHNWVB6iHvuUqRIn1ZF2EICsbZHymr/2UMrSBaRO03nJ90x8GgyDiMEmNw7Tlu8GA/guiw4tyCNxr6fNJ01HkGdyOmrh2U/82jaxF/wiIEkjoxIOyblPgvS6r+cAEPctIecVwaHxkzkQT5yCTgyKOmPfZgjykBhHST5+BqEsF8lVLAT6NC4bqQbxH2kTlYtfMPfXxH/pnFI+/sXxym8VprfoIF6LSHAomXLg650TMTky0iRHiVhG/uglydgC0ZGXDvgxR4msILk2un4rwtIFqzECZJjvGGhyY18FNzRBnQpQ7spZ30PkFa7ERwlQZitTEd6m9ENoFCdSpXUxAHwahxqsXSPj/dMyNC18FW9gUTlMGWpsKV+8OaS+1UXskDoIeXwqiMtw+7IeC+t5aFmVfLVOinKF/Nqen+hkbadOtXSvS+Uu6bciIl2wFSM2hvmOgSY3BgNFfsN1tQLqDVrt0EB0HF0SG5/emtiIuHPyoBVArvWYHvQ6UepDUcrqJqQRcpWnBTlFj9pD/frqxNPrta4QN60Ka63SNo46uaZzgjiqQsgrG2mZTuMQOo0jN8Z+DHOMgSY3v7P0YRhbaq+CG2qQdYqiE81uwnoHjKIDpCMs/LxmlIUINr0OnEYZXG5HG+loqd/0CrfcpVfXSbp1O/VWYkknppGdjEPM2Y7Hkbj4/WgcjVN/Jbxx92CiU9zrJxwL28y31KX5ii92zbTX0en1izpI2m6IA3Mb8T957qI8a3NEkK5tojFCKKewTaESyKKcwUDwRH/cDDS5Wb3kMVi2ZKCLYJgB6kiLSkSEfHF7ee31WRQjIyppqZn6oKSHdFoq2RAdqEY8aKys06a+ROdau5Gf4pNO++r6QS7FrMooJITGrm0Q2GllS7ctbUkSVrbrfYOLxEzdxDBwD1dIC7YciQ94WuVKXPPQDgBZGj1PZ3Q6LpEUTIepLbhK11HC5EJKDMDruaSYXMY2wpNRzoglQ7k6sWMwzD4Gmhmcts/9ML580VyHYZhDlPapkTdQ9nScyckREW4766CAEwwuV9ljnX6QE6MDUhbBsbx0nDpf2qFz2fr0Tinf/2X5/u8U803sUD0pE9NS7J1MP8mnPK6bfBdsijJ0NH+FGDR9KtORdpW6aaq7bq5NbEM11wmEPAg5yGR9u8aky9t43p6lLlufFewRHcqLgLRlDUZoDAGdx/vz5cyBJjfji6ZgvE+7HRrmF+QQOsuTskSOPpRm6aDf/AMxYp2Mz0QpK0iPRnjkCIvW0aVOWHZ2DZ2nQkAaO3WRFjr0sI8UxnNhS83j9joKQYmECEAQCU6sOsyXsM9IW5NdvaxJHpncFPE7glV+5Qe9X/S2Kr1KgqQHOZ+PIj9Ph3jMXv6MjTWf/kkvy1X5iKFl8jbOlZRTQVBSW8dMrURqEvHJdYp+DUMLtB2KDYY5QONKSYDY4czUZJ2vLK+lT6rXVBYHwOYxNJ3wOrjmQ83zadkK1pRGX7HOYiH7zfhlNqno9C8oabQ8rfNCWoo7FouVkcQWwi7EQ9+8z2SB2AWXypzZS+mpmkl9O09khCwtYyBdgP6YbviEXj8mcdupQCRmeh0J6ESa+qFMRT6aNAwf2t86Z4Suyc3NN98MH/7wh+G2226D+++/H6655hp4xSteAQAAu3fvhve+973wla98Bf7jP/4DVqxYAZs2bYJLL70U1q1bF2089alPhZ/+9KfM7pYtW+Dd7353V7H8n13LYZ8lNi01rOA3x/wXI59gUcjlT6LasDsfauevRyvnQNZ/sKmANPJCp6rimpDCcSfaz6cw8ikm6kcf1QElrTjdgq5op163hawaf9LVpsTq5LvzofyVI1J1urT+mRyt5/zapPbAfZauCUg90d6yj6XGdszbYTxnjdul/5GfI1brcUJWRkaU6d38PF+MY2TGAADgHu9Pn901uXn00UfhqKOOgje84Q1w6qmnsrzHHnsMvvvd78L73vc+OOqoo+C3v/0tvO1tb4M//MM/hFtvvZXJXnLJJXDOOefE8+XLl3cd/Dd3PQmWLrbBp6GHuGE33UTpYl9mgikSUkM6mHRO/LEbOF3nAFlHUH5bhvhUOsKYRjrDGIdCiqh8RrLIX9oxyoW10ndpUW+Io/WXw4W+umiXEIpSPZRtkjrpQj/JFepDq1+AvD6yupbXOrWt2B4UYsTaXXat5LHS9gTBAe/b58Q46a7aAGngBmWOtKU9UBiDMTRgatc8JTcnn3wynHzyyWreihUr4Gtf+xpL+9u//Vs49thj4b777oMDDjggpi9fvhzWrFnTrXuG+ydXwNgSexXcQFAiKDWylKjQvKSbk5goJobhM6LC/OQdFY8BWMcnO/98zRDvzKl/7kvvcGn8aqdaIAyqXg3pUolbZlMQjDY6tGy0fkhdo5/bCjNLdGpG1XWECIGLM0fyi+WsfdSQlVRHNXVP66ihrUiiQs8laad2+TnRESMs3L6UlaABtXuwMBhwqj9+Zn3YY8eOHeCcg5UrV7L0Sy+9FD7wgQ/AAQccAK9+9avh/PPPh8WFUZjJyUmYnJyM5xMTE9XfPUthdI99FdwAoA2DB7QjOIWJYNq5ZGlUTiFSKOw2ESYhTzurcgdZkPH2qj+ERDXYZEQJuZw2KqWRFyorSVFGVJgcJRzNMlEuuQVJUohb4F/rTmSFkp5IZACIbsFHdkziDaQo+AqZhBzFJut9xmNqV7kuLJYa8pJPReXkSLdXkK9JRJZY+C0VDRqGCQviq+C7du2Cd73rXXDGGWfA+Ph4TH/rW98Kz33uc2HVqlXw7//+77B582a4//774a/+6q9UO1u2bIGLL744S7evghsSGtpB6QYv9TXiEtObhuELIzwK8cmesukTMIkhGxlSyYnoyFuRohbyap4gPIodbSSCyqp2WF0I8qDKKL6SK7EeRbHDRirk1CHJE+tauE3tuECECiS6jQ4QmVx5uiMmTffNMtk3GAYBs0Zudu/eDa985SsBEeHjH/84y7vgggvi8ZFHHgmjo6Pwpje9CbZs2QJjY2OZrc2bNzOdiYkJWL9+/WyFbhg4tCe40703Nz/B9oFkF4M3gt8TdN04rN4NhvmKWSE3gdj89Kc/hRtuuIGN2mjYsGED7NmzB37yk5/AoYcemuWPjY2ppGfEIYzYV8ENFKVhdcf+ZAJUTltE6cKnpkkakyWjLXFZRxjt8V8E5zKVvTBK4MLaEMBol70ljMGfg/AlcUemPvixt+P10c+RJBn+pXHnkk3wcYR5k/TatnTi5Wq/LI5RrqrDWJkAiKleyTAF+tjYl8NVGVYpgBjGRJKvag8aYHaqkDBOSxEvKWQSOhA7xS+Ah2taJ+MTHKRvmbfVCSXIWi+pAybaEyj+UsAGw7xHz8lNIDZ33303fP3rX4cnP/nJjTq33347jIyMwOrVq7v05sCenoYH2T11mjdZOt1Qzg9nrpAe0pySltunUw6aLVT9lNfOqDpQr6NOwWQ2ZH4pvvK6Ez61RuoBuR05BVf3W9ZkMDvIF3GnQ216LxPNzuW0YDO6m84pNWGtrdWhb3zDiI1hQNA1udm5cyds27Ytnt97771w++23w6pVq2Dt2rXwx3/8x/Dd734XvvzlL8PU1BRs374dAABWrVoFo6OjsHXrVrjlllvgJS95CSxfvhy2bt0K559/Prz2ta+FJz3pSV3FYmtuDE1o7iR0ssFsKG1MI0CtyQ8mnXRepWWkp3FtjEJgal4xby0f8ku2QMhJO5mfwnqZgp1ASLK4C74yG4yklde95PmFmDObsgwNZJPKYC6jnWu+mRzmsq3RSFLsvmoYbHRNbm699VZ4yUteEs/DWpgzzzwT3v/+98MXv/hFAAA4+uijmd7Xv/51OO6442BsbAyuvvpqeP/73w+Tk5Nw0EEHwfnnn8/W1BgMvcB8fMisGyXoRm/WpwfCDFSNn2oKLSdv0k42itKUFo99AFoMdHdkLVYyg6bGQvPTLBykeSldrv4Y43RX0Ueos1jwertJTtcDEOVsnYYxQ5Otrq5ybQXn0UbKUmUqMM5k6FMb6JrcHHfccWkOXkFdHgDAc5/7XPjWt77VrVuDYeGiLVGZjly3xzPxrxGKJn2ybiTLJ+eopRXtiWO6hqeh3Gk/HC0uSXw4wWqq2zgIhwVCF116v4ocG6xBQjChLJOltZENR/STDaoMjz8TBB6bwdAv9OmNc4PBYDAYDIb+wMiNwdBvzOeh+baxNcnN5zJqmM14G223GNZoE58mU6PXPPoyzTg0L078MxhmGfZhJoOhl+jFWpi2U0bTmVoCgHxNBD+vW9/TeiqIWlemeLTpoeIUDA1PWVtDp5606R7M9JX1OtJXmhma4XF1gjJ+KaeUjekAAJJ1MkCKwGVomvBNZKs0cd3VpTJiigw0GQVID5UGYwRnaNGvd4AGmtz4T9zNdRiGOYJ+5V1+JDoJfohJhKxdYEs//P4sRNLLB9mQk3eY1Z4qEN86iqH4DjadAwDdq4Wu8wAn9KqU1CenvVMqtWqtRNqCBv1x1ak41GQA0jY05b1dmC8Hfo1dqmAWF7MDJD5vx69fkZwCZGy0XKSOaX6WRgiMyvtIYohTQ/f8UTAEr8R1VRahO23l2K+NqSOdM0W3tuhSm0yvofwGQw8w2OTGYdXxGIYS+e2RPoYnaE+cTsmMT5iO58fOnwwxUJuRkBDfbPM9cLGd0j3wOAkK55UPB+D3yKt67NBJVOkuEiH0ig4xDUbQzQAZqfF2InGIBonxFG/lk+ZFB7RSgG7WR2UDUfIH0Lxxn7BJmEEkSQ6rOgGINAt9eUIKJVCBKDrhO0hKghgIm4tvPdFjTtggyBIyqlanIIjhenM5KcPjizo15zqaiETK7yUXMhjmGgNNbtCP3RiGDNO8A9ORl5INZAcuF0V6mNtK+k5Jq2yiyMi/AJ1shHM2soCkLEyn5Uc1mQwpI40PZV6NHDhSFh43zddiLn69vFj2vDzRN608ESOVpeWhsuwYaR4ti37MoMShx0fPC/E02RfnkaDQMtfJ0bJKiHSnJ9ckSlpl4+yG/mGwyQ26aewgahgWFDsfBtlpK3Z6uIkfJQd5jOVN/CRponLqLsTIdTKyEY+FPImj1pZKVghxyvyIDp6RF1IfggA2fmwTuVxmQ+QXiRojZzqJA1Le5KyOJCnyouySyBQJkCQ80oeUJ77VERmEbGRIl819djfCw2Ozu7WhX5MtA01ubFpqiNHisrvsQHtaxSRC78Ok44hTNCS9kg8dH7dBO9BqbUnSjVMYvgdNM0HVtA2d/aHfbqrk0jlEnWiYdFgpHmyczBDn9PtR2UQKrQA6tSSf6fnUUvo/2UkTSBB107egpF6yz7Qy++l7UQh0+iqVhE1fIbca8pOcfhxL0uqYrFFCUZvxHP1Uokzv/jykydlZLa1OFgBqHxzTNSj9FI3GGOYWA01uFkEHFkFnrsMwzAVa3zu17w2hqk+f1undm5EdR0dSQk8YJAk7YoTIxZiR9Ux0VCCQIDIaEd4ASr0NhPUzlZnQk5O3hDxJiKGQr2/GDeKIfFwQLDgN0k6L5AW+RatETQPSSWppsQyJhPGF25ycRRlAkp+WN/P/OckLztL/IAoLPJ8uksZIPyIxSjYhFaJoN8hQhk3omCRYgTuK+qSkTM2nocRzjVZyOZpeIjllAiPkAICNShkMGvrUQAaa3Kxf9hAsXbZkrsMw9Bvqj6PFTTW7STuaJTKntzYGgD/xUsLE+kZKYsJ4BWET9NtOmg2uQ6dVXIpPWbcip3mYPeT6ybf8y+Wz71ARH8yuKE94WwqdiB+C3bRQN8qS65LbbIivUMYsZnRZ3ejf2ir4JfWb2krzNeK+eJtI7YWMy0XbWNMGKTmnxDwZl2vHon0WlwbZbruHEaEhxBP9cTPQ5Gbtksdh2ZLdcx2GoV/o8k6YLTYXT7sV9Bu0TmTEYlyAYqeSOhCFYGjnBTlESQ5KxMavkyFpmU6JvFB5mic6bxQxSnKgymbnqQOXBISed9BlZeHnue+m8xSLRn64Hy09I0RKTDoxzeuNXWd5vbO2oVzzQGvIuSPtwAHGPBftBM+8bbOJQ0zTepLgcCQpPb/u52pTVkONRf1xM9Dk5v/ZezuM79OnmjLMA/CbYunmmacrpCQe804kSwPRIYV82plB6jfYyELoTEkMQZ8REiYr5XiHrMum9E4hnf7taB05QEUoopyDqVo974vEQvXb5TnoZP4rH1PxmJepQ+qE2xSxirJ0srxUlo6ooylW7/V1lvkr1X0xvVRPtH3wNgHkmJKfYC+s39HbvkKSlXae/Q5i+65sUr0kTxN1GYOh83h/BiQGmtwsHUFYOmJrboYRfKSlnvRgFHHKjZqk07Ul5OaMdF2Lz6NrRsI6GPbkDRCnWyK5calTSfouk03HDjrh2JFOzpEOUqYHAuBIp+lSfofqofNp6I+rvx1Xre1YhL6z9ecdRG+r+qvneX2fF0mBwyjfiXH7Ywh+Idp2CD5WhBFifwQhxjeCyf4IIIsnLN6t6sMv2HWVzbDHTyASLspBugZ+fRNde4TEZkV4UiMaEfnxrsTZgnJMGh0AeZOkqmeeTkZLUKwjiova/agOkU9+gJ8D8jjiDyO0df5LouuV8qLI36BCa7LfnWEYgSP9aQEDTW4Mhp6D9gdFhC5xhibrfLWKo0GvyUbo1WlZpA79VIGUUfN8GrPjffi0fGdjEgvZaddzylTd9C8oaY15PA6eluKOxWJlJLGl5Sxln9B07BPIgm9uL6Wnaib17egCZGojldFPVlXZ4HeEjpfE68ckaZuQmRAbvY4EbIJKtgcpKKrBMITo06zkQJObrY89CfZeZNNSw47yTZIPs2tPjvIGTp6V2RN73XkYgaG21bUVDXlyygEwTYeU1tSEp3gMNuT6EpIm14poUyWhfHTdS2l6S66nUe0W/9bryqmjunUxpfiKf4keKPY6Ij5Qdcv1Sa9Vdo1oW6HTlkqMsi0gcNtQyMvOSbuJ8Oesn8HCpzIIYcl/a3zaqyxnMFTo7OpPnz3Q5ObWyRWwdMlAF8HQY8g3P/J8elK4aUvyAnnnkG7o2lQX7XC8DDHGN5zj6xr4QmbeWcZ8VPwIwiTtZYuPMclWokoa5iQgdrhEplafxlYgKprt3EauS9cxgUJGQrlzH3qsUd4TK1lvqNa3Zqv+mqnERJaX2NNsRv3oo8qvbXfEDyMxYrQlfrID8ods2u4lMDswGBQYuWnGL3athLHF9ir48KDmhtoEeZPX7KFmr/BkKp+EIb/xy3VBGQmS5KrUgZU6L7oANCMyPHbegUo/4om/QCxAyMhOmNZJmUQRXdLxy7JqpANKJEH6oiQ0xOO8X9+r0ykaNurmvM8Qm585YnsFkbjyssm6ldeQ151GaKmfTF745rLN7Y64BTmFpMllSQqDiW1TgxEdgwBO9cfPQJObR6dGYffU6FyHYZgTdDdxqxGUzJZKboB3QEWbWsdSpcu08ihQLp8/vWu+2unUyxQ65Ca5pk5e2GuyI8lPkbRQG8CPaWcbSA1xFffMYfkOuB9HYnYpLlIM4V/4LcoIQkHji8MpjhyHbOI4xuNPaEwIpDk7JQ2EEZGukaDahJBMM2p+m0Z2hh440h8/A01uRhzCiH1+wRCg3aw9nHa/RfYnXyuJrP9IyShtOghvtog1myyt+bzq0Wg+/RqCc7kvqkPl+LGU8Z+UiJ1llVH1s1Wn5yDshkwYnyLHvxCOvDIrQ6nXJkSCBxjs+IKTYwQsfEU82KBywGwgOpIL8eveDqqKxRCS7/1D/cS/sct2XI5HQjmHckwW7gabhFz5K53ZjY1OxMhA6oD67g0Uf9FnTx0ZDLOCPnEog6HXwPyfw3g/duKfiiiL4LQ7NiM17JlXPn+rfrJneMGcJOGS30lzMV0PP8Su2S8dl/orzZ4cZ5BlLpgDp2SU6pFDGx/jOipq6qeMujiI6SxTxtJ0Xo+S72kVqSv0lqHMfrwGQ3cwcmMwGAwGg2FBwciNwWAwGAyGBQUjNwZDT9BumN+G7w0DDVtvYxgQDPSC4jVjEzA2Zq+CDyW6uMnmO60WTBX3vRErcjBfcVL3Oi5/3Tn5YW8EMdvURv46NcsTOvGYxNj2dWxNvtXeLXQ/GyfKAFoatcVfz2ab4MV6yPUa9+2RcWflq9mfplS+4rUo1RHV5cdRvxgXKmVHYS/UEWa2Kl3aapW39rw9Yo4cyBVj8qS8QkqTLSQZhhH2VfBmrFj8OCxdbF8FH3qUbsaaqCAhzIQkKCRNbg4YOxHkPlF2FjV7oGibsGUbvNURklgebWO4vHPmna9GVFx8ASlsZJftDwOkoyd/9bRENNj+MpTIkO9ohXIikE30gBMLvVzET0inBI2Vt0yOtB2LVQJH6q2Z9CFQwpJiRciIUIhLnsfj9N5UakuU2LioxElOUMj3vKEEJyULMk5B/JSojb7tgivKG4YLuKc/LWGgyU0Hqy3iDcOG+mte97Qp3wfiN3piuwsSU50nXY3IVH+EneJTPY2zvKNtkteITotRFulLdtyFEZFiJ98VgaByuW3A3Feb3YejPy2Njl4opCdcPLphINA82ulHedpeiA7TF3+JXnh73sX6AuY3jsuQ9iZ3EI6v9xMbjlz/ZCP9cjDaSm3WhfKTMPO0nKRIMpP/OrX34gyG2cVAk5vJzmJwHZuWMuTInzi1F5nliU588hGWShZAPFmzzk0nPPVb5nPyg6LjLU17JPvayE79FJdGeChhqZvmYdM9TSMbLUlSIlakDNlokZbH06rRJ0gjQ3HEyPuUI1J0JEnaovVER6BCeikGmU9Gv2KeI4RLfEU+loEdJ9+xDTjSbpz/j54Hn+QnkHwWzlPwXC/QoIwBEb0MgjHZGI6hDxhocvOzXatgdLHtUGxQIO+nDNqoS8mOy+ykG7+cguI+ZJp8Apd2uHwdiSH5VKZ2ZKiBWGX5nHTRUQU5JZaOE3mhxxnJA+LLeblIRlLZ5KcTYp9K4ou2SDm0UatUd8pomVof9etjuq5nUkd5PYUjVzimcm3bD68bnpbiztIVVoO6UAaeqhAYzA4MQ4jOSH+u/0CTG5uWMlA03lyFkP4TE52h0M0WUWayouOLcvmoEO34uE4+ghPVSOcnz3nn2UZGdl5OPa6TY513dszrS37DiRGIMLLgy53O06hHRpKcKE9ptMOROlTzCRGVZEvaCe0jEi1OujJbtDKKOrKeOFi7oOfUh3ZeSmuQTT5IQjGmEjhBqjFlGDb0qR0MNLlxDrNdXQ3DC8fuzLxdCE6QDmXnCBhlQn7S9SsZKKGJsoGQYOgPK5nYQXrr5J7vwKU3WkJfjjwGQP6pBBc7z6THP2/AjMW4Y51EeYCw4CN9HoDKE1n2iYWC3VgI9KpE1hMGJ/xXH3jgNtE5oD9pdBjXmEQtL4OREjgfprfo7aG/LhXnwEiUquKFXGEnuVbkgkT4319vUD7JQC9JygylSjry0gE/5igxBCTXRtcv2+xWqGtRg2FOMNDkxmDgmMvHw1n2HXuTLvyUesx2PSkAzWrS6SafpYVvWIn8rmz0Jj+SEEUnDp4hcLJC0tkxs42ECBKbLIZEUJDqSHt15z5N8s14mskpwzdyJEi2t9IoUBGEhAvyaBhO9GuyxTbxMww3pvND6+WPsxe2XOG4JbRRLd0Okv9b+hP5KNM0fTmkRmToi0tZGhTSYgdPRsRop5/JIu/EtXhdIR2q0aa6ODT9kpyMr3gueFBKQyWN1i4W0om8/4cyvyDHdIgekiODYbZh5MZgMBgMBsOCgk1LGQYc2tBA8TRHmJLoZggCNbuFt6qKdrW3qXRZhAaZaTwIN6mUNmIrGdLiSuWrqVt12KXSUUPQEhsLEw60ORXdt6j0Lo9bDp/1cgCDzP6gSKuXaxGrZruFfFlnrqaODcOErkdubr75Znj5y18O69atA+ccfP7zn2f5Z511Fjjn2L+TTjqJyTz00EPwmte8BsbHx2HlypVw9tlnw86dO7sOPrwtZf/sX/wH/F/ajK5ePshp+Vl6waa0EfZy0WUAUOiETemofrQT/BK95EPIBRkkdpmtlF88h2S7jRwgiHwAiPopDzI74HWlD/AzGNR+mudAkcflwMtx+0CPO2S+pONYPv9H5ch5h+R3gNlyRN91XLMOOi/nZYiO63A9fl7Zdx0ee5Kp7LjMjrdF7fk8F/6FOKRtIcP0RazJv/wH9m/I//UDXY/cPProo3DUUUfBG97wBjj11FNVmZNOOgmuuOKKeD42NsbyX/Oa18D9998PX/va12D37t3w+te/Ht74xjfCVVdd1WU0cuLbYODA+F8JrlFO7kaci5ZtyBGNJJPS2avadaESPf4KtDx2It0JGdcoH08w9wGKHLXD0kjZ1IClP5Gu1ylAecRH86EtKFEQ6pfGrNlpe67Go5RVnMfRDum7Qa8prTSqo6c7nl5jP5erG6krZxmGBPOV3Jx88slw8skn18qMjY3BmjVr1Lwf/ehHcO2118J3vvMdeN7zngcAAB/72MfgZS97GXzkIx+BdevWZTqTk5MwOTkZzycmJroN22AwGAwGw5BgVhYU33jjjbB69Wo49NBD4c1vfjM8+OCDMW/r1q2wcuXKSGwAADZt2gQjIyNwyy23qPa2bNkCK1asiP/Wr18/G2EbDAaDwWBYAOg5uTnppJPgf/7P/wnXX389fPCDH4SbbroJTj75ZJiamgIAgO3bt8Pq1auZzuLFi2HVqlWwfft21ebmzZthx44d8d/PfvazXodtMBgMBoNhgaDnb0udfvrp8fiII46AI488Eg455BC48cYb4fjjj5+WzbGxsWzdjsFgMBgMBoOGWd/n5uCDD4Z9990Xtm3bBgAAa9asgV/96ldMZs+ePfDQQw8V1+kYDAaDwWAwtMWsk5uf//zn8OCDD8LatWsBAGDjxo3w8MMPw2233RZlbrjhBuh0OrBhw4bZDsdgMBgMBsMCR9fTUjt37oyjMAAA9957L9x+++2watUqWLVqFVx88cVw2mmnwZo1a+Cee+6BP//zP4enPe1pcOKJJwIAwDOf+Uw46aST4JxzzoHLL78cdu/eDeeddx6cfvrp6ptSBoNBQesd1ebA/nR0u9ZBAPlKe5ONmeZD4e3ueFzF1FiMBj9Ykms6b0jL3mrXXvNvU0eZUhewnTsMfWoDXY/c3HrrrfCc5zwHnvOc5wAAwAUXXADPec5z4MILL4RFixbBHXfcAX/4h38Iz3jGM+Dss8+GY445Bv7t3/6NrZn59Kc/DYcddhgcf/zx8LKXvQxe+MIXwn//7/+9d6UyGGAwttQQW97MWC5D3beNuvWZbeOCzTZFvmYT5ZUK+WG3L7H1jGY316U6yT6q+VS/KlMlR49TXtQh8fF04iM71nXQkTS6JVA8R3GeYpJpWGcnpmHul9QHUrvadmJpj75crt+7tRkMChyivtH6fMbExASsWLECTr/+NTC6z+hch2OYa7R5CgaAps3ctA3O8o3qqIzY/E5uNic3motPz3xDNrmxH/tFotzIzvEN/ChbwBpb6LI4aXzRDnnCj7v2KnEgrRepi6ReUMSMBV1pp0mP+sn8a/Uk60jWteN1VaebxZ/Hqm1AyNqDZkuNi6RJe4WN/aLdTJ7Hx9S03wSK9p3llzJEjAYDwdTkLtj2wffAjh07YHx8fNb8DPS3pXZ1lsDU1JK5DsMwV+iGlquP6cA686JdrOkIqF2RrnYmKPMdS+M+fJ7s4IWdvGP1MbPOnpRDkiDU0+JnDGTcWVrescu4HaRPITgSH9VxJA7XUcjINGJgaZI40PqQ9UbLIeOI9vyhUkfFawKQp0uyJH1rMTN9Eq9IL8pIOSUe9edV95vL8ozYGHJMPdEfPwNNbgyG7iBIyjQstP2gJHaV386mRpBq/7ZBlx1SqydxzWahw1XT6shlW922/pQRkpKsk2TRwxVctE5nBEz3X9SR+aVyY7qyWRsunDt6WmpTM2prhqFEn9qBkRvD4KLUexSBQDtvJ3JauXQaweF289CU/GgnzyvpxDRHstv8rS2QlC3FE8QR0CnTIdSX1hNTHS2uOn2HiXhoZdOOp5Wm+CHHWKjfbvt9OkDC7DghQPKxoSxZvnKcXV4qBwVZKMjI9KxwCmwgxwDQt3Yw0ORm6chuGF1kvxgDNHbi2UhKjTwnL3K9hTSqr4eo7ORTYOmPXGtR8JWtuYHatRtUT5ZFTp/Ur33xvklPHI6rEQyu6xTd5KvL9S/Rr1jn0+26mUwXeVkRWd2jz0x+UKmnxA6SL8xjJcf8usj8Kq58bRRVoraTgXjdSZ68/vFUBlCaeiI+slG6ht+YDJEzKYOhwtRks0wvMNDkZrHrwGLXmeswDPMByj00u5+r8go5kfd0dNpSHfEIXiA4cu1E/I/okLQSkeGdFgLv59KjOwoZ589j9xuICQC42LmHL0BX+c7HgYgVacEqj9kKun6tTPCWpm5Ix5YRAiSdOCEMpLMNcqiStFRnSV6SF12H1Q8jRchkOelJjvS6BiLjSPkFMSIySV8SI4Rs4bS0nTKSPElL0Uk7VJf4zWwWeEzWtluglZBhmNDp0zLZgSY3BkMdup61mgM44J3wTOUyYIvjtj5R5rvafM2nZtOVOlkyUsNmzRS7uS7V0e1kNoNszHOZHa7DSUWxvOxY11FjAUhkMRJSSVRc1s4zGTVNlI3ZJCNxMk/ETE65bYNhjmHkxmAYRMw2a5uJ/ZmSsFZw2dmMN7XoUj9f3uKy9On4KRGdxvOGNBYXkSulq+hzHRsWIPrUBmb98wsGg8FgMBgM/YSRG4PBYDAYDAsKRm4MBoPBYDAsKBi5MRgMBoPBsKBg5MZgMBgMBsOCgpEbg8FgMBgMCwoD/io4gr1bOOyo31PDhf+UvT8qhF1EHN/GntpwYcO35IvvRo8QdwYRNhzdZI3EQ3e6pZ9iyPZ8UeN17DMQ+SvJKZ60lZwjMimmkjyITyzorzcnObZtoBfmOqm8eb60k3S0+nAAgPRTCfVBJjs172hXNqGq1Fh2ErMKmV8jn1+kZsh3tOVnLzQ7M0lj6YWy8IbfPWwLHEOf2sBAk5sRhzDijNwYCLBwmm8yzARivyOFPClyzjHhwHWckKM2AiFypI1GQuL4LrlVv1UxFqpP+1nnmVHYTVfmpeO0q660W8lUMaU+jLA/76PagdhVu78JucQrPMMKzMCxCkt5YafcaKuyizFWAOdl0ccW7GGM2yUZ8DshuyoW8OWt0vzXxX35HHpSAxiPHWKMP9hJxxDrIc+j8ZMLGi9YKKMjdamc+5jj3jwuZgIxpHAn4ov4yzYGZI0yEUr20/C2eBoIWRGAIFblOy/JKX2M1GCYZdi0lGHAgfyf8jDf5vbaNF4ib+WZTZd/L9vFzq3ZnhaDS/0S1+txf1E0p5SpDKWcriav5D+rxNYBtNepY7kt7LQKqW3cPbmWgSHP0My06q2FjvEbwxzAyI3BYDAYDIYFBSM3BoPBYDAYFhSM3BgWEOZy/FvxPcPlYLq6jfEbDAZDEwZ6QTGiA7QFawbQV7A0CRbJAxbyESBbhZLJOra4OMnlizeRxoncBn3jirbxlO6y8zY6mkxcWBxW/SCXrZOjZQiLlakssvqUdeO4HLEZZUi9RV/Eb5JLNuibbVE3qw+ar6+4Uu2Q65+VXZSJ1gOHrE8uUubEpZVhfEGxWpaizW6FuhY1GOYEA01u7G0pQxk5wyB9lYdTxPMFu0jeOKE9SGVP2qD6hEz4dho7zPhGVFgMSjtmjG8FxTdiiB5GQfp6MwKSV4Xpq9L0FWjtONYLq7LqLRwMoZE8+g4NekWeFsylF7lTWqjG9EJ6zIvrYqs8RJc8YEqPMpj0Yy6VCwVDSJroUsQxH2O8iW3FCxSvZWIj9FUhIkuuSyw0kUk5VdnYC1c+N75gxuojnFc1CqV8/59876qURnVZUWO6IG5Zfg7UJOwWbaDoU3sYaHKzftlDsHTZkrkOw9BPTOOHwW/O2btH4iC/odMndDnyIDmUHElkT/+RF+WjGdEn5qMR0QYdsRD6TBcDJYBMN43C1OhRvyIv2At9eLTniRWGNKRpxD8Q/z4+6pP6ibaRl0XXSbFq8kmPlqlcbr1+NHlxPYTvPI5ct9X1i8cobAE7CHZSEjJ7JCnaSrYDnDhnqlD3enemptqx0fZhxtSu/lz/gSY3Y24PjNnvZLjgsgMV2tNmpdK0t4cY4ncpk3Gj0GGwB3w6suJ9sZESx+2Gzsxxe8h0ybSM451iTGeETEtX8v2eLxVJceKv7+QLtjLZGCP5W7BNSVCKgdgmduR5GH+ho0WJBPg0TKM2YX8fhLA3kIsEIcmJKTZE6DCCUvOX+fXx+cyYDlDtrwN+Hx4/rpT8pi0UEUPF+JKyUSayySLdABKjF9Ho6XkooPjNSOJByuUUmRCnJh+g/yob/BqGCv2abBlocmPTUsMMcdcVIy5FDoRpYoP+qTqheBT7hpCGftM1Sk7Cue+7AUiHVPWrfhoh2kKAuGmdsOHS1Azd/y7YZjr0LxB59tdPzkh5l4oImQ6pL1/OYCs5S3GlikDVdh4YzXd+Ez5vm2Z6QuJE4FQ+bAAIGK4NcuLgwG/W51K9I1abBiJE28Fm+huuA5dFFme6aCHPOaIDkOKR1wxCPdMGQOqFtmm2ISA9Fo0GSMOB0jlv66Vzxo9ApJFy63kCCvkJeobhRb+WyQ40udmxexns2m3TUoYERlzyDHno4co3YrEQOFvQy5SUxaTSNpsy4PbVKSwxjUTtJF+l6QyqT3wHHU0Xuf26KZ5gP8XvxN9cVuar00uO+A4jQ577ZFNdZAQo/g315TlVvY5PZ/GWFlOXFkCT2JXyqnXBrmde78x2PK5sJHvcJo2Tn3s5ACHI2ztSx5lfRVn4LqOVkGFIgFP9aQ8DTW62PzEOo0+MznUYhnkF/XGy+HNiHYNOipIIfdQVNiVpYbqyk0v2ZOfA1uwoZCXTQR63RpB4p0piLXWQBXJSb0cSO95hJx2lYwdgdYwyvUBGoj4ddaIEJw6VhBD0cub1XFcfNXaIfiav1E13OpCTFlZBwOSjnyyNoGgvHAhCVBYWZzWP5sZzhh6dTn/82D43BoPBYDAYFhSM3BgMBoPBYFhQMHJjMBgMBoNhQWGg19wYhhWFOf3S2oISxLoPLV9bb5Pb1tcmzGi9TQqvdtFmvt6m/rhpPRKvC7GYmmkpa4yoDVk2oafrFtZ4NL1eM611HHVxENNZpoyl6bweJd+zvzSlt6+s2FIaw3zDQJObDrq4J4VhmND9Na9/q0Mu5tR0c5+SrOg2NBLD7dWRnuJnFABIj9JSp2ERbLbotY0cy1cWByuLaOvshIWzRRtaLJkc8EXM8g2y7O04+YaZ4o/KUZ8AQkYe1y8mDjJSB5gOSaOQi4l7iuYHCINhPmOgyc3ei56AsUX2azNQ1DyR145a1LxZor0J5RO0b01pHWbwUTdao5EX7RXwdMxlqz/0tWRgRKH4arLjx4xoOEIatE0EwxtKsficVNAXa+Ir17QunNCRr3Vj2S9qBEb4VWVEvUlCxV5PL8nETX04WY2bBaYCiWuIkL/uTY/Dq1/yGqaGU20Z5KJS2EJItjkX40vXnWgBiHROmEW6kpdLCtit2aDA9eltqYEmN7+z9GFYunSgi2CYBehPxzSfHpRfh823rNeJCD8vjAyQTqx+NIQTG33kQxnlUPebSfbq9qmh9pHpc/nafXBK+ixGWiZhmxCaSi/ZpaSDE6NcN8YlyQ6LX4811Bnzr8XK6lvbxye/joycFa4jqzOSHwiMSpqiD8iPoy9Cltjr3yEQQd5Z2+WQ7Z7lZQcGQw7c3R8/XTODm2++GT784Q/DbbfdBvfffz9cc8018IpXvCLmO5c3egCAD33oQ/DOd74TAACe+tSnwk9/+lOWv2XLFnj3u9/dVSzPX/ow7L1sUXcFMCwQ5CMtyqlIL6+bUTsK4ASDysmpC/2cb9CXjVC0OO7Qjph2stIm1qWRDp906tSmJB0I1ZQvFuxQHe27TNlfzU7N3w7z1b1+Vl9dxNdBx0hSIDR5Peb69FqX0ug1Zp+eQO5PTslRssSIk2g7jpyndgv+MxDpPCPdKlH3cuFc/b0pRMcIjqGAzuhUX/x0TW4effRROOqoo+ANb3gDnHrqqVn+/fffz86/+tWvwtlnnw2nnXYaS7/kkkvgnHPOiefLly/vNhR4wbKHYXyZvfA1jNDWu8Q8KUvkyINsnh7SRKdBO46UxklHTEfHZGTnxDo50AgD7xg7Ml0jCyK9U0NCOopehxIIcNAh5CbJp/QUm57X8WnJdvBNiZMgUNQGOpgKdnvoK8oo8tQWLzfxX6gnlSA1XitdN7vepO1xO77dCtnw/aqESsaBSA+kj/wO6KgREPn0m6h0gOgwcz5WLV+D8Z/hxLwlNyeffDKcfPLJxfw1a9aw8y984Qvwkpe8BA4++GCWvnz58kzWYDAYDAaDYaaY1QUrDzzwAPzzP/8zfOpTn8ryLr30UvjABz4ABxxwALz61a+G888/HxYv1sOZnJyEycnJeD4xMQEAAI93RmBJx6alhh2lJ0A69C7lsqdQOhUg7LJ1EMpQfjZdQHS0J+wqnzyxAx3x4bL5KIw+ItNqJEfJlyMUVKejjULIUQ0x4iJHjurz9FEgRICp6EsZgVFGTToyPpanjVSV5ae0aTLg5VBHv0rXoGakJr+2qS1UDYLIxEbJ2xCVTcjldblqcXJahExGb0QaXVwcVwOh4+cin6bJOPQFDIaFDtfpz5WfVXLzqU99CpYvX55NX731rW+F5z73ubBq1Sr493//d9i8eTPcf//98Fd/9VeqnS1btsDFF1+cpV+zc39YNthrog09RWF6SrAflLIoRWjHQDoQ5DdqLuPTiCH5pk4xT1lEGtI7pXw6rRCOC2mSUEUihskmJ2GVTCf6Sp0xk5frfATh0GVL55IQuLJd9bydL16evMyBDEWbWX0lIlK30JiRYLGOqu6aZ4uwSZzyuoe4UnuReVIvTU+5KB/SRfskuryNJw3uV4eeZbRmmNHZ1Z9pKYc4/aVfzrlsQTHFYYcdBi996UvhYx/7WK2dT37yk/CmN70Jdu7cCWNjY1m+NnKzfv16eO/WTbB0H/sq+HBg+jdEfgNuJkBybYK80WdESOrSzoB2OFFf2qI2COkAaOwMSx+v5CNMnMjk8hpJCh1tzRtSklQJOTVNIUaaDaSLetv6kzZZXk5QeH0IgqH65GRH1ku5fuU1L1wbrZ5UfW6bxpVUlBFLbT0MtR3jruwTEXGQZLKkht5k2p2NYcGgs2sX/Mdfvgd27NgB4+Pjs+Zn1oY9/u3f/g3uuusu+Kd/+qdG2Q0bNsCePXvgJz/5CRx66KFZ/tjYmEp6fr5rFYwutq+CGyQKixoLd9aU7DIZfmPXO4f0p/Ckq3YqvGNgnQohUHyKQuuIlDdcMJcpdYRymk2SAUbuYmeudNY0hmJn72PR4mCEjZ7z0S9vvpIJ+984kgfA9OKx8zE4H18IX6srQWi0+OrrNATZIB/rL683ea3ZdYixEmBONGj74GkUBXuArBw6kPss2DYYKDp9YrizRm4+8YlPwDHHHANHHXVUo+ztt98OIyMjsHr16q58TMEITNnnsYYT0/yB0I661qx4gtWfXnmHxURop8kO8jUNMiaNaFR/8qd33jm2IT96p62OJLCOXxK0AkkJcRGfPKZCp5/ZUUY9iAyLg+alqoBGwiPL0yJPjlbkPhUZR8rlwn+y2bhE2gAAnKhTqeeA1RU/jyb1NGJEk1XlRYb688m4DKbEPnVoBkNA1+Rm586dsG3btnh+7733wu233w6rVq2CAw44AACqaaPPfvaz8F//63/N9Ldu3Qq33HILvOQlL4Hly5fD1q1b4fzzz4fXvva18KQnPamrWOjwscEgoRMSiea1A1ob4/JlG/l0AZDeqUB8SiMGAMqIQIFctBkRkKMBIo5aWyrBIsQp85OXI4pm9aEQDaXONNKk2aD5GunJpoZkHrXTeKyQH4UQZMRGTc/bcDFfxfTujcZDDAsBXZObW2+9FV7ykpfE8wsuuAAAAM4880y48sorAQDg6quvBkSEM844I9MfGxuDq6++Gt7//vfD5OQkHHTQQXD++edHO93AOQTn7Kc4dGh5yZ04wPyEpzqZXMk6h1knUz1Ix7kNkhbkvC4gSfMLN50/wbTAszrA3IbDpAcQz31giZFwRfIk7hQdVghgFeocIAba4DLb6BAcct/oXJVGZKvQqyf3cFydUTtVmZwve1joGo4w1B84RQaIhL9GSKNONoDkB1pD7QAgOL/bcbJNqqyrY+HX1w+7JEIXWHl586aXUdrI7UiQkZMuUG/TYBgMzGhB8VxhYmICVqxYAf/v118Fo/vYmhtDgD7dVNvAyeiLKkdHLbIRD+47XwchCBUAmx7i5yFfjEBoa1ZI3Ewm/jf99SDZaIxcgyPk9HU2snyF9SuZHM3jMRbXCWXxixjZqJUSo1JmbR0OveZqPilDc/0THaUMqo6Uk7JZWiqzyNJtlfQlOUL1sAY2LWXg6OzaBT953wAvKO4HbFpqeFG+V9a0h+zGreiWZFB0Iixd+M7IT0585GJPnp+/QaPpTZfAtJbHZluaHdr5FhclhxioHNC8UN58uomRK+lLqyNpJ8vXiS1bjC1jpvEQP61Iinr9qA/9uEjAhbBaljq9roS6FjUY5gSDTW7A6R2OwQDyibeEvKPJ7PRjzY23k9lQFvJKX8UFvdIujQkK8qRDb+q880645m0faac0okBkKfQ1N3qZynZLZQJRf7PfecvrrqcXFZrlhd1uYMTFsBBgrxoZDAaDwWBYUDByYzDMNdo+Kk9HrtvjGaJ2rKDop7AuAzMJrtU0/yJG1jIdRd9pedTOTOsTiR+lvHFJNJWriU+NV0ljcg3X28kjhEyv8TojVKNzLfwZDLOBgZ6WMhjqMAhvfbSNMZPrw7yJf0Gp6FNu2d9msYdms+xHIT1x3ogvoi3aZTpt8umbTS6T48dOpDfJ59OUWixZXKEuVPLneNvAclvh6SlW5irKatOmuT2RBHlOWd8wpOjT9beRG4PB0FtY5zX/Md1rNNNra23D0CcYuTEY+oihWP4+FIWc37BLYBh2DPS01IhDGLFN/IYO3UzPuPifUEE+IE/l5JSAU9KDfDXNgCIt2Xd+7D/pOr//HSZbxI4LqmGKpLABX9KpfASdapNATNMTTtp1TL7oIyjEPCfmfvz2etEwcNlQY44VHuiGfOmtJc0OmUSJG+wlHXDo06iNtBGfT/FTMf4oFq1KCZHy/BSzJsengZQN+5h8QSbb1C+3K1e+IEmjl47WY1donA+dpl2DYZ5goMlN9QM0cjNscNkJX39BobWOSgWZAIrOhPbPbG9dF9KCbCICyPTRy6UOqTIXiBBf08B22/UK1U7BvFMOHX3Qodbadaa8I5V+8/wkxzpussOw9BlIjSN1FxQdJjtcDqCuQ9U6ft7JizgoNwIRBzCeWOML2M7H7VAoQ4FMlDgGJ7nN6EJ0ZuibI4NhZhhoctNBBx3bxM/Q5gmTc5myDdRltC8sc1knZKmc2Hwt6mk6jtnNvwqe9Mofw2wjI30r8moel6v/AnkXOxOzuhAfqlRlFF8hDwC0/YFaf+iT5jV9kyoVr15GKUNbHSAyubLU7RUKvykjNoYBga25MSwAtBjBc+xPwUajek1iF3f96fLxot786nHm+nFj2v4bFTPWOl1PBoNhljHQIze25saQIOaLCOigCPnDMjHouzw/PCA7mQYQ1+NUozMo0rxd55/XmZ6fLEFiR/gKyz8AgMhVH7YMOmEEwznkMt4YW89TJ69+TNOvD6JBSrnSmhy5dgcgyfo8DPVAhinQx5ZGTLAgE3yFabs0aVbZpR/KTHbk9B7xkqbgSOhA7BDv6TrGdH1aL8rH5kWn5drphBJk7IvUQfezRYq9Nvk2LWUYEAw0uVmxeBeMLZ6a6zAMcwz1XqsmKkP4Qo5NF6EU4VNGVCmfMiH+xPQCm6oB4FMfcopF+3CmcszsZFM2aSoGpQ3lY5J0yimz68jnFzzpqLJd5Brpo5cOojr1Q68Dush96LehwpfSY9zUV8mWtCtlRL3wD3CKOkdFT9Rl5ivaR1bXgcglG5j8RJ8I2fWMcSY7PC+teUqydBqTfM1ebYsYy+JYajpQ05UERySN+xjq4Dr98TPQ5GbN2A5YOjbQRTD0CmH0AJpvrtr6GcwOar6TRDscAEFW8o6Pmm1coyL8oew4NbIiOmbNBvNH/vJOVxAbYYvr5f7pF71lp49hIbT/m8hKspOIivP/vE1PmMJIBtWldSiJjh4Tjb1Qbq2OtDJJMlZHiBiBzclrFk8kSGnojl+rmJyOMwJECW1OqKrzilQliXRQIjOSMHF7cz8taZjfwN398TPQzOCFS38L+yxbNNdhGOYBdEIjR0SkrCQwSjqQjhGUzkk7FySEP43npIJ2yig6vg7wzp915qRDlGSI2kppvFOnBEL72yEdfVsdzWemz+zrOh3M5evjrPdVHw//q8UFqm6eBrJ+6DXNYuBtgPsktkQbYMdRlrc12vYdJUk+Mft4ataGky8Q6fJ3oxyyGPQ8w7Ci83h/ZlsGmtwcufQRGF9qa6KHEXKqh+VJWSJHiY52sw75jHAAZDd/tZMB2hFKYiMISSxH3uHRjq5T6khV3ebOvqPodSgJAAcd0skn+ZSeYtPzKCnqMN+UQAgiQW2gg6lgt4e+oowiT23xchP/hXrSrom0XbzOWZ3m7QAUosSJUWqDGZHxMg5EOiNPvC0mEf5wEHwC0WHmfKxavgYjPMOJzqL+kBtjBgaDwWAwGBYUBnrkZsfUYsApm5YaZpSe/ng6Ha6X+XQURUkDPhoDwJ9w5RM0nTKiT8bNIzqabP3oQN3oTd00jByVkHJ8VCUfsZEjJtmIUYuRnrqRFkSIIzd81ESM9sgRlsKUkhx1yWTEqFFHiU/azPQa6rTNdQPVBm1fJE1pL6HNhMZJR1rCSA2D13NElm1W7f2F/LTvpWOWggw7F2t7QOQr0RiGBG5Pf678QJOb/2/nGlg22EUwdAX9R4HFEy259CZUysuIkDLUzjsUyIfj6fQA7bzq8kjnEaYB6IJY6isjWsoi1dJCV5Ym/VDihS6zry8qdiKdykt9fYGvtIsofWi6JR+FGFuWI/Oj1bOMm15L5o+XoWmRcfk6cz/cZ3We5KRsuv7xbfyggxC1UaRlPyUxbcWy2EG7zqtky7Cw0dlla24a8evde8HY7iVzHYZhnoHe1CvUrMlBLoOKECciVDe/2deSHtHRsI6J2OZvVJU6NEGOWnaeOZmqkS8QIVWnRKgynZwAZbEhxJ3H9TLkBKVVTG10wrEsR5v6KtSvqut16vS1+q6SBQHJiLVGtFMsKZ5SmvfJjFD/QrfAUoy8GOYSA01ufrFrJYwuHp3rMAxzCP0GWnhyRPVQyBQWREpiQtK1m30d6eEy2miR6MxQ75RmoqN1ruk4yRbzYhnyjpZ3qo7XHdbYIfWS6rkwQgEQXysPww7o6LWjcqQ+nK8Pp5MOWnc5OWkgFqJMUj6zWZCjdqVtqRd1ma2AwigMbQ9qOkDaIadMYFBLzOzZ5JOBo9OnfW5sQbFhoOHUfxj/QfxHBBSdZDB1rSwv6iHvEhyV875cbtdJWuT4WJFzVB7TLsfAuyCWzgxm78hQVxlcdpw926dzJ/OEH1KneRxUEZW0PF4tDnCaf+KL1ZfXK9aVYqdlH5zXW5M8tleqk2s6V1EgH9PhG6JBtxqVUX9gBkN/MNAjN85htVW7wQAA2lNmuK+ilkhkq4d/2ksrj7wu2XfUou+t2detk2NIPTPm9uhjuAPyxI7p3AEf2tE+gwDgv9RdJaIDcF4G/Ze3mU0A0D6dUA1q+LjIZxCqGqSfPQAA+jkDX3/hcw3pa+YY6zYQJcTwuQAq5+uUfCU8Fh/pF8m5TLCMIc/bC18kdzw6CIM2YfM6B7kdXs1NcoX8lKCA6DhyWYLfomqolUK6YiuWpS6croS6FjUY5gQDTW7CgkeDAUC72SptA2tPoTiU7xO0aSkuW9CX63Ni5+zEebIRzktTTPKcT620kSFjNoEU0TKp614UOTr2I2SL01LA7eTTUiFIsqg2qxtlCkyWV7ND60bKEeRy/PrT66eVidYDh6xPLlImDaV7HSf1almKNrsV6lrUYJgTDDa5AfuRDQ+mT2L1Dia3Ld+Sivqkk8vThQ3Ftv4aejbxkuSZj5rOVJCGetsKSSjkR5vsb40c6jZzIlBHWhriV4gGRUY6szh5XpZWQ3pndo8pXed2kDpN5yXfM/FpMAwiBprc2FfBDRGoHgKAvsYjCIZJEwBlXYbvtMMXvGOyP0zyDuKXuokvKRcISZDJz6v5GTZdIeTYNEacDkMy0+QnzNg8B5/GojJxR1s/pRWmddhKXSEXiUaQU+dXSABaIUpfE496dOrMkempNG1Gp52ctxemv9J3voHk0+krIPkYvxgOJAqI02qJKMWprxhpsoTeWibv46UyskGWpnlEy4Ns6ozmZ9NSyU8300htZG1ayjDfMdDkZtnIHhgdsWkpQwNQ3oibRmGSnDbqk70Bww7ykRVmJ6o6cQ6xE48x+x428gx2TEZ1Indx5Bhip0qP9ZEcMbrg42BTRfTtIkoEnI+DxBB4DvPJ/Oe+i+nizaVQj2y0qpAXbUajfN8aACSjcpjqjbxyXp0j8LaAkE2xacfFfLZiK8bCy8spDTXEYguR0ToAAMfkHUuTZAmydEhrt6AMuuEfSa3RMBjAvgreBgct+zUsXTbQRTDMGA3D/hkx4Toq8RFpcl2X7FySHUIGiB/9VWzRqRT3OVH2ZKExdrOJX0GHk4OQJvalyfaOIfGKL34HW5S4JALkYt1Q8qFtpBfjUcsh4hOxt5XNNxcMvsv1phMufv3yvXCU+i/qyWuNeTupKl4nTyS26lgnSslq3uZLG/aVpmiTPYBc0QiPIWFqsj/tYaCZgbNpKQO9k2aHTr2v0ps9nYvC0MtEbhFGVzDZCx1DfAx2EO/3mN7WSX7omzNpioIeB32M/UzVcYW0NBICrBPiesgW/nqukWySv3FWiPwNdjEUBcS513Xib5gokbrAjoNM+hvGE3LZ6rgDkKbPiF7uJVRGqiRdVvMmK5aSXllx1XVxSHVTWvoL/i01ProHLC350vToVFhKI1FHcpJ0Y6mwcOzdslpgJIeOxLjMRkCoIaSKIo9nOZlgGHb0qS3YPjcGg8FgMBgWFAZ65Ob+yZUwtsQ+vzDUkA/wtcJy2kgxpwy7Z69fZ46U13+1tQzqNEI+ldVut1zldexgQ5v2oHqkPPn0SdJJ0zsF2brYMtkUc+M6GwC/xqfl2hyn+KkpF6CoL1ondBpMs0eva8E2X/8j7DNf0o+wL9tQ3VRo8Tz51dq9tpVGGHHM0pOAyHG5jB6EwQCdPjWIgSY3v3liHxh9wj6/YChDGz7nKBEWYkPrAJi8nNqici6zSzsqbitfwNz6W1UKsWokVZoMJSFYbyvP57IxdqUTV/evibNAaeE0W6zsROfuBOkIIQQbtI6CHbUOc0JZuiYz+fxC6XrQ+BmRZvVObJO0WHfMFrfB0+rtpT8hR7R91V7dD8ympQwc/fr8wkCTG3sV3AAAtQ+HLv6nqJG3VDS5/JVvkkb+QxIAf+3br5wgSy0qDVet2SG20C9iCXajPFnkQPXCOpi4xiT07bWveVcBht17q6ywZsgLkNfG42qaWE0O2CvcKTCI61biMS2w45WJwHZTDos7xMvb7P8kA9N+FTzsjMxz/Zn2KjhwH+lqkzUpPr7Uktq9Cl56pZuuiaHpofy1r4JnaakBaXIltJHtxp7BMBfoas3Nli1b4PnPfz4sX74cVq9eDa94xSvgrrvuYjK7du2Cc889F5785CfDPvvsA6eddho88MADTOa+++6DU045Bfbaay9YvXo1vPOd74Q9e/ZMI3y0f/av6rzjv+rGK/9pcK5a2hr+5fl0XAdZGh1PcYBE1utCmoSJ5y7XSfLIPiUS5DVfZJAC8u8+oYiD26TxSPmY75JtnsflSt+/0nxIudxeNo5QEyNFvn0fK4tqL/el2y7pdgniqo0dJ3SkjRmjEE83el3p9DJ2g6EluiI3N910E5x77rnwrW99C772ta/B7t274YQTToBHH300ypx//vnwpS99CT772c/CTTfdBL/85S/h1FNPjflTU1NwyimnwBNPPAH//u//Dp/61KfgyiuvhAsvvLB3pTIY+o3ZuIGrNh3vnLrsOJt8sY5V8y84TPLjlLQgl0ZJqG0trSk+Fityvykt+Y1pmg+qI+PS6kM5jvmiPKVjCDFrOliwFX06Lif1MltOSRNlqdF3mOLUyJYj//jzhkv/DIY5gkPMVoe1xq9//WtYvXo13HTTTfCiF70IduzYAfvttx9cddVV8Md//McAAPDjH/8YnvnMZ8LWrVvhBS94AXz1q1+F//Sf/hP88pe/hP333x8AAC6//HJ417veBb/+9a9hdLR5Dc3ExASsWLEC/t+vvwpG97E1NwYKl9+IoabfRHqo3IyRjztQHWZTLvZkumQMggm4fI2O6JDU7yWJjggz+2UdpLEWbJYW59bbqV/gnHRSXi6X7PDFzJUNpl+qH2W/H3odtHLmdurqo8YO0c/klbrpTgcgW6cVD3j9piwnhPU2m9sTMUgUfkzZ76QLXcPwoLNrF/zkwvfAjh07YHx8fNb8zOhV8B07dgAAwKpVqwAA4LbbboPdu3fDpk2bosxhhx0GBxxwAGzduhUAALZu3QpHHHFEJDYAACeeeCJMTEzAD37wA9XP5OQkTExMsH8Gg8FgMBgMGqa9oLjT6cDb3/52+L3f+z149rOfDQAA27dvh9HRUVi5ciWT3X///WH79u1RhhKbkB/yNGzZsgUuvvjiLD2sljAMCWbw1MdGUBqfPCF/Is4E8jdemB+ZVngirw41efk0XnjdnMUn34rKRy7kSBQfBOL5/LMMYsVOwU6er8ek2ZEjDbr9fLQhG+1gaUocIEZbiva4nPShxyNH8Lpoc9JHq/aurS5qr9d1flflMBjmDtMmN+eeey58//vfh2984xu9jEfF5s2b4YILLojnExMTsH79+uqVTZvXNdSguZPQh/SZjZavgms2dOKSdCr7yU5GfBqnPLiPdsSoRj7EEfJLtqQctaP6yctRtEOWHWdxt4nZn2f2tFiyfG0ZsyDHxGf9OdUlNhXyJuVy/aYppLLP6QkYDIONaZGb8847D7785S/DzTffDE95ylNi+po1a+CJJ56Ahx9+mI3ePPDAA7BmzZoo8+1vf5vZC29TBRmJsbExGBsbm06oBoPBYDAYhgxdrblBRDjvvPPgmmuugRtuuAEOOuggln/MMcfAkiVL4Prrr49pd911F9x3332wceNGAADYuHEj3HnnnfCrX/0qynzta1+D8fFxOPzww2dSFoMhQ/O4nv5Mrsk02W2T1uSn9TikUw9bHsvyKI/xrva0rEeE24+pYkG4NGlTyJvpIG72alS3aKnbq8HmmdiZrm4v6lj7ZzD0GF2N3Jx77rlw1VVXwRe+8AVYvnx5XCOzYsUKWLZsGaxYsQLOPvtsuOCCC2DVqlUwPj4Ob3nLW2Djxo3wghe8AAAATjjhBDj88MPhda97HXzoQx+C7du3w3vf+14499xzux6dsU38DBHZGosEV7p5xjUgqMv59SDOJRmANO2ibu5Xk5ad+//SuQNADPvcxTz1GMLMTKUTOwh01YZ1wUFMByYT98dB8J86wHQc57ySnK8IWin+L2Y2Qz5i2AsnxVh9dJPbqcwgt+l3FPYKRKaaKqtE/Ycs43EVv/M2EPyGhXG/nmQn1F3KT7siB2hyqazA6yKW2xuJtkhZgOuE4kUdoDJOJJGGEnxBKmd2jRU7fDor2WPpUZa0ASakJ3HQebeWzMUIzvCgT9e6K3Lz8Y9/HAAAjjvuOJZ+xRVXwFlnnQUAAB/96EdhZGQETjvtNJicnIQTTzwR/u7v/i7KLlq0CL785S/Dm9/8Zti4cSPsvffecOaZZ8Ill1wys5IYDNDbpQSarbb268eDZvfXPeM64FyuNzZrbHeD2F/WkNlu0mpB/Myo/IUy166xkTqJCdXa7Dae1iYoSe5Wp1s9g6EHmNE+N3OFsM/Na284w/a5MTSivoXLha4l/ZyQyA9qAqSH4nTudKKgfluqskXPe/NtqTBCBSRdyuSLbnv7bSlfNqyxQ47lgmZahroPfzIbtDwsX9bh/Pm2VPH6SD0py2wFKL6Z37pvSxEbjTJ1aBzmMQwZOrt2wU/eN/v73Az0t6UMhjp0cz+tl1WITclGg9Oc/HA/JRsz6xtk/N2eKygRwWL+zEarejIS00JnbvpgQWA1GDkwGLrCjDbxMxgMBoPBYJhvMHJjMBgMBoNhQWHAp6UQbLx2mNDd1Ea79YzVIs369ZlkIWewzdZDeBtyjQT4N26IbpLRdPwbP1nkjuthFXGYwnKQfFRyfiVGXDsS3glzRB4gfNASM5veGrpiHmq6SN5KCn782o5wHHRDKaMdDKtHvB1fD0mvetUqXIlKD+O6k7jeNpY7lMHbIbpRh6wfccKOzKs9RrLeNjuurJZ0wZc9flqUpcsXpogcy/eRkzJEY7EeqaHUlsL1oum8pdNFNmmNTu0vUVvII5MNw4upTl/cDDS5WTLSgSUj/akowzxDN4snwr1b6pTO6f0c9bzYQRTykZ5reSI/2iILaAGJrNStSct8SzvMX+VTtdEp6Nacl/NcV7rY6daHm2F8hXKT65LVPdUH3Z56faBZptQmGtsViHQkSVp+sEvPG47pafF3WEo3DD32TD0BP+mDn4EkN+Epb8+ju21ezZCAyqm8yRZficr/Is1TOpOsoyoca51Z1Jd6aseLxc64zkZtZ9xR0iD5wg7k5KaT24MOqVYhJ/UwlIPagSTjiI6bIjZ8Xjh3xBcigOtgHpMWJ/LRFmk35k9RPy3qvkVaXs+FdFkWTV5ea0gyLE87DmUv5GWyWh4o5zKvKd0wtHCwGwAAZvtF7YEkNw8++CAAAPzDKdfMcSQGg8FgMBi6xYMPPggrVqyYNfsDSW5WrVoFAAD33XffrFbOfEP4YOjPfvazWd0fYL7Bym3lHgZYua3cw4AdO3bAAQccEPvx2cJAkpuRkWoyasWKFUPVKALGx8et3EMEK/dwwco9XBjWcod+fNbsz6p1g8FgMBgMhj7DyI3BYDAYDIYFhYEkN2NjY3DRRRd1/RXxQYeV28o9DLByW7mHAVbu2S33QH4402AwGAwGg6GEgRy5MRgMBoPBYCjByI3BYDAYDIYFBSM3BoPBYDAYFhSM3BgMBoPBYFhQMHJjMBgMBoNhQWFekpuHHnoIXvOa18D4+DisXLkSzj77bNi5c2etznHHHQfOOfbvT/7kT5jMfffdB6eccgrstddesHr1anjnO98Je/bsmc2idIVuy/3QQw/BW97yFjj00ENh2bJlcMABB8Bb3/pW2LFjB5OT9eKcg6uvvnq2i1OLyy67DJ761KfC0qVLYcOGDfDtb3+7Vv6zn/0sHHbYYbB06VI44ogj4Ctf+QrLR0S48MILYe3atbBs2TLYtGkT3H333bNZhGmhm3L//d//Pfz+7/8+POlJT4InPelJsGnTpkz+rLPOyq7tSSedNNvF6BrdlPvKK6/MyrR06VImsxCvt3YPc87BKaecEmXm+/W++eab4eUvfzmsW7cOnHPw+c9/vlHnxhtvhOc+97kwNjYGT3va0+DKK6/MZLq9X/Qb3Zb7c5/7HLz0pS+F/fbbD8bHx2Hjxo3wL//yL0zm/e9/f3atDzvssFksRffottw33nij2sa3b9/O5HpyvXEe4qSTTsKjjjoKv/Wtb+G//du/4dOe9jQ844wzanVe/OIX4znnnIP3339//Ldjx46Yv2fPHnz2s5+NmzZtwu9973v4la98Bffdd1/cvHnzbBenNbot95133omnnnoqfvGLX8Rt27bh9ddfj09/+tPxtNNOY3IAgFdccQWrm8cff3y2i1PE1VdfjaOjo/jJT34Sf/CDH+A555yDK1euxAceeECV/+Y3v4mLFi3CD33oQ/jDH/4Q3/ve9+KSJUvwzjvvjDKXXnoprlixAj//+c/j//k//wf/8A//EA866KA5LadEt+V+9atfjZdddhl+73vfwx/96Ed41lln4YoVK/DnP/95lDnzzDPxpJNOYtf2oYce6leRWqHbcl9xxRU4Pj7OyrR9+3YmsxCv94MPPsjK/P3vfx8XLVqEV1xxRZSZ79f7K1/5Cr7nPe/Bz33ucwgAeM0119TK/8d//AfutddeeMEFF+APf/hD/NjHPoaLFi3Ca6+9Nsp0W49zgW7L/ba3vQ0/+MEP4re//W38v//3/+LmzZtxyZIl+N3vfjfKXHTRRfisZz2LXetf//rXs1yS7tBtub/+9a8jAOBdd93FyjU1NRVlenW95x25+eEPf4gAgN/5zndi2le/+lV0zuEvfvGLot6LX/xifNvb3lbM/8pXvoIjIyPsJvnxj38cx8fHcXJysiexzwTTLbfEZz7zGRwdHcXdu3fHtDaNrp849thj8dxzz43nU1NTuG7dOtyyZYsq/8pXvhJPOeUUlrZhwwZ805vehIiInU4H16xZgx/+8Idj/sMPP4xjY2P4j//4j7NQgumh23JL7NmzB5cvX46f+tSnYtqZZ56Jf/RHf9TrUHuKbst9xRVX4IoVK4r2huV6f/SjH8Xly5fjzp07Y9ogXO+ANvedP//zP8dnPetZLO1Vr3oVnnjiifF8pvXYb0z3fnv44YfjxRdfHM8vuugiPOqoo3oX2CyjG3Lz29/+tijTq+s976altm7dCitXroTnPe95MW3Tpk0wMjICt9xyS63upz/9adh3333h2c9+NmzevBkee+wxZveII46A/fffP6adeOKJMDExAT/4wQ96X5AuMZNyU+zYsQPGx8dh8WL+TdRzzz0X9t13Xzj22GPhk5/8JOAc7d34xBNPwG233QabNm2KaSMjI7Bp0ybYunWrqrN161YmD1BduyB/7733wvbt25nMihUrYMOGDUWb/cZ0yi3x2GOPwe7du7Ov6d54442wevVqOPTQQ+HNb34zPPjggz2NfSaYbrl37twJBx54IKxfvx7+6I/+iP1Gh+V6f+ITn4DTTz8d9t57b5Y+n693t2j6bfeiHgcBnU4HHnnkkey3fffdd8O6devg4IMPhte85jVw3333zVGEvcXRRx8Na9euhZe+9KXwzW9+M6b38nrPu6+Cb9++HVavXs3SFi9eDKtWrcrm5She/epXw4EHHgjr1q2DO+64A971rnfBXXfdBZ/73OeiXUpsACCe19ntF6Zbborf/OY38IEPfADe+MY3svRLLrkE/uAP/gD22msv+Nd//Vf40z/9U9i5cye89a1v7Vn8bfGb3/wGpqam1Gvx4x//WNUpXbtQL+FvncxcYzrllnjXu94F69atYz/8k046CU499VQ46KCD4J577oG/+Iu/gJNPPhm2bt0KixYt6mkZpoPplPvQQw+FT37yk3DkkUfCjh074CMf+Qj87u/+LvzgBz+ApzzlKUNxvb/97W/D97//ffjEJz7B0uf79e4Wpd/2xMQEPP744/Db3/52xr+bQcBHPvIR2LlzJ7zyla+MaRs2bIArr7wSDj30ULj//vvh4osvht///d+H73//+7B8+fI5jHb6WLt2LVx++eXwvOc9DyYnJ+F//I//Accddxzccsst8NznPrcn98mAvpGbd7/73fDBD36wVuZHP/rRtO3TDv2II46AtWvXwvHHHw/33HMPHHLIIdO2O1PMdrkDJiYm4JRTToHDDz8c3v/+97O8973vffH4Oc95Djz66KPw4Q9/eE7IjWF6uPTSS+Hqq6+GG2+8kS2uPf300+PxEUccAUceeSQccsghcOONN8Lxxx8/F6HOGBs3boSNGzfG89/93d+FZz7zmfDf/tt/gw984ANzGFn/8IlPfAKOOOIIOPbYY1n6Qrzew46rrroKLr74YvjCF77AHnBPPvnkeHzkkUfChg0b4MADD4TPfOYzcPbZZ89FqDPGoYceCoceemg8/93f/V2455574KMf/Sj8wz/8Q0999Y3cvOMd74CzzjqrVubggw+GNWvWwK9+9SuWvmfPHnjooYdgzZo1rf1t2LABAAC2bdsGhxxyCKxZsyZbcf3AAw8AAHRlt1v0o9yPPPIInHTSSbB8+XK45pprYMmSJbXyGzZsgA984AMwOTnZ94+27bvvvrBo0aJY9wEPPPBAsZxr1qyplQ9/H3jgAVi7di2TOfroo3sY/fQxnXIHfOQjH4FLL70UrrvuOjjyyCNrZQ8++GDYd999Ydu2bfOis5tJuQOWLFkCz3nOc2Dbtm0AsPCv96OPPgpXX301XHLJJY1+5tv17hal3/b4+DgsW7YMFi1aNOP2M59x9dVXw3/5L/8FPvvZz2bTcxIrV66EZzzjGfF3sFBw7LHHwje+8Q0A6M39IqBva272228/OOyww2r/jY6OwsaNG+Hhhx+G2267LerecMMN0Ol0ImFpg9tvvx0AIN78Nm7cCHfeeScjEF/72tdgfHwcDj/88N4UUsFsl3tiYgJOOOEEGB0dhS9+8YvZK7Mabr/9dnjSk540J1+jHR0dhWOOOQauv/76mNbpdOD6669nT+sUGzduZPIA1bUL8gcddBCsWbOGyUxMTMAtt9xStNlvTKfcAAAf+tCH4AMf+ABce+21bD1WCT//+c/hwQcfZJ3+XGK65aaYmpqCO++8M5ZpIV9vgGrbg8nJSXjta1/b6Ge+Xe9u0fTb7kX7ma/4x3/8R3j9618P//iP/8he9y9h586dcM899wzstS7h9ttvj2Xq6fXuavlxn3DSSSfhc57zHLzlllvwG9/4Bj796U9nr0T//Oc/x0MPPRRvueUWRETctm0bXnLJJXjrrbfivffei1/4whfw4IMPxhe96EVRJ7wKfsIJJ+Dtt9+O1157Le63337z7lXwbsq9Y8cO3LBhAx5xxBG4bds29mrdnj17EBHxi1/8Iv793/893nnnnXj33Xfj3/3d3+Fee+2FF1544ZyUEbF61W9sbAyvvPJK/OEPf4hvfOMbceXKlfFNtte97nX47ne/O8p/85vfxMWLF+NHPvIR/NGPfoQXXXSR+ir4ypUr8Qtf+ALecccd+Ed/9Efz8tXgbsp96aWX4ujoKP7v//2/2bV95JFHEBHxkUcewT/7sz/DrVu34r333ovXXXcdPve5z8WnP/3puGvXrjkpo4Zuy33xxRfjv/zLv+A999yDt912G55++um4dOlS/MEPfhBlFuL1DnjhC1+Ir3rVq7L0QbjejzzyCH7ve9/D733vewgA+Fd/9Vf4ve99D3/6058iIuK73/1ufN3rXhflw6vg73znO/FHP/oRXnbZZeqr4HX1OB/Qbbk//elP4+LFi/Gyyy5jv+2HH344yrzjHe/AG2+8Ee+991785je/iZs2bcJ9990Xf/WrX/W9fCV0W+6PfvSj+PnPfx7vvvtuvPPOO/Ftb3sbjoyM4HXXXRdlenW95yW5efDBB/GMM87AffbZB8fHx/H1r399vKEjIt57770IAPj1r38dERHvu+8+fNGLXoSrVq3CsbExfNrTnobvfOc72T43iIg/+clP8OSTT8Zly5bhvvvui+94xzvYK9NzjW7LHV6r0/7de++9iFi9Tn700UfjPvvsg3vvvTceddRRePnll7N9BeYCH/vYx/CAAw7A0dFRPPbYY/Fb3/pWzHvxi1+MZ555JpP/zGc+g894xjNwdHQUn/WsZ+E///M/s/xOp4Pve9/7cP/998exsTE8/vjj8a677upHUbpCN+U+8MAD1Wt70UUXISLiY489hieccALut99+uGTJEjzwwAPxnHPOmVc3/YBuyv32t789yu6///74spe9jO3/gbgwrzci4o9//GMEAPzXf/3XzNYgXO/SPSmU88wzz8QXv/jFmc7RRx+No6OjePDBB7N9fQLq6nE+oNtyv/jFL66VR6xeiV+7di2Ojo7i7/zO7+CrXvUq3LZtW38L1oBuy/3BD34QDznkEFy6dCmuWrUKjzvuOLzhhhsyu7243g5xjt4JNhgMBoPBYJgFzLt9bgwGg8FgMBhmAiM3BoPBYDAYFhSM3BgMBoPBYFhQMHJjMBgMBoNhQcHIjcFgMBgMhgUFIzcGg8FgMBgWFIzcGAwGg8FgWFAwcmMwGAwGg2FBwciNwWAwGAyGBQUjNwaDwWAwGBYUjNwYDAaDwWBYUPj/Acajw2Apte/9AAAAAElFTkSuQmCC",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -736,7 +749,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 20,
    "id": "dceca704-2695-431c-a7a5-c32d7098220c",
    "metadata": {},
    "outputs": [
@@ -744,10 +757,10 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune before correction [0.22270859 0.25805266]\n",
+      "Tune before correction [0.21 0.3 ]\n",
       "Chanding tune by [-0.01, -0.02]\n",
-      "Tune after correction [0.22256749 0.25918036]\n",
-      "Tune setting the tune back to original value correction [0.22256749 0.25918036]\n"
+      "Tune after correction [0.20002148 0.27991051]\n",
+      "Tune setting the tune back to original value before correction [0.21 0.3 ]\n"
      ]
     }
    ],
@@ -758,20 +771,21 @@
     "print(f\"Chanding tune by [{dqx}, {dqy}]\")\n",
     "new_strength = old_strength_values + np.matmul(correctionmat, [dqx, dqy])\n",
     "qcorrectors.strengths.set(new_strength)\n",
-    "sleep(2)\n",
+    "sleep(5)\n",
     "# tune_monitor.tune.get()\n",
     "print(f\"Tune after correction {tune_monitor.tune.get()}\")\n",
     "qcorrectors.strengths.set(old_strength_values)\n",
-    "sleep(3)\n",
+    "sleep(5)\n",
     "print(\n",
-    "    f\"Tune setting the tune back to original value correction {tune_monitor.tune.get()}\"\n",
+    "    \"Tune setting the tune back to original\",\n",
+    "    f\"value before correction {tune_monitor.tune.get()}\",\n",
     ")"
    ]
   },
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "2c40dd42-6b20-40e3-9c9c-00db74e65075",
+   "id": "46f457e9-3d6c-4246-9771-4c02aed1a39c",
    "metadata": {},
    "outputs": [],
    "source": []
diff --git a/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb b/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb
index c2b9cad5..5c7e686f 100644
--- a/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb
+++ b/examples/SOLEIL_examples/02-chromaticity_measurement.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 1,
    "id": "9fccf447-e065-46ab-88c3-a9763d9ed06b",
    "metadata": {},
    "outputs": [],
@@ -18,7 +18,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 2,
    "id": "6c657c45-2d0e-404a-8304-b250becea262",
    "metadata": {},
    "outputs": [
@@ -26,8 +26,18 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "06 Feb% 2026, 21:25:07 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
+      "10 Mar 2026, 13:54:51 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
      ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "Accelerator(facility='Synchrotron SOLEIL', machine='sr', energy=2750000000.0, controls=[TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)], simulators=[Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7c55d0c9b6e0>, description=None)], data_folder='/data/store', description=None)"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
     }
    ],
    "source": [
@@ -66,39 +76,40 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 3,
    "id": "a5bde3a2-b1aa-4c64-afaf-068ad61f0f1b",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)"
+       "Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7c55d0c9b6e0>, description=None)"
       ]
      },
-     "execution_count": 4,
+     "execution_count": 3,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "control_mode = sr.live\n",
+    "control_mode = sr.design\n",
+    "wait_time = 2.0 if control_mode == sr.live else 0.1\n",
     "control_mode"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 4,
    "id": "1da59cb7-ba59-479f-97d2-4fa550574737",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "ChomaticityMonitor(peer='TangoControlSystem:live', name='DEFAULT_CHROMATICITY_MEASUREMENT', description=None, lattice_names=None, betatron_tune='BETATRON_TUNE', RFfreq='RF', N_step=15, alphac=None, E_delta=0.001, Max_E_delta=0.01, N_tune_meas=3, Sleep_between_meas=2.0, Sleep_between_RFvar=2.0, fit_order=2)"
+       "ChomaticityMonitor(peer='Simulator:design', name='DEFAULT_CHROMATICITY_MEASUREMENT', description=None, lattice_names=None, betatron_tune='BETATRON_TUNE', RFfreq='RF', N_step=15, alphac=None, E_delta=0.001, Max_E_delta=0.01, N_tune_meas=3, Sleep_between_meas=2.0, Sleep_between_RFvar=2.0, fit_order=2)"
       ]
      },
-     "execution_count": 7,
+     "execution_count": 4,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -112,7 +123,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 5,
    "id": "cbd5672c-79e6-457f-b388-b2fdcac77d11",
    "metadata": {},
    "outputs": [],
@@ -125,7 +136,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 6,
    "id": "bd984afc-d011-40a6-8a26-983fdc923a5b",
    "metadata": {},
    "outputs": [],
@@ -137,7 +148,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 7,
    "id": "a0e66f14-cf54-4811-b728-652dd9f7025b",
    "metadata": {},
    "outputs": [
@@ -145,26 +156,26 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.22420592090520933), np.float64(0.26088922107302354)]\n",
-      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.22420592090520933), np.float64(0.26088922107302354)]\n",
-      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.22420592090520933), np.float64(0.26088922107302354)]\n",
-      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.22337458227408036), np.float64(0.26002474411001525)]\n",
-      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.22337458227408036), np.float64(0.26002474411001525)]\n",
-      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.22337458227408036), np.float64(0.26002474411001525)]\n",
-      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2225674865585211), np.float64(0.25918035976561465)]\n",
-      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2225674865585211), np.float64(0.25918035976561465)]\n",
-      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2225674865585211), np.float64(0.25918035976561465)]\n",
-      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2217864403217498), np.float64(0.2583561283282517)]\n",
-      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2217864403217498), np.float64(0.2583561283282517)]\n",
-      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2217864403217498), np.float64(0.2583561283282517)]\n",
-      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.22103325390879502), np.float64(0.257552106866285)]\n",
-      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.22103325390879502), np.float64(0.257552106866285)]\n",
-      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.22103325390879502), np.float64(0.257552106866285)]\n"
+      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.20285220647986704), np.float64(0.3017933885947794)]\n",
+      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.20285220647986704), np.float64(0.3017933885947794)]\n",
+      "Tune response measurement: #0 RF=352314214.3832288 Tune=[np.float64(0.20285220647986704), np.float64(0.3017933885947794)]\n",
+      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.2020269259035969), np.float64(0.3009624688365181)]\n",
+      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.2020269259035969), np.float64(0.3009624688365181)]\n",
+      "Tune response measurement: #1 RF=352314233.2437594 Tune=[np.float64(0.2020269259035969), np.float64(0.3009624688365181)]\n",
+      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2012191597902539), np.float64(0.3001527731182526)]\n",
+      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2012191597902539), np.float64(0.3001527731182526)]\n",
+      "Tune response measurement: #2 RF=352314252.10429 Tune=[np.float64(0.2012191597902539), np.float64(0.3001527731182526)]\n",
+      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2004309374269868), np.float64(0.29936442967703447)]\n",
+      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2004309374269868), np.float64(0.29936442967703447)]\n",
+      "Tune response measurement: #3 RF=352314270.9648206 Tune=[np.float64(0.2004309374269868), np.float64(0.29936442967703447)]\n",
+      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.19966429797000723), np.float64(0.2985975654797576)]\n",
+      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.19966429797000723), np.float64(0.2985975654797576)]\n",
+      "Tune response measurement: #4 RF=352314289.82535124 Tune=[np.float64(0.19966429797000723), np.float64(0.2985975654797576)]\n"
      ]
     },
     {
      "data": {
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",
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",
       "text/plain": [
        "<Figure size 640x480 with 2 Axes>"
       ]
@@ -175,10 +186,10 @@
     {
      "data": {
       "text/plain": [
-       "array([1.58669519, 1.66856884])"
+       "array([1.5943611 , 1.59793708])"
       ]
      },
-     "execution_count": 10,
+     "execution_count": 7,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -190,8 +201,8 @@
     "    alphac=alphac,\n",
     "    fit_order=2,\n",
     "    N_step=5,\n",
-    "    Sleep_between_meas=2.5,\n",
-    "    Sleep_between_RFvar=2.5,\n",
+    "    Sleep_between_meas=wait_time,\n",
+    "    Sleep_between_RFvar=wait_time,\n",
     ")"
    ]
   },
@@ -202,6 +213,14 @@
    "metadata": {},
    "outputs": [],
    "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "b5114363-ac95-41f9-b1b1-e433d4e7184b",
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
diff --git a/examples/SOLEIL_examples/03-Orbit_correction.ipynb b/examples/SOLEIL_examples/03-Orbit_correction.ipynb
index ed4f4f17..0840742c 100644
--- a/examples/SOLEIL_examples/03-Orbit_correction.ipynb
+++ b/examples/SOLEIL_examples/03-Orbit_correction.ipynb
@@ -28,13 +28,13 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "11 Feb% 2026, 14:15:52 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
+      "10 Mar 2026, 14:24:34 | WARNING | PyAML Tango control system binding (0.3.3) initialized with name 'live' and TANGO_HOST=localhost:11000\n"
      ]
     },
     {
      "data": {
       "text/plain": [
-       "Accelerator(facility='Synchrotron SOLEIL', machine='sr', energy=2750000000.0, controls=[TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)], simulators=[Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7c2074337500>, description=None)], data_folder='/data/store', description=None)"
+       "Accelerator(facility='Synchrotron SOLEIL', machine='sr', energy=2750000000.0, controls=[TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)], simulators=[Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7a9ce81a4c80>, description=None)], data_folder='/data/store', description=None)"
       ]
      },
      "execution_count": 2,
@@ -85,7 +85,7 @@
     {
      "data": {
       "text/plain": [
-       "Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7c2074337500>, description=None)"
+       "TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)"
       ]
      },
      "execution_count": 3,
@@ -94,7 +94,8 @@
     }
    ],
    "source": [
-    "control_mode = sr.design\n",
+    "control_mode = sr.live\n",
+    "wait_time = 2.0 if control_mode == sr.live else 0.1\n",
     "control_mode"
    ]
   },
@@ -166,7 +167,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": null,
    "id": "19b62db1-e93f-48cc-8351-f09c518379de",
    "metadata": {},
    "outputs": [
@@ -174,372 +175,24 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "11 Feb% 2026, 14:17:54 | INFO | Measuring correctors from the default arrays: HCORR and VCORR.\n",
-      "11 Feb% 2026, 14:17:55 | INFO | Measured response of SH1_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:56 | INFO | Measured response of SH2_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:56 | INFO | Measured response of SXF11_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:57 | INFO | Measured response of SXF1_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:57 | INFO | Measured response of SXF13_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:58 | INFO | Measured response of SXF13_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:17:58 | INFO | Measured response of SXF1_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:17:58 | INFO | Measured response of SXF12_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:59 | INFO | Measured response of SH6_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:17:59 | INFO | Measured response of SH4_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:00 | INFO | Measured response of SH4_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:00 | INFO | Measured response of SH6_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:01 | INFO | Measured response of SXF21_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:01 | INFO | Measured response of SXF2_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:01 | INFO | Measured response of SXF22_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:02 | INFO | Measured response of SH9_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:02 | INFO | Measured response of SH7_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:03 | INFO | Measured response of SH7_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:03 | INFO | Measured response of SH9_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:04 | INFO | Measured response of SXF31_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:04 | INFO | Measured response of SXF3_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:05 | INFO | Measured response of SXF33_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:05 | INFO | Measured response of SXF33_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:06 | INFO | Measured response of SXF3_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:06 | INFO | Measured response of SXF32_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:07 | INFO | Measured response of SH9_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:08 | INFO | Measured response of SH7_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:08 | INFO | Measured response of SH7_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:09 | INFO | Measured response of SH9_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:10 | INFO | Measured response of SXF41_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:10 | INFO | Measured response of SXF4_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:10 | INFO | Measured response of SXF42_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:11 | INFO | Measured response of SH12_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:12 | INFO | Measured response of SH10_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:12 | INFO | Measured response of SH10_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:13 | INFO | Measured response of SH12_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:13 | INFO | Measured response of SXF51_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:14 | INFO | Measured response of SXF5_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:14 | INFO | Measured response of SXF53_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:15 | INFO | Measured response of SXF53_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:15 | INFO | Measured response of SXF5_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:16 | INFO | Measured response of SXF52_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:17 | INFO | Measured response of SH14_HCOR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:17 | INFO | Measured response of SH13_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:18 | INFO | Measured response of SH16_COR_001.hcorrector.\n",
-      "11 Feb% 2026, 14:18:19 | INFO | Measured response of SH16_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:19 | INFO | Measured response of SH13_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:20 | INFO | Measured response of SH14_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:20 | INFO | Measured response of SXF52_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:21 | INFO | Measured response of SXF5_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:22 | INFO | Measured response of SXF53_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:22 | INFO | Measured response of SXF53_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:23 | INFO | Measured response of SXF5_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:23 | INFO | Measured response of SXF51_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:24 | INFO | Measured response of SH12_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:25 | INFO | Measured response of SH10_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:25 | INFO | Measured response of SH10_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:26 | INFO | Measured response of SH12_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:26 | INFO | Measured response of SXF42_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:27 | INFO | Measured response of SXF4_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:27 | INFO | Measured response of SXF41_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:28 | INFO | Measured response of SH9_COR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:28 | INFO | Measured response of SH7_COR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:29 | INFO | Measured response of SH7_COR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:29 | INFO | Measured response of SH9_COR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:29 | INFO | Measured response of SXF32_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:30 | INFO | Measured response of SXF3_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:30 | INFO | Measured response of SXF33_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:31 | INFO | Measured response of SXF33_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:31 | INFO | Measured response of SXF3_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:32 | INFO | Measured response of SXF31_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:32 | INFO | Measured response of SH9_COR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:18:33 | INFO | Measured response of SH7_COR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:18:33 | INFO | Measured response of SH7_COR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:18:34 | INFO | Measured response of SH9_COR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:18:34 | INFO | Measured response of SXF22_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:34 | INFO | Measured response of SXF2_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:35 | INFO | Measured response of SXF21_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:35 | INFO | Measured response of SH6_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:36 | INFO | Measured response of SH4_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:36 | INFO | Measured response of SH4_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:37 | INFO | Measured response of SH6_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:37 | INFO | Measured response of SXF12_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:38 | INFO | Measured response of SXF1_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:38 | INFO | Measured response of SXF13_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:38 | INFO | Measured response of SXF13_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:39 | INFO | Measured response of SXF1_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:18:39 | INFO | Measured response of SXF11_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:40 | INFO | Measured response of SH2_HCOR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:40 | INFO | Measured response of SH1_COR_002.hcorrector.\n",
-      "11 Feb% 2026, 14:18:40 | INFO | Measured response of SH1_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:41 | INFO | Measured response of SH2_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:41 | INFO | Measured response of SXF11_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:42 | INFO | Measured response of SXF1_HCOR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:42 | INFO | Measured response of SXF13_HCOR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:43 | INFO | Measured response of SXF13_HCOR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:43 | INFO | Measured response of SXF1_HCOR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:43 | INFO | Measured response of SXF12_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:44 | INFO | Measured response of SH6_COR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:44 | INFO | Measured response of SH4_COR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:45 | INFO | Measured response of SH4_COR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:45 | INFO | Measured response of SH6_COR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:46 | INFO | Measured response of SXF21_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:46 | INFO | Measured response of SXF2_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:46 | INFO | Measured response of SXF22_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:47 | INFO | Measured response of SH9_COR_009.hcorrector.\n",
-      "11 Feb% 2026, 14:18:47 | INFO | Measured response of SH7_COR_009.hcorrector.\n",
-      "11 Feb% 2026, 14:18:48 | INFO | Measured response of SH7_COR_010.hcorrector.\n",
-      "11 Feb% 2026, 14:18:48 | INFO | Measured response of SH9_COR_010.hcorrector.\n",
-      "11 Feb% 2026, 14:18:49 | INFO | Measured response of SXF31_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:49 | INFO | Measured response of SXF3_HCOR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:50 | INFO | Measured response of SXF33_HCOR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:50 | INFO | Measured response of SXF33_HCOR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:50 | INFO | Measured response of SXF3_HCOR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:51 | INFO | Measured response of SXF32_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:51 | INFO | Measured response of SH9_COR_011.hcorrector.\n",
-      "11 Feb% 2026, 14:18:52 | INFO | Measured response of SH7_COR_011.hcorrector.\n",
-      "11 Feb% 2026, 14:18:52 | INFO | Measured response of SH7_COR_012.hcorrector.\n",
-      "11 Feb% 2026, 14:18:53 | INFO | Measured response of SH9_COR_012.hcorrector.\n",
-      "11 Feb% 2026, 14:18:53 | INFO | Measured response of SXF41_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:54 | INFO | Measured response of SXF4_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:55 | INFO | Measured response of SXF42_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:55 | INFO | Measured response of SH12_COR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:56 | INFO | Measured response of SH10_COR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:56 | INFO | Measured response of SH10_COR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:57 | INFO | Measured response of SH12_COR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:18:57 | INFO | Measured response of SXF51_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:18:58 | INFO | Measured response of SXF5_HCOR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:58 | INFO | Measured response of SXF53_HCOR_005.hcorrector.\n",
-      "11 Feb% 2026, 14:18:59 | INFO | Measured response of SXF53_HCOR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:19:00 | INFO | Measured response of SXF5_HCOR_006.hcorrector.\n",
-      "11 Feb% 2026, 14:19:00 | INFO | Measured response of SXF52_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:19:00 | INFO | Measured response of SH14_HCOR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:19:01 | INFO | Measured response of SH13_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:19:02 | INFO | Measured response of SH16_COR_003.hcorrector.\n",
-      "11 Feb% 2026, 14:19:02 | INFO | Measured response of SH16_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:03 | INFO | Measured response of SH13_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:04 | INFO | Measured response of SH14_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:04 | INFO | Measured response of SXF52_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:05 | INFO | Measured response of SXF5_HCOR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:05 | INFO | Measured response of SXF53_HCOR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:06 | INFO | Measured response of SXF53_HCOR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:06 | INFO | Measured response of SXF5_HCOR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:07 | INFO | Measured response of SXF51_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:07 | INFO | Measured response of SH12_COR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:08 | INFO | Measured response of SH10_COR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:09 | INFO | Measured response of SH10_COR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:09 | INFO | Measured response of SH12_COR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:10 | INFO | Measured response of SXF42_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:10 | INFO | Measured response of SXF4_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:11 | INFO | Measured response of SXF41_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:12 | INFO | Measured response of SH9_COR_013.hcorrector.\n",
-      "11 Feb% 2026, 14:19:12 | INFO | Measured response of SH7_COR_013.hcorrector.\n",
-      "11 Feb% 2026, 14:19:13 | INFO | Measured response of SH7_COR_014.hcorrector.\n",
-      "11 Feb% 2026, 14:19:13 | INFO | Measured response of SH9_COR_014.hcorrector.\n",
-      "11 Feb% 2026, 14:19:14 | INFO | Measured response of SXF32_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:14 | INFO | Measured response of SXF3_HCOR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:15 | INFO | Measured response of SXF33_HCOR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:16 | INFO | Measured response of SXF33_HCOR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:16 | INFO | Measured response of SXF3_HCOR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:17 | INFO | Measured response of SXF31_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:17 | INFO | Measured response of SH9_COR_015.hcorrector.\n",
-      "11 Feb% 2026, 14:19:18 | INFO | Measured response of SH7_COR_015.hcorrector.\n",
-      "11 Feb% 2026, 14:19:19 | INFO | Measured response of SH7_COR_016.hcorrector.\n",
-      "11 Feb% 2026, 14:19:19 | INFO | Measured response of SH9_COR_016.hcorrector.\n",
-      "11 Feb% 2026, 14:19:20 | INFO | Measured response of SXF22_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:20 | INFO | Measured response of SXF2_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:21 | INFO | Measured response of SXF21_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:21 | INFO | Measured response of SH6_COR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:22 | INFO | Measured response of SH4_COR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:22 | INFO | Measured response of SH4_COR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:23 | INFO | Measured response of SH6_COR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:23 | INFO | Measured response of SXF12_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:24 | INFO | Measured response of SXF1_HCOR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:25 | INFO | Measured response of SXF13_HCOR_007.hcorrector.\n",
-      "11 Feb% 2026, 14:19:25 | INFO | Measured response of SXF13_HCOR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:26 | INFO | Measured response of SXF1_HCOR_008.hcorrector.\n",
-      "11 Feb% 2026, 14:19:27 | INFO | Measured response of SXF11_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:27 | INFO | Measured response of SH2_HCOR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:28 | INFO | Measured response of SH1_COR_004.hcorrector.\n",
-      "11 Feb% 2026, 14:19:28 | INFO | Measured response of SH1_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:28 | INFO | Measured response of SH3_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:29 | INFO | Measured response of SXD11_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:29 | INFO | Measured response of SXD1_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:30 | INFO | Measured response of SXD13_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:31 | INFO | Measured response of SXD1_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:31 | INFO | Measured response of SXD1_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:32 | INFO | Measured response of SXD12_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:32 | INFO | Measured response of SH6_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:33 | INFO | Measured response of SH4_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:34 | INFO | Measured response of SH4_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:34 | INFO | Measured response of SH6_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:34 | INFO | Measured response of SXD21_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:35 | INFO | Measured response of SXD2_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:36 | INFO | Measured response of SXD22_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:36 | INFO | Measured response of SH9_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:37 | INFO | Measured response of SH7_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:37 | INFO | Measured response of SH7_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:38 | INFO | Measured response of SH9_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:38 | INFO | Measured response of SXD31_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:39 | INFO | Measured response of SXD3_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:40 | INFO | Measured response of SXD33_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:40 | INFO | Measured response of SXD3_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:41 | INFO | Measured response of SXD3_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:42 | INFO | Measured response of SXD32_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:42 | INFO | Measured response of SH9_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:43 | INFO | Measured response of SH7_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:43 | INFO | Measured response of SH7_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:19:44 | INFO | Measured response of SH9_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:19:45 | INFO | Measured response of SXD41_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:45 | INFO | Measured response of SXD4_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:46 | INFO | Measured response of SXD42_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:47 | INFO | Measured response of SH12_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:47 | INFO | Measured response of SH10_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:48 | INFO | Measured response of SH10_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:48 | INFO | Measured response of SH12_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:49 | INFO | Measured response of SXD51_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:49 | INFO | Measured response of SXD5_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:49 | INFO | Measured response of SXD53_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:50 | INFO | Measured response of SXD5_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:50 | INFO | Measured response of SXD5_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:51 | INFO | Measured response of SXD52_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:52 | INFO | Measured response of SH15_VCOR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:52 | INFO | Measured response of SH13_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:53 | INFO | Measured response of SH16_COR_001.vcorrector.\n",
-      "11 Feb% 2026, 14:19:53 | INFO | Measured response of SH16_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:54 | INFO | Measured response of SH13_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:54 | INFO | Measured response of SH15_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:55 | INFO | Measured response of SXD52_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:55 | INFO | Measured response of SXD5_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:19:56 | INFO | Measured response of SXD53_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:56 | INFO | Measured response of SXD5_VCOR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:19:57 | INFO | Measured response of SXD5_VCOR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:19:58 | INFO | Measured response of SXD51_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:19:58 | INFO | Measured response of SH12_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:59 | INFO | Measured response of SH10_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:19:59 | INFO | Measured response of SH10_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:00 | INFO | Measured response of SH12_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:01 | INFO | Measured response of SXD42_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:01 | INFO | Measured response of SXD4_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:02 | INFO | Measured response of SXD41_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:02 | INFO | Measured response of SH9_COR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:03 | INFO | Measured response of SH7_COR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:03 | INFO | Measured response of SH7_COR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:04 | INFO | Measured response of SH9_COR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:05 | INFO | Measured response of SXD32_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:05 | INFO | Measured response of SXD3_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:06 | INFO | Measured response of SXD33_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:06 | INFO | Measured response of SXD3_VCOR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:07 | INFO | Measured response of SXD3_VCOR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:08 | INFO | Measured response of SXD31_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:08 | INFO | Measured response of SH9_COR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:09 | INFO | Measured response of SH7_COR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:10 | INFO | Measured response of SH7_COR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:10 | INFO | Measured response of SH9_COR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:10 | INFO | Measured response of SXD22_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:11 | INFO | Measured response of SXD2_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:11 | INFO | Measured response of SXD21_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:12 | INFO | Measured response of SH6_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:12 | INFO | Measured response of SH4_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:13 | INFO | Measured response of SH4_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:13 | INFO | Measured response of SH6_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:14 | INFO | Measured response of SXD12_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:14 | INFO | Measured response of SXD1_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:15 | INFO | Measured response of SXD13_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:16 | INFO | Measured response of SXD1_VCOR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:16 | INFO | Measured response of SXD1_VCOR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:17 | INFO | Measured response of SXD11_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:17 | INFO | Measured response of SH3_VCOR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:18 | INFO | Measured response of SH1_COR_002.vcorrector.\n",
-      "11 Feb% 2026, 14:20:19 | INFO | Measured response of SH1_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:19 | INFO | Measured response of SH3_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:20 | INFO | Measured response of SXD11_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:21 | INFO | Measured response of SXD1_VCOR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:21 | INFO | Measured response of SXD13_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:22 | INFO | Measured response of SXD1_VCOR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:22 | INFO | Measured response of SXD1_VCOR_009.vcorrector.\n",
-      "11 Feb% 2026, 14:20:23 | INFO | Measured response of SXD12_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:23 | INFO | Measured response of SH6_COR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:24 | INFO | Measured response of SH4_COR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:24 | INFO | Measured response of SH4_COR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:25 | INFO | Measured response of SH6_COR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:26 | INFO | Measured response of SXD21_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:26 | INFO | Measured response of SXD2_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:27 | INFO | Measured response of SXD22_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:27 | INFO | Measured response of SH9_COR_009.vcorrector.\n",
-      "11 Feb% 2026, 14:20:28 | INFO | Measured response of SH7_COR_009.vcorrector.\n",
-      "11 Feb% 2026, 14:20:29 | INFO | Measured response of SH7_COR_010.vcorrector.\n",
-      "11 Feb% 2026, 14:20:29 | INFO | Measured response of SH9_COR_010.vcorrector.\n",
-      "11 Feb% 2026, 14:20:30 | INFO | Measured response of SXD31_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:30 | INFO | Measured response of SXD3_VCOR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:31 | INFO | Measured response of SXD33_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:31 | INFO | Measured response of SXD3_VCOR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:32 | INFO | Measured response of SXD3_VCOR_009.vcorrector.\n",
-      "11 Feb% 2026, 14:20:32 | INFO | Measured response of SXD32_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:32 | INFO | Measured response of SH9_COR_011.vcorrector.\n",
-      "11 Feb% 2026, 14:20:33 | INFO | Measured response of SH7_COR_011.vcorrector.\n",
-      "11 Feb% 2026, 14:20:33 | INFO | Measured response of SH7_COR_012.vcorrector.\n",
-      "11 Feb% 2026, 14:20:34 | INFO | Measured response of SH9_COR_012.vcorrector.\n",
-      "11 Feb% 2026, 14:20:34 | INFO | Measured response of SXD41_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:35 | INFO | Measured response of SXD4_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:35 | INFO | Measured response of SXD42_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:35 | INFO | Measured response of SH12_COR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:36 | INFO | Measured response of SH10_COR_005.vcorrector.\n",
-      "11 Feb% 2026, 14:20:36 | INFO | Measured response of SH10_COR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:37 | INFO | Measured response of SH12_COR_006.vcorrector.\n",
-      "11 Feb% 2026, 14:20:37 | INFO | Measured response of SXD51_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:38 | INFO | Measured response of SXD5_VCOR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:38 | INFO | Measured response of SXD53_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:38 | INFO | Measured response of SXD5_VCOR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:39 | INFO | Measured response of SXD5_VCOR_009.vcorrector.\n",
-      "11 Feb% 2026, 14:20:39 | INFO | Measured response of SXD52_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:40 | INFO | Measured response of SH15_VCOR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:40 | INFO | Measured response of SH13_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:40 | INFO | Measured response of SH16_COR_003.vcorrector.\n",
-      "11 Feb% 2026, 14:20:41 | INFO | Measured response of SH16_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:41 | INFO | Measured response of SH13_COR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:42 | INFO | Measured response of SH15_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:42 | INFO | Measured response of SXD52_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:42 | INFO | Measured response of SXD5_VCOR_010.vcorrector.\n",
-      "11 Feb% 2026, 14:20:43 | INFO | Measured response of SXD53_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:43 | INFO | Measured response of SXD5_VCOR_011.vcorrector.\n",
-      "11 Feb% 2026, 14:20:44 | INFO | Measured response of SXD5_VCOR_012.vcorrector.\n",
-      "11 Feb% 2026, 14:20:44 | INFO | Measured response of SXD51_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:45 | INFO | Measured response of SH12_COR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:45 | INFO | Measured response of SH10_COR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:46 | INFO | Measured response of SH10_COR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:46 | INFO | Measured response of SH12_COR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:47 | INFO | Measured response of SXD42_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:47 | INFO | Measured response of SXD4_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:47 | INFO | Measured response of SXD41_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:48 | INFO | Measured response of SH9_COR_013.vcorrector.\n",
-      "11 Feb% 2026, 14:20:48 | INFO | Measured response of SH7_COR_013.vcorrector.\n",
-      "11 Feb% 2026, 14:20:49 | INFO | Measured response of SH7_COR_014.vcorrector.\n",
-      "11 Feb% 2026, 14:20:49 | INFO | Measured response of SH9_COR_014.vcorrector.\n",
-      "11 Feb% 2026, 14:20:50 | INFO | Measured response of SXD32_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:50 | INFO | Measured response of SXD3_VCOR_010.vcorrector.\n",
-      "11 Feb% 2026, 14:20:51 | INFO | Measured response of SXD33_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:51 | INFO | Measured response of SXD3_VCOR_011.vcorrector.\n",
-      "11 Feb% 2026, 14:20:51 | INFO | Measured response of SXD3_VCOR_012.vcorrector.\n",
-      "11 Feb% 2026, 14:20:52 | INFO | Measured response of SXD31_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:52 | INFO | Measured response of SH9_COR_015.vcorrector.\n",
-      "11 Feb% 2026, 14:20:53 | INFO | Measured response of SH7_COR_015.vcorrector.\n",
-      "11 Feb% 2026, 14:20:53 | INFO | Measured response of SH7_COR_016.vcorrector.\n",
-      "11 Feb% 2026, 14:20:54 | INFO | Measured response of SH9_COR_016.vcorrector.\n",
-      "11 Feb% 2026, 14:20:54 | INFO | Measured response of SXD22_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:55 | INFO | Measured response of SXD2_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:55 | INFO | Measured response of SXD21_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:55 | INFO | Measured response of SH6_COR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:56 | INFO | Measured response of SH4_COR_007.vcorrector.\n",
-      "11 Feb% 2026, 14:20:56 | INFO | Measured response of SH4_COR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:57 | INFO | Measured response of SH6_COR_008.vcorrector.\n",
-      "11 Feb% 2026, 14:20:57 | INFO | Measured response of SXD12_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:58 | INFO | Measured response of SXD1_VCOR_010.vcorrector.\n",
-      "11 Feb% 2026, 14:20:58 | INFO | Measured response of SXD13_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:20:59 | INFO | Measured response of SXD1_VCOR_011.vcorrector.\n",
-      "11 Feb% 2026, 14:20:59 | INFO | Measured response of SXD1_VCOR_012.vcorrector.\n",
-      "11 Feb% 2026, 14:21:00 | INFO | Measured response of SXD11_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:21:00 | INFO | Measured response of SH3_VCOR_004.vcorrector.\n",
-      "11 Feb% 2026, 14:21:01 | INFO | Measured response of SH1_COR_004.vcorrector.\n"
+      "10 Mar 2026, 14:24:37 | INFO | Measuring correctors from the default arrays: HCORR and VCORR.\n",
+      "10 Mar 2026, 14:24:45 | INFO | Measured response of SH1_COR_001.hcorrector.\n",
+      "10 Mar 2026, 14:24:52 | INFO | Measured response of SH2_HCOR_001.hcorrector.\n",
+      "10 Mar 2026, 14:24:58 | INFO | Measured response of SXF11_HCOR_001.hcorrector.\n",
+      "10 Mar 2026, 14:25:04 | INFO | Measured response of SXF1_HCOR_001.hcorrector.\n",
+      "10 Mar 2026, 14:25:11 | INFO | Measured response of SXF13_HCOR_001.hcorrector.\n",
+      "10 Mar 2026, 14:25:17 | INFO | Measured response of SXF13_HCOR_002.hcorrector.\n",
+      "10 Mar 2026, 14:25:24 | INFO | Measured response of SXF1_HCOR_002.hcorrector.\n",
+      "10 Mar 2026, 14:25:30 | INFO | Measured response of SXF12_HCOR_001.hcorrector.\n",
+      "10 Mar 2026, 14:25:37 | INFO | Measured response of SH6_COR_001.hcorrector.\n",
+      "10 Mar 2026, 14:25:43 | INFO | Measured response of SH4_COR_001.hcorrector.\n",
+      "10 Mar 2026, 14:25:49 | INFO | Measured response of SH4_COR_002.hcorrector.\n",
+      "10 Mar 2026, 14:25:56 | INFO | Measured response of SH6_COR_002.hcorrector.\n"
      ]
     }
    ],
    "source": [
-    "orm.measure(set_wait_time=0.01)"
+    "orm.measure(set_wait_time=wait_time)"
    ]
   },
   {
@@ -590,7 +243,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.image.AxesImage at 0x7c20724ada60>"
+       "<matplotlib.image.AxesImage at 0x72bba2aa09e0>"
       ]
      },
      "execution_count": 10,
@@ -614,7 +267,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 11,
    "id": "79628252-7eea-44f1-83f9-5c032dbd75d6",
    "metadata": {},
    "outputs": [],
@@ -632,18 +285,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
-   "id": "a771c0f2-d09a-4ae6-ae95-f0416f6c570b",
+   "execution_count": 12,
+   "id": "7c0c30e7-a6f8-458e-a4d5-02f0ca63ad19",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "R.m.s. orbit before correction H:  20.2 µm, V:  21.2 µm.\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "std_kick = 1e-6\n",
     "hcorr = control_mode.get_magnets(\"HCORR\")\n",
@@ -657,8 +302,24 @@
     ")\n",
     "vcorr.strengths.set(\n",
     "    vcorr.strengths.get() + std_kick * np.random.normal(size=len(vcorr))\n",
-    ")\n",
-    "\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "a771c0f2-d09a-4ae6-ae95-f0416f6c570b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "R.m.s. orbit before correction H:  29.0 µm, V:  14.2 µm.\n"
+     ]
+    }
+   ],
+   "source": [
     "positions_bc = bpms.positions.get()\n",
     "std_bc = np.std(positions_bc, axis=0)\n",
     "sleep(2)\n",
@@ -678,7 +339,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 14,
    "id": "5785e582-a8ff-4464-a759-fe731f197420",
    "metadata": {},
    "outputs": [
@@ -688,13 +349,13 @@
        "Text(0, 0.5, 'Orbit')"
       ]
      },
-     "execution_count": 12,
+     "execution_count": 14,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -724,18 +385,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 52,
    "id": "51ba7574-d658-4a00-bca9-92f412561174",
    "metadata": {},
    "outputs": [],
    "source": [
     "sr.design.get_lattice().enable_6d()\n",
-    "control_mode = sr.design"
+    "control_mode = sr.live\n",
+    "wait_time = 4.0 if control_mode == sr.live else 0.1\n",
+    "sr.design.get_lattice().enable_6d()"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 55,
    "id": "13d1490e-13eb-4cbb-a34b-48c3bf542886",
    "metadata": {},
    "outputs": [],
@@ -745,31 +408,46 @@
     "\n",
     "dispersion = Dispersion(\n",
     "    cfg=Disp_ConfigModel(\n",
-    "        name=\"DEFAULT_DISPERSION\",\n",
+    "        name=\"DEFAULT_DISPERSION2\",\n",
     "        bpm_array_name=\"BPM\",\n",
     "        rf_plant_name=\"RF\",\n",
-    "        frequency_delta=500,\n",
+    "        frequency_delta=100e3,\n",
     "    ),\n",
     ")\n",
     "\n",
     "control_mode.fill_device([dispersion])\n",
-    "dispersion = control_mode.get_dispersion_tuning(\"DEFAULT_DISPERSION\")"
+    "dispersion = control_mode.get_dispersion_tuning(\"DEFAULT_DISPERSION2\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 56,
    "id": "42ad67c6-77a0-4e85-9c7b-201a5ded4f35",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(Dispersion(peer='TangoControlSystem:live', name='DEFAULT_DISPERSION2', description=None, lattice_names=None, bpm_array_name='BPM', rf_plant_name='RF', frequency_delta=100000.0),\n",
+       " 4.0)"
+      ]
+     },
+     "execution_count": 56,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "dispersion.measure(set_waiting_time=0.5)\n",
-    "dispersion_data = dispersion.get()"
+    "dispersion.frequency_delta = 1e3\n",
+    "\n",
+    "dispersion.measure(set_waiting_time=wait_time)\n",
+    "dispersion_data = dispersion.get()\n",
+    "dispersion, wait_time"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 57,
    "id": "dee3fc75-72f7-45c0-8590-6209e4884fe0",
    "metadata": {},
    "outputs": [
@@ -779,7 +457,7 @@
        "dict_keys(['raw_orbit_x_up', 'raw_orbit_y_up', 'raw_orbit_x_center', 'raw_orbit_y_center', 'raw_orbit_x_down', 'raw_orbit_y_down', 'raw_orbit_x_err_up', 'raw_orbit_y_err_up', 'raw_orbit_x_err_center', 'raw_orbit_y_err_center', 'raw_orbit_x_err_down', 'raw_orbit_y_err_down', 'frequency_response_x', 'frequency_response_y', 'frequency_response_x_err', 'frequency_response_y_err', 'delta', 'momentum_compaction', 'shots_per_orbit', 'bipolar', 'timestamp', 'original_save_path'])"
       ]
      },
-     "execution_count": 16,
+     "execution_count": 57,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -793,23 +471,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 17,
+   "execution_count": 58,
    "id": "d47202ca-d547-43c1-9aea-3d72cbcdb057",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7c2071fb7110>]"
+       "[<matplotlib.lines.Line2D at 0x72bba1f698b0>]"
       ]
      },
-     "execution_count": 17,
+     "execution_count": 58,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -834,7 +512,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 59,
    "id": "ed0164b9-5553-4409-88b2-f583713ed61c",
    "metadata": {},
    "outputs": [],
@@ -845,7 +523,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 19,
+   "execution_count": 75,
    "id": "e9338428-e984-41e3-bf56-61ae65b37a2d",
    "metadata": {},
    "outputs": [],
@@ -856,7 +534,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": 76,
    "id": "b2943cb4-aebb-4add-a999-f503c886224e",
    "metadata": {},
    "outputs": [
@@ -866,7 +544,7 @@
        "dict_keys(['matrix', 'matrix_err', 'inputs_delta', 'shots_per_orbit', 'bipolar', 'raw_up', 'raw_center', 'raw_down', 'raw_err_up', 'raw_err_center', 'raw_err_down', 'reference', 'reference_err', 'input_names', 'output_names', 'last_input', 'last_number', 'timestamp', 'original_save_path', 'inputs_plane', 'outputs_plane'])"
       ]
      },
-     "execution_count": 22,
+     "execution_count": 76,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -877,7 +555,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 23,
+   "execution_count": 77,
    "id": "e41f0055-b097-4e77-b6c9-22a58af0d85f",
    "metadata": {},
    "outputs": [],
@@ -894,7 +572,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 24,
+   "execution_count": 78,
    "id": "d19cb30c-0f5f-496b-8977-7cf3c0abd12f",
    "metadata": {},
    "outputs": [],
@@ -913,53 +591,45 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 25,
+   "execution_count": 79,
    "id": "d0167df0-75df-48ca-91d0-d18d14e01140",
    "metadata": {},
    "outputs": [],
    "source": [
-    "control_mode = sr.design"
+    "control_mode = sr.live"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 81,
    "id": "79c2aa20-3715-4d84-aca6-1ab51cf91ea3",
    "metadata": {},
    "outputs": [],
    "source": [
-    "control_mode.fill_device([orbit])\n",
+    "# control_mode.fill_device([orbit])\n",
     "orbit = control_mode.get_orbit_tuning(\"DEFAULT_ORBIT\")\n",
     "orbit.post_init()"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 82,
    "id": "55a46fa6-14fe-497a-891e-a0dcdc1fec88",
    "metadata": {},
    "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "11 Feb% 2026, 14:32:13 | INFO | (Re-)Building pseudoinverse RM with method='svd_values' and parameter=180 with zerosum=True.\n",
-      "11 Feb% 2026, 14:32:14 | INFO | (Re-)Building pseudoinverse RM with method='svd_values' and parameter=180 with zerosum=False.\n"
-     ]
-    },
     {
      "data": {
       "text/plain": [
-       "<matplotlib.legend.Legend at 0x7c2071f6bc80>"
+       "<matplotlib.legend.Legend at 0x745a7669ec30>"
       ]
      },
-     "execution_count": 27,
+     "execution_count": 82,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -982,6 +652,14 @@
     "plt.ylabel(\"Orbit\")\n",
     "plt.legend()"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "e01655f2-adf0-41b8-8abc-5d74edb7e034",
+   "metadata": {},
+   "outputs": [],
+   "source": []
   }
  ],
  "metadata": {
diff --git a/examples/SOLEIL_examples/README.md b/examples/SOLEIL_examples/README.md
index 3e156ff5..0bf65248 100644
--- a/examples/SOLEIL_examples/README.md
+++ b/examples/SOLEIL_examples/README.md
@@ -13,7 +13,42 @@
    ```bash
     pip install accelerator-middle-layer[pyaml-cs-oa]
     ```
-## Start the SOLEIL II virtual accelerator
+
+If this does not work, you can proceed to do a developer installation directly from git repository.
+```bash
+# pyAML core
+git clone git@github.com:python-accelerator-middle-layer/pyaml.git
+cd pyaml
+pip install -e .[dev]
+# pyAML TANGO bindings
+git clone git@github.com:python-accelerator-middle-layer/tango-pyaml.git
+cd tango-pyaml
+pip install -e .
+#pyAML ophyd-async bindings (supports both TANGO and EPICS)
+git clone git@github.com:python-accelerator-middle-layer/pyaml-cs-oa.git
+cd pyaml-cs-oa
+pip install -e .
+```
+
+You can verify that everything is installed correctly by running in Python or IPython terminal the start of the examples.
+
+```python
+from pyaml.accelerator import Accelerator
+
+sr = Accelerator.load("p.yaml")
+sr  # string representation
+```
+
+The following or a similar message will be printed
+```
+Accelerator(facility='Synchrotron SOLEIL', machine='sr', energy=2750000000.0, controls=[TangoControlSystem(name='live', tango_host='localhost:11000', debug_level=None, lazy_devices=True, scalar_aggregator='tango.pyaml.multi_attribute', vector_aggregator=None, timeout_ms=3000)], simulators=[Simulator(name='design', lattice='SOLEIL_II_V3631_sym1_V001_database_rf.m', mat_key=None, linker=<pyaml.lattice.attribute_linker.PyAtAttributeElementsLinker object at 0x7a1ce1e9deb0>, description=None)], data_folder='/data/store', description=None)
+```
+
+pyAML has two control modes: "live" and "design" (named in the config file). "live" connects to a control system (or a control system emulator), "design" only requires pyAT lattice file and will run pyAT. If you want to avoid having any control system connection, you can delete "controls: " section from the configuration file.
+
+### Start the SOLEIL II virtual accelerator
+
+SOLEIL II virtual accelerator is an emulation of TANGO control system that runs pyAT under the hood.
 
 1. Install [Apptainer](https://apptainer.org/docs/admin/main/installation.html) in case you don't already have it.
 
diff --git a/pyaml/__init__.py b/pyaml/__init__.py
index 65050bc0..6395d4d1 100644
--- a/pyaml/__init__.py
+++ b/pyaml/__init__.py
@@ -5,8 +5,6 @@
 pyAML
 """
 
-from ._version import __version__
-
 __title__ = "pyAML"
 __description__ = "Python Accelerator Middle Layer"
 __url__ = "https://github.com/python-accelerator-middle-layer/pyaml"