notebook_04_multiturn_twiss.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1e0591f8",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib widget"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d399feb0",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import xtrack as xt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec8d41aa",
   "metadata": {},
   "source": [
    "## Import MAD-X sequence to Xsuite"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "f33bb696-b2b3-47b6-a318-22236a71704f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "  ++++++++++++++++++++++++++++++++++++++++++++\n",
      "  +     MAD-X 5.09.01  (64 bit, Darwin)      +\n",
      "  + Support: mad@cern.ch, http://cern.ch/mad +\n",
      "  + Release   date: 2023.12.04               +\n",
      "  + Execution date: 2024.02.21 19:24:45      +\n",
      "  ++++++++++++++++++++++++++++++++++++++++++++\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "  /**********************************************************************************\n",
      "\n",
      "  *\n",
      "\n",
      "  * PS Ring version (draft) YETS 2022-2023 in MAD X SEQUENCE format\n",
      "\n",
      "  * Generated the 20-MAR-2023 19:11:31 from Layout\n",
      "\n",
      "  *\n",
      "\n",
      "  ***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "/*                       TYPES DEFINITION                                           */\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "//---------------------- HKICKER        ---------------------------------------------\n",
      "\n",
      "PR_BFA__001    : HKICKER     , L := .54;       ! Bending magnet. Fast bumper - Optic length of 0.54m taken from EDMS 985644 v.1\n",
      "\n",
      "PR_BLG         : HKICKER     , L := .2;        ! Dipole magnet, bumper horizontal, type 213\n",
      "\n",
      "PR_DHZ         : HKICKER     , L := 0;         ! Virtual elements for the PS MUs (HKICKER)\n",
      "\n",
      "PR_KFA__001    : HKICKER     , L := .892;      ! Fast Kicker\n",
      "\n",
      "PR_KFA__002    : HKICKER     , L := 1.05;      ! Fast Kicker - Given length is flange to flange. However, the kicker has a small part that has a total length of 1090mm (drawing: PS_MKKFA0134).\n",
      "\n",
      "PR_KFA__003    : HKICKER     , L := 2.4458;    ! Fast Kicker\n",
      "\n",
      "PR_KFA__004    : HKICKER     , L := .888;      ! Fast Kicker\n",
      "\n",
      "PR_KFA__005    : HKICKER     , L := 1.05;      ! Fast Kicker\n",
      "\n",
      "PR_MCHBAWWP    : HKICKER     , L := .23;       ! Corrector magnet, dipole horizontal, type 205 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MCHBBWWP    : HKICKER     , L := .27;       ! Corrector magnet, dipole horizontal, type 206 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MDBBCWAP    : HKICKER     , L := .56;       ! Dipole magnet, bumper, new 209 type\n",
      "\n",
      "PR_MDBCAWWP    : HKICKER     , L := .3;        ! Dipole magnet, bumper vertical, type 210 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MSBSW001    : HKICKER     , L := .334;      ! Magnet, Bumper, eddy current injection\n",
      "\n",
      "PR_MSMIC003    : HKICKER     , L := 0;         ! PS Horizontal Injection Magnetic Septum - Eddy Current\n",
      "\n",
      "PR_SEH__001    : HKICKER     , L := .8;        ! PS Horizontal Extraction Electrostatic Septum\n",
      "\n",
      "PR_SMH__001    : HKICKER     , L := 2.28;      ! Septum Magnet Horizontal - Optical length provided by Jan Borburgh\n",
      "\n",
      "PR_SMH__003    : HKICKER     , L := .83;       ! PS Horizontal Extraction Magnetic Septum - Optical length provided by Jan Borburgh\n",
      "\n",
      "PR_SMH__004    : HKICKER     , L := .568;      ! PS Horizontal Extraction Magnetic Septum\n",
      "\n",
      "PR_SMH__007    : HKICKER     , L := .79;       ! PS Horizontal Ion Injection Magnetic Septum\n",
      "\n",
      "//---------------------- KICKER         ---------------------------------------------\n",
      "\n",
      "PR_KFB         : KICKER      , L := .92;       ! kicker (Damper)\n",
      "\n",
      "//---------------------- MARKER         ---------------------------------------------\n",
      "\n",
      "OMK            : MARKER      , L := 0;         ! PS markers\n",
      "\n",
      "//---------------------- MONITOR        ---------------------------------------------\n",
      "\n",
      "PR_BCT         : MONITOR     , L := 0;         ! Beam current transformer\n",
      "\n",
      "PR_BCWAC001    : MONITOR     , L := 0;         ! Beam Wall Current monitor type C\n",
      "\n",
      "PR_BCW_A001    : MONITOR     , L := 0;         ! Beam Wall Current monitor type A - No alignment targets\n",
      "\n",
      "PR_BCW_A002    : MONITOR     , L := 0;         ! Beam Wall Current monitor type A, variant 002 with alignment targets\n",
      "\n",
      "PR_BGIHA       : MONITOR     , L := 0;         ! Beam Gas Ionisation Horizontal, type A\n",
      "\n",
      "PR_BGIVA       : MONITOR     , L := 0;         ! Beam Gas Ionisation Vertical, type A\n",
      "\n",
      "PR_BPMTS       : MONITOR     , L := 0;         ! 2 planes Stripline BPM with 4 long electrodes for PS Tune\n",
      "\n",
      "PR_BPPPA       : MONITOR     , L := 0;         ! Pickup for PS phase measurement (RF)\n",
      "\n",
      "PR_BPRPA       : MONITOR     , L := 0;         ! Pickup for PS radial measurement (RF)\n",
      "\n",
      "PR_BPTF_001    : MONITOR     , L := 0;         ! Beam Position Monitor for RF Transverse Feedback, variant 001 (UDP)\n",
      "\n",
      "PR_BPULG       : MONITOR     , L := 0;         ! Pickup for PS orbit measurement\n",
      "\n",
      "PR_BPUNO       : MONITOR     , L := 0;         ! Beam Position, Normal Pick-up\n",
      "\n",
      "PR_BPUPQ       : MONITOR     , L := 0;         ! Pickup for PS tune measurement\n",
      "\n",
      "PR_BPUWA       : MONITOR     , L := 0;         ! Beam Position Pickup, Wideband, type A\n",
      "\n",
      "PR_BSGW        : MONITOR     , L := 0;         ! SEM Grid with Wire\n",
      "\n",
      "PR_BTVMA001    : MONITOR     , L := 0;         ! Beam observation TV, with Magnetic coupling, type A, variant 001\n",
      "\n",
      "PR_BTVMF005    : MONITOR     , L := 0;         ! Beam TV Motorised Flip, variant 005\n",
      "\n",
      "PR_BTVPL001    : MONITOR     , L := 0;         ! Beam observation TV Pneumatic Linear, variant 001\n",
      "\n",
      "PR_BWSRB       : MONITOR     , L := 0;         ! Beam Wire Scanner, Rotational, type B\n",
      "\n",
      "PR_MSG         : MONITOR     , L := 0;         ! SEM grid\n",
      "\n",
      "PR_MTV         : MONITOR     , L := 0;         ! TV screen (scintillation monitor)\n",
      "\n",
      "PR_URP         : MONITOR     , L := 0;         ! Pick-up  (p.u. electrode). Resistive position.\n",
      "\n",
      "PR_USP         : MONITOR     , L := 0;         ! Pick-ups  (p.u. electrode). Special (low intensity)\n",
      "\n",
      "//---------------------- MULTIPOLE      ---------------------------------------------\n",
      "\n",
      "PR_MPD         : MULTIPOLE   , L := 0;         ! Virtual elements for the PS MUs (zero-length Multipole)\n",
      "\n",
      "PR_MPF         : MULTIPOLE   , L := 0;         ! Virtual elements for the PS MUs (zero-length Multipole)\n",
      "\n",
      "PR_MPJ         : MULTIPOLE   , L := 0;         ! Virtual elements for the PS MUs (zero-length Multipole)\n",
      "\n",
      "//---------------------- OCTUPOLE       ---------------------------------------------\n",
      "\n",
      "PR_MONAAFWP    : OCTUPOLE    , L := .22;       ! Octupole magnet, type 802 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MONDAFWP    : OCTUPOLE    , L := .5;        ! Octupole magnet, type MTE - Magnetic length corresponds to the total mechanical length quoted in NORMA, as the magnetic length was not measured. Real mechanical length, from drawing PS_MOMTE0001 is 0.488m\n",
      "\n",
      "//---------------------- QUADRUPOLE     ---------------------------------------------\n",
      "\n",
      "PR_MQNAAIAP    : QUADRUPOLE  , L := .12;       ! Quadrupole magnet, type 401 - Magnetic length according to EDMS 371500\n",
      "\n",
      "PR_MQNABIAP    : QUADRUPOLE  , L := .12;       ! Quadrupole magnet, type 402 - Magnetic length according to EDMS 371500\n",
      "\n",
      "PR_MQNBAFAP    : QUADRUPOLE  , L := .19;       ! Quadrupole magnet, type 406 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MQNBCAWP    : QUADRUPOLE  , L := .23;       ! Quadrupole magnet, type 407 - Magnetic length corresponds to the total mechanical length according to NORMA, as the magnetic length was not measured. Real mechanical length is estimated to be 0.25m, including the outer casing, as taken from 3D models.\n",
      "\n",
      "PR_MQNBDAAP    : QUADRUPOLE  , L := .19;       ! Quadrupole magnet, type 408 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MQNCAAWP    : QUADRUPOLE  , L := .25;       ! Quadrupole magnet, type 409 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MQNCHAWP    : QUADRUPOLE  , L := .3;        ! Quadrupole magnet, type 414 - Length corresponds to the total mechanical length according to EDMS 371500, as the magnetic length was not measured\n",
      "\n",
      "PR_MQSAAIAP    : QUADRUPOLE  , L := .12;       ! Quadrupole magnet, skew, type 404 - Magnetic length assumed to be identical to magnet types 401 and 402, as magnetic length was not measured\n",
      "\n",
      "PR_QNSD        : QUADRUPOLE  , L := .12;       ! Normal size Skew quadrupole type D inside multipole assembly MM_AAIAP (Q403)\n",
      "\n",
      "PR_QNSF        : QUADRUPOLE  , L := .12;       ! Normal size Skew quadrupole type F inside multipole assembly MM_AAIAP (Q403)\n",
      "\n",
      "//---------------------- RFCAVITY       ---------------------------------------------\n",
      "\n",
      "PR_ACC10       : RFCAVITY    , L := 2.45;      ! 10 MHz radio frequency cavity - Given mechanical length is 2.45m. This corresponds to the total cavity flange to flange length. Old drawing MPS-2C10-000 shows the cavity. A small transition piece seems to have been changed on the upstream side, shown in drawing P-00052.\n",
      "\n",
      "PR_ACC20       : RFCAVITY    , L := 1.05;      ! 20 MHz radio frequency cavity\n",
      "\n",
      "PR_ACC200      : RFCAVITY    , L := .12;       ! RF Cavity 200 MHz - Mechanical length is from flange to flange\n",
      "\n",
      "PR_ACC40       : RFCAVITY    , L := 1.05;      ! 40 MHz radio frequency cavity\n",
      "\n",
      "PR_ACC80       : RFCAVITY    , L := 1.05;      ! 80 MHz radio frequency cavity\n",
      "\n",
      "PR_ACWFA       : RFCAVITY    , L := .88;       ! Accelerating Cavities - Wide-band - Finemet - Type A (for PSring)\n",
      "\n",
      "//---------------------- SBEND          ---------------------------------------------\n",
      "\n",
      "PR_BHD         : SBEND       , L := 2.2055925; ! Virtual elements for the PS MUs (SBEND)\n",
      "\n",
      "PR_BHF         : SBEND       , L := 2.1975925; ! Virtual elements for the PS MUs (SBEND)\n",
      "\n",
      "//---------------------- SEXTUPOLE      ---------------------------------------------\n",
      "\n",
      "PR_MXNBAFWP    : SEXTUPOLE   , L := .2;        ! Sextupole Magnet, type 608 - Magnetic length according to EDMS 1161510\n",
      "\n",
      "PR_MXNCAAWP    : SEXTUPOLE   , L := .66;       ! Sextupole Magnet, type 610 - Length corresponds to the total mechanical length according to EDMS 1161510, as the magnetic length was not measured\n",
      "\n",
      "PR_MX_AAIAP    : SEXTUPOLE   , L := .15;       ! Sextupole Magnet, type 601 - Length corresponds to the mechanical length shown in the layout drawing, as the magnetic length was not measured\n",
      "\n",
      "PR_MX_ABIAP    : SEXTUPOLE   , L := .29;       ! Sextupole Magnet, type 602 - Length corresponds to the mechanical length of the main body of the magnet. There is a small extra cover on the downstream side that extends 18mm (total length 308mm).\n",
      "\n",
      "//---------------------- VKICKER        ---------------------------------------------\n",
      "\n",
      "PR_DVT__403    : VKICKER     , L := 0;         ! DVT Vertical Kicker inside MM_AAIAP multipole\n",
      "\n",
      "PR_MCVAAWAP    : VKICKER     , L := .12;       ! Corrector magnet, dipole vertical, type 202 - Defined magnetic length corresponds to the total mechanical length according to EDMS 1161510, as the magnetic length was not measured\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "/*                       PS STRAIGHT SECTIONS                                       */\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "SS01: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.XSE01.A          : PR_MXNBAFWP     , at = .42          , slot_id = 2369746;\n",
      "\n",
      "  PR.XSE01.B          : PR_MXNBAFWP     , at = .675         , slot_id = 2369747;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS02: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPTF02           : PR_BPUNO        , at = .0934        , slot_id = 54972157;\n",
      "\n",
      "  PA.CWB02            : PR_ACWFA        , at = .775         , slot_id = 10338559;\n",
      "\n",
      "  PR.DVT02            : PR_DVT__403     , at = 1.546593     , slot_id = 8178826, assembly_id= 8178825;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS03: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM03            : PR_BPUNO        , at = .0934        , slot_id = 2253342;\n",
      "\n",
      "  PR.BCW03.A          : PR_BCW_A001     , at = .51375       , slot_id = 36269910;\n",
      "\n",
      "  PR.BCW03.B          : PR_BCW_A001     , at = 1.03785      , slot_id = 36269911;\n",
      "\n",
      "  PR.QSK03            : PR_QNSF         , at = 1.486593     , slot_id = 2253345, assembly_id= 5365801;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS04: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PE.KFA04            : PR_KFA__004     , at = .694         , slot_id = 2369736;\n",
      "\n",
      "  PR.QSK04            : PR_QNSD         , at = 1.486593     , slot_id = 2253361, assembly_id= 5365802;\n",
      "\n",
      "  PR.DVT04            : PR_DVT__403     , at = 1.546593     , slot_id = 2253360, assembly_id= 5365802;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS05: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM05            : PR_BPUNO        , at = .0934        , slot_id = 2253375;\n",
      "\n",
      "  PE.QKE16.05         : PR_MQNCHAWP     , at = .436         , slot_id = 2253376;\n",
      "\n",
      "  PR.DHZOC05          : PR_MDBCAWWP     , at = .929         , slot_id = 8178824;\n",
      "\n",
      "  PR.QFN05            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2253379;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS06: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C200.06.A        : PR_ACC200       , at = .5455        , slot_id = 2253393;\n",
      "\n",
      "  PA.C200.06.B        : PR_ACC200       , at = .9195        , slot_id = 2253394;\n",
      "\n",
      "  PA.C200.06.C        : PR_ACC200       , at = 1.2935       , slot_id = 2253395;\n",
      "\n",
      "  PA.C200.06.D        : PR_ACC200       , at = 1.6675       , slot_id = 2253396;\n",
      "\n",
      "  PA.C200.06.E        : PR_ACC200       , at = 2.0415       , slot_id = 2253397;\n",
      "\n",
      "  PA.C200.06.F        : PR_ACC200       , at = 2.4155       , slot_id = 2253398;\n",
      "\n",
      "  PR.QDW06            : PR_MQNABIAP     , at = 2.886693     , slot_id = 2253399;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS07: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM07            : PR_BPULG        , at = .0934        , slot_id = 2253413;\n",
      "\n",
      "  PR.XSE07            : PR_MXNCAAWP     , at = .616         , slot_id = 2253414;\n",
      "\n",
      "  PR.QTRTB07          : PR_MQNCAAWP     , at = 1.115        , slot_id = 2253416;\n",
      "\n",
      "  PR.QSK07            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253417;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS08: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PA.C80.08           : PR_ACC80        , at = .775         , slot_id = 2253431;\n",
      "\n",
      "  PR.QSK08            : PR_QNSD         , at = 1.486593     , slot_id = 2253432, assembly_id= 5365803;\n",
      "\n",
      "  PR.DVT08            : PR_DVT__403     , at = 1.546593     , slot_id = 2253433, assembly_id= 5365803;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS09: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PE.BFA09.P          : PR_BFA__001     , at = .5795        , slot_id = 2253447, assembly_id= 54813709;\n",
      "\n",
      "  PR.QFN09            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2253449;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS10: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM10            : PR_BPUNO        , at = .0934        , slot_id = 2253463;\n",
      "\n",
      "  PR.XSK10            : PR_MX_AAIAP     , at = .78          , slot_id = 10414023;\n",
      "\n",
      "  PR.VVS10            : OMK             , at = 1.25         , slot_id = 13720377;\n",
      "\n",
      "  PR.QDN10            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2253464;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS11: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.11           : PR_ACC10        , at = 1.475        , slot_id = 2253478;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS12: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.RAL12            : OMK             , at = .3077        , slot_id = 8178823;\n",
      "\n",
      "  PE.BSW12            : PR_MCHBAWWP     , at = .69908       , slot_id = 2253494;\n",
      "\n",
      "  PR.DVT12            : PR_MCVAAWAP     , at = .95508       , slot_id = 2253495;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS13: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM13            : PR_BPUNO        , at = .0934        , slot_id = 2253509;\n",
      "\n",
      "  PE.KFA13            : PR_KFA__004     , at = .694         , slot_id = 2369737;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS14: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.XSK14            : PR_MX_ABIAP     , at = .6231        , slot_id = 10414025;\n",
      "\n",
      "  PE.BSW14            : PR_MCHBAWWP     , at = 1.0911       , slot_id = 2253524;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS15: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM15            : PR_BPULG        , at = .0934        , slot_id = 2253538;\n",
      "\n",
      "  PE.TPS15            : OMK             , at = .7766        , slot_id = 6894625;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS16: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PE.BTV16            : PR_MTV          , at = .3083        , slot_id = 2253555, assembly_id= 2253556;\n",
      "\n",
      "  PE.SMH16            : PR_SMH__001     , at = 1.5067       , slot_id = 2253556;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS17: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM17            : PR_BPULG        , at = .445         , slot_id = 2253570;\n",
      "\n",
      "  PR.QFW17            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2253572;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS18: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPP18            : PR_BPPPA        , at = .0934        , slot_id = 54972264;\n",
      "\n",
      "  PR.DHZOC18          : PR_MCHBAWWP     , at = .41731       , slot_id = 2253587;\n",
      "\n",
      "  PR.QDW18            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2253588;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS19: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PE.BSW23.19         : PR_MCHBAWWP     , at = .63275       , slot_id = 2253605;\n",
      "\n",
      "  PR.QTRDA19          : PR_MQNBAFAP     , at = 1.033        , slot_id = 2253606;\n",
      "\n",
      "  PR.QSK19            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253607;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS20: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM20            : PR_BPUNO        , at = .0934        , slot_id = 2253621;\n",
      "\n",
      "  PE.BSW20            : PR_MCHBAWWP     , at = .465306      , slot_id = 2253622;\n",
      "\n",
      "  PR.VVS20            : OMK             , at = 1.25         , slot_id = 13720428;\n",
      "\n",
      "  PR.QSK20            : PR_QNSD         , at = 1.486593     , slot_id = 2253623, assembly_id= 5365804;\n",
      "\n",
      "  PR.DVT20            : PR_DVT__403     , at = 1.546593     , slot_id = 2253624, assembly_id= 5365804;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS21: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PE.KFA21            : PR_KFA__004     , at = 2.094        , slot_id = 2369738;\n",
      "\n",
      "  PR.QFN21            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2253643;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS22: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPR22            : PR_BPRPA        , at = .0934        , slot_id = 54972394;\n",
      "\n",
      "  PI.BSW26.22         : PR_MCHBBWWP     , at = .46628       , slot_id = 2253658;\n",
      "\n",
      "  PE.BSW22            : PR_MCHBAWWP     , at = .75628       , slot_id = 2253659;\n",
      "\n",
      "  PR.DVT22            : PR_MCVAAWAP     , at = 1.09328      , slot_id = 2253660;\n",
      "\n",
      "  PR.QDW22            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2253661;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS23: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM23            : PR_BPUNO        , at = .0934        , slot_id = 2253675;\n",
      "\n",
      "  PE.SEH23            : PR_SEH__001     , at = .775         , slot_id = 2253676;\n",
      "\n",
      "  PR.QSK23            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253678;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS24: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.DVT24            : PR_MCVAAWAP     , at = .81468       , slot_id = 2253692;\n",
      "\n",
      "  PR.QSK24            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253693;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS25: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM25            : PR_BPULG        , at = .0934        , slot_id = 2253707;\n",
      "\n",
      "  PE.QKE16.25         : PR_MQNCHAWP     , at = .5205        , slot_id = 2253708;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS26: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PI.SMH26            : PR_SMH__007     , at = 1.8          , slot_id = 2253724;\n",
      "\n",
      "  PI.BTV26            : PR_BTVPL001     , at = 2.2465       , slot_id = 2253725, assembly_id= 2253724;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS27: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM27            : PR_BPULG        , at = .0934        , slot_id = 2253740;\n",
      "\n",
      "  PR.QTRDA27          : PR_MQNBAFAP     , at = .47482       , slot_id = 2253741;\n",
      "\n",
      "  PE.BSW23.27         : PR_MCHBAWWP     , at = 1.105578     , slot_id = 2253744;\n",
      "\n",
      "  PR.QFW27            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2253745;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS28: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.KFA28            : PR_KFA__005     , at = .775         , slot_id = 2253760;\n",
      "\n",
      "  PR.QDW28            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2253761;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS29: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.QSE29            : PR_MQNCAAWP     , at = .626         , slot_id = 2253775;\n",
      "\n",
      "  PR.QTRDB29          : PR_MQNBAFAP     , at = 1.08125      , slot_id = 2253777;\n",
      "\n",
      "  PR.QSK29            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253778;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS30: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM30            : PR_BPULG        , at = .0934        , slot_id = 2253792;\n",
      "\n",
      "  PR.DVT30            : PR_MCVAAWAP     , at = .5465        , slot_id = 2253793;\n",
      "\n",
      "  PI.BSW26.30         : PR_MCHBBWWP     , at = .9505        , slot_id = 2253794;\n",
      "\n",
      "  PR.VVS30            : OMK             , at = 1.2084       , slot_id = 13720429;\n",
      "\n",
      "  PR.QSK30            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253795;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS31: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.QFW31            : PR_MQNABIAP     , at = 2.886693     , slot_id = 2253811;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS32: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.QDW32            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2253826;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS33: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM33            : PR_BPULG        , at = .0934        , slot_id = 2253840;\n",
      "\n",
      "  PI.QLB33            : PR_MQNCHAWP     , at = .52          , slot_id = 47643341;\n",
      "\n",
      "  PR.QSK33            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253843;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS34: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BCT34            : PR_BCT          , at = .775         , slot_id = 2253858;\n",
      "\n",
      "  PR.QSK34            : PR_QNSD         , at = 1.486593     , slot_id = 2253859, assembly_id= 5365805;\n",
      "\n",
      "  PR.DVT34            : PR_DVT__403     , at = 1.546593     , slot_id = 2253860, assembly_id= 5365805;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS35: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM35            : PR_BPUNO        , at = .0934        , slot_id = 2253874;\n",
      "\n",
      "  PR.QFN35            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2253877;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS36: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.BPR36            : PR_BPRPA        , at = .0934        , slot_id = 54972418;\n",
      "\n",
      "  PA.C10.36           : PR_ACC10        , at = 1.475        , slot_id = 2253892;\n",
      "\n",
      "  PR.QDN36            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2253893;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS37: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM37            : PR_BPUNO        , at = .0934        , slot_id = 2253907;\n",
      "\n",
      "  PR.QTRDB37          : PR_MQNBDAAP     , at = .44075       , slot_id = 2253908;\n",
      "\n",
      "  PR.QSK37            : PR_QNSF         , at = 1.486593     , slot_id = 2253912, assembly_id= 5365806;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS38: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPP38            : PR_BPPPA        , at = .0934        , slot_id = 54972316;\n",
      "\n",
      "  PR.BCT38            : PR_BCT          , at = .775         , slot_id = 2253927;\n",
      "\n",
      "  PR.QSK38            : PR_QNSD         , at = 1.486593     , slot_id = 2253928, assembly_id= 5365807;\n",
      "\n",
      "  PR.DVT38            : PR_DVT__403     , at = 1.546593     , slot_id = 2253929, assembly_id= 5365807;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS39: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.XNO39.A          : PR_MXNBAFWP     , at = .398         , slot_id = 2369739;\n",
      "\n",
      "  PR.ONO39            : PR_MONDAFWP     , at = .7745        , slot_id = 2369740;\n",
      "\n",
      "  PR.XNO39.B          : PR_MXNBAFWP     , at = 1.151        , slot_id = 2369741;\n",
      "\n",
      "  PR.QFN39            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2253944;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS40: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM40            : PR_BPUNO        , at = .0934        , slot_id = 2253958;\n",
      "\n",
      "  PR.ODN40            : PR_MONAAFWP     , at = .4045        , slot_id = 2253960;\n",
      "\n",
      "  PI.BSW40            : PR_MDBBCWAP     , at = .90665       , slot_id = 52436790;\n",
      "\n",
      "  PR.QDN40            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2253961;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS41: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.VVS41            : OMK             , at = .3           , slot_id = 52434935;\n",
      "\n",
      "  PR.QTRTA41          : PR_MQNBCAWP     , at = 1.4815       , slot_id = 2253976;\n",
      "\n",
      "  PI.BSW41            : PR_MDBBCWAP     , at = 2.04675      , slot_id = 52434955;\n",
      "\n",
      "  PR.QSK41            : PR_MQSAAIAP     , at = 2.885793     , slot_id = 2253977;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS42: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.BTV42            : PR_BTVMA001     , at = .01277       , slot_id = 53611786;\n",
      "\n",
      "  PI.BSW42            : PR_MSBSW001     , at = .48286       , slot_id = 54016199, assembly_id= 43074350;\n",
      "\n",
      "  PI.SMH42            : PR_MSMIC003     , at = .77762       , slot_id = 54016163, assembly_id= 43074350;\n",
      "\n",
      "  PI.SMH42.ENDMARKER  : OMK             , at = 1.30085      , slot_id = 54016163;\n",
      "\n",
      "  PI.BSGF42           : PR_MSG          , at = 1.47735      , slot_id = 54972572;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS43: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM43            : PR_BPULG        , at = .0934        , slot_id = 2254008;\n",
      "\n",
      "  PI.BSW43            : PR_MDBBCWAP     , at = .64335       , slot_id = 52667940;\n",
      "\n",
      "  PR.QSK43            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254011;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS44: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.BSW44            : PR_MDBBCWAP     , at = .90765       , slot_id = 52667955;\n",
      "\n",
      "  PR.QSK44            : PR_QNSD         , at = 1.486593     , slot_id = 2254027, assembly_id= 5365808;\n",
      "\n",
      "  PR.DVT44            : PR_DVT__403     , at = 1.546593     , slot_id = 2254028, assembly_id= 5365808;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS45: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM45            : PR_BPUNO        , at = .0934        , slot_id = 2254042;\n",
      "\n",
      "  PI.KFA45            : PR_KFA__002     , at = .775         , slot_id = 2254043;\n",
      "\n",
      "  PR.QFN45            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254045;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS46: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.46           : PR_ACC10        , at = 1.475        , slot_id = 2254059;\n",
      "\n",
      "  PR.QDN46            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2254060;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS47: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM47            : PR_BPUNO        , at = .0934        , slot_id = 2254074;\n",
      "\n",
      "  PR.TDI47            : OMK             , at = .6877        , slot_id = 52785837;\n",
      "\n",
      "  PR.QSK47            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254077;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS48: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.BSG48            : PR_BSGW         , at = .0934        , slot_id = 2254091;\n",
      "\n",
      "  PR.TDI48            : OMK             , at = .6877        , slot_id = 52785853;\n",
      "\n",
      "  PR.QSK48            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254093;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS49: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.QLB49            : PR_MQNCHAWP     , at = .52          , slot_id = 47643342;\n",
      "\n",
      "  PR.QTRTA49          : PR_MQNCAAWP     , at = 1.0925       , slot_id = 2254108;\n",
      "\n",
      "  PR.QFN49            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254109;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS50: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM50            : PR_BPUNO        , at = .0934        , slot_id = 2254123;\n",
      "\n",
      "  PR.ODN50            : PR_MONAAFWP     , at = .9725        , slot_id = 2254124;\n",
      "\n",
      "  PR.VVS50            : OMK             , at = 1.25         , slot_id = 13720431;\n",
      "\n",
      "  PR.QDN50            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254125;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS51: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.BPR51            : PR_BPRPA        , at = .0934        , slot_id = 54972442;\n",
      "\n",
      "  PA.C10.51           : PR_ACC10        , at = 1.475        , slot_id = 2254140;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS52: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.BSG52            : PR_BSGW         , at = .0934        , slot_id = 2254155;\n",
      "\n",
      "  PR.ODN52.A          : PR_MONAAFWP     , at = .5155        , slot_id = 10430397;\n",
      "\n",
      "  PR.XSK52            : PR_MX_AAIAP     , at = .75          , slot_id = 10414027;\n",
      "\n",
      "  PR.ODN52.B          : PR_MONAAFWP     , at = .9955        , slot_id = 2254156;\n",
      "\n",
      "  PR.QSK52            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2253994;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS53: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM53            : PR_BPUNO        , at = .0934        , slot_id = 2254170;\n",
      "\n",
      "  PE.BSW57.53         : PR_MCHBBWWP     , at = .8333        , slot_id = 2254171;\n",
      "\n",
      "  PR.QSK53            : PR_QNSF         , at = 1.486593     , slot_id = 2254173, assembly_id= 5365809;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS54: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PI.BSG54            : PR_BSGW         , at = .0934        , slot_id = 2254188;\n",
      "\n",
      "  PR.BPM54            : PR_BPUNO        , at = .357         , slot_id = 10414030;\n",
      "\n",
      "  PR.BWSH54           : PR_BWSRB        , at = .95343       , slot_id = 2254189;\n",
      "\n",
      "  PR.QSK54            : PR_QNSD         , at = 1.486593     , slot_id = 2254191, assembly_id= 5365810;\n",
      "\n",
      "  PR.DVT54            : PR_DVT__403     , at = 1.546593     , slot_id = 2254190, assembly_id= 5365810;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS55: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM55            : PR_BPUNO        , at = .0934        , slot_id = 2254205;\n",
      "\n",
      "  PR.XNO55.A          : PR_MXNBAFWP     , at = .3981        , slot_id = 2254206;\n",
      "\n",
      "  PR.ONO55            : PR_MONDAFWP     , at = .7746        , slot_id = 2369742;\n",
      "\n",
      "  PR.XNO55.B          : PR_MXNBAFWP     , at = 1.1512       , slot_id = 2254207;\n",
      "\n",
      "  PR.QFN55            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254209;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS56: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.56           : PR_ACC10        , at = 1.475        , slot_id = 2254223;\n",
      "\n",
      "  PR.QDW56            : PR_MQNABIAP     , at = 2.886693     , slot_id = 2254224;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS57: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM57            : PR_BPULG        , at = .0934        , slot_id = 2254238;\n",
      "\n",
      "  PE.BTV57            : PR_BTVMF005     , at = .3091        , slot_id = 2254242, assembly_id= 2254240;\n",
      "\n",
      "  PE.SMH57            : PR_SMH__003     , at = .805         , slot_id = 2254240;\n",
      "\n",
      "  PR.QSK57            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254241;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS58: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.XSK58            : PR_MX_ABIAP     , at = .755         , slot_id = 10414032;\n",
      "\n",
      "  PR.QSK58            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254256;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS59: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PE.BSW57.59         : PR_MCHBAWWP     , at = .4454        , slot_id = 2254271;\n",
      "\n",
      "  PR.QFW59            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2254273;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS60: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM60            : PR_BPULG        , at = .0934        , slot_id = 2254287;\n",
      "\n",
      "  PR.DHZOC60          : PR_MCHBBWWP     , at = .434         , slot_id = 2254288;\n",
      "\n",
      "  PR.XNO60            : PR_MXNBAFWP     , at = .85          , slot_id = 10428678;\n",
      "\n",
      "  PR.VVS60            : OMK             , at = 1.2084       , slot_id = 13720432;\n",
      "\n",
      "  PR.QDW60            : PR_MQNABIAP     , at = 1.486693     , slot_id = 2254289;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS61: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.QTRDB61          : PR_MQNBAFAP     , at = .43205       , slot_id = 2254304;\n",
      "\n",
      "  PE.SMH61            : PR_SMH__004     , at = .995         , slot_id = 2254307;\n",
      "\n",
      "  PE.BSW57.61         : PR_BLG          , at = 1.855        , slot_id = 2254305;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS62: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS63: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM63            : PR_BPULG        , at = .3685        , slot_id = 2254334;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS64: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM64            : PR_BPUNO        , at = .3587        , slot_id = 42548391;\n",
      "\n",
      "  PR.BWSV64           : PR_BWSRB        , at = .95343       , slot_id = 2254349;\n",
      "\n",
      "  PR.DVT64            : PR_DVT__403     , at = 1.546593     , slot_id = 2254351, assembly_id= 5365829;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS65: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM65            : PR_BPUNO        , at = .0934        , slot_id = 2254365;\n",
      "\n",
      "  PR.BWSH65           : PR_BWSRB        , at = .95343       , slot_id = 2369743;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS66: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.66           : PR_ACC10        , at = 1.475        , slot_id = 2254380;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS67: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM67            : PR_BPUNO        , at = .0934        , slot_id = 2254394;\n",
      "\n",
      "  PE.BSW57.67         : PR_MCHBBWWP     , at = .4422        , slot_id = 2254395;\n",
      "\n",
      "  PR.QFN67            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254398;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS68: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPP68            : PR_BPPPA        , at = .0934        , slot_id = 54972346;\n",
      "\n",
      "  PR.BPM68            : PR_BPUNO        , at = .357         , slot_id = 10414035;\n",
      "\n",
      "  PR.BWSH68           : PR_BWSRB        , at = .95343       , slot_id = 10414037;\n",
      "\n",
      "  PR.QDN68            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254413;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS69: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BQS69            : PR_BPUPQ        , at = .0934        , slot_id = 2254427;\n",
      "\n",
      "  PR.QTRDB69          : PR_MQNBDAAP     , at = 1.16075      , slot_id = 2254429;\n",
      "\n",
      "  PR.QSK69            : PR_QNSF         , at = 1.486593     , slot_id = 2254430, assembly_id= 5365811;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS70: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM70            : PR_BPUNO        , at = .0934        , slot_id = 2254445;\n",
      "\n",
      "  PR.ODN70.A          : PR_MONAAFWP     , at = .6305        , slot_id = 10430399;\n",
      "\n",
      "  PR.ODN70.B          : PR_MONAAFWP     , at = .978         , slot_id = 2254446;\n",
      "\n",
      "  PR.VVS70            : OMK             , at = 1.25         , slot_id = 13720433;\n",
      "\n",
      "  PR.QSK70            : PR_QNSD         , at = 1.486593     , slot_id = 2254448, assembly_id= 5365812;\n",
      "\n",
      "  PR.DVT70            : PR_DVT__403     , at = 1.546593     , slot_id = 2254447, assembly_id= 5365812;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS71: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PE.KFA71            : PR_KFA__003     , at = 1.476        , slot_id = 2254462;\n",
      "\n",
      "  PR.QFN71            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2254464;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS72: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BQL72            : PR_BPMTS        , at = .775         , slot_id = 6078900;\n",
      "\n",
      "  PR.QDN72            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254479;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS73: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM73            : PR_BPUNO        , at = .0934        , slot_id = 2254493;\n",
      "\n",
      "  PR.QTRTA73          : PR_MQNBCAWP     , at = .4955        , slot_id = 2254494;\n",
      "\n",
      "  PR.QSK73            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254497;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS74: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.QSK74            : PR_QNSD         , at = 1.486593     , slot_id = 2254511, assembly_id= 5365813;\n",
      "\n",
      "  PR.DVT74            : PR_DVT__403     , at = 1.546593     , slot_id = 2254512, assembly_id= 5365813;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS75: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM75            : PR_BPUNO        , at = .0934        , slot_id = 2254526;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS76: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.BPR76            : PR_BPRPA        , at = .0934        , slot_id = 54972466;\n",
      "\n",
      "  PA.C10.76           : PR_ACC10        , at = 1.475        , slot_id = 2254542;\n",
      "\n",
      "  PR.DVT76            : PR_DVT__403     , at = 2.946593     , slot_id = 2254543, assembly_id= 5365830;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS77: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM77            : PR_BPUNO        , at = .0934        , slot_id = 2254558;\n",
      "\n",
      "  PA.C40.77           : PR_ACC40        , at = .775         , slot_id = 2254560;\n",
      "\n",
      "  PR.QFN77            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254561;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS78: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PA.C40.78           : PR_ACC40        , at = .775         , slot_id = 2254575;\n",
      "\n",
      "  PR.QDN78            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254576;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS79: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PE.KFA79            : PR_KFA__001     , at = .696         , slot_id = 2254591;\n",
      "\n",
      "  PR.VVS79            : OMK             , at = 1.25         , slot_id = 13720434;\n",
      "\n",
      "  PR.QSK79            : PR_QNSF         , at = 1.486593     , slot_id = 2254593, assembly_id= 5365814;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS80: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM80            : PR_BPUNO        , at = .0934        , slot_id = 2254607;\n",
      "\n",
      "  PA.C20.80           : PR_ACC20        , at = .775         , slot_id = 2254608;\n",
      "\n",
      "  PR.QSK80            : PR_QNSD         , at = 1.486593     , slot_id = 2254609, assembly_id= 5365815;\n",
      "\n",
      "  PR.DVT80            : PR_DVT__403     , at = 1.546593     , slot_id = 2254610, assembly_id= 5365815;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS81: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.81           : PR_ACC10        , at = 1.475        , slot_id = 2254624;\n",
      "\n",
      "  PR.QFN81            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2254626;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS82: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.MDB82.STARTMARKER: OMK             , at = .595         , slot_id = 41442239;\n",
      "\n",
      "  PR.BGI82            : PR_BGIHA        , at = .775         , slot_id = 41479404, assembly_id= 41442239;\n",
      "\n",
      "  PR.MDB82.ENDMARKER  : OMK             , at = .955         , slot_id = 41442239;\n",
      "\n",
      "  PR.QDN82            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254641;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS83: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM83            : PR_BPULG        , at = .0934        , slot_id = 2254655;\n",
      "\n",
      "  PR.BPMS83           : PR_USP          , at = .775         , slot_id = 54963084;\n",
      "\n",
      "  PR.QSK83            : PR_QNSF         , at = 1.486593     , slot_id = 2254658, assembly_id= 5365816;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS84: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.MDB84.STARTMARKER: OMK             , at = .595         , slot_id = 52734468;\n",
      "\n",
      "  PR.BGI84            : PR_BGIVA        , at = .775         , slot_id = 52734483, assembly_id= 52734468;\n",
      "\n",
      "  PR.MDB84.ENDMARKER  : OMK             , at = .955         , slot_id = 52734468;\n",
      "\n",
      "  PR.QSK84            : PR_QNSD         , at = 1.486593     , slot_id = 2254675, assembly_id= 5365817;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS85: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM85            : PR_BPULG        , at = .0934        , slot_id = 2254689;\n",
      "\n",
      "  PR.BWSV85           : PR_BWSRB        , at = .95343       , slot_id = 2254690;\n",
      "\n",
      "  PR.QFN85            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254692;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS86: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.86           : PR_ACC10        , at = 1.475        , slot_id = 2254706;\n",
      "\n",
      "  PR.QDN86            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2254707;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS87: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM87            : PR_BPUNO        , at = .0934        , slot_id = 2254721;\n",
      "\n",
      "  PR.QTRDA87          : PR_MQNBDAAP     , at = .41675       , slot_id = 2254722;\n",
      "\n",
      "  PR.QSE87            : PR_MQNCAAWP     , at = .843         , slot_id = 2254724;\n",
      "\n",
      "  PR.QSK87            : PR_QNSF         , at = 1.486593     , slot_id = 2254726, assembly_id= 5365818;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS88: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPP88            : PR_BPPPA        , at = .0934        , slot_id = 54972370;\n",
      "\n",
      "  PA.C80.88           : PR_ACC80        , at = .775         , slot_id = 2254741;\n",
      "\n",
      "  PR.QSK88            : PR_QNSD         , at = 1.486593     , slot_id = 2254743, assembly_id= 5365819;\n",
      "\n",
      "  PR.DVT88            : PR_DVT__403     , at = 1.546593     , slot_id = 2254742, assembly_id= 5365819;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS89: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PA.C80.89           : PR_ACC80        , at = .775         , slot_id = 2254758;\n",
      "\n",
      "  PR.QFN89            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254759;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS90: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM90            : PR_BPUNO        , at = .0934        , slot_id = 2254773;\n",
      "\n",
      "  PR.BPMW90           : PR_BPUWA        , at = .41          , slot_id = 42401369;\n",
      "\n",
      "  PR.ODN90            : PR_MONAAFWP     , at = .9892        , slot_id = 2254774;\n",
      "\n",
      "  PR.VVS90            : OMK             , at = 1.25         , slot_id = 13720435;\n",
      "\n",
      "  PR.QDN90            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254775;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS91: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PA.C10.91           : PR_ACC10        , at = 1.475        , slot_id = 2254789;\n",
      "\n",
      "  PR.QSK91            : PR_QNSF         , at = 2.886593     , slot_id = 2254792, assembly_id= 5365820;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS92: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PA.C20.92           : PR_ACC20        , at = .775         , slot_id = 2254806;\n",
      "\n",
      "  PR.QSK92            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254807;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS93: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM93            : PR_BPULG        , at = .0934        , slot_id = 2254821;\n",
      "\n",
      "  PR.BPMS93           : PR_BPTF_001     , at = .775         , slot_id = 54972082;\n",
      "\n",
      "  PR.QSK93            : PR_MQSAAIAP     , at = 1.485793     , slot_id = 2254824;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS94: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.XNO94            : PR_MXNBAFWP     , at = .7706        , slot_id = 10428460;\n",
      "\n",
      "  PR.BPMW94           : PR_BPUWA        , at = 1.1135       , slot_id = 54963047;\n",
      "\n",
      "  PR.QSK94            : PR_QNSD         , at = 1.486593     , slot_id = 2254840, assembly_id= 5365821;\n",
      "\n",
      "  PR.DVT94            : PR_DVT__403     , at = 1.546593     , slot_id = 2254841, assembly_id= 5365821;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS95: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM95            : PR_BPUNO        , at = .0934        , slot_id = 2254855;\n",
      "\n",
      "  PR.BCW95            : PR_BCWAC001     , at = .4624        , slot_id = 54972130;\n",
      "\n",
      "  PR.QTRDA95          : PR_MQNBDAAP     , at = 1.12215      , slot_id = 2254858;\n",
      "\n",
      "  PR.QFN95            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254859;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS96: SEQUENCE, refer = CENTRE, L = 3;\n",
      "\n",
      "  PR.BPR96            : PR_BPRPA        , at = .0934        , slot_id = 54972490;\n",
      "\n",
      "  PA.C10.96           : PR_ACC10        , at = 1.475        , slot_id = 2254874;\n",
      "\n",
      "  PR.QDN96            : PR_MQNAAIAP     , at = 2.886343     , slot_id = 2254875;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS97: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM97            : PR_BPUNO        , at = .0934        , slot_id = 2254889;\n",
      "\n",
      "  PR.KFB97            : PR_KFB          , at = .775         , slot_id = 2254890;\n",
      "\n",
      "  PR.QSK97            : PR_QNSF         , at = 1.486593     , slot_id = 2254893, assembly_id= 5365822;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS98: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPTF98           : PR_BPUNO        , at = .0934        , slot_id = 54972206;\n",
      "\n",
      "  PR.BCW98            : PR_BCW_A002     , at = .5103        , slot_id = 57227987;\n",
      "\n",
      "  PR.QSK98            : PR_QNSD         , at = 1.486593     , slot_id = 2254910, assembly_id= 5365823;\n",
      "\n",
      "  PR.DVT98            : PR_DVT__403     , at = 1.546593     , slot_id = 2254909, assembly_id= 5365823;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS99: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.QTRTB99.A        : PR_MQNBCAWP     , at = .6532        , slot_id = 2254926;\n",
      "\n",
      "  PR.QTRTB99.B        : PR_MQNBCAWP     , at = 1.0782       , slot_id = 5706126;\n",
      "\n",
      "  PR.QFN99            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254927;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SS00: SEQUENCE, refer = CENTRE, L = 1.6;\n",
      "\n",
      "  PR.BPM00            : PR_BPUNO        , at = .0934        , slot_id = 2254941;\n",
      "\n",
      "  PR.BPMW00           : PR_URP          , at = .5092        , slot_id = 54972548;\n",
      "\n",
      "  PR.ODN00            : PR_MONAAFWP     , at = .9508        , slot_id = 2254943;\n",
      "\n",
      "  PR.VVS00            : OMK             , at = 1.25         , slot_id = 13720436;\n",
      "\n",
      "  PR.QDN00            : PR_MQNAAIAP     , at = 1.486343     , slot_id = 2254944;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "/*                       PS MU                                                      */\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT01 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP01.F           : PR_MPF          , at = 0            , slot_id = 2253315, assembly_id= 2253018;\n",
      "\n",
      "  PR.BHT01.F          : PR_BHF          , at = 1.09879625   , slot_id = 2253316, assembly_id= 2253018;\n",
      "\n",
      "  PR.DHZ01.B          : PR_DHZ          , at = 2.1975925    , slot_id = 2368570, assembly_id= 2253018;\n",
      "\n",
      "  PR.MP01.J           : PR_MPJ          , at = 2.1975925    , slot_id = 2253320, assembly_id= 2253018;\n",
      "\n",
      "  PR.BHT01.D          : PR_BHD          , at = 3.30038875   , slot_id = 2253322, assembly_id= 2253018;\n",
      "\n",
      "  PR.MP01.D           : PR_MPD          , at = 4.403185     , slot_id = 2253325, assembly_id= 2253018;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU02 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP02.D           : PR_MPD          , at = 0            , slot_id = 57390595, assembly_id= 2253020;\n",
      "\n",
      "  PR.BHU02.D          : PR_BHD          , at = 1.10279625   , slot_id = 57390663, assembly_id= 2253020;\n",
      "\n",
      "  PR.DHZ03.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57390731, assembly_id= 2253020;\n",
      "\n",
      "  PR.MP02.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57390697, assembly_id= 2253020;\n",
      "\n",
      "  PR.BHU02.F          : PR_BHF          , at = 3.30438875   , slot_id = 57390765, assembly_id= 2253020;\n",
      "\n",
      "  PR.MP02.F           : PR_MPF          , at = 4.403185     , slot_id = 57390799, assembly_id= 2253020;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT03 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP03.F           : PR_MPF          , at = 0            , slot_id = 57390325, assembly_id= 2253022;\n",
      "\n",
      "  PR.BHT03.F          : PR_BHF          , at = 1.09879625   , slot_id = 57390326, assembly_id= 2253022;\n",
      "\n",
      "  PR.MP03.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57390327, assembly_id= 2253022;\n",
      "\n",
      "  PR.DHZ03.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57390330, assembly_id= 2253022;\n",
      "\n",
      "  PR.BHT03.D          : PR_BHD          , at = 3.30038875   , slot_id = 57390328, assembly_id= 2253022;\n",
      "\n",
      "  PR.MP03.D           : PR_MPD          , at = 4.403185     , slot_id = 57390329, assembly_id= 2253022;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR04 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP04.D           : PR_MPD          , at = 0            , slot_id = 57390839, assembly_id= 2253024;\n",
      "\n",
      "  PR.BHR04.D          : PR_BHD          , at = 1.10279625   , slot_id = 57390873, assembly_id= 2253024;\n",
      "\n",
      "  PR.DHZ05.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57390941, assembly_id= 2253024;\n",
      "\n",
      "  PR.MP04.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57390907, assembly_id= 2253024;\n",
      "\n",
      "  PR.BHR04.F          : PR_BHF          , at = 3.30438875   , slot_id = 57390975, assembly_id= 2253024;\n",
      "\n",
      "  PR.MP04.F           : PR_MPF          , at = 4.403185     , slot_id = 57391009, assembly_id= 2253024;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT05 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP05.F           : PR_MPF          , at = 0            , slot_id = 57391510, assembly_id= 2253026;\n",
      "\n",
      "  PR.BHT05.F          : PR_BHF          , at = 1.09879625   , slot_id = 57391511, assembly_id= 2253026;\n",
      "\n",
      "  PR.DHZ05.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57391515, assembly_id= 2253026;\n",
      "\n",
      "  PR.MP05.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57391512, assembly_id= 2253026;\n",
      "\n",
      "  PR.BHT05.D          : PR_BHD          , at = 3.30038875   , slot_id = 57391513, assembly_id= 2253026;\n",
      "\n",
      "  PR.MP05.D           : PR_MPD          , at = 4.403185     , slot_id = 57391514, assembly_id= 2253026;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR06 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP06.D           : PR_MPD          , at = 0            , slot_id = 57403984, assembly_id= 2253028;\n",
      "\n",
      "  PR.BHR06.D          : PR_BHD          , at = 1.10279625   , slot_id = 57403985, assembly_id= 2253028;\n",
      "\n",
      "  PR.DHZ07.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57403987, assembly_id= 2253028;\n",
      "\n",
      "  PR.MP06.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57403986, assembly_id= 2253028;\n",
      "\n",
      "  PR.BHR06.F          : PR_BHF          , at = 3.30438875   , slot_id = 57403988, assembly_id= 2253028;\n",
      "\n",
      "  PR.MP06.F           : PR_MPF          , at = 4.403185     , slot_id = 57403989, assembly_id= 2253028;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS07 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP07.F           : PR_MPF          , at = 0            , slot_id = 57391049, assembly_id= 2253030;\n",
      "\n",
      "  PR.BHS07.F          : PR_BHF          , at = 1.09879625   , slot_id = 57391083, assembly_id= 2253030;\n",
      "\n",
      "  PR.DHZ07.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57391151, assembly_id= 2253030;\n",
      "\n",
      "  PR.MP07.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57391117, assembly_id= 2253030;\n",
      "\n",
      "  PR.BHS07.D          : PR_BHD          , at = 3.30038875   , slot_id = 57391185, assembly_id= 2253030;\n",
      "\n",
      "  PR.MP07.D           : PR_MPD          , at = 4.403185     , slot_id = 57391238, assembly_id= 2253030;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR08 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP08.D           : PR_MPD          , at = 0            , slot_id = 57404248, assembly_id= 2253032;\n",
      "\n",
      "  PR.BHR08.D          : PR_BHD          , at = 1.10279625   , slot_id = 57404249, assembly_id= 2253032;\n",
      "\n",
      "  PR.MP08.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57404250, assembly_id= 2253032;\n",
      "\n",
      "  PR.DHZ09.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57404251, assembly_id= 2253032;\n",
      "\n",
      "  PR.BHR08.F          : PR_BHF          , at = 3.30438875   , slot_id = 57404252, assembly_id= 2253032;\n",
      "\n",
      "  PR.MP08.F           : PR_MPF          , at = 4.403185     , slot_id = 57404253, assembly_id= 2253032;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT09 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP09.F           : PR_MPF          , at = 0            , slot_id = 57391774, assembly_id= 2253034;\n",
      "\n",
      "  PR.BHT09.F          : PR_BHF          , at = 1.09879625   , slot_id = 57391775, assembly_id= 2253034;\n",
      "\n",
      "  PR.DHZ09.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57391779, assembly_id= 2253034;\n",
      "\n",
      "  PR.MP09.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57391776, assembly_id= 2253034;\n",
      "\n",
      "  PR.BHT09.D          : PR_BHD          , at = 3.30038875   , slot_id = 57391777, assembly_id= 2253034;\n",
      "\n",
      "  PR.MP09.D           : PR_MPD          , at = 4.403185     , slot_id = 57391778, assembly_id= 2253034;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR10 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP10.D           : PR_MPD          , at = 0            , slot_id = 57404512, assembly_id= 2253036;\n",
      "\n",
      "  PR.BHR10.D          : PR_BHD          , at = 1.10279625   , slot_id = 57404513, assembly_id= 2253036;\n",
      "\n",
      "  PR.MP10.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57404514, assembly_id= 2253036;\n",
      "\n",
      "  PR.DHZ11.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57404515, assembly_id= 2253036;\n",
      "\n",
      "  PR.BHR10.F          : PR_BHF          , at = 3.30438875   , slot_id = 57404516, assembly_id= 2253036;\n",
      "\n",
      "  PR.MP10.F           : PR_MPF          , at = 4.403185     , slot_id = 57404517, assembly_id= 2253036;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS11 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP11.F           : PR_MPF          , at = 0            , slot_id = 57413380, assembly_id= 2253038;\n",
      "\n",
      "  PR.BHS11.F          : PR_BHF          , at = 1.09879625   , slot_id = 57413381, assembly_id= 2253038;\n",
      "\n",
      "  PR.MP11.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57413382, assembly_id= 2253038;\n",
      "\n",
      "  PR.DHZ11.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57413383, assembly_id= 2253038;\n",
      "\n",
      "  PR.BHS11.D          : PR_BHD          , at = 3.30038875   , slot_id = 57413384, assembly_id= 2253038;\n",
      "\n",
      "  PR.MP11.D           : PR_MPD          , at = 4.403185     , slot_id = 57413385, assembly_id= 2253038;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR12 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP12.D           : PR_MPD          , at = 0            , slot_id = 57404811, assembly_id= 2253040;\n",
      "\n",
      "  PR.BHR12.D          : PR_BHD          , at = 1.10279625   , slot_id = 57404812, assembly_id= 2253040;\n",
      "\n",
      "  PR.MP12.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57404813, assembly_id= 2253040;\n",
      "\n",
      "  PR.DHZ13.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57404814, assembly_id= 2253040;\n",
      "\n",
      "  PR.BHR12.F          : PR_BHF          , at = 3.30438875   , slot_id = 57404815, assembly_id= 2253040;\n",
      "\n",
      "  PR.MP12.F           : PR_MPF          , at = 4.403185     , slot_id = 57404816, assembly_id= 2253040;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS13 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP13.F           : PR_MPF          , at = 0            , slot_id = 57413644, assembly_id= 2253042;\n",
      "\n",
      "  PR.BHS13.F          : PR_BHF          , at = 1.09879625   , slot_id = 57413645, assembly_id= 2253042;\n",
      "\n",
      "  PR.DHZ13.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57413647, assembly_id= 2253042;\n",
      "\n",
      "  PR.MP13.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57413646, assembly_id= 2253042;\n",
      "\n",
      "  PR.BHS13.D          : PR_BHD          , at = 3.30038875   , slot_id = 57413648, assembly_id= 2253042;\n",
      "\n",
      "  PR.MP13.D           : PR_MPD          , at = 4.403185     , slot_id = 57413649, assembly_id= 2253042;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU14 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP14.D           : PR_MPD          , at = 0            , slot_id = 57400260, assembly_id= 2253044;\n",
      "\n",
      "  PR.BHU14.D          : PR_BHD          , at = 1.10279625   , slot_id = 57400261, assembly_id= 2253044;\n",
      "\n",
      "  PR.MP14.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57400262, assembly_id= 2253044;\n",
      "\n",
      "  PR.DHZ15.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57400263, assembly_id= 2253044;\n",
      "\n",
      "  PR.BHU14.F          : PR_BHF          , at = 3.30438875   , slot_id = 57400264, assembly_id= 2253044;\n",
      "\n",
      "  PR.MP14.F           : PR_MPF          , at = 4.403185     , slot_id = 57400265, assembly_id= 2253044;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT15 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP15.F           : PR_MPF          , at = 0            , slot_id = 57392038, assembly_id= 2253046;\n",
      "\n",
      "  PR.BHT15.F          : PR_BHF          , at = 1.09879625   , slot_id = 57392039, assembly_id= 2253046;\n",
      "\n",
      "  PR.DHZ15.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57392043, assembly_id= 2253046;\n",
      "\n",
      "  PR.MP15.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57392040, assembly_id= 2253046;\n",
      "\n",
      "  PR.BHT15.D          : PR_BHD          , at = 3.30038875   , slot_id = 57392041, assembly_id= 2253046;\n",
      "\n",
      "  PR.MP15.D           : PR_MPD          , at = 4.403185     , slot_id = 57392042, assembly_id= 2253046;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU16 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP16.D           : PR_MPD          , at = 0            , slot_id = 57400524, assembly_id= 2253048;\n",
      "\n",
      "  PR.BHU16.D          : PR_BHD          , at = 1.10279625   , slot_id = 57400525, assembly_id= 2253048;\n",
      "\n",
      "  PR.DHZ17.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57400527, assembly_id= 2253048;\n",
      "\n",
      "  PR.MP16.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57400526, assembly_id= 2253048;\n",
      "\n",
      "  PR.BHU16.F          : PR_BHF          , at = 3.30438875   , slot_id = 57400528, assembly_id= 2253048;\n",
      "\n",
      "  PR.MP16.F           : PR_MPF          , at = 4.403185     , slot_id = 57400529, assembly_id= 2253048;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT17 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP17.F           : PR_MPF          , at = 0            , slot_id = 57392302, assembly_id= 2253050;\n",
      "\n",
      "  PR.BHT17.F          : PR_BHF          , at = 1.09879625   , slot_id = 57392303, assembly_id= 2253050;\n",
      "\n",
      "  PR.DHZ17.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57392307, assembly_id= 2253050;\n",
      "\n",
      "  PR.MP17.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57392304, assembly_id= 2253050;\n",
      "\n",
      "  PR.BHT17.D          : PR_BHD          , at = 3.30038875   , slot_id = 57392305, assembly_id= 2253050;\n",
      "\n",
      "  PR.MP17.D           : PR_MPD          , at = 4.403185     , slot_id = 57392306, assembly_id= 2253050;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU18 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP18.D           : PR_MPD          , at = 0            , slot_id = 57400788, assembly_id= 2253052;\n",
      "\n",
      "  PR.BHU18.D          : PR_BHD          , at = 1.10279625   , slot_id = 57400789, assembly_id= 2253052;\n",
      "\n",
      "  PR.DHZ19.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57400791, assembly_id= 2253052;\n",
      "\n",
      "  PR.MP18.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57400790, assembly_id= 2253052;\n",
      "\n",
      "  PR.BHU18.F          : PR_BHF          , at = 3.30438875   , slot_id = 57400792, assembly_id= 2253052;\n",
      "\n",
      "  PR.MP18.F           : PR_MPF          , at = 4.403185     , slot_id = 57400793, assembly_id= 2253052;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS19 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP19.F           : PR_MPF          , at = 0            , slot_id = 57413908, assembly_id= 2253054;\n",
      "\n",
      "  PR.BHS19.F          : PR_BHF          , at = 1.09879625   , slot_id = 57413909, assembly_id= 2253054;\n",
      "\n",
      "  PR.MP19.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57413910, assembly_id= 2253054;\n",
      "\n",
      "  PR.DHZ19.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57413911, assembly_id= 2253054;\n",
      "\n",
      "  PR.BHS19.D          : PR_BHD          , at = 3.30038875   , slot_id = 57413912, assembly_id= 2253054;\n",
      "\n",
      "  PR.MP19.D           : PR_MPD          , at = 4.403185     , slot_id = 57413913, assembly_id= 2253054;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR20 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP20.D           : PR_MPD          , at = 0            , slot_id = 57405075, assembly_id= 2253056;\n",
      "\n",
      "  PR.BHR20.D          : PR_BHD          , at = 1.10279625   , slot_id = 57405076, assembly_id= 2253056;\n",
      "\n",
      "  PR.MP20.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57405077, assembly_id= 2253056;\n",
      "\n",
      "  PR.DHZ21.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57405078, assembly_id= 2253056;\n",
      "\n",
      "  PR.BHR20.F          : PR_BHF          , at = 3.30438875   , slot_id = 57405079, assembly_id= 2253056;\n",
      "\n",
      "  PR.MP20.F           : PR_MPF          , at = 4.403185     , slot_id = 57405080, assembly_id= 2253056;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT21 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP21.F           : PR_MPF          , at = 0            , slot_id = 57392566, assembly_id= 2253058;\n",
      "\n",
      "  PR.BHT21.F          : PR_BHF          , at = 1.09879625   , slot_id = 57392567, assembly_id= 2253058;\n",
      "\n",
      "  PR.MP21.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57392568, assembly_id= 2253058;\n",
      "\n",
      "  PR.DHZ21.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57392571, assembly_id= 2253058;\n",
      "\n",
      "  PR.BHT21.D          : PR_BHD          , at = 3.30038875   , slot_id = 57392569, assembly_id= 2253058;\n",
      "\n",
      "  PR.MP21.D           : PR_MPD          , at = 4.403185     , slot_id = 57392570, assembly_id= 2253058;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR22 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP22.D           : PR_MPD          , at = 0            , slot_id = 57405624, assembly_id= 2253060;\n",
      "\n",
      "  PR.BHR22.D          : PR_BHD          , at = 1.10279625   , slot_id = 57405625, assembly_id= 2253060;\n",
      "\n",
      "  PR.MP22.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57405626, assembly_id= 2253060;\n",
      "\n",
      "  PR.DHZ23.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57405627, assembly_id= 2253060;\n",
      "\n",
      "  PR.BHR22.F          : PR_BHF          , at = 3.30438875   , slot_id = 57405628, assembly_id= 2253060;\n",
      "\n",
      "  PR.MP22.F           : PR_MPF          , at = 4.403185     , slot_id = 57405629, assembly_id= 2253060;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT23 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP23.F           : PR_MPF          , at = 0            , slot_id = 57392830, assembly_id= 2253062;\n",
      "\n",
      "  PR.BHT23.F          : PR_BHF          , at = 1.09879625   , slot_id = 57392831, assembly_id= 2253062;\n",
      "\n",
      "  PR.DHZ23.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57392835, assembly_id= 2253062;\n",
      "\n",
      "  PR.MP23.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57392832, assembly_id= 2253062;\n",
      "\n",
      "  PR.BHT23.D          : PR_BHD          , at = 3.30038875   , slot_id = 57392833, assembly_id= 2253062;\n",
      "\n",
      "  PR.MP23.D           : PR_MPD          , at = 4.403185     , slot_id = 57392834, assembly_id= 2253062;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU24 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP24.D           : PR_MPD          , at = 0            , slot_id = 57401052, assembly_id= 2253064;\n",
      "\n",
      "  PR.BHU24.D          : PR_BHD          , at = 1.10279625   , slot_id = 57401053, assembly_id= 2253064;\n",
      "\n",
      "  PR.DHZ25.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57401055, assembly_id= 2253064;\n",
      "\n",
      "  PR.MP24.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57401054, assembly_id= 2253064;\n",
      "\n",
      "  PR.BHU24.F          : PR_BHF          , at = 3.30438875   , slot_id = 57401056, assembly_id= 2253064;\n",
      "\n",
      "  PR.MP24.F           : PR_MPF          , at = 4.403185     , slot_id = 57401057, assembly_id= 2253064;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT25 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP25.F           : PR_MPF          , at = 0            , slot_id = 57393095, assembly_id= 2253066;\n",
      "\n",
      "  PR.BHT25.F          : PR_BHF          , at = 1.09879625   , slot_id = 57393096, assembly_id= 2253066;\n",
      "\n",
      "  PR.DHZ25.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57393100, assembly_id= 2253066;\n",
      "\n",
      "  PR.MP25.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57393097, assembly_id= 2253066;\n",
      "\n",
      "  PR.BHT25.D          : PR_BHD          , at = 3.30038875   , slot_id = 57393098, assembly_id= 2253066;\n",
      "\n",
      "  PR.MP25.D           : PR_MPD          , at = 4.403185     , slot_id = 57393099, assembly_id= 2253066;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR26 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP26.D           : PR_MPD          , at = 0            , slot_id = 57405888, assembly_id= 2253068;\n",
      "\n",
      "  PR.BHR26.D          : PR_BHD          , at = 1.10279625   , slot_id = 57405889, assembly_id= 2253068;\n",
      "\n",
      "  PR.DHZ27.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57405891, assembly_id= 2253068;\n",
      "\n",
      "  PR.MP26.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57405890, assembly_id= 2253068;\n",
      "\n",
      "  PR.BHR26.F          : PR_BHF          , at = 3.30438875   , slot_id = 57405892, assembly_id= 2253068;\n",
      "\n",
      "  PR.MP26.F           : PR_MPF          , at = 4.403185     , slot_id = 57405893, assembly_id= 2253068;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS27 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP27.F           : PR_MPF          , at = 0            , slot_id = 57414172, assembly_id= 2253070;\n",
      "\n",
      "  PR.BHS27.F          : PR_BHF          , at = 1.09879625   , slot_id = 57414173, assembly_id= 2253070;\n",
      "\n",
      "  PR.DHZ27.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57414175, assembly_id= 2253070;\n",
      "\n",
      "  PR.MP27.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57414174, assembly_id= 2253070;\n",
      "\n",
      "  PR.BHS27.D          : PR_BHD          , at = 3.30038875   , slot_id = 57414176, assembly_id= 2253070;\n",
      "\n",
      "  PR.MP27.D           : PR_MPD          , at = 4.403185     , slot_id = 57414177, assembly_id= 2253070;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU28 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP28.D           : PR_MPD          , at = 0            , slot_id = 57401316, assembly_id= 2253072;\n",
      "\n",
      "  PR.BHU28.D          : PR_BHD          , at = 1.10279625   , slot_id = 57401317, assembly_id= 2253072;\n",
      "\n",
      "  PR.DHZ29.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57401319, assembly_id= 2253072;\n",
      "\n",
      "  PR.MP28.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57401318, assembly_id= 2253072;\n",
      "\n",
      "  PR.BHU28.F          : PR_BHF          , at = 3.30438875   , slot_id = 57401320, assembly_id= 2253072;\n",
      "\n",
      "  PR.MP28.F           : PR_MPF          , at = 4.403185     , slot_id = 57401321, assembly_id= 2253072;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT29 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP29.F           : PR_MPF          , at = 0            , slot_id = 57393359, assembly_id= 2253074;\n",
      "\n",
      "  PR.BHT29.F          : PR_BHF          , at = 1.09879625   , slot_id = 57393360, assembly_id= 2253074;\n",
      "\n",
      "  PR.MP29.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57393361, assembly_id= 2253074;\n",
      "\n",
      "  PR.DHZ29.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57393364, assembly_id= 2253074;\n",
      "\n",
      "  PR.BHT29.D          : PR_BHD          , at = 3.30038875   , slot_id = 57393362, assembly_id= 2253074;\n",
      "\n",
      "  PR.MP29.D           : PR_MPD          , at = 4.403185     , slot_id = 57393363, assembly_id= 2253074;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR30 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP30.D           : PR_MPD          , at = 0            , slot_id = 57406207, assembly_id= 2253076;\n",
      "\n",
      "  PR.BHR30.D          : PR_BHD          , at = 1.10279625   , slot_id = 57406208, assembly_id= 2253076;\n",
      "\n",
      "  PR.DHZ31.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57406210, assembly_id= 2253076;\n",
      "\n",
      "  PR.MP30.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57406209, assembly_id= 2253076;\n",
      "\n",
      "  PR.BHR30.F          : PR_BHF          , at = 3.30438875   , slot_id = 57406211, assembly_id= 2253076;\n",
      "\n",
      "  PR.MP30.F           : PR_MPF          , at = 4.403185     , slot_id = 57406212, assembly_id= 2253076;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT31 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP31.F           : PR_MPF          , at = 0            , slot_id = 57393623, assembly_id= 2253078;\n",
      "\n",
      "  PR.BHT31.F          : PR_BHF          , at = 1.09879625   , slot_id = 57393624, assembly_id= 2253078;\n",
      "\n",
      "  PR.DHZ31.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57393628, assembly_id= 2253078;\n",
      "\n",
      "  PR.MP31.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57393625, assembly_id= 2253078;\n",
      "\n",
      "  PR.BHT31.D          : PR_BHD          , at = 3.30038875   , slot_id = 57393626, assembly_id= 2253078;\n",
      "\n",
      "  PR.MP31.D           : PR_MPD          , at = 4.403185     , slot_id = 57393627, assembly_id= 2253078;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR32 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP32.D           : PR_MPD          , at = 0            , slot_id = 57406471, assembly_id= 2253080;\n",
      "\n",
      "  PR.BHR32.D          : PR_BHD          , at = 1.10279625   , slot_id = 57406472, assembly_id= 2253080;\n",
      "\n",
      "  PR.DHZ33.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57406474, assembly_id= 2253080;\n",
      "\n",
      "  PR.MP32.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57406473, assembly_id= 2253080;\n",
      "\n",
      "  PR.BHR32.F          : PR_BHF          , at = 3.30438875   , slot_id = 57406475, assembly_id= 2253080;\n",
      "\n",
      "  PR.MP32.F           : PR_MPF          , at = 4.403185     , slot_id = 57406476, assembly_id= 2253080;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS33 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP33.F           : PR_MPF          , at = 0            , slot_id = 57414436, assembly_id= 2253082;\n",
      "\n",
      "  PR.BHS33.F          : PR_BHF          , at = 1.09879625   , slot_id = 57414437, assembly_id= 2253082;\n",
      "\n",
      "  PR.DHZ33.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57414439, assembly_id= 2253082;\n",
      "\n",
      "  PR.MP33.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57414438, assembly_id= 2253082;\n",
      "\n",
      "  PR.BHS33.D          : PR_BHD          , at = 3.30038875   , slot_id = 57414440, assembly_id= 2253082;\n",
      "\n",
      "  PR.MP33.D           : PR_MPD          , at = 4.403185     , slot_id = 57414441, assembly_id= 2253082;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR34 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP34.D           : PR_MPD          , at = 0            , slot_id = 57406735, assembly_id= 2253084;\n",
      "\n",
      "  PR.BHR34.D          : PR_BHD          , at = 1.10279625   , slot_id = 57406736, assembly_id= 2253084;\n",
      "\n",
      "  PR.MP34.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57406737, assembly_id= 2253084;\n",
      "\n",
      "  PR.DHZ35.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57406738, assembly_id= 2253084;\n",
      "\n",
      "  PR.BHR34.F          : PR_BHF          , at = 3.30438875   , slot_id = 57406739, assembly_id= 2253084;\n",
      "\n",
      "  PR.MP34.F           : PR_MPF          , at = 4.403185     , slot_id = 57406740, assembly_id= 2253084;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT35 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP35.F           : PR_MPF          , at = 0            , slot_id = 57393887, assembly_id= 2253086;\n",
      "\n",
      "  PR.BHT35.F          : PR_BHF          , at = 1.09879625   , slot_id = 57393888, assembly_id= 2253086;\n",
      "\n",
      "  PR.MP35.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57393889, assembly_id= 2253086;\n",
      "\n",
      "  PR.DHZ35.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57393892, assembly_id= 2253086;\n",
      "\n",
      "  PR.BHT35.D          : PR_BHD          , at = 3.30038875   , slot_id = 57393890, assembly_id= 2253086;\n",
      "\n",
      "  PR.MP35.D           : PR_MPD          , at = 4.403185     , slot_id = 57393891, assembly_id= 2253086;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR36 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP36.D           : PR_MPD          , at = 0            , slot_id = 57406999, assembly_id= 2253088;\n",
      "\n",
      "  PR.BHR36.D          : PR_BHD          , at = 1.10279625   , slot_id = 57407000, assembly_id= 2253088;\n",
      "\n",
      "  PR.MP36.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57407001, assembly_id= 2253088;\n",
      "\n",
      "  PR.DHZ37.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57407002, assembly_id= 2253088;\n",
      "\n",
      "  PR.BHR36.F          : PR_BHF          , at = 3.30438875   , slot_id = 57407003, assembly_id= 2253088;\n",
      "\n",
      "  PR.MP36.F           : PR_MPF          , at = 4.403185     , slot_id = 57407004, assembly_id= 2253088;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT37 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP37.F           : PR_MPF          , at = 0            , slot_id = 57394151, assembly_id= 2253090;\n",
      "\n",
      "  PR.BHT37.F          : PR_BHF          , at = 1.09879625   , slot_id = 57394152, assembly_id= 2253090;\n",
      "\n",
      "  PR.MP37.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57394153, assembly_id= 2253090;\n",
      "\n",
      "  PR.DHZ37.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57394156, assembly_id= 2253090;\n",
      "\n",
      "  PR.BHT37.D          : PR_BHD          , at = 3.30038875   , slot_id = 57394154, assembly_id= 2253090;\n",
      "\n",
      "  PR.MP37.D           : PR_MPD          , at = 4.403185     , slot_id = 57394155, assembly_id= 2253090;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR38 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP38.D           : PR_MPD          , at = 0            , slot_id = 57407263, assembly_id= 2253092;\n",
      "\n",
      "  PR.BHR38.D          : PR_BHD          , at = 1.10279625   , slot_id = 57407264, assembly_id= 2253092;\n",
      "\n",
      "  PR.DHZ39.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57407266, assembly_id= 2253092;\n",
      "\n",
      "  PR.MP38.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57407265, assembly_id= 2253092;\n",
      "\n",
      "  PR.BHR38.F          : PR_BHF          , at = 3.30438875   , slot_id = 57407267, assembly_id= 2253092;\n",
      "\n",
      "  PR.MP38.F           : PR_MPF          , at = 4.403185     , slot_id = 57407268, assembly_id= 2253092;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT39 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP39.F           : PR_MPF          , at = 0            , slot_id = 57394415, assembly_id= 2253094;\n",
      "\n",
      "  PR.BHT39.F          : PR_BHF          , at = 1.09879625   , slot_id = 57394416, assembly_id= 2253094;\n",
      "\n",
      "  PR.DHZ39.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57394420, assembly_id= 2253094;\n",
      "\n",
      "  PR.MP39.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57394417, assembly_id= 2253094;\n",
      "\n",
      "  PR.BHT39.D          : PR_BHD          , at = 3.30038875   , slot_id = 57394418, assembly_id= 2253094;\n",
      "\n",
      "  PR.MP39.D           : PR_MPD          , at = 4.403185     , slot_id = 57394419, assembly_id= 2253094;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU40 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP40.D           : PR_MPD          , at = 0            , slot_id = 57401580, assembly_id= 2253096;\n",
      "\n",
      "  PR.BHU40.D          : PR_BHD          , at = 1.10279625   , slot_id = 57401581, assembly_id= 2253096;\n",
      "\n",
      "  PR.MP40.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57401582, assembly_id= 2253096;\n",
      "\n",
      "  PR.DHZ41.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57401583, assembly_id= 2253096;\n",
      "\n",
      "  PR.BHU40.F          : PR_BHF          , at = 3.30438875   , slot_id = 57401584, assembly_id= 2253096;\n",
      "\n",
      "  PR.MP40.F           : PR_MPF          , at = 4.403185     , slot_id = 57401585, assembly_id= 2253096;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT41 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP41.F           : PR_MPF          , at = 0            , slot_id = 57394679, assembly_id= 2253098;\n",
      "\n",
      "  PR.BHT41.F          : PR_BHF          , at = 1.09879625   , slot_id = 57394680, assembly_id= 2253098;\n",
      "\n",
      "  PR.MP41.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57394681, assembly_id= 2253098;\n",
      "\n",
      "  PR.DHZ41.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57394684, assembly_id= 2253098;\n",
      "\n",
      "  PR.BHT41.D          : PR_BHD          , at = 3.30038875   , slot_id = 57394682, assembly_id= 2253098;\n",
      "\n",
      "  PR.MP41.D           : PR_MPD          , at = 4.403185     , slot_id = 57394683, assembly_id= 2253098;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR42 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP42.D           : PR_MPD          , at = 0            , slot_id = 57407527, assembly_id= 2253100;\n",
      "\n",
      "  PR.BHR42.D          : PR_BHD          , at = 1.10279625   , slot_id = 57407528, assembly_id= 2253100;\n",
      "\n",
      "  PR.MP42.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57407529, assembly_id= 2253100;\n",
      "\n",
      "  PR.DHZ43.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57407530, assembly_id= 2253100;\n",
      "\n",
      "  PR.BHR42.F          : PR_BHF          , at = 3.30438875   , slot_id = 57407531, assembly_id= 2253100;\n",
      "\n",
      "  PR.MP42.F           : PR_MPF          , at = 4.403185     , slot_id = 57407532, assembly_id= 2253100;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT43 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP43.F           : PR_MPF          , at = 0            , slot_id = 57394943, assembly_id= 2253102;\n",
      "\n",
      "  PR.BHT43.F          : PR_BHF          , at = 1.09879625   , slot_id = 57394944, assembly_id= 2253102;\n",
      "\n",
      "  PR.MP43.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57394945, assembly_id= 2253102;\n",
      "\n",
      "  PR.DHZ43.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57394948, assembly_id= 2253102;\n",
      "\n",
      "  PR.BHT43.D          : PR_BHD          , at = 3.30038875   , slot_id = 57394946, assembly_id= 2253102;\n",
      "\n",
      "  PR.MP43.D           : PR_MPD          , at = 4.403185     , slot_id = 57394947, assembly_id= 2253102;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR44 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP44.D           : PR_MPD          , at = 0            , slot_id = 57407791, assembly_id= 2253104;\n",
      "\n",
      "  PR.BHR44.D          : PR_BHD          , at = 1.10279625   , slot_id = 57407792, assembly_id= 2253104;\n",
      "\n",
      "  PR.MP44.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57407793, assembly_id= 2253104;\n",
      "\n",
      "  PR.DHZ45.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57407794, assembly_id= 2253104;\n",
      "\n",
      "  PR.BHR44.F          : PR_BHF          , at = 3.30438875   , slot_id = 57407795, assembly_id= 2253104;\n",
      "\n",
      "  PR.MP44.F           : PR_MPF          , at = 4.403185     , slot_id = 57407796, assembly_id= 2253104;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT45 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP45.F           : PR_MPF          , at = 0            , slot_id = 57395207, assembly_id= 2253106;\n",
      "\n",
      "  PR.BHT45.F          : PR_BHF          , at = 1.09879625   , slot_id = 57395208, assembly_id= 2253106;\n",
      "\n",
      "  PR.DHZ45.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57395212, assembly_id= 2253106;\n",
      "\n",
      "  PR.MP45.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57395209, assembly_id= 2253106;\n",
      "\n",
      "  PR.BHT45.D          : PR_BHD          , at = 3.30038875   , slot_id = 57395210, assembly_id= 2253106;\n",
      "\n",
      "  PR.MP45.D           : PR_MPD          , at = 4.403185     , slot_id = 57395211, assembly_id= 2253106;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR46 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP46.D           : PR_MPD          , at = 0            , slot_id = 57408055, assembly_id= 2253108;\n",
      "\n",
      "  PR.BHR46.D          : PR_BHD          , at = 1.10279625   , slot_id = 57408056, assembly_id= 2253108;\n",
      "\n",
      "  PR.DHZ47.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57408058, assembly_id= 2253108;\n",
      "\n",
      "  PR.MP46.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57408057, assembly_id= 2253108;\n",
      "\n",
      "  PR.BHR46.F          : PR_BHF          , at = 3.30438875   , slot_id = 57408059, assembly_id= 2253108;\n",
      "\n",
      "  PR.MP46.F           : PR_MPF          , at = 4.403185     , slot_id = 57408060, assembly_id= 2253108;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS47 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP47.F           : PR_MPF          , at = 0            , slot_id = 57414700, assembly_id= 2253110;\n",
      "\n",
      "  PR.BHS47.F          : PR_BHF          , at = 1.09879625   , slot_id = 57414701, assembly_id= 2253110;\n",
      "\n",
      "  PR.MP47.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57414702, assembly_id= 2253110;\n",
      "\n",
      "  PR.DHZ47.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57414703, assembly_id= 2253110;\n",
      "\n",
      "  PR.BHS47.D          : PR_BHD          , at = 3.30038875   , slot_id = 57414704, assembly_id= 2253110;\n",
      "\n",
      "  PR.MP47.D           : PR_MPD          , at = 4.403185     , slot_id = 57414705, assembly_id= 2253110;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR48 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP48.D           : PR_MPD          , at = 0            , slot_id = 57408319, assembly_id= 2253112;\n",
      "\n",
      "  PR.BHR48.D          : PR_BHD          , at = 1.10279625   , slot_id = 57408320, assembly_id= 2253112;\n",
      "\n",
      "  PR.MP48.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57408321, assembly_id= 2253112;\n",
      "\n",
      "  PR.DHZ49.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57408322, assembly_id= 2253112;\n",
      "\n",
      "  PR.BHR48.F          : PR_BHF          , at = 3.30438875   , slot_id = 57408323, assembly_id= 2253112;\n",
      "\n",
      "  PR.MP48.F           : PR_MPF          , at = 4.403185     , slot_id = 57408324, assembly_id= 2253112;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT49 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP49.F           : PR_MPF          , at = 0            , slot_id = 57395471, assembly_id= 2253114;\n",
      "\n",
      "  PR.BHT49.F          : PR_BHF          , at = 1.09879625   , slot_id = 57395472, assembly_id= 2253114;\n",
      "\n",
      "  PR.DHZ49.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57395476, assembly_id= 2253114;\n",
      "\n",
      "  PR.MP49.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57395473, assembly_id= 2253114;\n",
      "\n",
      "  PR.BHT49.D          : PR_BHD          , at = 3.30038875   , slot_id = 57395474, assembly_id= 2253114;\n",
      "\n",
      "  PR.MP49.D           : PR_MPD          , at = 4.403185     , slot_id = 57395475, assembly_id= 2253114;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR50 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP50.D           : PR_MPD          , at = 0            , slot_id = 57408583, assembly_id= 2253116;\n",
      "\n",
      "  PR.BHR50.D          : PR_BHD          , at = 1.10279625   , slot_id = 57408584, assembly_id= 2253116;\n",
      "\n",
      "  PR.MP50.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57408585, assembly_id= 2253116;\n",
      "\n",
      "  PR.DHZ51.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57408586, assembly_id= 2253116;\n",
      "\n",
      "  PR.BHR50.F          : PR_BHF          , at = 3.30438875   , slot_id = 57408587, assembly_id= 2253116;\n",
      "\n",
      "  PR.MP50.F           : PR_MPF          , at = 4.403185     , slot_id = 57408588, assembly_id= 2253116;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT51 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP51.F           : PR_MPF          , at = 0            , slot_id = 57395735, assembly_id= 2253118;\n",
      "\n",
      "  PR.BHT51.F          : PR_BHF          , at = 1.09879625   , slot_id = 57395736, assembly_id= 2253118;\n",
      "\n",
      "  PR.DHZ51.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57395740, assembly_id= 2253118;\n",
      "\n",
      "  PR.MP51.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57395737, assembly_id= 2253118;\n",
      "\n",
      "  PR.BHT51.D          : PR_BHD          , at = 3.30038875   , slot_id = 57395738, assembly_id= 2253118;\n",
      "\n",
      "  PR.MP51.D           : PR_MPD          , at = 4.403185     , slot_id = 57395739, assembly_id= 2253118;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR52 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP52.D           : PR_MPD          , at = 0            , slot_id = 57408847, assembly_id= 2253120;\n",
      "\n",
      "  PR.BHR52.D          : PR_BHD          , at = 1.10279625   , slot_id = 57408848, assembly_id= 2253120;\n",
      "\n",
      "  PR.DHZ53.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57408850, assembly_id= 2253120;\n",
      "\n",
      "  PR.MP52.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57408849, assembly_id= 2253120;\n",
      "\n",
      "  PR.BHR52.F          : PR_BHF          , at = 3.30438875   , slot_id = 57408851, assembly_id= 2253120;\n",
      "\n",
      "  PR.MP52.F           : PR_MPF          , at = 4.403185     , slot_id = 57408852, assembly_id= 2253120;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS53 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP53.F           : PR_MPF          , at = 0            , slot_id = 57414964, assembly_id= 2253122;\n",
      "\n",
      "  PR.BHS53.F          : PR_BHF          , at = 1.09879625   , slot_id = 57414965, assembly_id= 2253122;\n",
      "\n",
      "  PR.MP53.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57414966, assembly_id= 2253122;\n",
      "\n",
      "  PR.DHZ53.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57414967, assembly_id= 2253122;\n",
      "\n",
      "  PR.BHS53.D          : PR_BHD          , at = 3.30038875   , slot_id = 57414968, assembly_id= 2253122;\n",
      "\n",
      "  PR.MP53.D           : PR_MPD          , at = 4.403185     , slot_id = 57414969, assembly_id= 2253122;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR54 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP54.D           : PR_MPD          , at = 0            , slot_id = 57409111, assembly_id= 2253124;\n",
      "\n",
      "  PR.BHR54.D          : PR_BHD          , at = 1.10279625   , slot_id = 57409112, assembly_id= 2253124;\n",
      "\n",
      "  PR.MP54.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57409113, assembly_id= 2253124;\n",
      "\n",
      "  PR.DHZ55.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57409114, assembly_id= 2253124;\n",
      "\n",
      "  PR.BHR54.F          : PR_BHF          , at = 3.30438875   , slot_id = 57409115, assembly_id= 2253124;\n",
      "\n",
      "  PR.MP54.F           : PR_MPF          , at = 4.403185     , slot_id = 57409116, assembly_id= 2253124;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT55 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP55.F           : PR_MPF          , at = 0            , slot_id = 57395999, assembly_id= 2253126;\n",
      "\n",
      "  PR.BHT55.F          : PR_BHF          , at = 1.09879625   , slot_id = 57396000, assembly_id= 2253126;\n",
      "\n",
      "  PR.DHZ55.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57396004, assembly_id= 2253126;\n",
      "\n",
      "  PR.MP55.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57396001, assembly_id= 2253126;\n",
      "\n",
      "  PR.BHT55.D          : PR_BHD          , at = 3.30038875   , slot_id = 57396002, assembly_id= 2253126;\n",
      "\n",
      "  PR.MP55.D           : PR_MPD          , at = 4.403185     , slot_id = 57396003, assembly_id= 2253126;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU56 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP56.D           : PR_MPD          , at = 0            , slot_id = 57401844, assembly_id= 2253128;\n",
      "\n",
      "  PR.BHU56.D          : PR_BHD          , at = 1.10279625   , slot_id = 57401845, assembly_id= 2253128;\n",
      "\n",
      "  PR.MP56.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57401846, assembly_id= 2253128;\n",
      "\n",
      "  PR.DHZ57.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57401847, assembly_id= 2253128;\n",
      "\n",
      "  PR.BHU56.F          : PR_BHF          , at = 3.30438875   , slot_id = 57401848, assembly_id= 2253128;\n",
      "\n",
      "  PR.MP56.F           : PR_MPF          , at = 4.403185     , slot_id = 57401849, assembly_id= 2253128;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT57 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP57.F           : PR_MPF          , at = 0            , slot_id = 57396263, assembly_id= 2253130;\n",
      "\n",
      "  PR.BHT57.F          : PR_BHF          , at = 1.09879625   , slot_id = 57396264, assembly_id= 2253130;\n",
      "\n",
      "  PR.MP57.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57396265, assembly_id= 2253130;\n",
      "\n",
      "  PR.DHZ57.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57396268, assembly_id= 2253130;\n",
      "\n",
      "  PR.BHT57.D          : PR_BHD          , at = 3.30038875   , slot_id = 57396266, assembly_id= 2253130;\n",
      "\n",
      "  PR.MP57.D           : PR_MPD          , at = 4.403185     , slot_id = 57396267, assembly_id= 2253130;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU58 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP58.D           : PR_MPD          , at = 0            , slot_id = 57402108, assembly_id= 2253132;\n",
      "\n",
      "  PR.BHU58.D          : PR_BHD          , at = 1.10279625   , slot_id = 57402109, assembly_id= 2253132;\n",
      "\n",
      "  PR.DHZ59.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57402111, assembly_id= 2253132;\n",
      "\n",
      "  PR.MP58.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57402110, assembly_id= 2253132;\n",
      "\n",
      "  PR.BHU58.F          : PR_BHF          , at = 3.30438875   , slot_id = 57402112, assembly_id= 2253132;\n",
      "\n",
      "  PR.MP58.F           : PR_MPF          , at = 4.403185     , slot_id = 57402113, assembly_id= 2253132;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT59 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP59.F           : PR_MPF          , at = 0            , slot_id = 57396527, assembly_id= 2253134;\n",
      "\n",
      "  PR.BHT59.F          : PR_BHF          , at = 1.09879625   , slot_id = 57396528, assembly_id= 2253134;\n",
      "\n",
      "  PR.MP59.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57396529, assembly_id= 2253134;\n",
      "\n",
      "  PR.DHZ59.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57396532, assembly_id= 2253134;\n",
      "\n",
      "  PR.BHT59.D          : PR_BHD          , at = 3.30038875   , slot_id = 57396530, assembly_id= 2253134;\n",
      "\n",
      "  PR.MP59.D           : PR_MPD          , at = 4.403185     , slot_id = 57396531, assembly_id= 2253134;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU60 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP60.D           : PR_MPD          , at = 0            , slot_id = 57402372, assembly_id= 2253136;\n",
      "\n",
      "  PR.BHU60.D          : PR_BHD          , at = 1.10279625   , slot_id = 57402373, assembly_id= 2253136;\n",
      "\n",
      "  PR.MP60.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57402374, assembly_id= 2253136;\n",
      "\n",
      "  PR.DHZ61.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57402375, assembly_id= 2253136;\n",
      "\n",
      "  PR.BHU60.F          : PR_BHF          , at = 3.30438875   , slot_id = 57402376, assembly_id= 2253136;\n",
      "\n",
      "  PR.MP60.F           : PR_MPF          , at = 4.403185     , slot_id = 57402377, assembly_id= 2253136;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT61 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP61.F           : PR_MPF          , at = 0            , slot_id = 57396791, assembly_id= 2253138;\n",
      "\n",
      "  PR.BHT61.F          : PR_BHF          , at = 1.09879625   , slot_id = 57396792, assembly_id= 2253138;\n",
      "\n",
      "  PR.DHZ61.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57396796, assembly_id= 2253138;\n",
      "\n",
      "  PR.MP61.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57396793, assembly_id= 2253138;\n",
      "\n",
      "  PR.BHT61.D          : PR_BHD          , at = 3.30038875   , slot_id = 57396794, assembly_id= 2253138;\n",
      "\n",
      "  PR.MP61.D           : PR_MPD          , at = 4.403185     , slot_id = 57396795, assembly_id= 2253138;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU62 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP62.D           : PR_MPD          , at = 0            , slot_id = 57402636, assembly_id= 2253140;\n",
      "\n",
      "  PR.BHU62.D          : PR_BHD          , at = 1.10279625   , slot_id = 57402637, assembly_id= 2253140;\n",
      "\n",
      "  PR.DHZ63.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57402639, assembly_id= 2253140;\n",
      "\n",
      "  PR.MP62.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57402638, assembly_id= 2253140;\n",
      "\n",
      "  PR.BHU62.F          : PR_BHF          , at = 3.30438875   , slot_id = 57402640, assembly_id= 2253140;\n",
      "\n",
      "  PR.MP62.F           : PR_MPF          , at = 4.403185     , slot_id = 57402641, assembly_id= 2253140;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT63 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP63.F           : PR_MPF          , at = 0            , slot_id = 57397055, assembly_id= 2253142;\n",
      "\n",
      "  PR.BHT63.F          : PR_BHF          , at = 1.09879625   , slot_id = 57397056, assembly_id= 2253142;\n",
      "\n",
      "  PR.MP63.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57397057, assembly_id= 2253142;\n",
      "\n",
      "  PR.DHZ63.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57397060, assembly_id= 2253142;\n",
      "\n",
      "  PR.BHT63.D          : PR_BHD          , at = 3.30038875   , slot_id = 57397058, assembly_id= 2253142;\n",
      "\n",
      "  PR.MP63.D           : PR_MPD          , at = 4.403185     , slot_id = 57397059, assembly_id= 2253142;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU64 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP64.D           : PR_MPD          , at = 0            , slot_id = 57402900, assembly_id= 2253144;\n",
      "\n",
      "  PR.BHU64.D          : PR_BHD          , at = 1.10279625   , slot_id = 57402901, assembly_id= 2253144;\n",
      "\n",
      "  PR.MP64.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57402902, assembly_id= 2253144;\n",
      "\n",
      "  PR.DHZ65.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57402903, assembly_id= 2253144;\n",
      "\n",
      "  PR.BHU64.F          : PR_BHF          , at = 3.30438875   , slot_id = 57402904, assembly_id= 2253144;\n",
      "\n",
      "  PR.MP64.F           : PR_MPF          , at = 4.403185     , slot_id = 57402905, assembly_id= 2253144;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT65 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP65.F           : PR_MPF          , at = 0            , slot_id = 57397319, assembly_id= 2253146;\n",
      "\n",
      "  PR.BHT65.F          : PR_BHF          , at = 1.09879625   , slot_id = 57397320, assembly_id= 2253146;\n",
      "\n",
      "  PR.MP65.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57397321, assembly_id= 2253146;\n",
      "\n",
      "  PR.DHZ65.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57397324, assembly_id= 2253146;\n",
      "\n",
      "  PR.BHT65.D          : PR_BHD          , at = 3.30038875   , slot_id = 57397322, assembly_id= 2253146;\n",
      "\n",
      "  PR.MP65.D           : PR_MPD          , at = 4.403185     , slot_id = 57397323, assembly_id= 2253146;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR66 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP66.D           : PR_MPD          , at = 0            , slot_id = 57409375, assembly_id= 2253148;\n",
      "\n",
      "  PR.BHR66.D          : PR_BHD          , at = 1.10279625   , slot_id = 57409376, assembly_id= 2253148;\n",
      "\n",
      "  PR.MP66.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57409377, assembly_id= 2253148;\n",
      "\n",
      "  PR.DHZ67.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57409378, assembly_id= 2253148;\n",
      "\n",
      "  PR.BHR66.F          : PR_BHF          , at = 3.30438875   , slot_id = 57409379, assembly_id= 2253148;\n",
      "\n",
      "  PR.MP66.F           : PR_MPF          , at = 4.403185     , slot_id = 57409380, assembly_id= 2253148;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS67 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP67.F           : PR_MPF          , at = 0            , slot_id = 57415228, assembly_id= 2253150;\n",
      "\n",
      "  PR.BHS67.F          : PR_BHF          , at = 1.09879625   , slot_id = 57415229, assembly_id= 2253150;\n",
      "\n",
      "  PR.DHZ67.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57415231, assembly_id= 2253150;\n",
      "\n",
      "  PR.MP67.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57415230, assembly_id= 2253150;\n",
      "\n",
      "  PR.BHS67.D          : PR_BHD          , at = 3.30038875   , slot_id = 57415232, assembly_id= 2253150;\n",
      "\n",
      "  PR.MP67.D           : PR_MPD          , at = 4.403185     , slot_id = 57415233, assembly_id= 2253150;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU68 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP68.D           : PR_MPD          , at = 0            , slot_id = 57403164, assembly_id= 2253152;\n",
      "\n",
      "  PR.BHU68.D          : PR_BHD          , at = 1.10279625   , slot_id = 57403165, assembly_id= 2253152;\n",
      "\n",
      "  PR.DHZ69.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57403167, assembly_id= 2253152;\n",
      "\n",
      "  PR.MP68.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57403166, assembly_id= 2253152;\n",
      "\n",
      "  PR.BHU68.F          : PR_BHF          , at = 3.30438875   , slot_id = 57403168, assembly_id= 2253152;\n",
      "\n",
      "  PR.MP68.F           : PR_MPF          , at = 4.403185     , slot_id = 57403169, assembly_id= 2253152;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT69 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP69.F           : PR_MPF          , at = 0            , slot_id = 57397620, assembly_id= 2253154;\n",
      "\n",
      "  PR.BHT69.F          : PR_BHF          , at = 1.09879625   , slot_id = 57397621, assembly_id= 2253154;\n",
      "\n",
      "  PR.DHZ69.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57397625, assembly_id= 2253154;\n",
      "\n",
      "  PR.MP69.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57397622, assembly_id= 2253154;\n",
      "\n",
      "  PR.BHT69.D          : PR_BHD          , at = 3.30038875   , slot_id = 57397623, assembly_id= 2253154;\n",
      "\n",
      "  PR.MP69.D           : PR_MPD          , at = 4.403185     , slot_id = 57397624, assembly_id= 2253154;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR70 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP70.D           : PR_MPD          , at = 0            , slot_id = 57409639, assembly_id= 2253156;\n",
      "\n",
      "  PR.BHR70.D          : PR_BHD          , at = 1.10279625   , slot_id = 57409640, assembly_id= 2253156;\n",
      "\n",
      "  PR.DHZ71.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57409642, assembly_id= 2253156;\n",
      "\n",
      "  PR.MP70.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57409641, assembly_id= 2253156;\n",
      "\n",
      "  PR.BHR70.F          : PR_BHF          , at = 3.30438875   , slot_id = 57409643, assembly_id= 2253156;\n",
      "\n",
      "  PR.MP70.F           : PR_MPF          , at = 4.403185     , slot_id = 57409644, assembly_id= 2253156;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT71 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP71.F           : PR_MPF          , at = 0            , slot_id = 57397884, assembly_id= 2253158;\n",
      "\n",
      "  PR.BHT71.F          : PR_BHF          , at = 1.09879625   , slot_id = 57397885, assembly_id= 2253158;\n",
      "\n",
      "  PR.MP71.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57397886, assembly_id= 2253158;\n",
      "\n",
      "  PR.DHZ71.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57397889, assembly_id= 2253158;\n",
      "\n",
      "  PR.BHT71.D          : PR_BHD          , at = 3.30038875   , slot_id = 57397887, assembly_id= 2253158;\n",
      "\n",
      "  PR.MP71.D           : PR_MPD          , at = 4.403185     , slot_id = 57397888, assembly_id= 2253158;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR72 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP72.D           : PR_MPD          , at = 0            , slot_id = 57409947, assembly_id= 2253160;\n",
      "\n",
      "  PR.BHR72.D          : PR_BHD          , at = 1.10279625   , slot_id = 57409948, assembly_id= 2253160;\n",
      "\n",
      "  PR.MP72.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57409949, assembly_id= 2253160;\n",
      "\n",
      "  PR.DHZ73.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57409950, assembly_id= 2253160;\n",
      "\n",
      "  PR.BHR72.F          : PR_BHF          , at = 3.30438875   , slot_id = 57409951, assembly_id= 2253160;\n",
      "\n",
      "  PR.MP72.F           : PR_MPF          , at = 4.403185     , slot_id = 57409952, assembly_id= 2253160;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS73 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP73.F           : PR_MPF          , at = 0            , slot_id = 57415492, assembly_id= 2253162;\n",
      "\n",
      "  PR.BHS73.F          : PR_BHF          , at = 1.09879625   , slot_id = 57415493, assembly_id= 2253162;\n",
      "\n",
      "  PR.MP73.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57415494, assembly_id= 2253162;\n",
      "\n",
      "  PR.DHZ73.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57415495, assembly_id= 2253162;\n",
      "\n",
      "  PR.BHS73.D          : PR_BHD          , at = 3.30038875   , slot_id = 57415496, assembly_id= 2253162;\n",
      "\n",
      "  PR.MP73.D           : PR_MPD          , at = 4.403185     , slot_id = 57415497, assembly_id= 2253162;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU74 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP74.D           : PR_MPD          , at = 0            , slot_id = 57403692, assembly_id= 2253164;\n",
      "\n",
      "  PR.BHU74.D          : PR_BHD          , at = 1.10279625   , slot_id = 57403693, assembly_id= 2253164;\n",
      "\n",
      "  PR.MP74.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57403694, assembly_id= 2253164;\n",
      "\n",
      "  PR.DHZ75.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57403695, assembly_id= 2253164;\n",
      "\n",
      "  PR.BHU74.F          : PR_BHF          , at = 3.30438875   , slot_id = 57403696, assembly_id= 2253164;\n",
      "\n",
      "  PR.MP74.F           : PR_MPF          , at = 4.403185     , slot_id = 57403697, assembly_id= 2253164;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT75 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP75.F           : PR_MPF          , at = 0            , slot_id = 57398148, assembly_id= 2253166;\n",
      "\n",
      "  PR.BHT75.F          : PR_BHF          , at = 1.09879625   , slot_id = 57398149, assembly_id= 2253166;\n",
      "\n",
      "  PR.DHZ75.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57398153, assembly_id= 2253166;\n",
      "\n",
      "  PR.MP75.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57398150, assembly_id= 2253166;\n",
      "\n",
      "  PR.BHT75.D          : PR_BHD          , at = 3.30038875   , slot_id = 57398151, assembly_id= 2253166;\n",
      "\n",
      "  PR.MP75.D           : PR_MPD          , at = 4.403185     , slot_id = 57398152, assembly_id= 2253166;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR76 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP76.D           : PR_MPD          , at = 0            , slot_id = 57410211, assembly_id= 2253168;\n",
      "\n",
      "  PR.BHR76.D          : PR_BHD          , at = 1.10279625   , slot_id = 57410212, assembly_id= 2253168;\n",
      "\n",
      "  PR.MP76.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57410213, assembly_id= 2253168;\n",
      "\n",
      "  PR.DHZ77.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57410214, assembly_id= 2253168;\n",
      "\n",
      "  PR.BHR76.F          : PR_BHF          , at = 3.30438875   , slot_id = 57410215, assembly_id= 2253168;\n",
      "\n",
      "  PR.MP76.F           : PR_MPF          , at = 4.403185     , slot_id = 57410216, assembly_id= 2253168;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT77 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP77.F           : PR_MPF          , at = 0            , slot_id = 57398412, assembly_id= 2253170;\n",
      "\n",
      "  PR.BHT77.F          : PR_BHF          , at = 1.09879625   , slot_id = 57398413, assembly_id= 2253170;\n",
      "\n",
      "  PR.MP77.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57398414, assembly_id= 2253170;\n",
      "\n",
      "  PR.DHZ77.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57398417, assembly_id= 2253170;\n",
      "\n",
      "  PR.BHT77.D          : PR_BHD          , at = 3.30038875   , slot_id = 57398415, assembly_id= 2253170;\n",
      "\n",
      "  PR.MP77.D           : PR_MPD          , at = 4.403185     , slot_id = 57398416, assembly_id= 2253170;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR78 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP78.D           : PR_MPD          , at = 0            , slot_id = 57410475, assembly_id= 2253172;\n",
      "\n",
      "  PR.BHR78.D          : PR_BHD          , at = 1.10279625   , slot_id = 57410476, assembly_id= 2253172;\n",
      "\n",
      "  PR.DHZ79.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57410478, assembly_id= 2253172;\n",
      "\n",
      "  PR.MP78.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57410477, assembly_id= 2253172;\n",
      "\n",
      "  PR.BHR78.F          : PR_BHF          , at = 3.30438875   , slot_id = 57410479, assembly_id= 2253172;\n",
      "\n",
      "  PR.MP78.F           : PR_MPF          , at = 4.403185     , slot_id = 57410480, assembly_id= 2253172;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS79 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP79.F           : PR_MPF          , at = 0            , slot_id = 57415756, assembly_id= 2253174;\n",
      "\n",
      "  PR.BHS79.F          : PR_BHF          , at = 1.09879625   , slot_id = 57415757, assembly_id= 2253174;\n",
      "\n",
      "  PR.MP79.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57415758, assembly_id= 2253174;\n",
      "\n",
      "  PR.DHZ79.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57415759, assembly_id= 2253174;\n",
      "\n",
      "  PR.BHS79.D          : PR_BHD          , at = 3.30038875   , slot_id = 57415760, assembly_id= 2253174;\n",
      "\n",
      "  PR.MP79.D           : PR_MPD          , at = 4.403185     , slot_id = 57415761, assembly_id= 2253174;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR80 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP80.D           : PR_MPD          , at = 0            , slot_id = 57410739, assembly_id= 2253176;\n",
      "\n",
      "  PR.BHR80.D          : PR_BHD          , at = 1.10279625   , slot_id = 57410740, assembly_id= 2253176;\n",
      "\n",
      "  PR.MP80.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57410741, assembly_id= 2253176;\n",
      "\n",
      "  PR.DHZ81.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57410742, assembly_id= 2253176;\n",
      "\n",
      "  PR.BHR80.F          : PR_BHF          , at = 3.30438875   , slot_id = 57410743, assembly_id= 2253176;\n",
      "\n",
      "  PR.MP80.F           : PR_MPF          , at = 4.403185     , slot_id = 57410744, assembly_id= 2253176;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT81 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP81.F           : PR_MPF          , at = 0            , slot_id = 57398676, assembly_id= 2253178;\n",
      "\n",
      "  PR.BHT81.F          : PR_BHF          , at = 1.09879625   , slot_id = 57398677, assembly_id= 2253178;\n",
      "\n",
      "  PR.DHZ81.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57398681, assembly_id= 2253178;\n",
      "\n",
      "  PR.MP81.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57398678, assembly_id= 2253178;\n",
      "\n",
      "  PR.BHT81.D          : PR_BHD          , at = 3.30038875   , slot_id = 57398679, assembly_id= 2253178;\n",
      "\n",
      "  PR.MP81.D           : PR_MPD          , at = 4.403185     , slot_id = 57398680, assembly_id= 2253178;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR82 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP82.D           : PR_MPD          , at = 0            , slot_id = 57411003, assembly_id= 2253180;\n",
      "\n",
      "  PR.BHR82.D          : PR_BHD          , at = 1.10279625   , slot_id = 57411004, assembly_id= 2253180;\n",
      "\n",
      "  PR.MP82.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57411005, assembly_id= 2253180;\n",
      "\n",
      "  PR.DHZ83.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57411006, assembly_id= 2253180;\n",
      "\n",
      "  PR.BHR82.F          : PR_BHF          , at = 3.30438875   , slot_id = 57411007, assembly_id= 2253180;\n",
      "\n",
      "  PR.MP82.F           : PR_MPF          , at = 4.403185     , slot_id = 57411008, assembly_id= 2253180;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS83 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP83.F           : PR_MPF          , at = 0            , slot_id = 57416020, assembly_id= 2253182;\n",
      "\n",
      "  PR.BHS83.F          : PR_BHF          , at = 1.09879625   , slot_id = 57416021, assembly_id= 2253182;\n",
      "\n",
      "  PR.DHZ83.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57416023, assembly_id= 2253182;\n",
      "\n",
      "  PR.MP83.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57416022, assembly_id= 2253182;\n",
      "\n",
      "  PR.BHS83.D          : PR_BHD          , at = 3.30038875   , slot_id = 57416024, assembly_id= 2253182;\n",
      "\n",
      "  PR.MP83.D           : PR_MPD          , at = 4.403185     , slot_id = 57416025, assembly_id= 2253182;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR84 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP84.D           : PR_MPD          , at = 0            , slot_id = 57411267, assembly_id= 2253184;\n",
      "\n",
      "  PR.BHR84.D          : PR_BHD          , at = 1.10279625   , slot_id = 57411268, assembly_id= 2253184;\n",
      "\n",
      "  PR.DHZ85.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57411270, assembly_id= 2253184;\n",
      "\n",
      "  PR.MP84.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57411269, assembly_id= 2253184;\n",
      "\n",
      "  PR.BHR84.F          : PR_BHF          , at = 3.30438875   , slot_id = 57411271, assembly_id= 2253184;\n",
      "\n",
      "  PR.MP84.F           : PR_MPF          , at = 4.403185     , slot_id = 57411272, assembly_id= 2253184;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT85 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP85.F           : PR_MPF          , at = 0            , slot_id = 57398940, assembly_id= 2253186;\n",
      "\n",
      "  PR.BHT85.F          : PR_BHF          , at = 1.09879625   , slot_id = 57398941, assembly_id= 2253186;\n",
      "\n",
      "  PR.DHZ85.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57398945, assembly_id= 2253186;\n",
      "\n",
      "  PR.MP85.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57398942, assembly_id= 2253186;\n",
      "\n",
      "  PR.BHT85.D          : PR_BHD          , at = 3.30038875   , slot_id = 57398943, assembly_id= 2253186;\n",
      "\n",
      "  PR.MP85.D           : PR_MPD          , at = 4.403185     , slot_id = 57398944, assembly_id= 2253186;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR86 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP86.D           : PR_MPD          , at = 0            , slot_id = 57411531, assembly_id= 2253188;\n",
      "\n",
      "  PR.BHR86.D          : PR_BHD          , at = 1.10279625   , slot_id = 57411532, assembly_id= 2253188;\n",
      "\n",
      "  PR.DHZ87.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57411534, assembly_id= 2253188;\n",
      "\n",
      "  PR.MP86.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57411533, assembly_id= 2253188;\n",
      "\n",
      "  PR.BHR86.F          : PR_BHF          , at = 3.30438875   , slot_id = 57411535, assembly_id= 2253188;\n",
      "\n",
      "  PR.MP86.F           : PR_MPF          , at = 4.403185     , slot_id = 57411536, assembly_id= 2253188;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS87 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP87.F           : PR_MPF          , at = 0            , slot_id = 57416284, assembly_id= 2253190;\n",
      "\n",
      "  PR.BHS87.F          : PR_BHF          , at = 1.09879625   , slot_id = 57416285, assembly_id= 2253190;\n",
      "\n",
      "  PR.DHZ87.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57416287, assembly_id= 2253190;\n",
      "\n",
      "  PR.MP87.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57416286, assembly_id= 2253190;\n",
      "\n",
      "  PR.BHS87.D          : PR_BHD          , at = 3.30038875   , slot_id = 57416288, assembly_id= 2253190;\n",
      "\n",
      "  PR.MP87.D           : PR_MPD          , at = 4.403185     , slot_id = 57416289, assembly_id= 2253190;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHU88 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP88.D           : PR_MPD          , at = 0            , slot_id = 57403428, assembly_id= 2253192;\n",
      "\n",
      "  PR.BHU88.D          : PR_BHD          , at = 1.10279625   , slot_id = 57403429, assembly_id= 2253192;\n",
      "\n",
      "  PR.MP88.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57403430, assembly_id= 2253192;\n",
      "\n",
      "  PR.DHZ89.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57403431, assembly_id= 2253192;\n",
      "\n",
      "  PR.BHU88.F          : PR_BHF          , at = 3.30438875   , slot_id = 57403432, assembly_id= 2253192;\n",
      "\n",
      "  PR.MP88.F           : PR_MPF          , at = 4.403185     , slot_id = 57403433, assembly_id= 2253192;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT89 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP89.F           : PR_MPF          , at = 0            , slot_id = 57399204, assembly_id= 2253194;\n",
      "\n",
      "  PR.BHT89.F          : PR_BHF          , at = 1.09879625   , slot_id = 57399205, assembly_id= 2253194;\n",
      "\n",
      "  PR.DHZ89.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57399209, assembly_id= 2253194;\n",
      "\n",
      "  PR.MP89.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57399206, assembly_id= 2253194;\n",
      "\n",
      "  PR.BHT89.D          : PR_BHD          , at = 3.30038875   , slot_id = 57399207, assembly_id= 2253194;\n",
      "\n",
      "  PR.MP89.D           : PR_MPD          , at = 4.403185     , slot_id = 57399208, assembly_id= 2253194;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR90 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP90.D           : PR_MPD          , at = 0            , slot_id = 57411795, assembly_id= 2253196;\n",
      "\n",
      "  PR.BHR90.D          : PR_BHD          , at = 1.10279625   , slot_id = 57411796, assembly_id= 2253196;\n",
      "\n",
      "  PR.MP90.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57411797, assembly_id= 2253196;\n",
      "\n",
      "  PR.DHZ91.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57411798, assembly_id= 2253196;\n",
      "\n",
      "  PR.BHR90.F          : PR_BHF          , at = 3.30438875   , slot_id = 57411799, assembly_id= 2253196;\n",
      "\n",
      "  PR.MP90.F           : PR_MPF          , at = 4.403185     , slot_id = 57411800, assembly_id= 2253196;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT91 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP91.F           : PR_MPF          , at = 0            , slot_id = 57399468, assembly_id= 2253198;\n",
      "\n",
      "  PR.BHT91.F          : PR_BHF          , at = 1.09879625   , slot_id = 57399469, assembly_id= 2253198;\n",
      "\n",
      "  PR.DHZ91.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57399473, assembly_id= 2253198;\n",
      "\n",
      "  PR.MP91.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57399470, assembly_id= 2253198;\n",
      "\n",
      "  PR.BHT91.D          : PR_BHD          , at = 3.30038875   , slot_id = 57399471, assembly_id= 2253198;\n",
      "\n",
      "  PR.MP91.D           : PR_MPD          , at = 4.403185     , slot_id = 57399472, assembly_id= 2253198;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR92 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP92.D           : PR_MPD          , at = 0            , slot_id = 57412059, assembly_id= 2253200;\n",
      "\n",
      "  PR.BHR92.D          : PR_BHD          , at = 1.10279625   , slot_id = 57412060, assembly_id= 2253200;\n",
      "\n",
      "  PR.MP92.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57412061, assembly_id= 2253200;\n",
      "\n",
      "  PR.DHZ93.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57412062, assembly_id= 2253200;\n",
      "\n",
      "  PR.BHR92.F          : PR_BHF          , at = 3.30438875   , slot_id = 57412063, assembly_id= 2253200;\n",
      "\n",
      "  PR.MP92.F           : PR_MPF          , at = 4.403185     , slot_id = 57412064, assembly_id= 2253200;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS93 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP93.F           : PR_MPF          , at = 0            , slot_id = 57416548, assembly_id= 2253202;\n",
      "\n",
      "  PR.BHS93.F          : PR_BHF          , at = 1.09879625   , slot_id = 57416549, assembly_id= 2253202;\n",
      "\n",
      "  PR.MP93.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57416550, assembly_id= 2253202;\n",
      "\n",
      "  PR.DHZ93.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57416551, assembly_id= 2253202;\n",
      "\n",
      "  PR.BHS93.D          : PR_BHD          , at = 3.30038875   , slot_id = 57416552, assembly_id= 2253202;\n",
      "\n",
      "  PR.MP93.D           : PR_MPD          , at = 4.403185     , slot_id = 57416553, assembly_id= 2253202;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR94 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP94.D           : PR_MPD          , at = 0            , slot_id = 57412323, assembly_id= 2253204;\n",
      "\n",
      "  PR.BHR94.D          : PR_BHD          , at = 1.10279625   , slot_id = 57412324, assembly_id= 2253204;\n",
      "\n",
      "  PR.MP94.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57412325, assembly_id= 2253204;\n",
      "\n",
      "  PR.DHZ95.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57412326, assembly_id= 2253204;\n",
      "\n",
      "  PR.BHR94.F          : PR_BHF          , at = 3.30438875   , slot_id = 57412327, assembly_id= 2253204;\n",
      "\n",
      "  PR.MP94.F           : PR_MPF          , at = 4.403185     , slot_id = 57412328, assembly_id= 2253204;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT95 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP95.F           : PR_MPF          , at = 0            , slot_id = 57399732, assembly_id= 2253206;\n",
      "\n",
      "  PR.BHT95.F          : PR_BHF          , at = 1.09879625   , slot_id = 57399733, assembly_id= 2253206;\n",
      "\n",
      "  PR.MP95.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57399734, assembly_id= 2253206;\n",
      "\n",
      "  PR.DHZ95.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57399737, assembly_id= 2253206;\n",
      "\n",
      "  PR.BHT95.D          : PR_BHD          , at = 3.30038875   , slot_id = 57399735, assembly_id= 2253206;\n",
      "\n",
      "  PR.MP95.D           : PR_MPD          , at = 4.403185     , slot_id = 57399736, assembly_id= 2253206;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR96 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP96.D           : PR_MPD          , at = 0            , slot_id = 57412587, assembly_id= 2253208;\n",
      "\n",
      "  PR.BHR96.D          : PR_BHD          , at = 1.10279625   , slot_id = 57412588, assembly_id= 2253208;\n",
      "\n",
      "  PR.DHZ97.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57412590, assembly_id= 2253208;\n",
      "\n",
      "  PR.MP96.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57412589, assembly_id= 2253208;\n",
      "\n",
      "  PR.BHR96.F          : PR_BHF          , at = 3.30438875   , slot_id = 57412591, assembly_id= 2253208;\n",
      "\n",
      "  PR.MP96.F           : PR_MPF          , at = 4.403185     , slot_id = 57412592, assembly_id= 2253208;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHT97 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP97.F           : PR_MPF          , at = 0            , slot_id = 57399996, assembly_id= 2253210;\n",
      "\n",
      "  PR.BHT97.F          : PR_BHF          , at = 1.09879625   , slot_id = 57399997, assembly_id= 2253210;\n",
      "\n",
      "  PR.MP97.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57399998, assembly_id= 2253210;\n",
      "\n",
      "  PR.DHZ97.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57400001, assembly_id= 2253210;\n",
      "\n",
      "  PR.BHT97.D          : PR_BHD          , at = 3.30038875   , slot_id = 57399999, assembly_id= 2253210;\n",
      "\n",
      "  PR.MP97.D           : PR_MPD          , at = 4.403185     , slot_id = 57400000, assembly_id= 2253210;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR98 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP98.D           : PR_MPD          , at = 0            , slot_id = 57412851, assembly_id= 2253212;\n",
      "\n",
      "  PR.BHR98.D          : PR_BHD          , at = 1.10279625   , slot_id = 57412852, assembly_id= 2253212;\n",
      "\n",
      "  PR.DHZ99.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57412854, assembly_id= 2253212;\n",
      "\n",
      "  PR.MP98.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57412853, assembly_id= 2253212;\n",
      "\n",
      "  PR.BHR98.F          : PR_BHF          , at = 3.30438875   , slot_id = 57412855, assembly_id= 2253212;\n",
      "\n",
      "  PR.MP98.F           : PR_MPF          , at = 4.403185     , slot_id = 57412856, assembly_id= 2253212;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHS99 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP99.F           : PR_MPF          , at = 0            , slot_id = 57416812, assembly_id= 2253214;\n",
      "\n",
      "  PR.BHS99.F          : PR_BHF          , at = 1.09879625   , slot_id = 57416813, assembly_id= 2253214;\n",
      "\n",
      "  PR.MP99.J           : PR_MPJ          , at = 2.1975925    , slot_id = 57416814, assembly_id= 2253214;\n",
      "\n",
      "  PR.DHZ99.B          : PR_DHZ          , at = 2.1975925    , slot_id = 57416815, assembly_id= 2253214;\n",
      "\n",
      "  PR.BHS99.D          : PR_BHD          , at = 3.30038875   , slot_id = 57416816, assembly_id= 2253214;\n",
      "\n",
      "  PR.MP99.D           : PR_MPD          , at = 4.403185     , slot_id = 57416817, assembly_id= 2253214;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "PR.BHR00 : SEQUENCE, refer = CENTRE, L = 4.403185;\n",
      "\n",
      "  PR.MP00.D           : PR_MPD          , at = 0            , slot_id = 57413115, assembly_id= 2253216;\n",
      "\n",
      "  PR.BHR00.D          : PR_BHD          , at = 1.10279625   , slot_id = 57413116, assembly_id= 2253216;\n",
      "\n",
      "  PR.DHZ01.A          : PR_DHZ          , at = 2.2055925    , slot_id = 57413118, assembly_id= 2253216;\n",
      "\n",
      "  PR.MP00.J           : PR_MPJ          , at = 2.2055925    , slot_id = 57413117, assembly_id= 2253216;\n",
      "\n",
      "  PR.BHR00.F          : PR_BHF          , at = 3.30438875   , slot_id = 57413119, assembly_id= 2253216;\n",
      "\n",
      "  PR.MP00.F           : PR_MPF          , at = 4.403185     , slot_id = 57413120, assembly_id= 2253216;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "/*                       PS SECTORS                                                 */\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "SEC01 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS01                               , at = 0;\n",
      "\n",
      " PR.BHT01                           , at = 3;\n",
      "\n",
      " SS02                               , at = 7.403185;\n",
      "\n",
      " PR.BHU02                           , at = 9.003185;\n",
      "\n",
      " SS03                               , at = 13.40637;\n",
      "\n",
      " PR.BHT03                           , at = 15.00637;\n",
      "\n",
      " SS04                               , at = 19.409555;\n",
      "\n",
      " PR.BHR04                           , at = 21.009555;\n",
      "\n",
      " SS05                               , at = 25.41274;\n",
      "\n",
      " PR.BHT05                           , at = 27.01274;\n",
      "\n",
      " SS06                               , at = 31.415925;\n",
      "\n",
      " PR.BHR06                           , at = 34.415925;\n",
      "\n",
      " SS07                               , at = 38.81911;\n",
      "\n",
      " PR.BHS07                           , at = 40.41911;\n",
      "\n",
      " SS08                               , at = 44.822295;\n",
      "\n",
      " PR.BHR08                           , at = 46.422295;\n",
      "\n",
      " SS09                               , at = 50.82548;\n",
      "\n",
      " PR.BHT09                           , at = 52.42548;\n",
      "\n",
      " SS10                               , at = 56.828665;\n",
      "\n",
      " PR.BHR10                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC02 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS11                               , at = 0;\n",
      "\n",
      " PR.BHS11                           , at = 3;\n",
      "\n",
      " SS12                               , at = 7.403185;\n",
      "\n",
      " PR.BHR12                           , at = 9.003185;\n",
      "\n",
      " SS13                               , at = 13.40637;\n",
      "\n",
      " PR.BHS13                           , at = 15.00637;\n",
      "\n",
      " SS14                               , at = 19.409555;\n",
      "\n",
      " PR.BHU14                           , at = 21.009555;\n",
      "\n",
      " SS15                               , at = 25.41274;\n",
      "\n",
      " PR.BHT15                           , at = 27.01274;\n",
      "\n",
      " SS16                               , at = 31.415925;\n",
      "\n",
      " PR.BHU16                           , at = 34.415925;\n",
      "\n",
      " SS17                               , at = 38.81911;\n",
      "\n",
      " PR.BHT17                           , at = 40.41911;\n",
      "\n",
      " SS18                               , at = 44.822295;\n",
      "\n",
      " PR.BHU18                           , at = 46.422295;\n",
      "\n",
      " SS19                               , at = 50.82548;\n",
      "\n",
      " PR.BHS19                           , at = 52.42548;\n",
      "\n",
      " SS20                               , at = 56.828665;\n",
      "\n",
      " PR.BHR20                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC03 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS21                               , at = 0;\n",
      "\n",
      " PR.BHT21                           , at = 3;\n",
      "\n",
      " SS22                               , at = 7.403185;\n",
      "\n",
      " PR.BHR22                           , at = 9.003185;\n",
      "\n",
      " SS23                               , at = 13.40637;\n",
      "\n",
      " PR.BHT23                           , at = 15.00637;\n",
      "\n",
      " SS24                               , at = 19.409555;\n",
      "\n",
      " PR.BHU24                           , at = 21.009555;\n",
      "\n",
      " SS25                               , at = 25.41274;\n",
      "\n",
      " PR.BHT25                           , at = 27.01274;\n",
      "\n",
      " SS26                               , at = 31.415925;\n",
      "\n",
      " PR.BHR26                           , at = 34.415925;\n",
      "\n",
      " SS27                               , at = 38.81911;\n",
      "\n",
      " PR.BHS27                           , at = 40.41911;\n",
      "\n",
      " SS28                               , at = 44.822295;\n",
      "\n",
      " PR.BHU28                           , at = 46.422295;\n",
      "\n",
      " SS29                               , at = 50.82548;\n",
      "\n",
      " PR.BHT29                           , at = 52.42548;\n",
      "\n",
      " SS30                               , at = 56.828665;\n",
      "\n",
      " PR.BHR30                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC04 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS31                               , at = 0;\n",
      "\n",
      " PR.BHT31                           , at = 3;\n",
      "\n",
      " SS32                               , at = 7.403185;\n",
      "\n",
      " PR.BHR32                           , at = 9.003185;\n",
      "\n",
      " SS33                               , at = 13.40637;\n",
      "\n",
      " PR.BHS33                           , at = 15.00637;\n",
      "\n",
      " SS34                               , at = 19.409555;\n",
      "\n",
      " PR.BHR34                           , at = 21.009555;\n",
      "\n",
      " SS35                               , at = 25.41274;\n",
      "\n",
      " PR.BHT35                           , at = 27.01274;\n",
      "\n",
      " SS36                               , at = 31.415925;\n",
      "\n",
      " PR.BHR36                           , at = 34.415925;\n",
      "\n",
      " SS37                               , at = 38.81911;\n",
      "\n",
      " PR.BHT37                           , at = 40.41911;\n",
      "\n",
      " SS38                               , at = 44.822295;\n",
      "\n",
      " PR.BHR38                           , at = 46.422295;\n",
      "\n",
      " SS39                               , at = 50.82548;\n",
      "\n",
      " PR.BHT39                           , at = 52.42548;\n",
      "\n",
      " SS40                               , at = 56.828665;\n",
      "\n",
      " PR.BHU40                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC05 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS41                               , at = 0;\n",
      "\n",
      " PR.BHT41                           , at = 3;\n",
      "\n",
      " SS42                               , at = 7.403185;\n",
      "\n",
      " PR.BHR42                           , at = 9.003185;\n",
      "\n",
      " SS43                               , at = 13.40637;\n",
      "\n",
      " PR.BHT43                           , at = 15.00637;\n",
      "\n",
      " SS44                               , at = 19.409555;\n",
      "\n",
      " PR.BHR44                           , at = 21.009555;\n",
      "\n",
      " SS45                               , at = 25.41274;\n",
      "\n",
      " PR.BHT45                           , at = 27.01274;\n",
      "\n",
      " SS46                               , at = 31.415925;\n",
      "\n",
      " PR.BHR46                           , at = 34.415925;\n",
      "\n",
      " SS47                               , at = 38.81911;\n",
      "\n",
      " PR.BHS47                           , at = 40.41911;\n",
      "\n",
      " SS48                               , at = 44.822295;\n",
      "\n",
      " PR.BHR48                           , at = 46.422295;\n",
      "\n",
      " SS49                               , at = 50.82548;\n",
      "\n",
      " PR.BHT49                           , at = 52.42548;\n",
      "\n",
      " SS50                               , at = 56.828665;\n",
      "\n",
      " PR.BHR50                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC06 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS51                               , at = 0;\n",
      "\n",
      " PR.BHT51                           , at = 3;\n",
      "\n",
      " SS52                               , at = 7.403185;\n",
      "\n",
      " PR.BHR52                           , at = 9.003185;\n",
      "\n",
      " SS53                               , at = 13.40637;\n",
      "\n",
      " PR.BHS53                           , at = 15.00637;\n",
      "\n",
      " SS54                               , at = 19.409555;\n",
      "\n",
      " PR.BHR54                           , at = 21.009555;\n",
      "\n",
      " SS55                               , at = 25.41274;\n",
      "\n",
      " PR.BHT55                           , at = 27.01274;\n",
      "\n",
      " SS56                               , at = 31.415925;\n",
      "\n",
      " PR.BHU56                           , at = 34.415925;\n",
      "\n",
      " SS57                               , at = 38.81911;\n",
      "\n",
      " PR.BHT57                           , at = 40.41911;\n",
      "\n",
      " SS58                               , at = 44.822295;\n",
      "\n",
      " PR.BHU58                           , at = 46.422295;\n",
      "\n",
      " SS59                               , at = 50.82548;\n",
      "\n",
      " PR.BHT59                           , at = 52.42548;\n",
      "\n",
      " SS60                               , at = 56.828665;\n",
      "\n",
      " PR.BHU60                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC07 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS61                               , at = 0;\n",
      "\n",
      " PR.BHT61                           , at = 3;\n",
      "\n",
      " SS62                               , at = 7.403185;\n",
      "\n",
      " PR.BHU62                           , at = 9.003185;\n",
      "\n",
      " SS63                               , at = 13.40637;\n",
      "\n",
      " PR.BHT63                           , at = 15.00637;\n",
      "\n",
      " SS64                               , at = 19.409555;\n",
      "\n",
      " PR.BHU64                           , at = 21.009555;\n",
      "\n",
      " SS65                               , at = 25.41274;\n",
      "\n",
      " PR.BHT65                           , at = 27.01274;\n",
      "\n",
      " SS66                               , at = 31.415925;\n",
      "\n",
      " PR.BHR66                           , at = 34.415925;\n",
      "\n",
      " SS67                               , at = 38.81911;\n",
      "\n",
      " PR.BHS67                           , at = 40.41911;\n",
      "\n",
      " SS68                               , at = 44.822295;\n",
      "\n",
      " PR.BHU68                           , at = 46.422295;\n",
      "\n",
      " SS69                               , at = 50.82548;\n",
      "\n",
      " PR.BHT69                           , at = 52.42548;\n",
      "\n",
      " SS70                               , at = 56.828665;\n",
      "\n",
      " PR.BHR70                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC08 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS71                               , at = 0;\n",
      "\n",
      " PR.BHT71                           , at = 3;\n",
      "\n",
      " SS72                               , at = 7.403185;\n",
      "\n",
      " PR.BHR72                           , at = 9.003185;\n",
      "\n",
      " SS73                               , at = 13.40637;\n",
      "\n",
      " PR.BHS73                           , at = 15.00637;\n",
      "\n",
      " SS74                               , at = 19.409555;\n",
      "\n",
      " PR.BHU74                           , at = 21.009555;\n",
      "\n",
      " SS75                               , at = 25.41274;\n",
      "\n",
      " PR.BHT75                           , at = 27.01274;\n",
      "\n",
      " SS76                               , at = 31.415925;\n",
      "\n",
      " PR.BHR76                           , at = 34.415925;\n",
      "\n",
      " SS77                               , at = 38.81911;\n",
      "\n",
      " PR.BHT77                           , at = 40.41911;\n",
      "\n",
      " SS78                               , at = 44.822295;\n",
      "\n",
      " PR.BHR78                           , at = 46.422295;\n",
      "\n",
      " SS79                               , at = 50.82548;\n",
      "\n",
      " PR.BHS79                           , at = 52.42548;\n",
      "\n",
      " SS80                               , at = 56.828665;\n",
      "\n",
      " PR.BHR80                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC09 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS81                               , at = 0;\n",
      "\n",
      " PR.BHT81                           , at = 3;\n",
      "\n",
      " SS82                               , at = 7.403185;\n",
      "\n",
      " PR.BHR82                           , at = 9.003185;\n",
      "\n",
      " SS83                               , at = 13.40637;\n",
      "\n",
      " PR.BHS83                           , at = 15.00637;\n",
      "\n",
      " SS84                               , at = 19.409555;\n",
      "\n",
      " PR.BHR84                           , at = 21.009555;\n",
      "\n",
      " SS85                               , at = 25.41274;\n",
      "\n",
      " PR.BHT85                           , at = 27.01274;\n",
      "\n",
      " SS86                               , at = 31.415925;\n",
      "\n",
      " PR.BHR86                           , at = 34.415925;\n",
      "\n",
      " SS87                               , at = 38.81911;\n",
      "\n",
      " PR.BHS87                           , at = 40.41911;\n",
      "\n",
      " SS88                               , at = 44.822295;\n",
      "\n",
      " PR.BHU88                           , at = 46.422295;\n",
      "\n",
      " SS89                               , at = 50.82548;\n",
      "\n",
      " PR.BHT89                           , at = 52.42548;\n",
      "\n",
      " SS90                               , at = 56.828665;\n",
      "\n",
      " PR.BHR90                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "SEC10 : SEQUENCE, refer = ENTRY, L = 62.83185;\n",
      "\n",
      " SS91                               , at = 0;\n",
      "\n",
      " PR.BHT91                           , at = 3;\n",
      "\n",
      " SS92                               , at = 7.403185;\n",
      "\n",
      " PR.BHR92                           , at = 9.003185;\n",
      "\n",
      " SS93                               , at = 13.40637;\n",
      "\n",
      " PR.BHS93                           , at = 15.00637;\n",
      "\n",
      " SS94                               , at = 19.409555;\n",
      "\n",
      " PR.BHR94                           , at = 21.009555;\n",
      "\n",
      " SS95                               , at = 25.41274;\n",
      "\n",
      " PR.BHT95                           , at = 27.01274;\n",
      "\n",
      " SS96                               , at = 31.415925;\n",
      "\n",
      " PR.BHR96                           , at = 34.415925;\n",
      "\n",
      " SS97                               , at = 38.81911;\n",
      "\n",
      " PR.BHT97                           , at = 40.41911;\n",
      "\n",
      " SS98                               , at = 44.822295;\n",
      "\n",
      " PR.BHR98                           , at = 46.422295;\n",
      "\n",
      " SS99                               , at = 50.82548;\n",
      "\n",
      " PR.BHS99                           , at = 52.42548;\n",
      "\n",
      " SS00                               , at = 56.828665;\n",
      "\n",
      " PR.BHR00                           , at = 58.428665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "/*                       PS SEQUENCE                                                */\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "PS : SEQUENCE, refer = ENTRY, L = 628.3185;\n",
      "\n",
      " SEC01                              , at = 0;\n",
      "\n",
      " SEC02                              , at = 62.83185;\n",
      "\n",
      " SEC03                              , at = 125.6637;\n",
      "\n",
      " SEC04                              , at = 188.49555;\n",
      "\n",
      " SEC05                              , at = 251.3274;\n",
      "\n",
      " SEC06                              , at = 314.15925;\n",
      "\n",
      " SEC07                              , at = 376.9911;\n",
      "\n",
      " SEC08                              , at = 439.82295;\n",
      "\n",
      " SEC09                              , at = 502.6548;\n",
      "\n",
      " SEC10                              , at = 565.48665;\n",
      "\n",
      "ENDSEQUENCE;\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "/*                       STRENGTH DEFINITIONS                                       */\n",
      "\n",
      "/************************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "  PR.BHT01.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU02.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT03.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR04.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT05.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR06.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS07.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR08.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT09.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR10.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS11.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR12.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS13.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU14.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT15.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU16.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT17.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU18.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS19.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR20.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT21.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR22.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT23.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU24.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT25.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR26.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS27.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU28.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT29.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR30.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT31.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR32.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS33.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR34.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT35.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR36.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT37.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR38.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT39.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU40.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT41.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR42.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT43.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR44.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT45.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR46.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS47.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR48.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT49.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR50.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT51.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR52.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS53.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR54.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT55.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU56.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT57.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU58.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT59.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU60.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT61.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU62.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT63.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU64.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT65.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR66.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS67.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU68.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT69.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR70.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT71.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR72.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS73.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU74.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT75.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR76.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT77.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR78.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS79.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR80.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT81.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR82.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS83.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR84.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT85.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR86.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS87.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHU88.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT89.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR90.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT91.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR92.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS93.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR94.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT95.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR96.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT97.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR98.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHS99.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHR00.D,                ANGLE := angle.PRBHD, K1 := k1PRBHD + k1PRPFWD + k1PRF8L, K2 := k2PRBHD + k2PRPFWD;\n",
      "\n",
      "  PR.BHT01.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU02.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT03.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR04.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT05.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR06.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS07.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR08.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT09.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR10.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS11.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR12.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS13.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU14.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT15.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU16.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT17.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU18.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS19.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR20.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT21.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR22.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT23.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU24.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT25.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR26.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS27.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU28.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT29.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR30.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT31.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR32.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS33.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR34.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT35.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR36.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT37.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR38.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT39.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU40.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT41.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR42.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT43.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR44.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT45.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR46.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS47.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR48.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT49.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR50.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT51.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR52.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS53.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR54.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT55.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU56.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT57.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU58.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT59.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU60.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT61.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU62.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT63.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU64.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT65.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR66.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS67.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU68.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT69.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR70.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT71.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR72.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS73.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU74.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT75.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR76.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT77.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR78.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS79.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR80.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT81.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR82.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS83.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR84.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT85.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR86.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS87.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHU88.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT89.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR90.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT91.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR92.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS93.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR94.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT95.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR96.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHT97.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR98.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHS99.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PR.BHR00.F,                ANGLE := angle.PRBHF, K1 := k1PRBHF + k1PRPFWF - k1PRF8L, K2 := k2PRBHF + k2PRPFWF;\n",
      "\n",
      "  PE.QKE16.05,               K1 := -kPEQKE16;\n",
      "\n",
      "  PE.QKE16.25,               K1 := kPEQKE16;\n",
      "\n",
      "  PI.QLB33,                  K1 := kPIQLB;\n",
      "\n",
      "  PI.QLB49,                  K1 := -kPIQLB;\n",
      "\n",
      "  PR.QDN00,                  K1 := kPRQDN00;\n",
      "\n",
      "  PR.QDN10,                  K1 := kPRQDN10;\n",
      "\n",
      "  PR.QDN36,                  K1 := kPRQDN36;\n",
      "\n",
      "  PR.QDN40,                  K1 := kPRQDN40;\n",
      "\n",
      "  PR.QDN46,                  K1 := kPRQDN46;\n",
      "\n",
      "  PR.QDN50,                  K1 := kPRQDN50;\n",
      "\n",
      "  PR.QDN68,                  K1 := kPRQDN68;\n",
      "\n",
      "  PR.QDN72,                  K1 := kPRQDN72;\n",
      "\n",
      "  PR.QDN78,                  K1 := kPRQDN78;\n",
      "\n",
      "  PR.QDN82,                  K1 := kPRQDN82;\n",
      "\n",
      "  PR.QDN86,                  K1 := kPRQDN86;\n",
      "\n",
      "  PR.QDN90,                  K1 := kPRQDN90;\n",
      "\n",
      "  PR.QDN96,                  K1 := kPRQDN96;\n",
      "\n",
      "  PR.QDW06,                  K1 := kPRQDW06;\n",
      "\n",
      "  PR.QDW18,                  K1 := kPRQDW18;\n",
      "\n",
      "  PR.QDW22,                  K1 := kPRQDW22;\n",
      "\n",
      "  PR.QDW28,                  K1 := kPRQDW28;\n",
      "\n",
      "  PR.QDW32,                  K1 := kPRQDW32;\n",
      "\n",
      "  PR.QDW56,                  K1 := kPRQDW56;\n",
      "\n",
      "  PR.QDW60,                  K1 := kPRQDW60;\n",
      "\n",
      "  PR.QFN05,                  K1 := kPRQFN05;\n",
      "\n",
      "  PR.QFN09,                  K1 := kPRQFN09;\n",
      "\n",
      "  PR.QFN21,                  K1 := kPRQFN21;\n",
      "\n",
      "  PR.QFN35,                  K1 := kPRQFN35;\n",
      "\n",
      "  PR.QFN39,                  K1 := kPRQFN39;\n",
      "\n",
      "  PR.QFN45,                  K1 := kPRQFN45;\n",
      "\n",
      "  PR.QFN49,                  K1 := kPRQFN49;\n",
      "\n",
      "  PR.QFN55,                  K1 := kPRQFN55;\n",
      "\n",
      "  PR.QFN67,                  K1 := kPRQFN67;\n",
      "\n",
      "  PR.QFN71,                  K1 := kPRQFN71;\n",
      "\n",
      "  PR.QFN77,                  K1 := kPRQFN77;\n",
      "\n",
      "  PR.QFN81,                  K1 := kPRQFN81;\n",
      "\n",
      "  PR.QFN85,                  K1 := kPRQFN85;\n",
      "\n",
      "  PR.QFN89,                  K1 := kPRQFN89;\n",
      "\n",
      "  PR.QFN95,                  K1 := kPRQFN95;\n",
      "\n",
      "  PR.QFN99,                  K1 := kPRQFN99;\n",
      "\n",
      "  PR.QFW17,                  K1 := kPRQFW17;\n",
      "\n",
      "  PR.QFW27,                  K1 := kPRQFW27;\n",
      "\n",
      "  PR.QFW31,                  K1 := kPRQFW31;\n",
      "\n",
      "  PR.QFW59,                  K1 := kPRQFW59;\n",
      "\n",
      "  PR.QSE29,                  K1 := kPRQSE;\n",
      "\n",
      "  PR.QSE87,                  K1 := kPRQSE;\n",
      "\n",
      "  PR.QTRDA19,                K1 := kPRQTRDA;\n",
      "\n",
      "  PR.QTRDA27,                K1 :=-kPRQTRDA;\n",
      "\n",
      "  PR.QTRDA87,                K1 :=-kPRQTRDA*0.90934;\n",
      "\n",
      "  PR.QTRDA95,                K1 := kPRQTRDA*0.90934;\n",
      "\n",
      "  PR.QTRDB29,                K1 :=-kPRQTRDB;\n",
      "\n",
      "  PR.QTRDB61,                K1 := kPRQTRDB;\n",
      "\n",
      "  PR.QTRDB37,                K1 := kPRQTRDB*0.90934;\n",
      "\n",
      "  PR.QTRDB69,                K1 :=-kPRQTRDB*0.90934;\n",
      "\n",
      "  PR.QTRTA49,                K1 := kPRQTRTA;\n",
      "\n",
      "  PR.QTRTA41,                K1 :=-kPRQTRTA*0.47968*PR.QTRTA49->L/PR.QTRTA41->L;\n",
      "\n",
      "  PR.QTRTA73,                K1 :=-kPRQTRTA*0.47968*PR.QTRTA49->L/PR.QTRTA41->L;\n",
      "\n",
      "  PR.QTRTB07,                K1 := kPRQTRTB;\n",
      "\n",
      "  PR.QTRTB99.A,              K1 :=-kPRQTRTB*0.47968*PR.QTRTA49->L/PR.QTRTA41->L;\n",
      "\n",
      "  PR.QTRTB99.B,              K1 :=-kPRQTRTB*0.47968*PR.QTRTA49->L/PR.QTRTA41->L;\n",
      "\n",
      "  PR.QSK03,                  K1S := kPRQSK03;\n",
      "\n",
      "  PR.QSK04,                  K1S := kPRQSK04;\n",
      "\n",
      "  PR.QSK07,                  K1S := kPRQSK07;\n",
      "\n",
      "  PR.QSK08,                  K1S := kPRQSK08;\n",
      "\n",
      "  PR.QSK19,                  K1S := kPRQSK19;\n",
      "\n",
      "  PR.QSK20,                  K1S := kPRQSK20;\n",
      "\n",
      "  PR.QSK23,                  K1S := kPRQSK23;\n",
      "\n",
      "  PR.QSK24,                  K1S := kPRQSK24;\n",
      "\n",
      "  PR.QSK29,                  K1S := kPRQSK29;\n",
      "\n",
      "  PR.QSK30,                  K1S := kPRQSK30;\n",
      "\n",
      "  PR.QSK33,                  K1S := kPRQSK33;\n",
      "\n",
      "  PR.QSK34,                  K1S := kPRQSK34;\n",
      "\n",
      "  PR.QSK37,                  K1S := kPRQSK37;\n",
      "\n",
      "  PR.QSK38,                  K1S := kPRQSK38;\n",
      "\n",
      "  PR.QSK41,                  K1S := kPRQSK41;\n",
      "\n",
      "  PR.QSK43,                  K1S := kPRQSK43;\n",
      "\n",
      "  PR.QSK44,                  K1S := kPRQSK44;\n",
      "\n",
      "  PR.QSK47,                  K1S := kPRQSK47;\n",
      "\n",
      "  PR.QSK48,                  K1S := kPRQSK48;\n",
      "\n",
      "  PR.QSK52,                  K1S := kPRQSK52;\n",
      "\n",
      "  PR.QSK53,                  K1S := kPRQSK53;\n",
      "\n",
      "  PR.QSK54,                  K1S := kPRQSK54;\n",
      "\n",
      "  PR.QSK57,                  K1S := kPRQSK57;\n",
      "\n",
      "  PR.QSK58,                  K1S := kPRQSK58;\n",
      "\n",
      "  PR.QSK69,                  K1S := kPRQSK69;\n",
      "\n",
      "  PR.QSK70,                  K1S := kPRQSK70;\n",
      "\n",
      "  PR.QSK73,                  K1S := kPRQSK73;\n",
      "\n",
      "  PR.QSK74,                  K1S := kPRQSK74;\n",
      "\n",
      "  PR.QSK79,                  K1S := kPRQSK79;\n",
      "\n",
      "  PR.QSK80,                  K1S := kPRQSK80;\n",
      "\n",
      "  PR.QSK83,                  K1S := kPRQSK83;\n",
      "\n",
      "  PR.QSK84,                  K1S := kPRQSK84;\n",
      "\n",
      "  PR.QSK87,                  K1S := kPRQSK87;\n",
      "\n",
      "  PR.QSK88,                  K1S := kPRQSK88;\n",
      "\n",
      "  PR.QSK91,                  K1S := kPRQSK91;\n",
      "\n",
      "  PR.QSK92,                  K1S := kPRQSK92;\n",
      "\n",
      "  PR.QSK93,                  K1S := kPRQSK93;\n",
      "\n",
      "  PR.QSK94,                  K1S := kPRQSK94;\n",
      "\n",
      "  PR.QSK97,                  K1S := kPRQSK97;\n",
      "\n",
      "  PR.QSK98,                  K1S := kPRQSK98;\n",
      "\n",
      "  PR.XNO60,                  K2 := kPRXNO;\n",
      "\n",
      "  PR.XNO94,                  K2 := kPRXNO;\n",
      "\n",
      "  PR.XNO39.A,                K2 := kPRXNO39;\n",
      "\n",
      "  PR.XNO39.B,                K2 := kPRXNO39;\n",
      "\n",
      "  PR.XNO55.A,                K2 := kPRXNO55;\n",
      "\n",
      "  PR.XNO55.B,                K2 := kPRXNO55;\n",
      "\n",
      "  PR.XSE01.A,                K2 := kPRXSE;\n",
      "\n",
      "  PR.XSE01.B,                K2 := kPRXSE;\n",
      "\n",
      "  PR.XSE07,                  K2 := kPRXSE*2.81682*PR.XSE01.A->L/PR.XSE07->L;\n",
      "\n",
      "  PR.XSK10,                  K2S := kPRXSK10;\n",
      "\n",
      "  PR.XSK14,                  K2S := kPRXSK14;\n",
      "\n",
      "  PR.XSK52,                  K2S := kPRXSK52;\n",
      "\n",
      "  PR.XSK58,                  K2S := kPRXSK58;\n",
      "\n",
      "  PR.ODN40,                  K3 := kPRODN;\n",
      "\n",
      "  PR.ODN50,                  K3 := kPRODN;\n",
      "\n",
      "  PR.ODN52.A,                K3 := kPRODN;\n",
      "\n",
      "  PR.ODN52.B,                K3 := kPRODN;\n",
      "\n",
      "  PR.ODN70.A,                K3 := kPRODN;\n",
      "\n",
      "  PR.ODN70.B,                K3 := kPRODN;\n",
      "\n",
      "  PR.ODN90,                  K3 := kPRODN;\n",
      "\n",
      "  PR.ODN00,                  K3 := kPRODN;\n",
      "\n",
      "  PR.ONO39,                  K3 := kPRONO39;\n",
      "\n",
      "  PR.ONO55,                  K3 := kPRONO55;\n",
      "\n",
      "  PE.BSW12,                  KICK := kPEBSW12;\n",
      "\n",
      "  PE.BSW14,                  KICK := kPEBSW14;\n",
      "\n",
      "  PE.BSW20,                  KICK := kPEBSW20;\n",
      "\n",
      "  PE.BSW22,                  KICK := kPEBSW22;\n",
      "\n",
      "  PE.BSW23.19,               KICK := kPEBSW23;\n",
      "\n",
      "  PE.BSW23.27,               KICK := kPEBSW23;\n",
      "\n",
      "  PE.BSW57.59,               KICK := kPEBSW57;\n",
      "\n",
      "  PE.BSW57.53,               KICK :=-kPEBSW57*1.06492*PE.BSW57.59->L/PE.BSW57.53->L;\n",
      "\n",
      "  PE.BSW57.67,               KICK := kPEBSW57*1.06492*PE.BSW57.59->L/PE.BSW57.67->L;\n",
      "\n",
      "  PE.BSW57.61,               KICK :=-kPEBSW57*1.19887*PE.BSW57.59->L/PE.BSW57.61->L;\n",
      "\n",
      "  PE.KFA04,                  KICK := kPEKFA04;\n",
      "\n",
      "  PE.KFA13,                  KICK := kPEKFA13;\n",
      "\n",
      "  PE.KFA21,                  KICK := kPEKFA21;\n",
      "\n",
      "  PE.KFA71,                  KICK := kPEKFA71;\n",
      "\n",
      "  PI.BSW26.22,               KICK := kPIBSW26;\n",
      "\n",
      "  PI.BSW26.30,               KICK := kPIBSW26;\n",
      "\n",
      "  PI.BSW40,                  KICK := kPIBSW40;\n",
      "\n",
      "  PI.BSW41,                  KICK := kPIBSW41;\n",
      "\n",
      "  PI.BSW42,                  KICK := kPIBSW42;\n",
      "\n",
      "  PI.BSW43,                  KICK := kPIBSW43;\n",
      "\n",
      "  PI.BSW44,                  KICK := kPIBSW44;\n",
      "\n",
      "  PI.KFA28,                  KICK := kPIKFA28;\n",
      "\n",
      "  PI.KFA45,                  KICK := kPIKFA45;\n",
      "\n",
      "  PR.DHZ01.B,                KICK := kPRDHZ01;\n",
      "\n",
      "  PR.DHZ01.A,                KICK := kPRDHZ01;\n",
      "\n",
      "  PR.DHZ03.A,                KICK := kPRDHZ03;\n",
      "\n",
      "  PR.DHZ03.B,                KICK := kPRDHZ03;\n",
      "\n",
      "  PR.DHZ05.A,                KICK := kPRDHZ05;\n",
      "\n",
      "  PR.DHZ05.B,                KICK := kPRDHZ05;\n",
      "\n",
      "  PR.DHZ07.A,                KICK := kPRDHZ07;\n",
      "\n",
      "  PR.DHZ07.B,                KICK := kPRDHZ07;\n",
      "\n",
      "  PR.DHZ09.A,                KICK := kPRDHZ09;\n",
      "\n",
      "  PR.DHZ09.B,                KICK := kPRDHZ09;\n",
      "\n",
      "  PR.DHZ11.A,                KICK := kPRDHZ11;\n",
      "\n",
      "  PR.DHZ11.B,                KICK := kPRDHZ11;\n",
      "\n",
      "  PR.DHZ13.A,                KICK := kPRDHZ13;\n",
      "\n",
      "  PR.DHZ13.B,                KICK := kPRDHZ13;\n",
      "\n",
      "  PR.DHZ15.A,                KICK := kPRDHZ15;\n",
      "\n",
      "  PR.DHZ15.B,                KICK := kPRDHZ15;\n",
      "\n",
      "  PR.DHZ17.A,                KICK := kPRDHZ17;\n",
      "\n",
      "  PR.DHZ17.B,                KICK := kPRDHZ17;\n",
      "\n",
      "  PR.DHZ19.A,                KICK := kPRDHZ19;\n",
      "\n",
      "  PR.DHZ19.B,                KICK := kPRDHZ19;\n",
      "\n",
      "  PR.DHZ21.A,                KICK := kPRDHZ21;\n",
      "\n",
      "  PR.DHZ21.B,                KICK := kPRDHZ21;\n",
      "\n",
      "  PR.DHZ23.A,                KICK := kPRDHZ23;\n",
      "\n",
      "  PR.DHZ23.B,                KICK := kPRDHZ23;\n",
      "\n",
      "  PR.DHZ25.A,                KICK := kPRDHZ25;\n",
      "\n",
      "  PR.DHZ25.B,                KICK := kPRDHZ25;\n",
      "\n",
      "  PR.DHZ27.A,                KICK := kPRDHZ27;\n",
      "\n",
      "  PR.DHZ27.B,                KICK := kPRDHZ27;\n",
      "\n",
      "  PR.DHZ29.A,                KICK := kPRDHZ29;\n",
      "\n",
      "  PR.DHZ29.B,                KICK := kPRDHZ29;\n",
      "\n",
      "  PR.DHZ31.A,                KICK := kPRDHZ31;\n",
      "\n",
      "  PR.DHZ31.B,                KICK := kPRDHZ31;\n",
      "\n",
      "  PR.DHZ33.A,                KICK := kPRDHZ33;\n",
      "\n",
      "  PR.DHZ33.B,                KICK := kPRDHZ33;\n",
      "\n",
      "  PR.DHZ35.A,                KICK := kPRDHZ35;\n",
      "\n",
      "  PR.DHZ35.B,                KICK := kPRDHZ35;\n",
      "\n",
      "  PR.DHZ37.A,                KICK := kPRDHZ37;\n",
      "\n",
      "  PR.DHZ37.B,                KICK := kPRDHZ37;\n",
      "\n",
      "  PR.DHZ39.A,                KICK := kPRDHZ39;\n",
      "\n",
      "  PR.DHZ39.B,                KICK := kPRDHZ39;\n",
      "\n",
      "  PR.DHZ41.A,                KICK := kPRDHZ41;\n",
      "\n",
      "  PR.DHZ41.B,                KICK := kPRDHZ41;\n",
      "\n",
      "  PR.DHZ43.A,                KICK := kPRDHZ43;\n",
      "\n",
      "  PR.DHZ43.B,                KICK := kPRDHZ43;\n",
      "\n",
      "  PR.DHZ45.A,                KICK := kPRDHZ45;\n",
      "\n",
      "  PR.DHZ45.B,                KICK := kPRDHZ45;\n",
      "\n",
      "  PR.DHZ47.A,                KICK := kPRDHZ47;\n",
      "\n",
      "  PR.DHZ47.B,                KICK := kPRDHZ47;\n",
      "\n",
      "  PR.DHZ49.A,                KICK := kPRDHZ49;\n",
      "\n",
      "  PR.DHZ49.B,                KICK := kPRDHZ49;\n",
      "\n",
      "  PR.DHZ51.A,                KICK := kPRDHZ51;\n",
      "\n",
      "  PR.DHZ51.B,                KICK := kPRDHZ51;\n",
      "\n",
      "  PR.DHZ53.A,                KICK := kPRDHZ53;\n",
      "\n",
      "  PR.DHZ53.B,                KICK := kPRDHZ53;\n",
      "\n",
      "  PR.DHZ55.A,                KICK := kPRDHZ55;\n",
      "\n",
      "  PR.DHZ55.B,                KICK := kPRDHZ55;\n",
      "\n",
      "  PR.DHZ57.A,                KICK := kPRDHZ57;\n",
      "\n",
      "  PR.DHZ57.B,                KICK := kPRDHZ57;\n",
      "\n",
      "  PR.DHZ59.A,                KICK := kPRDHZ59;\n",
      "\n",
      "  PR.DHZ59.B,                KICK := kPRDHZ59;\n",
      "\n",
      "  PR.DHZ61.A,                KICK := kPRDHZ61;\n",
      "\n",
      "  PR.DHZ61.B,                KICK := kPRDHZ61;\n",
      "\n",
      "  PR.DHZ63.A,                KICK := kPRDHZ63;\n",
      "\n",
      "  PR.DHZ63.B,                KICK := kPRDHZ63;\n",
      "\n",
      "  PR.DHZ65.A,                KICK := kPRDHZ65;\n",
      "\n",
      "  PR.DHZ65.B,                KICK := kPRDHZ65;\n",
      "\n",
      "  PR.DHZ67.A,                KICK := kPRDHZ67;\n",
      "\n",
      "  PR.DHZ67.B,                KICK := kPRDHZ67;\n",
      "\n",
      "  PR.DHZ69.A,                KICK := kPRDHZ69;\n",
      "\n",
      "  PR.DHZ69.B,                KICK := kPRDHZ69;\n",
      "\n",
      "  PR.DHZ71.A,                KICK := kPRDHZ71;\n",
      "\n",
      "  PR.DHZ71.B,                KICK := kPRDHZ71;\n",
      "\n",
      "  PR.DHZ73.A,                KICK := kPRDHZ73;\n",
      "\n",
      "  PR.DHZ73.B,                KICK := kPRDHZ73;\n",
      "\n",
      "  PR.DHZ75.A,                KICK := kPRDHZ75;\n",
      "\n",
      "  PR.DHZ75.B,                KICK := kPRDHZ75;\n",
      "\n",
      "  PR.DHZ77.A,                KICK := kPRDHZ77;\n",
      "\n",
      "  PR.DHZ77.B,                KICK := kPRDHZ77;\n",
      "\n",
      "  PR.DHZ79.A,                KICK := kPRDHZ79;\n",
      "\n",
      "  PR.DHZ79.B,                KICK := kPRDHZ79;\n",
      "\n",
      "  PR.DHZ81.A,                KICK := kPRDHZ81;\n",
      "\n",
      "  PR.DHZ81.B,                KICK := kPRDHZ81;\n",
      "\n",
      "  PR.DHZ83.A,                KICK := kPRDHZ83;\n",
      "\n",
      "  PR.DHZ83.B,                KICK := kPRDHZ83;\n",
      "\n",
      "  PR.DHZ85.A,                KICK := kPRDHZ85;\n",
      "\n",
      "  PR.DHZ85.B,                KICK := kPRDHZ85;\n",
      "\n",
      "  PR.DHZ87.A,                KICK := kPRDHZ87;\n",
      "\n",
      "  PR.DHZ87.B,                KICK := kPRDHZ87;\n",
      "\n",
      "  PR.DHZ89.A,                KICK := kPRDHZ89;\n",
      "\n",
      "  PR.DHZ89.B,                KICK := kPRDHZ89;\n",
      "\n",
      "  PR.DHZ91.A,                KICK := kPRDHZ91;\n",
      "\n",
      "  PR.DHZ91.B,                KICK := kPRDHZ91;\n",
      "\n",
      "  PR.DHZ93.A,                KICK := kPRDHZ93;\n",
      "\n",
      "  PR.DHZ93.B,                KICK := kPRDHZ93;\n",
      "\n",
      "  PR.DHZ95.A,                KICK := kPRDHZ95;\n",
      "\n",
      "  PR.DHZ95.B,                KICK := kPRDHZ95;\n",
      "\n",
      "  PR.DHZ97.A,                KICK := kPRDHZ97;\n",
      "\n",
      "  PR.DHZ97.B,                KICK := kPRDHZ97;\n",
      "\n",
      "  PR.DHZ99.A,                KICK := kPRDHZ99;\n",
      "\n",
      "  PR.DHZ99.B,                KICK := kPRDHZ99;\n",
      "\n",
      "  PR.DHZOC05,                KICK := kPRDHZOC05;\n",
      "\n",
      "  PR.DHZOC18,                KICK := kPRDHZOC18;\n",
      "\n",
      "  PR.DHZOC60,                KICK := kPRDHZOC60;\n",
      "\n",
      "  PR.DVT02,                  KICK := kPRDVT02;\n",
      "\n",
      "  PR.DVT04,                  KICK := kPRDVT04;\n",
      "\n",
      "  PR.DVT08,                  KICK := kPRDVT08;\n",
      "\n",
      "  PR.DVT12,                  KICK := kPRDVT12;\n",
      "\n",
      "  PR.DVT20,                  KICK := kPRDVT20;\n",
      "\n",
      "  PR.DVT22,                  KICK := kPRDVT22;\n",
      "\n",
      "  PR.DVT24,                  KICK := kPRDVT22;\n",
      "\n",
      "  PR.DVT30,                  KICK := kPRDVT22;\n",
      "\n",
      "  PR.DVT34,                  KICK := kPRDVT34;\n",
      "\n",
      "  PR.DVT38,                  KICK := kPRDVT38;\n",
      "\n",
      "  PR.DVT44,                  KICK := kPRDVT44;\n",
      "\n",
      "  PR.DVT54,                  KICK := kPRDVT54;\n",
      "\n",
      "  PR.DVT64,                  KICK := kPRDVT64;\n",
      "\n",
      "  PR.DVT70,                  KICK := kPRDVT70;\n",
      "\n",
      "  PR.DVT74,                  KICK := kPRDVT74;\n",
      "\n",
      "  PR.DVT76,                  KICK := kPRDVT76;\n",
      "\n",
      "  PR.DVT80,                  KICK := kPRDVT80;\n",
      "\n",
      "  PR.DVT88,                  KICK := kPRDVT88;\n",
      "\n",
      "  PR.DVT94,                  KICK := kPRDVT94;\n",
      "\n",
      "  PR.DVT98,                  KICK := kPRDVT98;\n",
      "\n",
      "  PR.MP01.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP02.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP03.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP04.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP05.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP06.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP07.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP08.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP09.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP10.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP11.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP12.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP13.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP14.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP15.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP16.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP17.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP18.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP19.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP20.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP21.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP22.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP23.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP24.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP25.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP26.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP27.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP28.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP29.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP30.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP31.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP32.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP33.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP34.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP35.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP36.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP37.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP38.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP39.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP40.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP41.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP42.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP43.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP44.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP45.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP46.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP47.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP48.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP49.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP50.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP51.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP52.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP53.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP54.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP55.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP56.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP57.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP58.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP59.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP60.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP61.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP62.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP63.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP64.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP65.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP66.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP67.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP68.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP69.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP70.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP71.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP72.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP73.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP74.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP75.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP76.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP77.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP78.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP79.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP80.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP81.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP82.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP83.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP84.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP85.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP86.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP87.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP88.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP89.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP90.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP91.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP92.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP93.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP94.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP95.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP96.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP97.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP98.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP99.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP00.D,                 KNL := {0, 0, k2PRMP, k3PRMPD+k3PRPFWD, k4PRMPD, k5PRMPD};\n",
      "\n",
      "  PR.MP01.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP02.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP03.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP04.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP05.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP06.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP07.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP08.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP09.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP10.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP11.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP12.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP13.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP14.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP15.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP16.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP17.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP18.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP19.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP20.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP21.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP22.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP23.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP24.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP25.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP26.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP27.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP28.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP29.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP30.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP31.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP32.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP33.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP34.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP35.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP36.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP37.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP38.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP39.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP40.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP41.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP42.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP43.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP44.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP45.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP46.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP47.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP48.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP49.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP50.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP51.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP52.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP53.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP54.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP55.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP56.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP57.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP58.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP59.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP60.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP61.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP62.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP63.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP64.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP65.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP66.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP67.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP68.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP69.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP70.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP71.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP72.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP73.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP74.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP75.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP76.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP77.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP78.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP79.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP80.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP81.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP82.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP83.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP84.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP85.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP86.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP87.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP88.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP89.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP90.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP91.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP92.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP93.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP94.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP95.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP96.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP97.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP98.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP99.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP00.F,                 KNL := {0, 0, k2PRMP, k3PRMPF+k3PRPFWF, k4PRMPF, k5PRMPF};\n",
      "\n",
      "  PR.MP01.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP02.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP03.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP04.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP05.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP06.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP07.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP08.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP09.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP10.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP11.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP12.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP13.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP14.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP15.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP16.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP17.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP18.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP19.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP20.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP21.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP22.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP23.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP24.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP25.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP26.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP27.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP28.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP29.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP30.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP31.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP32.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP33.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP34.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP35.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP36.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP37.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP38.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP39.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP40.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP41.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP42.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP43.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP44.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP45.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP46.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP47.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP48.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP49.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP50.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP51.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP52.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP53.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP54.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP55.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP56.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP57.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP58.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP59.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP60.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP61.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP62.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP63.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP64.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP65.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP66.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP67.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP68.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP69.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP70.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP71.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP72.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP73.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP74.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP75.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP76.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP77.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP78.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP79.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP80.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP81.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP82.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP83.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP84.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP85.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP86.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP87.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP88.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP89.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP90.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP91.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP92.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP93.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP94.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP95.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP96.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP97.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP98.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP99.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "  PR.MP00.J,                 KNL := {0, 0, k2PRMPJ, 0, k4PRMPJ, k5PRMPJ};\n",
      "\n",
      "\n",
      "\n",
      "  k1PRBHD             := -0.05711581728;\n",
      "\n",
      "  k1PRBHF             := 0.05705266952;\n",
      "\n",
      "  k1PRF8L             := 0;\n",
      "\n",
      "  k1PRPFWD            := 0;\n",
      "\n",
      "  k1PRPFWF            := 0;\n",
      "\n",
      "  k2PRBHD             := 0;\n",
      "\n",
      "  k2PRBHF             := 0;\n",
      "\n",
      "  k2PRMP              := -0.01858039299;\n",
      "\n",
      "  k2PRMPJ             := 0.03934772381;\n",
      "\n",
      "  k2PRPFWD            := 0;\n",
      "\n",
      "  k2PRPFWF            := 0;\n",
      "\n",
      "  k3PRMPD             := -0.13201484960;\n",
      "\n",
      "  k3PRMPF             := 0.05812457857;\n",
      "\n",
      "  k3PRPFWD            := 0;\n",
      "\n",
      "  k3PRPFWF            := 0;\n",
      "\n",
      "  k4PRMPD             := 0;\n",
      "\n",
      "  k4PRMPF             := 0;\n",
      "\n",
      "  k4PRMPJ             := 0;\n",
      "\n",
      "  k5PRMPD             := 0;\n",
      "\n",
      "  k5PRMPF             := 0;\n",
      "\n",
      "  k5PRMPJ             := 0;\n",
      "\n",
      "\n",
      "\n",
      "  angle.PRBHD         := 0.03147300489;\n",
      "\n",
      "  angle.PRBHF         := 0.03135884818;\n",
      "\n",
      "  kPRQDN10            := kd;\n",
      "\n",
      "  kPRQDN36            := kd;\n",
      "\n",
      "  kPRQDN40            := kd;\n",
      "\n",
      "  kPRQDN46            := kd;\n",
      "\n",
      "  kPRQDN50            := kd;\n",
      "\n",
      "  kPRQDN68            := kd;\n",
      "\n",
      "  kPRQDN72            := kd;\n",
      "\n",
      "  kPRQDN78            := kd;\n",
      "\n",
      "  kPRQDN82            := kd;\n",
      "\n",
      "  kPRQDN86            := kd;\n",
      "\n",
      "  kPRQDN90            := kd;\n",
      "\n",
      "  kPRQDN96            := kd;\n",
      "\n",
      "  kPRQDW06            := kd;\n",
      "\n",
      "  kPRQDW18            := kd;\n",
      "\n",
      "  kPRQDW22            := kd;\n",
      "\n",
      "  kPRQDW28            := kd;\n",
      "\n",
      "  kPRQDW32            := kd;\n",
      "\n",
      "  kPRQDW56            := kd;\n",
      "\n",
      "  kPRQDW60            := kd;\n",
      "\n",
      "  kPRQFN05            := kf;\n",
      "\n",
      "  kPRQFN09            := kf;\n",
      "\n",
      "  kPRQFN21            := kf;\n",
      "\n",
      "  kPRQFN35            := kf;\n",
      "\n",
      "  kPRQFN39            := kf;\n",
      "\n",
      "  kPRQFN45            := kf;\n",
      "\n",
      "  kPRQFN49            := kf;\n",
      "\n",
      "  kPRQFN55            := kf;\n",
      "\n",
      "  kPRQFN67            := kf;\n",
      "\n",
      "  kPRQFN71            := kf;\n",
      "\n",
      "  kPRQFN77            := kf;\n",
      "\n",
      "  kPRQFN81            := kf;\n",
      "\n",
      "  kPRQFN85            := kf;\n",
      "\n",
      "  kPRQFN89            := kf;\n",
      "\n",
      "  kPRQFN95            := kf;\n",
      "\n",
      "  kPRQFN99            := kf ;\n",
      "\n",
      "  kPRQFW17            := kf;\n",
      "\n",
      "  kPRQFW27            := kf;\n",
      "\n",
      "  kPRQFW31            := kf;\n",
      "\n",
      "  kPRQFW59            := kf;\n",
      "\n",
      "  kPRQSK03            := kfs;\n",
      "\n",
      "  kPRQSK04            := kds;\n",
      "\n",
      "  kPRQSK07            := kfs;\n",
      "\n",
      "  kPRQSK08            := kds;\n",
      "\n",
      "  kPRQSK19            := kfs;\n",
      "\n",
      "  kPRQSK20            := kds;\n",
      "\n",
      "  kPRQSK23            := kfs;\n",
      "\n",
      "  kPRQSK24            := kds;\n",
      "\n",
      "  kPRQSK29            := kfs;\n",
      "\n",
      "  kPRQSK30            := kds;\n",
      "\n",
      "  kPRQSK33            := kfs;\n",
      "\n",
      "  kPRQSK34            := kds;\n",
      "\n",
      "  kPRQSK37            := kfs;\n",
      "\n",
      "  kPRQSK38            := kds;\n",
      "\n",
      "  kPRQSK41            := kfs;\n",
      "\n",
      "  kPRQSK43            := kfs;\n",
      "\n",
      "  kPRQSK44            := kds;\n",
      "\n",
      "  kPRQSK47            := kfs;\n",
      "\n",
      "  kPRQSK48            := kds;\n",
      "\n",
      "  kPRQSK52            := kds;\n",
      "\n",
      "  kPRQSK53            := kfs;\n",
      "\n",
      "  kPRQSK54            := kds;\n",
      "\n",
      "  kPRQSK57            := kfs;\n",
      "\n",
      "  kPRQSK58            := kds;\n",
      "\n",
      "  kPRQSK69            := kfs;\n",
      "\n",
      "  kPRQSK70            := kds;\n",
      "\n",
      "  kPRQSK73            := kfs;\n",
      "\n",
      "  kPRQSK74            := kds;\n",
      "\n",
      "  kPRQSK79            := kfs;\n",
      "\n",
      "  kPRQSK80            := kds;\n",
      "\n",
      "  kPRQSK83            := kfs;\n",
      "\n",
      "  kPRQSK84            := kds;\n",
      "\n",
      "  kPRQSK87            := kfs;\n",
      "\n",
      "  kPRQSK88            := kds;\n",
      "\n",
      "  kPRQSK91            := kfs;\n",
      "\n",
      "  kPRQSK92            := kds;\n",
      "\n",
      "  kPRQSK93            := kfs;\n",
      "\n",
      "  kPRQSK94            := kds;\n",
      "\n",
      "  kPRQSK97            := kfs;\n",
      "\n",
      "  kPRQSK98            := kds;\n",
      "\n",
      "\n",
      "\n",
      "return;\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                             SBENDs and MULTIPOLES in MUs\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "k1prbhf            =      0.05705266952 ;\n",
      "\n",
      "++++++ info: k1prbhf redefined\n",
      "k1prbhd            =     -0.05711581728 ;\n",
      "\n",
      "++++++ info: k1prbhd redefined\n",
      "k2prbhf            =                  0 ;\n",
      "\n",
      "++++++ info: k2prbhf redefined\n",
      "k2prbhd            =                  0 ;\n",
      "\n",
      "++++++ info: k2prbhd redefined\n",
      "k2prmp             =     -0.01858039299 ;\n",
      "\n",
      "++++++ info: k2prmp redefined\n",
      "k2prmpj            =      0.03934772381 ;\n",
      "\n",
      "++++++ info: k2prmpj redefined\n",
      "k3prmpf            =      0.05812457857 ;\n",
      "\n",
      "++++++ info: k3prmpf redefined\n",
      "k3prmpd            =      -0.1320148496 ;\n",
      "\n",
      "++++++ info: k3prmpd redefined\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                    PFW and F8L\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "k1prpfwf           =    6.326682428e-05 ;\n",
      "\n",
      "++++++ info: k1prpfwf redefined\n",
      "k1prpfwd           =   -8.431151543e-05 ;\n",
      "\n",
      "++++++ info: k1prpfwd redefined\n",
      "k2prpfwf           =      0.02803443696 ;\n",
      "\n",
      "++++++ info: k2prpfwf redefined\n",
      "k2prpfwd           =     -0.03354583647 ;\n",
      "\n",
      "++++++ info: k2prpfwd redefined\n",
      "k3prpfwf           =       -0.168419701 ;\n",
      "\n",
      "++++++ info: k3prpfwf redefined\n",
      "k3prpfwd           =     -0.06902649778 ;\n",
      "\n",
      "++++++ info: k3prpfwd redefined\n",
      "k1prf8l            =                  0 ;\n",
      "\n",
      "++++++ info: k1prf8l redefined\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                    Injection dipoles\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "kpibsw26           =                  0 ;\n",
      "\n",
      "kpibsw40           =                  0 ;\n",
      "\n",
      "kpibsw41           =                  0 ;\n",
      "\n",
      "kpibsw42           =                  0 ;\n",
      "\n",
      "kpibsw43           =                  0 ;\n",
      "\n",
      "kpibsw44           =                  0 ;\n",
      "\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                    Extraction dipoles\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "kpebsw12           =                  0 ;\n",
      "\n",
      "kpebsw14           =                  0 ;\n",
      "\n",
      "kpebsw20           =                  0 ;\n",
      "\n",
      "kpebsw22           =                  0 ;\n",
      "\n",
      "kpebsw23           =                  0 ;\n",
      "\n",
      "kpebsw57           =                  0 ;\n",
      "\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                      Quadrupoles\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "kf                 =     0.002695840592 ;\n",
      "\n",
      "kd                 =    -0.001574847363 ;\n",
      "\n",
      "kprqse             =                  0 ;\n",
      "\n",
      "kpeqke16           =                  0 ;\n",
      "\n",
      "kpiqlb             =                  0 ;\n",
      "\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                       Sextupoles\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "kprxno39           =          -0.817896 ;\n",
      "\n",
      "kprxno55           =          -0.520479 ;\n",
      "\n",
      "kprxno             =                  0 ;\n",
      "\n",
      "kprxse             =                  0 ;\n",
      "\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                       Octupoles\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "kprono39           =         -9.7962365 ;\n",
      "\n",
      "kprono55           =        -36.0659641 ;\n",
      "\n",
      "kprodn             =         18.5023863 ;\n",
      "\n",
      "\n",
      "\n",
      "/**********************************************************************************\n",
      "\n",
      "*                                   KNOBS\n",
      "\n",
      "***********************************************************************************/\n",
      "\n",
      "\n",
      "\n",
      "!-------------------------------------------------\n",
      "\n",
      "! Proton injection bump\n",
      "\n",
      "!-------------------------------------------------\n",
      "\n",
      "\n",
      "\n",
      "bsw42_x_mm_abs_active  =              0 ;\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "!-------------------------------------------------\n",
      "\n",
      "! Ion injection bump\n",
      "\n",
      "!-------------------------------------------------\n",
      "\n",
      "\n",
      "\n",
      "smh26_x_mm_abs_active  =              0 ;\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "\n",
      "!-------------------------------------------------\n",
      "\n",
      "! Extraction bump\n",
      "\n",
      "!-------------------------------------------------\n",
      "\n",
      "\n",
      "\n",
      "smh16_x_mm_abs_active  =              0 ;\n",
      "\n",
      "seh23_x_mm_abs_active  =              1 ;\n",
      "\n",
      "seh23_x_mm_abs         =              0 ;\n",
      "\n",
      "smh57_x_mm_abs_active  =              1 ;\n",
      "\n",
      "smh57_x_mm_abs         =              0 ;\n",
      "\n",
      "\n",
      "\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ee60ed0a1f624fe6b09449e3426701ec",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Converting sequence \"ps\":   0%|          | 0/1717 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "from cpymad.madx import Madx\n",
    "import xtrack as xt\n",
    "\n",
    "mad = Madx()\n",
    "mad.input(\"beam, particle=proton, pc = 14.0;\")\n",
    "mad.input(\"brho = beam->pc * 3.3356;\")\n",
    "mad.call(\"../../xtrack/test_data/ps_sftpro/ps.seq\")\n",
    "mad.call(\"../../xtrack/test_data/ps_sftpro/ps_hs_sftpro.str\")\n",
    "mad.use('ps')\n",
    "\n",
    "line = xt.Line.from_madx_sequence(mad.sequence.ps, allow_thick=True,\n",
    "                                  deferred_expressions=True,\n",
    "                                  )\n",
    "line.particle_ref = xt.Particles(mass0=xt.PROTON_MASS_EV,\n",
    "                                    q0=1, gamma0=mad.sequence.ps.beam.gamma)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "330c6529-017c-4fd2-84b7-da5007b35dc3",
   "metadata": {},
   "source": [
    "### Match tune"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "534712aa-a7ab-4ca8-ad2f-58003920d5b1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Found suitable prebuilt kernel `default_only_xtrack`.\n",
      "Found suitable prebuilt kernel `only_xtrack_frozen_energy`.\n",
      "Matching: model call n. 4               \n",
      "\n"
     ]
    }
   ],
   "source": [
    "opt = line.match(\n",
    "    method='4d',\n",
    "    solve=False,\n",
    "    vary=[xt.VaryList(['kf', 'kd'], step=1e-5)],\n",
    "    targets=[xt.TargetSet(qx=6.255278, qy=6.29826, tol=1e-7)],\n",
    ")\n",
    "opt.solve()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "44ead396-9bc9-4a15-b1dd-b10bdbe7e4eb",
   "metadata": {},
   "source": [
    "### Inspect phase space"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8be5c62e-c08e-4b18-a92b-826e9043e609",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a56b96e8b2874b8fb5254b02ea2bc10b",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Tracking:   0%|          | 0/1000 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'px')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ed104a9130584bf9adeeb40fa224db5b",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": "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",
      "text/html": [
       "\n",
       "            <div style=\"display: inline-block;\">\n",
       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
       "                    Figure\n",
       "                </div>\n",
       "                <img src='data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjguMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8g+/7EAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOydeXwU9f3/XzOzV67NfYcjIKccQYQIomiltRUPiq2gVfEoVmv5yk/8toC3XxSs9fsF8YTWgqUKohRUbKvxoCjIEQIhHOEm5NqEHLubvXdmfn9MPpvJZndmNhtIQj7Px8OHZDOzM7s72c9r3sfrzYiiKIJCoVAoFAqF0mdgu/sEKBQKhUKhUCgXFyoAKRQKhUKhUPoYVABSKBQKhUKh9DGoAKRQKBQKhULpY1ABSKFQKBQKhdLHoAKQQqFQKBQKpY9BBSCFQqFQKBRKH4MKQAqFQqFQKJQ+BhWAFAqFQqFQKH0MKgApFAqFQqFQ+hhUAFIoFAqFQqH0MagApFAoFAqFQuljUAFIoVAoFAqF0segApBCoVAoFAqlj0EFIIVCoVAoFEofgwpACoVCoVAolD4GFYAUCoVCoVAofQwqACkUCoVCoVD6GFQAUigUCoVCofQxqACkUCgUCoVC6WNQAUihUCgUCoXSx6ACkEKhUCgUCqWPQQUghUKhUCgUSh+DCkAKhUKhUCiUPgYVgBQKhUKhUCh9DCoAKRQKhUKhUPoYVABSKBQKhUKh9DGoAKRQKBQKhULpY1ABSKFQKBQKhdLHoAKQQqFQKBQKpY9BBSCFQqFQKBRKH4MKQAqFQqFQKJQ+BhWAFAqFQqFQKH0MKgApFAqFQqFQ+hhUAFIoFAqFQqH0MagApFAoFAqFQuljUAFIoVAoFAqF0segApBCoVAoFAqlj0EFIIVCoVAoFEofgwpACoVCoVAolD4GFYAUCoVCoVAofQwqACkUCoVCoVD6GFQAUigUCoVCofQxqACkUCgUCoVC6WNQAUihUCgUCoXSx6ACkEKhUCgUCqWPQQUghUKhUCgUSh+DCkAKhUKhUCiUPgYVgBQKhUKhUCh9DCoAKRQKhUKhUPoYVABSKBQKhUKh9DGoAKRQKBQKhULpY/QYAfjGG29g4MCBMJlMKCwsxO7duxW337hxI4YPHw6TyYTRo0fj888/b/d7URTxzDPPIDs7GzExMZg2bRqOHz8e8rk8Hg8KCgrAMAz279/fVS+JQqFQKBQKpUfSIwTghg0b8Pjjj+PZZ5/Fvn37MHbsWNx4442oq6sLuf2OHTtw55134sEHH0RJSQlmzJiBGTNmoKysLLDNH//4R7z22mt4++23sWvXLsTFxeHGG2+E2+3u8Hy///3vkZOTc8FeH4VCoVAoFEpPghFFUezukygsLMSECRPw+uuvAwAEQUC/fv0wb948LFy4sMP2s2bNgsPhwGeffRZ47KqrrkJBQQHefvttiKKInJwcLFiwAE888QQAwGq1IjMzE2vWrMHs2bMD+/3zn//E448/jo8//hiXX345SkpKUFBQcGFfMIVCoVAoFEo30u0RQK/Xi+LiYkybNi3wGMuymDZtGnbu3Blyn507d7bbHgBuvPHGwPanT59GbW1tu20SExNRWFjY7jktFgvmzp2Lv/3tb4iNje3Kl0WhUCgUCoXSY9F19wmcP38ePM8jMzOz3eOZmZk4evRoyH1qa2tDbl9bWxv4PXks3DaiKOK+++7Dww8/jCuvvBJnzpxRPVePxwOPxxP4WRAENDY2IjU1FQzDqO5PoVAoFAql+xFFEXa7HTk5OWDZbo+FdQvdLgC7i5UrV8Jut2PRokWa91m6dCmef/75C3hWFAqFQqFQLhbnzp1DXl5ed59Gt9DtAjAtLQ0cx8FisbR73GKxICsrK+Q+WVlZituT/1ssFmRnZ7fbhtT3ff3119i5cyeMRmO757nyyivxq1/9CmvXru1w3EWLFuHxxx8P/Gy1WtG/f3+cO3cOZrNZ4yumUPoOdTY3PiquxC/G5yHDbOru0+ky3vzmBL4pr8P1wzLw2+sv6+7TiQgtn0nw67tUP0dK38Vms6Ffv35ISEjo7lPpNrpdABoMBowfPx5fffUVZsyYAUBKrX711Vf43e9+F3KfSZMm4auvvsL8+fMDj3355ZeYNGkSACA/Px9ZWVn46quvAoLPZrNh165deOSRRwAAr732GpYsWRLYv7q6GjfeeCM2bNiAwsLCkMc1Go0dBCMAmM1mKgApFw2LzY0Pdlfgzon9kXmRF+NIj/3u7lp8e7oF+y0nsWL2uIt+vheK+68fCVNcPO6c2B/mXvaa3t1di+8qHDDFNWP+tKEhtwl+fWazGQvzMi7ymVIoF56+XL7V7QIQAB5//HHMmTMHV155JSZOnIjly5fD4XDg/vvvBwDce++9yM3NxdKlSwEAjz32GKZOnYpXX30V06dPx/r167F3716sWrUKgPSBzp8/H0uWLMGQIUOQn5+Pp59+Gjk5OQGR2b9//3bnEB8fDwAYPHhwnw0HU3oHH+yuQNERKQIebgHvKce+c2J//HCqAU1Ob0A4dpd47UoyzaaL/t53FXdO7N/u/6Hoza+PQqFoo0cIwFmzZqG+vh7PPPMMamtrUVBQgH/961+BJo6Kiop2RZqTJ0/G+++/j6eeegqLFy/GkCFDsHnzZowaNSqwze9//3s4HA489NBDaG5uxpQpU/Cvf/0LJlPvXXQoFEDbAt5Tjp1pNmHF7HHtxF93iVeKxKUi7rozEk6hXAr0CB/A3orNZkNiYiKsVitNAVMoGqCLNqWrWF50DEVHLJg2IvOSELSUiwtdv3tIBJCiDF00KZcKl0r0idL9dGcknEK5FOib5je9DJI2+2B3RXefCoUSEovNjeVFx2CxdRy1SKFcCMjNBL0pplA6B40A9gLonS6lp0Nr+ygUCqV3QQVgL4CmzSg9HXqTQqFQKL0LmgKmUChRI79Joang0NA0OYVC6UlQAUihULoMWq8aHvreUCiUngRNAVMovZie1iFOU8Hhoe8NhULpSVABSKH0Ynpa8wWtVw0PfW8oFEpPggpACqUXQ6NKFAqFQukMtAaQQunFdKcXGm1qoFAolN4LFYAUCqVT0KaGroOKaQqFcrGhKWAKhdIpemL6eVt5HZ7cXIbpo7Pw3s4KmPQs7rgyD3/fdQ7DsuJxqs4BjmNw+xW5+GD3Obxw2+WYMS6vu0+7x9VyUiiUSx9GFEWxu0+it0KGSR8/Z8FleRndfToUSp9kc0klntp8CMOy4lFS0QxBBBgGIN9s8n8TyGMmPQsDx3a7EOxp3dwUyqUOWb+tVivMZnN3n063QFPAXcBHxZXdfQoUSo9m7Y7TyF+4FQMXbsXEF4tQVmWN+jm3lddhystfY9GmMrR4/Cg+K4k/jmXw0DX5iNFzSI7V46Fr8hFv1GH8gCQkx+iRFm/AQ9fkw2zSASJgc/uxaFMZprz8NbaV13XBq42cnjzXlqanKZRLExoBjAIaAaRQlNlWXofHPzyABoe33eO5SSZ8v/CGTj3n5pJKPLPlEDiWQbPTh6RYPXy8iGFZ8ahudmPZzNGYOkzb32Oo5+IFMeqI4Mqvj+HVL44DABgAZpMOr905TvN5yenu6ODyomMoOmLBtBGZND1NuWSgEUAqAKOCXkAUSni2ldfhgbV7wQsdv2JYBji1dHpEz0fEmtcvwO0XEKPnkBpvwIszRnVKWAWf65Oby9DQ4oXLx0f93IMWbUXwy+ZYBu/OuTLi5+tuAdbdApRCuRDQ9ZsKwKigFxClLxGJENhWXocH1uwBL0oRsKRYPZqdPpAvmwU/GYJ5P4pMzIx57t+wuf0XtG4vOCKYlWhCYX4Kdp1ujCiyePWyr1DV3DFlyjEMbhmbjUU3jdAspi6mAKNij9JXoOs3rQGkUCga0Wr7UlZlxdz3isG3qr2fXJ6JDLMxIP4STbqIxB+p9btzYj+YTTosmzkapc/deEGaNmaMy0Ppczdi+awC5CbHoDA/BVsP1qDG6saTm8s0P88791wJjmn72ahjwTIAL4rYsr8aD67Zo7mm7mLWB1JrHwql70AjgFFA7yAoF4OeEpXRch5lVVbMXvUDWjx+AMDg9DgAwMl6BwApAvbufepp0G3ldVi46SAm5qdg9+lG1FrdyE2OwXd/+FEXviJ1LDY3ln5+BLtON+LWsdkRWcdsK6/Dr9/bC1+rEk406eD08fDxIjgGiDHo8MZdnasL7GrIZzttRCaKjli6/VqjUC40dP2mEUAKpcfTU6IyapEoufhjGWBUjhmXZcRHLP4A4MnNZaixuvH5wRpMzE9BbnIMXpwxqktfjxYyzSYsnz0OOxfdgA92n4PN7cczWw4FopJKXcNTh2XgH7+9GnEGDgBgdfsRb9QhNc4AQQRaPH48sHZvt3UeyyHXWNERS4/tRqZQKF0LFYAUSg/nzon9MW1EZo8yXA7GYnPjgTV70OLxg2GAoZkJyEmOwZeHJXNjjoHmyN+Ul7/GrAl5yE404abR2Vh80wh894cfdXuk7IXbLofZpMMLt12OJzeXoarJpZoWHpWbiA2/mYR4o+S53+T0AYyUFucYgBdEzH2vGIs3lXarzUpvuMYoFErXQlPAUUBDyBSKxMN/24t/HZLEXnKsHizDoNHhhYjIul+nvPw1qppc3ZLujQTSNfzijFFocnrxzJZDiqnhsior7nhnJ5xeHiyAWKMOv5maj9e/PgmPXwAD4LaCHCyfPe6ivg4Kpa9C128aAaRQKFGyuaQyIP4AwO72o6FV/Bk4VlX8bS6pxJjn/o3NJZV4ccaobkv3RsLUYRmBqOQzWw4FUsPhGJWbiA9/MwnZiSaAkdK/r311AnnJJuhYBiKALfursbnk0jaVp6bSFErPgQpACoUSFU9sPNDuZ3+rAV6cgcOm305WjfzJBZRcWPUW5KlhuZgNZlRuIjY/ejVuHZsDA8fCx4s4We+E0Pp+iQD+34cHekRN4IWip9SzUigUKgAplB5Jb4qU+IWOjw3LiseG30zCqNzEkPvIhZJcQPVGiHXMjHF5qtFA0lSy6beTkZFgBADI3z5RBB5cuyfic+gt1wutNaRQeg5UAFIoPZDeFCmR+90xAJ6/dST+PX9qWPEHtI/6yQVUb0ermB2Vm4hP503BjIIcMEG/CyWo1fjz9lN4f1cF/rz9VOQ7X0R68sxjCqWvoevuE6BQKB0hEZLeECl59Y6xeGrzIVx9WSpeuG2Uok3Mkq2H8dT0kXjhtssDjRNdhdyz767CftiwpxKzJuThbzsrEKNjoNdx4FgG2YkmlFtacFdhP7y/6xyGZMajxe3HC7eNUhStWpgxLq+dkJU3iwSntUk08Lph6Vj48UG4W5XfmNyEiI8rBv2fQqFQ1KBdwFFAu4goFO3MfPN7lFZaMSYvEZt+e3VUz2WxubF6+yk4PTwcXj/Kqqyotbrh9vPgBanzWBBEsCzTbhYxibaR7mTyO4YBUmINyEmKQXaSCeftni4RhBerq7mnmIVTKL0Fun7TCCCFQrlIDM8y42itHcOzOv9lW1ZlxTNbyuD08jjb4AQDET5BDEzbiNFzSErQRxQBNOhYVDW5YHX50Ojw4lC1FQwDPLBmDzLNpqgE4YszRgUigGVVVizadBCiKGLZ7WOiFpdySGqV1AJSIRgdckENgIpryiUJjQBGAb2DoFCU2VxSGUj1Thqc1umFlAi/yiYXGhweMGCg5xgMzojH4PR4lFVZYXf78covxkTcQWyxufHn7adQZ/fgVL0D2UkmHKy0osnphccnpWUZBshPi4XHL4ZM52ph9qqd2HWqEQwDTMxPwfqHJkX8HGosLzqGoiMWTBuRifnTtM9bprRH/j4CoO/pJQhdv6kAjAp6AVEoyox57t+wuf0wm3Qofe7GiPYl0ayDlVbU2T1oaPFAr2ORHGtAYX4K0hKMmHvNoAsSlSHHLquywen1o6bZBYZh4PTySE8wIi85BsOzzHhs2hDNx7+QEUD5edNoVfTQCOClD12/qQCMCnoBUSgdkS+eO0+eV52SEWr/5UXH8G15PZocXnh5AUYdi6RYA64flhGR6OoKyOsZmBqLP31xDPFGDifqHDDoWMwoyMWp8y14avrIiAWdUoMIhUK5sND1mwrAqKAXEKWnc7EjQmVVVsx9by/cXh63X5mHp6aPjHj/h9cV43yLBz5eQGqcERkJRozJS7rowk/pHJ/ZUtZa02jDoWorUuKMmD4mO6KIZG8Ze0ehXIrQ9Zv6AFIolzTBfoIX2jB4ydbDqLO70eL1d/C3C0dbulUSf/V2N8wmPcbmJeHd+ybgs/+6Bi/NHN0jxB8gefht+u3VeGnmaLxw2yikJ5jg9PJYt/MsZrzxPcqqrJqeJ3jsXVmVFbNX7dS8P4VCoUQDjQBGAb2DoPR0giOAF6JJQJ7KTI034pktZRiWlaDZ8HfxpoPYvL8Kg9Pj4PT64fGLePvu8RekRu5CYLG58ci6YpRWWiFCxJCMBLR4/BGndm9Z+R3KqqwBk2gKhXLhoOt3D4oAvvHGGxg4cCBMJhMKCwuxe/duxe03btyI4cOHw2QyYfTo0fj888/b/V4URTzzzDPIzs5GTEwMpk2bhuPHj7fb5tZbb0X//v1hMpmQnZ2Ne+65B9XV1V3+2iiU7iJ48sKFGMX15OYyVDW58OTmskB0bOnMMarib1t5Haa8/DV2nToPr1+AKAK3jM3Fx49M7jXiD5De47fuHo9fXpmHsXlJaHR4UdXkwsJNByOKtoqiCIaR/k+hUCgXmh4RAdywYQPuvfdevP322ygsLMTy5cuxceNGlJeXIyOj4x30jh07cO2112Lp0qW4+eab8f777+Pll1/Gvn37MGqUlE55+eWXsXTpUqxduxb5+fl4+umncfDgQRw+fBgmk7Qw/d///R8mTZqE7OxsVFVV4Yknngg8vxboHQSlryK3d0mONUTUzEBsVz7YfQ4Ojx/pCUYMSo/rVCNFMKQ+Ly3BiIoGJ3Qsg19fk4+3t51Eo8OHeyb1x992ViDBpMPgjHjUNLswOD2+SzuKSUT0ygHJOFjVrDmiKZ+UMio3sd17fCmMyaNQehJ0/e4hArCwsBATJkzA66+/DgAQBAH9+vXDvHnzsHDhwg7bz5o1Cw6HA5999lngsauuugoFBQV4++23IYoicnJysGDBgoCos1qtyMzMxJo1azB79uyQ5/HJJ59gxowZ8Hg80Ov1qudNLyBKX6Wz9i4kXXq0xgaOY8CAwco7x0XVBUsEZUWjE98crYefFwAGEESAZYB4ow42tx9A++kfLAOIIqDjGMQbdYgz6jD3mnys/PoERBH43zvGRn1et7+1A/V2Dy7PMeOKAclgAPxao9CMxkKHQqEoQ9fvHpAC9nq9KC4uxrRp0wKPsSyLadOmYefOnSH32blzZ7vtAeDGG28MbH/69GnU1ta22yYxMRGFhYVhn7OxsRF///vfMXnyZE3ij0Lpa8ibFF647XKYTTrNs3wtNjeWbD2MR9YV43S9A2AYDMlIwJePT+2UyCLnsrmkEre/tQMfFVfiy8MWeHkBOo7FtJGZGJ6VgJHZZrxw2+UYnhWPjAQj5k+7DBkJRgxOj8O0kZkYlWvG9NHZMOk51Ns9eOnzozjf4kWDw4v//qgUt6zcjptf296pxoxMswlv3z0e4/onYVhWAv6xrwrv76rA6u2nNO0vf49JunxbeV3E50GhUCih6PZRcOfPnwfP88jMzGz3eGZmJo4ePRpyn9ra2pDb19bWBn5PHgu3DeEPf/gDXn/9dTidTlx11VXtoorBeDweeDyewM82m03l1VEolw4LPy7F4RobFn5cis/+65qI0pJ/3n4KH+yqgFHHIj89DuMHJGuOhBFIanXWhDy8/vVJCKKAw9U2ePwCUuIMmJifgtJKK5bNHN1BVMrPdd6POja/kPTrz0ZlBSKAKXF6lFXZwDDAok2liDPq8LNRWVi9/bTmdPeo3ESsf2gSLDY3ymvtqGh04rzdg9mrdqqmvGeMywucN7GMeXJzGbWMoVAoXUK3RwC7m//+7/9GSUkJvvjiC3Ach3vvvTdsEfbSpUuRmJgY+K9fv34X+WwplO6DYRiIovR/rZBIXZ3dA5Oew8C0OLx193g8OX1kxOLvgbV7UdnkwvKiE/D4BbAMixduuxzj+idh9b1X4p17rsTORTd0KqJIhNqcyfnY+9SPUfz0j/GnXxZgVK4ZI7PNEEVg/7lmvPT5UVQ2ufDA2r0RReNIo8jdVw1ARaMTJRVNeHhdseYGkWDLGAqFQomWbo8ApqWlgeM4WCyWdo9bLBZkZWWF3CcrK0txe/J/i8WC7OzsdtsUFBR0OH5aWhqGDh2KESNGoF+/fvjhhx8waVLHOZ2LFi3C448/HvjZZrNREUi5pJFbvCydOTrQpKAGqcv7rLQGjQ4vLs8x455JAyIypJZGp5VCFIE6uwe8IIJjGcyfdhk27KkMROEuVIOEZMdyTeBcSITwhc+OgBdELNh4ACY9pzkaSDqyp43IxMPriqFjGTy4dg8MHIsXbhulGA2cOiyjXeSPNohQKJRo6TFNIBMnTsTKlSsBSE0g/fv3x+9+97uwTSBOpxOffvpp4LHJkydjzJgx7ZpAnnjiCSxYsACAJNYyMjIUm0AqKiowYMAAfPPNN7juuutUz5sWkVIudTozrcJic+PBtXtwtMaOGAOLxBhDRL5+RGy1uP04VC2lYIdmxqPFw/eIsWlEFLu8PBod3sBs4P4psZq7iS02Nx5bX4ID55rh40WMyUvEtUPTNQtk2iBCoUQHXb97iADcsGED5syZg3feeQcTJ07E8uXL8eGHH+Lo0aPIzMzEvffei9zcXCxduhSAZNMydepULFu2DNOnT8f69evx0ksvdbCBWbZsWTsbmNLS0oANzK5du7Bnzx5MmTIFycnJOHnyJJ5++mlYLBYcOnQIRqNR9bzpBUS5FInG4iUwzcPmhlcQkWU2YfOjV2uO+m0rr8NDfyuGIAoYniX9TYkisOz2MT3OG5AIQTIbmGntOI4z6jQJXjIBpbzWjn4psfju+HkMSI3FW3ePV32/5J8RABoNpFAihK7fPUQAAsDrr7+OV155BbW1tSgoKMBrr72GwsJCAMB1112HgQMHYs2aNYHtN27ciKeeegpnzpzBkCFD8Mc//hE33XRT4PeiKOLZZ5/FqlWr0NzcjClTpuDNN9/E0KFSAfjBgwfx2GOP4cCBA3A4HMjOzsZPf/pTPPXUU8jNzdV0zvQColyKRGPxItmeuJEYY0BecoxqapMgj6o1OLww6theYwhNvAf7p8Ri1+lGNDq8yE+LjShi+eLWw3h/VwViDBx+MjILp863aPZFpNFACiVy6PrdgwRgb4ReQJRLBXmtX5PTG1FEiQggHy/A5vKCFxnNKd/gdGpqvCGiurqeBklfn6p3oN7u0fx6LDY3Vm8/BQbAzpMNOFprx5g8aaqKGsH1gPLPsje+hxTKxYCu31QARgW9gCiXCp2p9QPaon41VheMHIsx/ZKwYvY4TSnfsiorbn9rBzx+AWldJPxI44iXFzAwNQ5nzkuegwNTYwP/HpGVAJePR0lFM8b1TwKAwL9j9BwqGp2aI5fhCFUnqHXaCZmN/JORmUhLMEZkHg10/rOkUPoSdP2mAjAq6AVE6c1EU+sHtNX7AQAviLh+WAYemzZEVajImzzKLTawDItV94zvlPCz2NxYUXQM+yqa4eMF1FrdcHp5iGib9BH8bz0nTQMhk0KAtqkhHMtAEETEGHSYNkI6n2gEobxO8NR5B0w6Du/PvUrxuSw2Nz7YXYEWjx//2FcFl4/H8KwETbWB8mN2JprbGyDvTyQd5RRKMHT9pgIwKugFROltSILpOI7W2lBea4fDy3eq1m950TF8eqAGHp8fmYkx+PiRyZqjfnet/gFuH49hWQmIM+o6NQO4rMqKhZtKUWfzwObywe0XAr+LM3DIS4npdASw6EgdnF4/uFZ1KAgiUuONSI7VQ69jsWxm5A0pnXndXTE271KsD1xedAxFRyyYNiIT86d1NPWmULRA128qAKOCXkCU3saSrYexdscZCIKIgWmxqLd7I4oOEVFSWmmFIIqIN+pUI1pA5yJhwQQ3W9Ra3QADpMcbkRJngI8XEKPnou4Ylh8HAHadbkSTwwOPX/qqzEo04fph6Yg16jRZvsifl0Q+T9S3YEhGvKoQJH6KH+w+B4fHH1EqGbg0u4VpBJDSFdD1mwrAqKAXEKW3QATYqBwzdp9uhFHPYfW9V0YklIj4O1xjgyiISIk3anoOMsWDF0RkRChgyHFXFB3DJwdqApG5eKMOeo5FRoLxglvEkKhp8dlGNDl98PECvH4BBh0Lk55DYX6KZv8/oKMQHJiq3jFMPj8jx+Bso0tzg4icSzEaSKF0Frp+UwEYFfQCovQWSGNAVqIJsyb0i3giB+nyrWx0wcMLmmrS5B2xdXYPOJbBu3Ou1JTCJKKvtMoKiMDJege8fj5QmxeJ4OpKSETO4fHjm/J61NndYBlJkJr0HK4blo7504ZGJATJ+2PgWNw+Pldxf9Igcu2QNNTZPRieZdZUdwlEX/NJoVxK0PWbCsCooBcQpadDFv07J/bD1oO1ES/4wV2+w7PNGD8gWbErtTMRruBjkjQzL4iIMXAYlBYHg059ZNrFJDglXWdzg2EYjMlL1NywAbSZX/v8AmIMHOZeOyhsbRtJf/7nWD1KK60wcExEndcEeafwx49MpilVSp+Drt9UAEYFvYAoPRGLzY2lnx/BrtONaHb64PJF3ugBdK7Lt7NNHiSyVm/3YNfpRrg8frh5AWaTHtNGZOAxjVG17qKsyoq57+1Fk8ODWIMOOUkxAAOMyU3UdO5ETKYlGHHe7lEVutF4LwLtO4X/UVKFrQdrMH10NpbPHhfR66ZQeit0/aYCMCroBUTpiSwvOoY3vjkBHy8iOVYPXhAjKvwvq7Ji4celOH1eSrtq6fKNpskjIJ6cXvh5EaIoIsNswvQx2d2S5u0sRMQWn23CkRo73D4eMQYOw7MScMWAZE2vZfaqndh/rllTgwg5ZmenrxAmLf0KNVY3kmP0iDPpaFqY0ieg6zcVgFFBLyBKT4KIsCd+MhTfltdj1+lGLJs5OqLFnETw7G4/ACDBpN7l29kmDyKYPiutQZ1NqqUbnBGHWIMuqlRvWZUVj60vQXWzCxPzU5CbFAOnl8eJuhZclhGPWAMHAB0ek/8cTY1hcP1iVZMLLj8Ps0mPG0ZkKNb4daZTmERqz9s98PFCxOKZXDduH4+GFu8FN5Du6V28XXl+Pf219mXo+k0FYFTQC4jSEyB1fhzLoNnp6/QCTqJJdTY3dByLwenxWDpzdFjhETy/N5Imj23ldZj3QQkYACzLwKTncP2w9IhTvcFG0ABQ02oGDQAMgFgDBy8vgBdEcCwDA8cCQIfH5D8nxujRPyUWw7MSAEhisTOG0MH1jByrrUYw0jpK4s34bXk9Wjx+uH08fjE+D0tnjtF8rhfLQLqn+/i9uPUwtuyvxm0FOXhy+sionqunv9a+DF2/qQCMCnoBdS897e76Yp8PEQkHK61weHnE6DmkxhsiTuF1pp6ss2Pc5L52LR4/4o06zJ7YL+JoW1mVFU9sPIAz5x3tTKABSfQZ9SwYoNMRwIpGJ842OOH2SULS428Th4Mz4vDqLwsitLE5jqIjFthc3kCNoJamlkg7qS02N2a88T3qbG4MyUxArIGLqFOYQCxjTHoWBo7tUiHY0/5ug1my9TA+2V+NWwty8FSUArCnv9a+DF2/qQCMCnoBdS/dcXet9IV+sc9n5pvfo7TSitwkI5qc/k4t0pHO8pV3oR6satY8xo00phQdqQPXOn5NBCKabCGP9lU0OgNRPkCK8mUnSufcFWbQcrsXANhX0YTy2haQL8s4A4esRFNExwquEfT6ec3pWnmaXU1wy6OHR2vtMOhYPKTQWRwKElX2+gW4/UKf8g6koq1vQNdvKgCjgl5A3Ut3fFEriTyy8HZmtFkkkMX58lwzDpyzYkZBLl6aOTri5+lMly+JjkwenIpam1tzrd9j60uw90wT/IIYcdSPRNC+Ka9Dk8MLt18AA8Ck52DSS2bQr96hPSLXGYiA3X78PJxeP1w+KepIUsyRiEEiZL8prw90OyfHGlRNteUp90aHV9XTUW5TIwI414kUNrnW5l6bj2+O1mNYVoJmn0MKpSdD128qAKOCXkB9j+6MAAanfOONOvz6mvyIBfC28jos3HQwkPLNMGub5Uu6dUl9mVp9FBE6RUfq4PXxSI03wOkTNDemyCNmh2ts8PEiUuMMSIkzQMcyF3wCSDjKqqxYtKkUTi8fst4wPy1OsxAk9YGRdD4TIXh5jhklFc2qtWrLi45h9X9Owe3nkRpn7FSn8OxVO7H3TBOMOhZThqRh58mGLkkL02gbpbug6zcVgFFBLyCKHIvNjdXbT4EBFI2SO8vNr23H4RobshONsLv5iBdgcn7rW+vvdCyDrESTar2f3OLl9Hkn0hOMqoKRRP0OnLPC7eOh4xjcN3mgpqJ6ecTP7eXBcQyyE2Og55geZQQNhBaDDLR1TwPto4FuHw+OZZBlNmmqD9QajZU3iDQ5vPDxArKTtIl++et8ZksZhmUl4NMDNWjxdM1IOdokQeku6PpNBWBU0AuIEsyFWNCIANOxDM42ODEqNxGfzpsS8fO8uPUw3t9VAY5lIIgipo3IxKKbRmiuPdNq8UIihS6PH5mJJuh1rCZD5FARv4wEY6/xAyRi8GS9A36eR2q8CdcPS0esUad6/u1ee7UNHr+ArEQTNj96taZ6zLJqq6r3olwIciyjOe0fDEkL3zo2G58cqIkqEnihIoA0skhRg67fVABGBb2ALl06u4BciIWHjO1Kj8BjT34+y4uOobzWjn4psfju+HkMSI29IHN8O/j6sdqjfqQe0eH2d2nET167lxSrx2UZ8Tjb4Gy1jBEhJW4BHcdgYGoczjY4o04vy1+Ll5fGu/VPidVkBm2xufHgmj0or7UjzsBhUEa8ptF7ZPrKoPQ41bF7gcafZheMeg6/KuyPOKMu4muWdAr3xAYRGlmkqEHXbyoAo4JeQL2DzoiynrCARDvHF2ir//L4BYzJS8S1Q9MV3we5iGt0eJGfpm2Or3yah5FjEWvUafL1kx+vocWD1PjOR/zkTQ8AcKK+BRCBo7V2+AXpa45lACHMNx75HQMgK9GEwvwUHK21Q4SI8f2TI/IolHcRH62142yDEwwDTUJQHg08fd4Bj4/H8GyzomiXC/Z6uwepGjqFn9lShuFZZji8fhQdtuDWgpyIfAO74vq8UIT7m6eRQQqBrt9UAEYFvYB6B50Rc925UAQ3e3R2jm+kHaCkbu9EXQt4QUScUadaH0hq2D45UAOnxw+OZTBag9FxcJ0fwwCxGo4X6jlKK5txWUY8dpxsQH2LBxwDMAwDPy8Gom/1do/mCGBja51ci8cPHy99PZr0LMwmPZLj9J0WgwFB5xcwPCtB03v0yLpiHKm1w6RjkZ8WpyoegzuFtZiCEzuhEdlmFA5KibiGlUSoc5Nj8MRPhl4wA+muoCfc2FF6BnT9pgIwKugF1DtQE3M9LSoQTbOHvC6stNIakQfckq2H8Y+SKmSbTbhqcKpqFC4wgqzFA59fQIxBh1vHZiuKo66o8yPilhg386IIHcuAYyXRd1lGPIZnJeBEfYum2sNw51hv9wQigE0OH+rtHoiQOn0HpcUBDCJ6/oCgq7HBpOc0CTrSuLPvbBNO1zvg8vMRWcbMvSYf/yyrVR0lt2TrYeSnxeGLQxa4fLwmgRp8rBdnjMK8D0p6bFoY6Hl/65Tug67fVABGBb2ALg16SlQg2mYPIjAqGp2YclkaKhqdmqZARGorAkiiYfaqH+D0+pEca8CA1FhNEUa5AMpLjo2ozq9dtNHrB8sAOk6KzE0enIoYA9dqjdP1DSOkwcPLC9CzLE7WO+D28YhpFYMMA4zKTVT1yJML4EjTwgHLGIjITtTWxTt71U7sq2hSbRCRH+NojQ16HYtYgy7iJpHuSAsHizoq8ihaoOs3FYBRQS+gS4OesmB0ttlD3t3p9PjhF0TcWdhf0xgreZdvtoqxMDkWqdmz2NwAgNkT+isaUQcbH3sFUXOEiaR591U0otHhg83tC0Qbp43IQFqC8aJ3CJPXU1plBUQExCDHMhielaApehosBEVRVE2By9PmRo5BvEmvahcjbxAZlpWAOKNO8bpq18hj98DIMarTYUIhTwt3Zi51JATfwPWUGzpKz4au31QARgW9gChdQbRRkxe3HsaaHWcgCJKZ8M1jslWjYPJasQaHV3OX7yPrinG01g49y2hq9CDNIXU2N0QRyEzUZnYs37fe7oFfEMEASE/onJHxhUJudm1zeQFGqik0m/S4YUSG5ohgJE0wco9FLePk5KPhTtS3YGCqemMPSbN7eQF2jfOh5ZDra/roLHyw+9wFrQnUEgHU+lhPpLecZ2+Drt9UAEYFvYAoXUFn7TTIIu3w8qhtdiHWqFOtDSP73f7WDnj8gupcWQIRf4drbIAoYmSOeqNHWZUVs97ZCYeXB8sAmWaT5vMjfnourxRZS4zRIzvR1G3TP9QgQu6HUw04UmMHL4iBiOCkwamqgjzYBueyjHjVmczBBtJq+wR3CmuJzhHLmHq7B5fnmFW7yIPpKVYxoaKCvSVS2FvOs7dB128qAKPiUryA6N3mxYGk847W2nD98HSs/s/piKMkZDyXQWOaTt4gcrCqGSzDYtU94zV5+0VqSUIEHBmTlpFgxKfzpmjqDP7kQDUcHj8AIM6o3liiBEmP7z7diGaXD6NyzLDY3IHuXkCEnmMxPMsMEUB5J21fgl9D0RELbC4vGIaBCCkiOG1EhuYGGavLh8QYvWbLmJ0nG3CuyYlYg/pNAInOzZqQhw17KjVZ/CzZehiZZpNmH0kCiW6/cNvlANBtHcI0AkgJ5lJcvyOFCsAouBQvoEvlbrOnf2kuLzqGVf85Ba9fwJUDk7H+oUma9pMbO987aQDe23lWU6MHoH10mPxYJOoXq+cwMC1Osymxze2PaDZuu1QxgBi99pm6wc+zaFMpvH4BA9PiUFppRZPTC7dPACCZvoT6wtNzUuo2YPuiY2GO0SMlzoD+qbE4b/dElHaWCzPiQ2jSs0iONeC6YemKqWGS4j1uaYEgSgI1I8Go+F4EygBE7Q0iU17+GpVNLk3pf3KM93dVIMbA4efjciM2j+4p0UAKBbg01+9IoQIwCi7FC6inCqdIz6unClkSEVnwk6Eor23B0VpbRMJCbuwciXAkAsvt4/GL8XmqXb7tUr4ARqpE/chrW7CxFBBEmCIQfs9sKUNlkwsNLR4wDIP0BKOmVDE5zxVFx1F8thEMAzS22rUAUjkewwCpcUYkmHQRRQCbHD7Ut3ggipJBNAMgNd6IlDgDfH4esUY9ls4crXnWb2mVFXU2j+bXKK8NrLVKzTZK84U70yAS6Zg/+azrFo8fXxyydCoa2BONoyl9j0tx/Y4UKgCjgF5AF49IBV1PFbLR1vtFYuwMtKX74o0cTp93Ij3BqBgdChT/+wVUNbng4dVNi0nU7VCVDQIAjmWw5dGrtRtIe/0w6LRFx4LPk3gBkkkfJh0Dc4wBybF6DEyLQ32EkTv58y/8uBR+QUT/1FgcrLSi2emFSxZJjDNKncjpCUZN1jPyKCcYICNBvSFGnk73+niwLIufjc7C4jAznIMbRLKTlKOB8uvjTIMTI7O11fmRaKBRx2qKDMu5mB3CWump3xeUCwddv6kAjAp6AV08evMXtNwot8npjagOikRdtrbO1zXqOU3GzkQgHa21w+XlNVvLzHzze5RUNMOoZzEy26xagxac8mVZBq/+cozia+uMgTR5L1YUHUNxRTPONTrh8fNgIHkBxhl0SE8w4Ir+KRH51mmFHHtfRTN8fh61Ng9cXh4sywSmiMQaOE1eiCRS5/T44eEFTcbO8sYdtYYaeYOIkWOQEm/U9Dku2XoYWWYTdpxsUPWCDDaodvt5jNAQJQai+3u4UPTUjAHlwkHXbyoAo4JeQBQtTFr6FWqsbmQnmrBz0Q0R7bt400FsLD6HGD2HOKM2Y95t5XV46G/F8PkF6HUsjDoWK+8cp6nZ4z/H6nG2wYnLMuLxl/smqHau3rX6B7i8PAyto8qUUr7yqJ/H70dyrHZLl1CWMHFGDtNGZHaLF2CgA9vjx7kmF7x+AaIojZ7Tck7Bxs5aooHbyuvw6PslcHr8ECFFINc/FN7cObiWUMtov87WiR6ttUPPsUgwRTbOr6fUBfbmG0xK56DrNxWAUUEvIIoW5q8vwdaDNZg+OhvLZ4/TtA+JyDQ5vDhR14IMswmbH71ac4qtsskFA8fi9vG5qg0HkdqJyOvTztvdiDGEr02Tvx551C/OqL4POU6d3YOvjtTB5ZU6g5PiDMg29wxLGBIJO2/3oOiINEaNRCXVInvt5iH7pG5pk55T9Fa02Nx4cO0eHKqSajPVuqTb+Qw6PEiNU/YZlHeKH6q2IjHGoCrS5VHqhhY3MszamlCA9l3CybGGQGSQ1gZSLjR0/aYCMCroBXRpsq28Dgs3HURhfgoWham1UkNu8/LYDUNQcq45oujCzDe/R2mlFZdlxCMpVq9pKggRjT8blYXV209rWkiXbD2MtTITaa0mxMctLRFMr4g86kcifk1OL/y8AEEAYo0cbh2be0FSvF1BcF2iKErv6XXD0hVH1LWfvuGGUcdheFZC2LRtu/pJjx8sq95UEvAZlNnrKH1ucsHu9QvQc+qWQWQfk47FxPxUnDrfonmaDRBdpJxCiRS6flMBGBX0Arp02FZeh8c/PAAvz6PFw4P8VeQlm/DdHyJfjDpj8yK3eElLMOL74+dxa0EOls4co7qvfOTXFQPUjycXKzUaTaTJAs8xUkeslrqyzkT9lhcdw6cHauDy+sEwDAZnxCNOQ31dqOdaUXQcpZXNSI034EiNHSOyE9DQ4kVOcgxqmt3ISTLhzHkH/ILUDZxpNuJIjR0jsxNwvsWL3OSYiBtJ5JE9j4+Hyy9AFAQkx6mLNHkDjsvPK0YRg6esxKh0XgdPHTHplecDk9fxUfE5eHkReRqNo+URxPQEk+Zo4GPrS/D5wRrcNDobKzRGyimUzkLXbyoAo4JeQL2fsiorFny4H8csLSH94QDgzLLpmp7LYnNj6edHsOt0I/7w02HYfbopIpsXucXLmLxETd2Y8jFfx+rsMOmUF3Wyz12rf4DD44dRz2FMXqLmlG9DiwcZZvVFPVAf6NMW9SNpxB9ONeBoja1TET9ynvV2D47W2lFv98Dq8oFv7RAWIXXvtk5rgyhK/xbFNm9AJsx2KfFS2nl0XqKmLmX5+ew82YByix2CICI1Xtt7Ia8PVPL1k0cDWzxSI05usnIKVv7ZpMVrqz18cnMZ5l6Tj3+W1WqORj+8rhg6lkFKnEFTl7C8Du9oja3XpoNpPWHvgK7fVABGBb2Aei9E+J2sb4FfaHvcoGOgYxk4vW0PahWAy4uO4Y1vTsCnMVpCIFGvsiobspNMmkyH26ZmVMHLCxiWmYA4o06Tj9vW1to9o169+1Y+ooxhoJrylfv6NTu9qlEmsg9J9xK0dMYGH9Pq8uFsgxMAArYwRICMyE7oVATQ5eNR0eCEKIoQABg4BslxRozJS9QcGSSf77fl9WhyeOH1C4hX8PQj+5AoIscAvAhFixxiF2OxeRCrZ1U7fyNNCQPS5Jn955oxJCNe9Vojr+Gx9SUor7HDywu4s7A/nlLxnyT0RKsYrdCO4t4BXb97kAB844038Morr6C2thZjx47FypUrMXHixLDbb9y4EU8//TTOnDmDIUOG4OWXX8ZNN90U+L0oinj22WexevVqNDc34+qrr8Zbb72FIUOGAADOnDmD//mf/8HXX3+N2tpa5OTk4O6778aTTz4Jg8Gg6ZzpBdQ7Kauy4o53dgbGlAFAjJ7FjZdn4bph6Xh8wwEQ+XfVoGSsf2iypueVRwCXzRytKXIRSJO2drdqSRdvK6/DvA9K4PHz8POi5tTqI+uKcaTWDgPLICFGr7rgkzmwdTY3UuOVmwfIeT30t2J4/QKMehZp8UYN9YGSiHV5eTAMMCI7EYWDUlS7euXp3Tq7ZLDcqvmQEmdAeoIRoihi/IDobGHkUcUTdS3SsRySQTQxh85IMGqKDMrT2x6/H2aTAQYdq3itkM+gptkFhmEwJk95BnNAdNXa4fErezgGR3YNOk7xhkAebT5R36JJCJLrrqLRiSmXpWnqLAbaW8WkxhuxZOvhiOoJuxMaAewd0PW7hwjADRs24N5778Xbb7+NwsJCLF++HBs3bkR5eTkyMjp+Me7YsQPXXnstli5diptvvhnvv/8+Xn75Zezbtw+jRo0CALz88stYunQp1q5di/z8fDz99NM4ePAgDh8+DJPJhH/961/YsGED7rzzTlx22WUoKyvD3Llzcc899+BPf/qTpvPuCRfQpfxlcyFeW1mVFb98e0fA0FfHAjePycGvrxmEP28/hU8OVAeERGq8AZ//1zWqqc5Fmw5CFMVOjS0jdXtJserdlgQSHYk1cBiWlaCpoeLhdcWwu33w+QXVWb7ymbSNLR74RagKuT9vP4UPdp9Di8cPA8fiF+NzVefekjSnIIqINWhL97bVLvpxoq4FvAAYW0esRRKV6yzk+OkJRpS2mkN7/AKMOhYJJj0yzSbVCSHk86i1uuEXRBh1LD5+ZLJiVHXue3vR5PAg1qBTNV4OiP0aG0x66RpRSvGT67DF44dJQ0lAsBAs6JekeNMSTV0gIDVEHahsRkaC9k54wq0r/4PSKjsAINbAQhCAqcPS8cJtoy6570tKZPSE9bu76RECsLCwEBMmTMDrr78OABAEAf369cO8efOwcOHCDtvPmjULDocDn332WeCxq666CgUFBXj77bchiiJycnKwYMECPPHEEwAAq9WKzMxMrFmzBrNnzw55Hq+88greeustnDp1StN594QL6FJON1yI1zb1j1/jbKMLgDT/9R+/vRoAMOfd3WhwtKUg0+INWHP/RFUhMXvVTuw6JY0hm5ifElGzx6cHauD2+hGrIYIHRN7lK68P8/r9SI034eYx2Yq1WJGKB4vNjQfX7EF5rR1GHQOWVfYclKdDXR4/3BqNkEnEb8v+Kji9kl2NnmOQYNJj2ojMbukMDo5C1rd4AFFKp94yNlvVfmfp50fw+cEaCKKIlDjl2kC5KD993gGXT7lBRL691eVDYoxeNSVMGlCanV7Y3H5V70iSdhZFaLr5IcIXAHhB1ORpCQCLNpXio+JKxBt0mHP1wIi+CwYu3BrycT3H4EfDM6gQ7MP0hPW7u+l2Aej1ehEbG4uPPvoIM2bMCDw+Z84cNDc3Y8uWLR326d+/Px5//HHMnz8/8Nizzz6LzZs348CBAzh16hQGDx6MkpISFBQUBLaZOnUqCgoKsGLFipDn8tRTT+Ff//oX9u7dG/L3Ho8HHo8n8LPNZkO/fv1oBPAC0dWvbeXXx/DqF8cDP//m2ny8t7MCXj8PMhqWZYBbxuaEHbVFzotYvNw7aQD+8t2ZiCKApNnD7eM1pW+ByLt8gyNs8RqOE4gUunzwCaKmEXBz39uLOrsHvCAiO1E5QkPE4uEaG0QRyEpUb0AA2lLeXj8Pt18EywBDM+MxZUj6RTeADgcZHXf6vAMuLw+9joGe4zBtRIailRB5zxtaPPDyAlI1CMHA5yqIyFR5Dztj2/Pj/90Gm9uPeKMOsyf2U3yPSV3gwNRYtHh4TTclt7+1A9VNLnAcgzmTB6rWBRIxKwKYe82giBpE5ALQwAICmEB9KABkJBjx7n0TekVqmdK1UAHYAwRgdXU1cnNzsWPHDkya1Lao/f73v8e2bduwa9euDvsYDAasXbsWd955Z+CxN998E88//zwsFgt27NiBq6++GtXV1cjOzg5sc8cdd4BhGGzYsKHDc544cQLjx4/Hn/70J8ydOzfkuT733HN4/vnnOzzely+gaLjY4nXw4s8DHaGhiDVweOtXV6guKp2xeAE61+wRaZev3NhZa4QtuBZMrd5PHlkkVi1afOgkseiGIKhPsSD7LNp0EEdrbfDxIuJabU4i6cQl57u86Bh2n25Eo8OLTLMRD08djLe3nUSjw4dHrx+MjXsr4fLx0LEMshNNOFhlQ3qCAX/6ZUHEaf1ntpShvNYOh1d6vvQEo2IDh/wza3J6VS1z5Ns73D44fVKtX7jJLZF2cRPBzQLQ6VhFY3ByfZ6qd6De7kFqvAEmPacozsi14PTyyEo0RWzxE0mDyL3v7sJ/jp0P/Pz8rSOx42QDvjxsCZR66DkG00dnd9rzk3Ap34xfilABSAUgAKCqqgpTp07Fddddhz//+c9hz7UnRgB7Mxc7fR0cASQkmnS4frh6pIbU+v33jcPw70MWzRYv8rmpR2rs8PHahCNpqhBEAcOzzJo6Ly+0sTMgpeQ27DkHUZTGsSnV7rUzLfZKNiUZCnNs2/Y5jk8OVMPROvbMqFM3IpbvT6ZzHKmxocnpg83tg9vX1tltNulgc0sdsEYdCx8vQGht7ADabGFG5ZjhF4SAUNRqg0LMxElKVc8xSEswqUbf5E0iavY5FpsbM974HrVWNzhWvUEkEh9HeQrZYnPDrpISJk0bLi+PRodXdfY0ue4OnGuGjxc12x7Jj6UlAmixufH0ljJ8ccgSeGz5rLG4LCMBD6zZg3q7J/BZD89KwNoHJnZavF3K5TiXIlQA9gAB2N0p4Orqalx33XW46qqrsGbNGrAsq/ncL4ULiNy1ThuRiaIjli6/e1W6K5b/DsBFuXt+fEMJNpVUAwASjBxev0s94gd0rtYPaF9TF6PnkJMUA4OOVRSO8sW0weFVbRIAOmfsTCI9ZpMOGWaTqrEzEQVb9lfjfIvUkKA2i/aRdcU4WGkFL0jiUovtDDE3FkQpKqs2Y1i+78KPS1Frc6PF44efFwMR3/QEIxJMuogjgHqOxcHWsWtGHQtRFGHSc3jhtsuxfs85VTEot8WxuryaRqu1m8LhU7aMkVvoGDkWsUadarSRCH6GAfqnxKoKwUhSwuTajTdyONPgVGwQkRuf90uJxXfHz2NAaqyiiA1GPkpuxrg8xe3mbzgAQBL5w7LisehnI7CppAqfyhq/rhuahjUPFGo6dqjXQyOAvYdLYf2Olm4XgIDUBDJx4kSsXLkSgNQE0r9/f/zud78L2wTidDrx6aefBh6bPHkyxowZ064J5IknnsCCBQsASB92RkZGuyaQqqoqXH/99Rg/fjzWrVsHjuMiOu9L4QIid63xRh1aPP4uv3vVelfcU++eyZf6uH5J+NMXxyKq9SOLc6PDCwbAyBzl7lsiFo7W2uHy8prSaWS/SIydSfH+0Ro7fIIIs0mHLx+fqtp9SzpRTToO8So2MvLXDkhNDlrT0HU2t6a0svxYRGSRiI6OBQZnJACiCIOOxdKZnZsbXFZlxRMb9weE4qtfHIPbz8Ok4+Dy+cEy2iKTRNTV293w8+qG0PJooNev3CUu93fU8t4FN5R4/QLuKuyPJ8PU4pEbBQYAyzKaPANJanj2hH6ahPKLWw/j/V0VMOpYDFVpPJIz5rl/w+b2w2zSofS5GxW33VxSif/34YHAlB+S+r1uWHpAHAJShFBJTFIuDS6F9TtaeoQA3LBhA+bMmYN33nkHEydOxPLly/Hhhx/i6NGjyMzMxL333ovc3FwsXboUgGQDM3XqVCxbtgzTp0/H+vXr8dJLL3WwgVm2bFk7G5jS0tKADUxVVRWuu+46DBgwAGvXrm0n/rKysjSd96VwAXVnBLAz211MyMKXHKvDz6/oF5EwJaLM7vZDxzIYrZKeA6Qo494zTeBYBkadcjct0Hlj57tW/wCbW0rHGlRSq6GEmZZUIxGkWrcn4tKo41SjWPL9nti4HyfrHeAFSeiZTXqkxBkwrn9SRHWCWpELmz98fDBgAfPy7aNVhY7c3LnZ6YWXFxBnUG7OkftEqhlIy6OnYKA4QYSczyPrinH6vAO5STG4anCqakr4s9IaNDg8SI1T94UEpGt6X0WTptpVUibR0OIGLzKqIhNoHwFMjjVg4aaDmJifEraJa1t5HX77931wyDxATXoWZpMOdXbJBUDPAsdf0mb+Tum9XArrd7T0CAEIAK+//nrACLqgoACvvfYaCgulUPx1112HgQMHYs2aNYHtN27ciKeeeipgBP3HP/4xpBH0qlWr0NzcjClTpuDNN9/E0KHSIr5mzRrcf//9Ic9F61tCLyBltIi6nij8CKTYPEFDhEyO3EBZMtfN0eRvt/DjUvgFUZN46Yyxc1mVFbPe2QmHl4eptbhfKZoZHPWL0ZBeJMbOHh8Po169PlCyQqmFjxeg4xiMzlU3OiYR2XkflATq+Awcg1+M73dR7WDkNZoxep3miKD8fXJ7eZgMysK9XW2gzw+jPrzNTKQTRIJTwkoNH0CbIG1x+TQ1GMm71welx6l2CpO/nXq7W1O6XM6Ul79GZZMLeo7Bo9dfFvaGzWJz46VWCx4fH/q7Xuv0n66iK74He/J3aU+Ert89SAD2RugFpIyWtG5PS/3KC8wBRDSPVO5xxzIiGIbVnCrTaqpLjvPIumIcrpFq00ZqMHaWz4sFgNG5Znw67xrFY0QygUJet6bWxSp/DfvPNUMQAQPH4vbxuYrCt6zKigfW7IHN7YPZpEez0wuOlbwAX/nFmG6ZGRsqIpiRIE0HYRgopp7lBsysxk5qElnV65QnrUTy+UXqGdhuVrEoIjtJffZwJJ3CgXS5zQ2vICLLrM0AmjTeKEUAg4/zxMb9OFHnaGcNA1x8AdgV34M97bu0p0PXbyoAo4JeQMpEGgEELk4jiBKdnUHaTgDxgmr6jexDoiPDstRn+crnvXp9PDy8gBEq4k+eFhRFIEalqaIzEaRIO1dXFB1H0RELrC4fIArQ63R44y5102F56npoZjyS4wyax4MRkdPi8cPl5XGirgW5yTE40+AEA2BAaiyqml24LD0eAHC01g4RIsb3T1ZMqcuRN0Acs7RAEKVuY7UU79z39qLe5gbfaiKtNo6N1Ds2OT2I0WtoENFYtxlJNFBuRWPkGNXZw/L3h3QKK/2NWWxuPLh2D47W2BFjYJEYY9CUEg51PC01tI++vy8wR/ruwn5Y8vMxmo/TFdAI4MWHrt9UAEYFvYC6lu66gw2uI4o06kdqoxodHk1pK7lQOHXeoVofRZj55vfYV9EMBtpMlLeV12Hue8Xw8gI4lkGGSoSpXWQHoiYRK7eESVARO23P3wxegCbrknYTMwQRRr32rmCy746TDUgw6VDd7ALAwC8Ige5gEvhhGUAUAR0nGcGQ1KCpdcxcYX4KYg1SfaJa3ZvcFNonCBiUppz6lNveOL1+cAyD4dkJKBwUviaPCGKXVz0lLPcANOnVa/H+vP0Udp5sQEWjE4Io4g2FTvnA7OEaO1x+5ekkBBKpG5YZD5vbrzr9RPrb8mJopvrsYTmdvZm7UFCB1rOg6zcVgFFBL6Cupbu+ICPpJJTTmSjFtvI6PLB2L3hBRIaKV5r8OH/efgr/OVaPMw1OJMboVacXlFVZcftbO+DxC2AAXJ5jDmsUTM5r3gclEEURPkHUZB69vOgYPtlfDZeP12QJ8+CaPThaawfLAEmxBsURbiTS5fDyOG6xQxChyQ5Hfm7fltejzu4GL0gCz6TnMCgtDpdlxGuOADY5fGhweMAyDPScZANzWUa8ojiTvwaS+qyze1RnJMstXURRBC9A0eA5kEJ2+8GyyinkgGD0+ZEWr37z8OLWw/jLd6c1ve+duXEgZuoeDdNwyPvY5PDiZL0DY/ISsal1hKMS8ghgk9OryS7mQkJTtD0Lun5TARgV9ALqvUSzOMgFRmOLR1OdUrAY4FgG7865UtMs32/K6+H2SfNv1Yr05fV+bq8fLMviZ6OzwtZEEXH5we5zaPFo83qLxKeObC/39stSGRnXvosYrXN/OcU0MRGM6QlGlFZapYkavICkGAM4lsG4/knolxIb8eg48rz9U2Jxoq4FJ+sdYCB5ARr1HCbmpyAjwag4X5k0i3j9UqPLoLQ4xBl1YS1diNdifet1ohQlDaSQ7R7VkX/kc3O01oGa9ByuH5YeUpBGGnmVlw4YOQbxJr2i36W8EcbLCxiWqV4CsXjTQWzeX4Vrh6Shzu7B8Cyz5qafzt7kdSU0AtizoOs3FYBRQS+g3ktn00NtEwys8PK86uxWIPJOSEKkUz3kliE+XnsjxtFaOzgGYBhG0XpG3rUrigKSI3jtUpQKSE9QngJCxBLPCzAZdLhhRIaqwJJPxGBaX0dqXGQdpFogViVOD49vyusCtjgGjsFwjbWYTU4v/IIIURAVPx/59iaOVazfC+6+jlGwlmln62N3w6hT9o0Mrr3UkuYP/H34ec0NIqQJakhG+DQvEVD/OVaP0kor9ByDVIVGGDlaDaMvFlQMdj90/aYCMCroBdS7iKbDF2gTTGfOO5BuNiLOEDqKE4xWLzRCZ6Z6yK1nlEyD5ceQjJo9rSbV2rz6LK1RPC1pQVLXRixhwtWpyY9B0tZa0r3ySGyL2weXT8CA1Fgkxui7VPiFO1cpRe3HuUYX9CyDWKMubESNnO+ft59Cnd2Dr47Uwe3zI1ajWCM+j0rvoTzNq9aME8k1RpqPTtY74PPzMOi0RAMjaxCJpBu+XSOMw6MoeENBbmR2nW7Espmju6V7nKaDux+6flMBGBX0Auo9yEda5XUi6kdMak/XO+DlBdxZ2B9PhZmcQIh0GkKk0Rn5PsVnm9DY4oFfhGqn5+rtp/CJxhQjeR0kJQsAMQblrt3gzla1qJFcYHh9PDhO3UtPnvoURe1zj5cXHcO+s00w6Dg88ZOh+NehWuw72wS3j4fDy+OKAcmI1XM4UdeCMXlJuKuwv6JBevBnpuekphE1I2t5E4eagJHbxXCssldipHY8kUSZOxsNjKRBRD55Rc3ap03w8jBq9NsEJPH1xjcn4OPFiL8LugoaAex+6PpNBWBUXCoX0KX8ZURE2KC0eOw4eR6NDq/qhA05wbN8B6bFYfyAZMWUJNDeJHj8APXZwXILDqF13qxSNCn43Ex6DsNURmi1Na3YwDKAIDKKTQby1yGlZJWNnQHp/Z69ShKLrIbOY3mnslZRQWocna01ghnm8Gnl4HmzW0ur4Rek33EA+A57tMFAinQKoogEkx43Xp6l2rRS2eRCQ4sHeo5BWoJJdVweKQ1Qi9rKLV30HKuYro80JSyvMwWgOOotWKxrqTGNtEGElGdoGYUoF8cmPYeHrh2kGlELjgACkWcDKL2fS2X9jgYqAKPgUrmALuV0xM2vbcfhGhuGZMTjZ6OzIxK5pDMWkGxBRmQnqI5zk3udNTi8mlOZD67ZgxP1LRiYGocpQ9JUI1nyWa4ev4DhWcrnJl+IeUFEeoIRtxbkqI7+Is0hWl4HEYsevwCWkQyqlcSlPOULABkJRsXu5raon5SGjjUop0QtNjfu/csulFtaAAAxeg5uH49QX3iJJh0cXh5+QQTDABDRYTsGwKD0OMToOYzJSwopBuVC0OryIkVlZFokEbvgz0TNPDuSlLC8+eR8i0e1qzuSLvPgBpGUeKPiTVSwX2C6Sre8vFFHBHCu0RlRCUBPs4uhXBwulfU7GqgAjIJL5QK61CKA8lq/P31xDGVVVozKTcSn86Zo2p+8Hxv2nEON1a2pM5Ycl1i8pGmIXsiF3OFqGzx+AeP6JylaXARH/fLT4jTVV819by8aW9xgGBbJceoWL4+sK8bRGlurL556c8iKouP4qLgSXl7QPNXjrtU/wOmROpVvGp2FRQrTG9pPzQjfTEIifgcrrbC7vTjb6A78zqRjAIaB2aTHuP5JOGGxo9ntxzWXpWHRTSNQb/cEhAQgWcH4eAGNDi+anT6IQGvkFKqihwg7u8sHj19QfM/lZtpqdYFA+65iViUCGmlKmPg6QgQyVbwm5dFbnUZPx8fWl6C81g6Pj1dtnInUL3N50TGs/s8pePwCxuQl4tqh6Zq+07QaRl8MLrXv4p7MpbJ+RwMVgFFAL6DouRBfePI7+rfvHo8lWw9rNo8F2uwmJuan4ERdi6ZJAp2xeCHj3GL1HHKSYhRtM8g+gQVUY9RPni5lNdb7BcQiy6qOmZPX+/lbm0PU6vfkaeVYDR5wCzeV4lRrytGkEvV7cethvPvdachHvLIM8OORmUiNMwSMnAFgRdFx7Dp1Ho1OH8wxeuhYBn5egM3tR0qcARPzUwIR8RVFx1BaZYXLy+NUvQMiJBGYEmfANUPSkB6iUzk4/ZmRoK3GTosojsT+pbMpYafHD4/KvF95t3KMhhsS+Qxrk47VfANDUuVXDEgOW04RnO7/7vh5DEiNVY3aBz9HdzaIXMrZmJ4GXb+pAIwKegFFT1d+4RGrhzsn9sPWg7UR39F31nB29qqd2H+uGQNTYzVZvEQ6y5ec28PrisExQKrGrkp55CdGQ7qURKGc3laxqNBsQI4RSb0f2Udrpy+xd6mxulXrA0ka0GJzo6pZivqxjJQmljesbC6pxJP/KAPLAi3u0OlgAssAiSY9UuINiDVwWDpzDNITjFhRdBxb9lfB4ZVq5qRaQSZkJ7U8/en0+OFVKSWIJC3ebgyfzw+jXrlGM9KUsHzer1pqmjRJnW1wahojJ2+q8vDqNzORNlS9uPUw3t9VAR3HItbA4fphGb2iQYRGAC8edP2mAjAq6AUUPV35hReN2SuxUam3eyIaOUWK4kURquPJiEjx+gVUNbk0LXzBo7wyzCbVInoinOrsbiTFGDAgNVY1svjIumIcrLKC50XEGpXFInktpCNUS73ftvI6/PdHpbC7ffD5BdVOX3JOh6qt8PMiUuPDC6GyKivueGcHnF4h8JieY/DL8XmBJhoi/Jze9qLPpGNh1LHw8AI8PgFGPQMjx8HDC3D7hHbH0bUacf/pl2MBAA+s2YOGFg+E1npBPccgLT60CJaLfgZQnOHcrjGGAS7PNiPeFP56bJ8eV58IEknNIYkculs7bdXsX8gYuapmF/LT4jTVpUZyI6T1ZouIzK2lNbBY3eA4BnMmD1Tt3A+OAF6oCSI9bQZ6X4Su31QARgW9gLRxoe9qSeTv1rHZ+ORATURf1vJoREOLG7zIaDKWjcS3jDDzze9RUtEMo15KrWqN4jncUrdrrEJ3JtmeCMxzTU44vTx+Ob4fXmrtdAy3D/EDBICUOPV5wQF/P78kCtTEorw2EgDMGieHNDq8YBllsSRFIXeixSNF41hI7xOJ+hHhWW/3tBN+OpYBL4jgWKmmT5D9kmMAvY6BxydCBBCjZ+DytW0QZ+Bwa0EOflU4AFv2VwWmdpAtYg0sZhTkdYg4BQRPtRWAJCavGhx6pJz8xoJhgKO1NrBMeNF8oVLC5LnvWv0D7G7JBkitU3vJ1sP4YFcFDBpSvMGlEENVOtkjLbcg74vTyyMr0YQ4AxdRg8iFmiAiz3wAoGnfboCu31QARgW9gLRxoetaovmSJqkio45VXXwIcouX4Vlm1WihfJbv2QYnLsuIV4yWBUf9UuOVO0nJPjPe+B61NjeMOklgKnVatqsP9EqRIy1F/FJasBm8oC4EgPYpTZYBhmbG40+/LFAUG7NXSdEsHQuMyUsKeU4k/fmPkqpApI5rFYvkvd1WXocH1uwJ1AMyAEwGFm6voJj6DYcOkm0Mqf8bmhWP9x4oRL3dg7nv7UVDiwfe1oMZWOCKgSkdrid5g40IaWqJlvSnlrR5u4idl9dUX0m8CPU6DoPS47BsZujoXjszaJ5XnCcsb27SmhIm25P3UM0CSX5ToZaqbZtO0gwfL+LKgeHrCIORTxBJjjV0WbNIuAig/N80Gnhhoes3FYBRQS8gbVyoCCDp3ps+Ogsf7D4XUeSP7Ht5jhl7zzRpKhbvjMULsZJhAeh0rKZZvsQPUBRF1agf0BYptLp8cHl5jMhOwJ/nKNuvkMYNQZQiZreOzVZccMuqrFLK0+EN1CFqqfcjTQ1azZ2J+GMZYGSOGX8J8zqWbD2MNd+fbvP0Y4GxMrG4rbwO96/ZE4jsJZp04EUxECnsLAaOgZ8XQZLDcQYOb/7qCgzPNuPP20/h77sq4PTyYBkgwajD4Iz4kHWBJFV6os4OgMHIHPWO2EgaZ+QGyVqmh2iN7rXrblZpEOmMSfntb+1AjdWlyQSd/D3OmpCHDXsqVTvuSYPIvZMG4L2dZyOaJQxcHLsY2gRy8aDrNxWAUUEvoO6B3JVzLINmpy+iL2S5xUut1Y2sRBNmTeinKk7lUZhILF6IZ5sWKxkisqwuL/LT4jX5AZIontfvR2q8CTePyVY0qW7fuAFkqMzmJfuQej8AyE40YfOjVyse44mN+3Gy3gFREFUFC3kt8oYPJYuVbeV1+M26Ynh8UiQvOPK3uaQS/2/DgUCUb3B6HOrsnoDIiRYGUqqZSEmGAf7vjrGYMS4vIPi9PA+3TwQLYNbEflg6c0zI16y1LhCITFDLhZ0Wq5iFH5e2ekryMKk0k0Rq7iwfU6gWzZaXMdjdPnh5UXWqChFman6BhNmrdmLvmSYYOAZj+iVpivoD0d1waoU2gVw86PpNBWBU0AuoeyAp3xg9h9R4g+aUDJmEcaquBRMHpWqyeCHMXrUTxWcbFeuwCIHaPY8foiBFi5R89OTpNWdrZ+kVGv0ASyutqjVf8uMQUcBoaNwgBfGfH6yFIAowqKQJ5ccgYlFLlJREJElDxfDshLCRPwCYtPQr1FilTt/gyF9ZlRW3vv5dIPI3PCsBcUYOxWebwx4fABb8ZAjm/WgoLDY3/vBxKbaV1yumiRkGyEk0orrZ0ypCGWz53dUYlZsIi82NG17dhpbW0XnJMXr84sq8kMI80OxS1Qxew2QW+Y2I1vo3LXWBZHsy8o9hwqffyXmT7maOAXgRikJNXs/KcYymSPjtb+1ATbMLrMr4u0j9AonI9PECbC6v5rpfwoWqC6RcXOj6TQVgVNAL6OISzR04Sa3ur2iClxdR0E9ZYBE6M893xhvfB6IdStM2yPPL56vGGpQ7Lcn7MO+DEogAfCppOHJO7e1CtHX5zn1vL2qtbojQJuTkaUq9jkWCSa86z9Vic+OWld9JBf0MMLafsuhYXnQMn+yvgsPbZpPy6bwpge1vePVbnKx3AJCE1/LZBZjz1z1hj7/2/gmKAur+NbtRb/eG/H2CSYfJg1Px70OWwPH+9f+uDaSgf/3eXvhaawIZAJfnhk5pB+o3rW5Ns5nl9W8GjsUvxueGTd+3M5lutfe5aXS2qr9gk9MLo45TtVCRCzVGpY400pSwvEGJYRhNnpRa/AKDz73e7sHlOWbNxtEXqi6QcnGh6zcVgFFBL6CLSzQ1OIs3HcTmkkpkJ8UgMUavqRMwkgVFHhFxuH1w+QX8cnweXgqR+pM//6x3dsLh5WFqrQ9Us5Kx2Nz48f9ug82tPa089729qLO5IYpAvMbGDZImZkJ46YU7rx/96Vs4vDz0HIN//PZq1feXRGQPVUkNEcFiLpjFmw7ig90VgchcqOMMWbwVxL3ls3lT8Ju/7Q34ApJIFUFJ/Ml5fEMJNpVUh/zd87eOxJKtRwJCb+rQNKx9oBCA9D7+/M3vA7/jGOCBKfl4MoQVSfC0Fq01gWQaSIzKZxTcjFOgIrQDFio2N1iVaKB8TnGsQac6LzuSlLA8TW7iWMTH6FVFYyQ3bGR7c4we24/VY3BGvGL0ORg6Rq73QtdvqZSFQunxbC6pREOLF0mxerw4Y5Tm/UgEpLSyGV5eRGKMHptUxAmxFln4cSncrTVRSv5hZJH6cO851NndiDPpMWfyQDymUMQdSLe1pnyHZMbjs/+6RnFhu2Xldtyy8jvEGTmYTdKC/9T0kWEXzsWbSjF71Q+w2NxgGGm0l5L4k/Y52Gqr0pYm/mrBVNWU9y0rvwu8lsHpcZrSaSuKjuNwtST+4o06vKuS+ty8v6pdWnb66OwOxyFNIQyAUbmJAfEHAHdO7Kd6TqH431nj2v2cm9R2jku2HsErv2gT+duPn4fFJh1zVG4ipo/OlmYLQ7Ka+dsPZ7CtvK7DMUblJmLzo1fj8twkgAEOV1sx443vUVZlDXlOU4dl4ONHJiMr0QQRQIvHj4f+Vhx2+1G5iVh1z3jEG3UwcAxOWOz48f9uC3kumWYTnpo+EqvvvRKZZhM4lsUhhfMh537PpIEYmBaH0+cd+PsPZ/HIuuLAexH8/G/fPR4ZZhPcXh6bS6rw2PqSsNu+dfd43HPVAMQYdaizuTF71Q9YvKk05PajchOx/qFJWL/nHPafa8YTG/djystfh3yd8u3P2z3w+AWcrGsJey6heHHGKOQmx2D66CyMee7f2FxSqWk/CqUnQCOAUUDvIC48JO3b0OKFy8dHXHdDxrpdOyQNzS6fJnNnYjY7JEPdEDownq3GDpefV03HtrPT8PMwqJjrkn3kaeLcZPWi+0fWFeNgpRV8axOGWpdv8OQHtckhBBKJIpMr4o06rH9IOcIISIJ+wYcHwItAvJHD+ocmKe5zy8rvcFAmPmL0HL797+s6nNvAhVsD/z6zbDqGPvl5wJrFpGfg9rX/uvvNtflYdJOyOfAj6/bin2WWwM9r75/QLq18Ztl0jH3u37C21j3+5PJMrLrnSgBt7+uBc82B6GO8kcNXCzqeu3x7YrWTpdJw01anWQNBQ8NNcHOS2txmuUm4IIjIMCs3GrUzdxbFkNNRgs+l+GwTrC4fEmP0ip6BAcPr1jrC+yYPDBlNJdtG6hf4zJYyeHkBdloX2Ceg6zcVgFFBL6ALDyn4TzTpIAIRd97NfPN7lFZaNY91I8bBKXF6Rb86oDWFuWYPTtS3YGBqnGrXrtzmRG20GXn+gOmyjw8Y66qJRWKiDIiqxs7t9mlxAwyLlDhlESvfj6QV9ZzUwLBUoUGEsK28Dvet2QNRBDiWwZZHlSOyFpsbP/2//6DJ5Qs8lptkwvcLb+iwbbAA3FxSifkbDgQeG5EVhyO1jpDHYRkpDQ0GqLV6wp7P8Kx4HK1taXecbeV1AVFo4Bgce/Gmdud/04rtaHBItYRK9YBk+wfX7MHRWjs4RkRKvPZOba2WO/IUso5TbrIgUfRvyXxgP49khesq4HVYa4eeZRBr1Cn6+smtj9Q8A8m16vL4kZloQpxRp1jOEYlfIDmXaOoCO2NGT+ke6PpNBWBU0AvowrKtvA6P/H0fPD4et4zNwfLZ49R3ku375OYyzL0mH/8sq1WN/Mk9/hodXtWaHtLVWG/3wOsXME6lazdY/KUrzHgl2wdq94CIunyl2j1txs6ky9fHqwsBQqRj3YL3JQuy3D5FicWbDmL9nop20zoyEozY/eS0DtvmL9waSBMvnyU990+Xb2sn2BigU0bQQMc6Qnn3cOFLXwWe//Sy6e32W7SpFOv3nAP5ttWzDOZcHX40WXAkME5DZLUzptvyukOlySTycyIjA5XqSeVm5nV2t6qvn9wbsaLRCUEU8cZdV4Qd8yYZO1vh9fPIMIc3pQYi/y6Q1wV+f/w8bi3ICWnjEwoaCew90PWb1gBSejBPbpZmt8YZdVh00wjN+1lsbsz7oASVTS6s3n5aNb1YVmXFQ38rRmWTCwwjpViV6gyJ0KqzuZAYo8e4/kl44bbQ21tsbry49XDrOCrJk+3yXDM+nTcl7MIp1eGR2j0GmWbttXsurx8xBg53XNlPtWNyxhvfY8v+anh5AXqOxS/G52kSfw+s3Ys6uwcun2RK/PEjkyMWfxzLYM19EzRFSb4/XtdO/DFAu7o7OWaTLvDv+RsOYHNJJdY+UIjxA5ICj0dzxysXf8Oz4jHvR1Kd5yPr9gYeZ5mO+82fNhRmY9u5+QQRJ+paOm7YCql9G54lLUwtHj/mvrdXsTaN1PlxLANBBI7WtuCu1T8o1gWSukOWAU7Wt+D9XRWKtXtv3T0evxifh1ijDm4fjwfW7MHMNzvWBmaaTXiytY5wbF4S+qfE4ki1LWwdIdl+0uBUtHj8aPHwYWsaM80mrJg9Dj8fl4MMswkujx8f7KrAn7efCvk6pw7LwHd/+BH+WVaL/eeasWhTKWav2qn4vsjrAstr7SG3C8ULt10Os0mHOyf2U6w9pFB6AjQCGAUX4w6irxqDbi6pxKJNZTDpWSyfVaDZYoFYpJj0HNw+XtF/jxCpx580PotHjEHZbwxom4uq05AKC476xarU4clTc01OL3x+AXEaI4WRdvkSs+Byix0+XtQUYQref+abO+DlBXAMg3fvC1+PFcywpz6Hx9/2NRVnZHHo+Z+F3DZ4/Bsgdeb+8Rdj8eHeCrz6xXFNx2SBwLSPUIwfkIQ3fzUe9XZPu05jQOoMnjM5v8M+8jpBQBKKn/wu9I0AwWJz49dr9+JIjQ0cy2hKz0caoZVH347X2eHnRaTGq0eoH15XjPOtEXC17vIlWw9j7Y4zUk2qIXxNanBNo0lhW7L9I+uKcbKuBUY9h2kjMhT/vsj87uN1LUhPMCrW0so7iiOdHEK7g3s+NAJIBWBUXIwLqK+OBupMKkVukWI26fDl41NVv6xJU4YoQrG2Tm6Ncd7uRoxBW7H9zpMNqGp2IT8tTjUdK/dTS09Qrt0LTselJRiRlxyjWA9VVmXFwk2lONVqOM1qMIMmxyJefYDkCag15UuOK3UWS13CMwoiS+ePevZfHUa4hRNZ5Hi/eOt7uGWi0WzkwHEsMs0mTB+Thde/OgEfL6WhWQYB65hQcIzUwcswQL/kGLzxq/FoaPHgvz4oaSfoAOWmkvH/82WgDpAwOD0OXy24TuHVd2wk0dI0Q94HLTOE5ceRT2PRUqOq1V8yePa0QcciLd4YttFC3vDBssp/D5GOkCM3Wm4fj1+MzwvbSEIITA7RsXjo2kGavocvxtQQSnRQAUgFYFTQCOCFYXNJJRZuOgiIwLLbR2v+4ly86SA+3lcJHcvgzV+Frh8iyKMBJ+pbUNAvKazPXztzXI5FggYvskimHpCoZZyBAxhGdfRV+7m8IlI1NgnIaxDjjNq6fElDwqEaG0RRmn274Tfq4kN+3Dve2QGnV1BtfgjHiKc/h8snQs8ApImXZYCdi25QfI8e/Xsxzja6OvxOxzHITDDC6eURa+Dg9PLQsQzOt3g7pIdTYvVIiNGjscUj2QiZdGh2+QKdxXJIPWA4ln5+GO/853S7x4w6BuVLbgqzRxskElhWZQ3UhGrpto7UnFt+k+D18TDqtXepa5kwQ7ptK5tcaHJ4wbJM2JuJSDwsyfM6vTxqml2INeoU/yaWbD2MT/ZXY1z/JByqtikaOZPnzkgworLJhTF5SZojgbQmsOdCBSAVgFFBL6ALQ6RfmkQkFx224GitXbXjlyyKgihgeJZZ1epl5pvfo6SiWdOUhkhNbuWWHGpRS3kUxeHxQ4T6XF6go42MWgOK/H169P0SOL1+CKJ20SE/X3nkUM3oORxDnvw8YKacHKMPdAOb9CzeuVu92/W/PyqFgZMEntuvlNiNHBaAXsfiZQ03KsOe+mfALoeI2Rg9gyP/oy4AgY7G2Vo/j+DxfGqWKPJ9yPxktWigvKzAoGORnhA+uke2J9FJJUNz+TXv8flVbZNIqlkQRGQnhbdLks8Er2mdwKL2nsxetRN7TjeCZRnMmRy+gUcO7Q7uudD1mwrAqKAXUNezrbwO8zfsh9snYOnMUZq+LCP1+pvy8teobHKppsWIQPvPsXqcbXDisox41TmtD68rBkQpX6i0AMqtMjgGYBhGsV6xnbefKMKk5zA4PR5LZ45WnXla2eRCs9MLg47THPVb+vkRfHqgGrwoNV1kJapHGYOfY867u3G0tYA+0sihnLU7TuPZTw4HfmZbU7KAdG4/uTwTL9w2SlVYkte1/cR5mHRsuwhguP+bTTqAYTpEAFmGiSg6Lbej4RiAZRn4eBF6jsHxF7UJQPIaHlyzB4erbRAQWTr4iY37cczSAkHUPqOZRAM9Xh4cx+Km0VmKY+QC0T2nBzF6ZdFIIt8QRXgFUdFDM1jEjs4149N514R8f1YUHcM35fUwcgxS4o2K3oKR2MSQiKTTy6NfSgwmDUoN64cYDI0E9jzo+k0FYFTQC6jr6UzxdCRef9vK67Bg4wGIIvC/d4xVvONfvKkUG4srEafnMDzHrGl4fZ3NjQyzSbW4nHj1MVA2y223fYsbYBhVbz/5wu328jDoGKQlmDQZ25JjWWxuCCLAMQxuGRt+dmy453hgzZ5A5M/AMarTV9S47pVvcKbBGfg5uEnDpGORaTYiIUaPZRq8CC8WZVVWPLZ+H07Wt5376FwzDlbZAHT0DNQCSQcTY+xYA4cPNYrrzsxrjmSMHNleapRSnzsdbECu1MQUyehEYhVzpNoGp49XHMtI6vVmTcjDhj2ViulgufG7lxdwZ2F/zZHAzjS1US4cdP2mAjAq6AXUtXTmS1KrcXMkPn8k8rdlfzUaWjzIMIdPs0Yy4F7eSFLXavGillIOFMN7pGL4MSo+fcGF/JHU+pHuS9LlqzZfNtz53vHOTjhbx8IZOAar79Xe8av0vPf9dTfOt7Q1URhYwBsio2vSs4gz6DAkMw7H6xxIMulQOChNc91WtOe5cFMpmhxeNLR4IYgCvLL+lYwEY0AYA8DgtFh89cT1ER8nOL0eSXo+OJqmJRpIygF8fsljckhmAgoHhfcMlHtS6lUaPtoMz6vg8fPINIdP3QaXMyilpsnfAinHuLUgR9GoPZLMwCPrinHmvAMDVZq7gp+/qsmFrEQTZk3o16fqunsidP2mAjAq6AXUtXSm9o90/Sqlb+QRjLR4A0x6TvEuX27dotTwQRaCIzU2mPQchmUlKEYJF20qxUfFlTDpOcQbdbh+WIaiKIkkkgK0LdJenx+8CFUrD/lx5FE/A8fiF+NzFUfHhTv+r9fuha81PxtN2jcUFpsbz24pw78OWUL+PtikWY5Jx0DHcRiVm4BT9U6MyE6AxeaRDLBZBgPT4qQIoygiO9GEwzV2jOufBAAoqWjGoPTYkPtlJ5pwsMqGeCMHHceiutkNl48PfRJB6Bhgs4oNjBIk0lpv90CE9LmtvldbdzZJCZ+sd0DUMEIOkF/vdogQwTLS9JdwAijSlLC8hIIXEbYZqt04RZ5HWnx4I+hAQ5bHD45VbsiS1waPH5AStimMvBePrS9BTbNT89g4chPaLyUGe880Yfro7Ii64SldC12/qQCMCnoBdR2R1v4R0WJ3+wAwipEqrT5/pH6o6EgdvD4egzLiFcdjPba+BOW1dnj8guJCGElEse08WiMiPl6T5cyKouP4qLgSXl5bmo7s1xVRP0D6/O5fsydQm9fV4k/O5pJKLP5HGeKNHM63eNuZRAfDtdq8CGDAK214EWEAJMXquyQVSGoCy6rbUsqRpNvlI+TAAEmxBrz6y/ClESSKvetUA47XtUAU1ccNRpoSltshKUXIibhrcfngE0TcVdg/pKVLJLW8cu+/9XvOqc4Bl8bGuZGeoFz2IYeMt1SaCU258ND1mwrAqKAXUNcRae2fvDP3PoWRWlp9/oDIOggfWVeM0+cdyE2KURyfFbCQcXhg0nGIV4koRmrsTJ6/3uaGvzV6p1SoL9+vfZ1e56J+ADrM202NN2Dt/RMvSh2eFMk6gHq7B0Oz4nGyzoH89FiUnLXCxwsQIQkuBqGNneVj4dTMn6OBY6Tu2zijrstrwIIbbiKJBALtI+SAtpSwvHZPEEVV0/JIUsKR/s1o/Vsk3xlGPYuCfkmK0frZq3ZiX0UTTDpls3ciQkVRAMOwmiOBv/37PvgFEbdfkYeXZo5W3J5yYaDrdw8SgG+88QZeeeUV1NbWYuzYsVi5ciUmTpwYdvuNGzfi6aefxpkzZzBkyBC8/PLLuOmmtmJqURTx7LPPYvXq1WhubsbVV1+Nt956C0OGDAls8+KLL2Lr1q3Yv38/DAYDmpubIzpnegF1DRabGy99fgS7Tzdi2czRqgsXES9Wlw9DMxPw5zlXKi46bh+PKwYkq6Z0yEQBJQ8xeeTP6xfCRh3ItlqjGZEaO7dFCatbR8ypm0eT94Skz6Kt07PY3HhmSxn+LUvJDs9KwNoHJnZ7VINMLnH7eHAsg+HZZnh8PA5UWvHw1EH4qLgKoiji19fk4y/fndH0b6+fx4C0OFQ0OCGKIgakxeFUXQuanD6MzktErdUNn58HLwJWpw9xJh0cbj8yE0340y/HXlBBTCxiylqbSxgA/zdLfc4yYVt5HR7/8ACsLh8gShM41EoO2pk7e/xgWSA9IXy3eCQpYfks4YYWD0z68EKM/E0et7SAYRA2zUuO7/ULsLt94BXqdSP97pAigR6M6x/eT1ROJI1rlAsDXb97iADcsGED7r33Xrz99tsoLCzE8uXLsXHjRpSXlyMjo+OitGPHDlx77bVYunQpbr75Zrz//vt4+eWXsW/fPowaJc1kffnll7F06VKsXbsW+fn5ePrpp3Hw4EEcPnwYJpP0xfDss88iKSkJlZWV+Mtf/kIFYDfx2PoSfH6wBjeNzsYKlZqYtm5bFzIUisUB7XfxxI7CHKNDXnKs4sD6SCJ/WuqZyPM+uGYPjtbawWowdm6LvjSDF6RGD6VxWfJzkptBxxrUTX6Vniu4KeOnl2fieQ12LJQLg8Xmxr1/2YVyizRjmAFwW0FOxB3cclPnNA11pHLDZkGUrkelhpRIUsKBbX1+xeaQSCbvyJtDlMoxSDr4Z6OysHr7aVWzaK2ZBrL9gg/3o8HhxdWXpWFxBJ8RpWug63cPEYCFhYWYMGECXn/9dQCAIAjo168f5s2bh4ULF3bYftasWXA4HPjss88Cj1111VUoKCjA22+/DVEUkZOTgwULFuCJJ54AAFitVmRmZmLNmjWYPXt2u+dbs2YN5s+fTwVgN0FqYrITTdi56AbFbRdvOohNJZUwm/SKC5PW7mCt4+MiifwRoeX0+pGpUu8nn6nq8QvIUjF2llvIANA0G1Ye9XN5ec0LeyhI3eBnB2vgb+24iDTaRLlwWGxuPL2lDF8esgRS28My4/Heg4URiUD5jYKaCTQ57oNr9uBwjRSBTItXjmBHmhLWejNFGrgMOlaxKYs0ZMXqOYxQsXgi3cFqZtGzV+1ESUWT5npA8rx6jsGj11/Wp0Z99gTo+i2VvXQrXq8XxcXFmDZtWuAxlmUxbdo07Ny5M+Q+O3fubLc9ANx4442B7U+fPo3a2tp22yQmJqKwsDDsc2rB4/HAZrO1+48SHdvK6+Bt7c5dplILY7G58U15HXy8gLzkGEXx98Davaize9Di4RXF32PrS2A26WA26bDyztCLQFmVFbes/A4lFU3INJtwZ2F//PqaQSGfM1BU75UsNq4flqHa5Vtnc8Mco8e4/klYfW/odLbF5sbiTQcxe9VO1Frd4AURl+eYsflR5YL/beV1mPnmDhysssHl5RFn1GHWhH74dF7k3adlVVbctGI7Nu+vDog/PQusuX8CFX89hEyzCavuuRJr7p8AjmEAAOWWFvzoT99iW3mdpucYlZuI9Q9dhdG5ZsQYOLh9PB5Yswc3vPotJr5YFPJ5Ms0m/OW+CZg9QbI2sbp8KKloxuxVP6Cs1a8w+Bjvz70KY/slwWzSw2Jz4a7V4bf9+JHJAMOgzubGxr2VeGRdMSw2d4dt514zCHcV9kd+Whzq7R48tr4k5Hbzpw3FnMkDMTgjXnE7AHhxxihwrNRE9OTmsrDv21PTRyIlzgiry4cZb3wf8rUEP292ogmjc8348/bT2FxSqbg9hdLVdHsEsLq6Grm5udixYwcmTWqrnfj973+Pbdu2YdeuXR32MRgMWLt2Le68887AY2+++Saef/55WCwW7NixA1dffTWqq6uRnZ0d2OaOO+4AwzDYsGFDu+fTGgF87rnn8Pzzz3d4vLvuIC6FOcEXIvqn5Y6dRCxO1LfgsvTwXYFyXz0AuKJ/UtiaHbnJrskQPi3b1n1bC0EQVC04iPHvoWpi/KvN2y+4uD9D4wi4UM/zxMYDOFFnB5mkxjLAkIx4vHpH+Ohqd0BSgS0eP1xeHkdqbWDAYEBqLM40OMBAsi6JNejg8Ppxqr4FOUkxONPggIFj8cRPhuHfh2pRXNEU2BYAKhqdYaNZPZVt5XWY+14xvLz0obEMcMvYnIjSjYEIdYsHbp+2JpF20UBReYYvOYaWlHBnm0PU0sEPrtmDE3Utit3BWs2il2w9jDXfnwYvAOMUvivk0Ckh3QONAAK67j6B3sSiRYvw+OOPB3622Wzo169ft53PB7srUHREKsDvremDwvwUbD1Yg8L8FMXtAtE/v3L0r6zKingjh4wEo+KEg9XbT+ForR28IMKgY8MuiCuKjqHe7gHbmjZ94bZRYY/70N+K4fELMOrYsDVQZGHaf645MJJLS5evxeqWjf5STseR9Lfd7QPPC5o7g8M9l9zbD5AsXt781RUXZZoBaTT57vh5jM4zo8npAwMGmWYjyqptSDLp0C8lNuDbV93sxsk6O8Aw8PFCYIbwMYs9YBdzsr4Feo6Fjxfg50UcqrZBaB159+TmMjQ5vHC0NsicrJfq6QRRxANr9iA5Tg8/L0LPse1EJfm3P2BEKHXGLu3GqSRTh2Vg028nY867u9HgkOxytuyvxpeHLXhL4+dHom/Li45h9+lGVDQ6wfMC7lr9Q9jrlkQDiZWRy+vH3Pf2hvXqI9FAUnu4Yc85HKy0dhBjo3ITsfnRqwPNIXU2d9jzyDSbcMWAZJTX2nH6vAOPrS8JmebNNJtg0LHw+AWcqG8Ju93UYRn47g8/CtxcPvS34pAieO41g/DDqQYct7SgssmFsiqr6uf/wm2XY9GmMnAsg23ldXRKCOWi0e0RQK/Xi9jYWHz00UeYMWNG4PE5c+agubkZW7Zs6bBP//798fjjj2P+/PmBx5599lls3rwZBw4cwKlTpzB48GCUlJSgoKAgsM3UqVNRUFCAFStWtHu+3loDGC4CGPx4T40Ukq684Vlm1SkN89eX4LPSGiTF6rEmjMWI1s49rR2/m0sqseDDUvCt5sBKxeJS2lfqOA3nNUiOe7jGBkEQYdBxYT33ounylUf9zBrqt0Ide3nRMew53YhT9Y6ANYqOZXDzmMjGwmk93tLPj+Cb8jq4PH4Y9BxEUYRfkBpVrE5fB3sWuX0L+TfLAAYdC4ZhMDgtDpdlxHdZBHDX6UY0Ob2BKBjQfiax/N9y4gwcshKNrWeJ1jOV/h2j5zrVgBMppMue+D0CUu3PLQWRRQOB9r6BDMtgcHqcYo0tiSDa3X54/TySVOb9zl4l1QUadCzSE5TrAtWaQ7RO6ZF3B7t8PNITjFGZRUfSqEbozAjMi0VPXT+ipbvX755AtwtAQGoCmThxIlauXAlAagLp378/fve734VtAnE6nfj0008Dj02ePBljxoxp1wTyxBNPYMGCBQCkDzsjI6NPNIEsLzqGoiMWTBuRifnThnb4uaeg1QrBYnPjhle/RYuHV0wVa+n6DQx09/gxWMHouazKitve+B68IIJjGWwJU2tHFgQ/r+zZJxd/EJXn/4bq8tUyBYRE/Xx+QdPiHO55fvv3fXB6+Xb+eEOyEvBqF1mZbCuvw399UBLoNBXENjEXiuRYPbx+QVMEMDXOiFgjpzjyqzMQy5PiiibNEcBaq6fd+xgKHSu9lhYPD4gikmL1MMfoL0jksKzKijl/3Y0GWed2Z6K5kd5kRNK1HolVjLw5BEz4aRxa53STdPDJegd+Pi4n7OxgLR2/5Nx0LIOsRJNikwnQlmJW6jTuLnrq+hEtPXX9vpj0CAG4YcMGzJkzB++88w4mTpyI5cuX48MPP8TRo0eRmZmJe++9F7m5uVi6dCkAyQZm6tSpWLZsGaZPn47169fjpZde6mADs2zZsnY2MKWlpe1sYCoqKtDY2IhPPvkEr7zyCrZv3w4AuOyyyxAfH6963j31AuotEcDFmw5i8/4qzCjIVTRDXbzpID7eVwkdy4RdrLR8Kct9+ViWwZzJoQ2k5R2KYBi8+ssxIZsc5B3EanVRizaVYmNxJTiIuDw3/JSO9pYw0jg3NUuY5UXH8HFxVaDWqzNRP2JLcbyuJRDJMulZmE16xVS6Viw2N37792IUn20Ouw0DqalEHgHMS47BitnjelXtHYFck1JDUPsIYKPDiyanL+y+Bq51ewbolxyDFbOv6JL3gERbt5bWBNL6LAMMyYxM4AffcHCclik7bRFtjmEwWmXKh5a6QLm4M+g4xfrBh9cVg2OA7KSYsIJs5pvf48C5ZtXZwbNX7cT+c80o6Bfe908uKGeMy8HSMIKSsLmkEs9sOYQXbru8RzVV9dT1I1p66vp9MekRAhAAXn/99YARdEFBAV577TUUFhYCAK677joMHDgQa9asCWy/ceNGPPXUUwEj6D/+8Y8hjaBXrVqF5uZmTJkyBW+++SaGDm27g7nvvvuwdu3aDufyzTff4LrrrlM9Z3oBdR4yUooB8GuVaI2WSKGWL+QlWw/j4+JK6DkWN4zICBtRu/m17ThUbUOMgcOHYcaZkajGcYsdosIoOiLQPtlfDZePV7SFCfZT02IJQwr0vT4BHBd51I8Iv1PnHW3pQQYYmpnQZebFT/2jFOt2nQv5O46RJFGCUYfX7ox8BF1vhQix7cfPw6RnAxFAt5+Hxx/6K1nHMWBFEf1S46IWxaSxR14bqecYTB8dWYpfHg3kGAbTRmagf0ps2L9peSOHCCiOkSMisMXjB8syGJMbWjAGtnO3bhdGWJKu/9pml2I6WMvsYK0j42a++T0OVDYjI0H5bxmgzSAXG7p+9yAB2BuhF1Dn0Wr+rMXPT8s2ZHqIzeXFzCv6hYw4BjzuSqvhF4DRuWZ8Ou+akM8lefF5wLEsfqUwg1Q+3UOpG7L9IqY+UYH4+vl5AUmxBkXPtVCQ96zF4w9MBNGx0oLcFRE/cp73/mUXGkNEuvKSTXj7buV6xq6ETAZp8fjR0OIJNOukxBvh5wWcb/HCwDFIjNXD7vJLNYeiCJZlEG/UwenlkZFgvOBdz+Q8m1xe1Ns88PFi2BQyA+DxnwzBvB91Pi23rbwOj7Sm/Mlzxho4/HhkpmYhSGyXeEGaJ50Yo0ecUafaoatljJxcMBp1HBLCdP4G/iZb3GBZFiOyzWFFoFo6WD47uKLRpZgOVpszrrXkBGiLAM69Nh/fn2hQnENMiR66flMBGBX0Auo8Wu1f1Iqj5YtPnkIBtZbZwYs3leKD3ecgIrzVhdbxbvKaP1EUNUU6XF4eRn34NBbZNlKT3uD9F35cinKLPRDxi9FzSDDpukz4kePMeP07BAezFkQpWMJBxPu28nr4RREsgFgjh0aHDzqOgdsrjWiLFg5AVrIJNpcPbp8ABpIZt8vLQ69j8eovx3ZpFLOsyorH1pfgXKMTAiCrMWwjWiFI3rsvD1va1SxGYhu0rbwOCzcdxJi8RJRWWnHeLgkxpYYorWPk5GPhzre4w9YFkr+5Q9U28IKI4VkJIW1dIk0Hq00LIRHQcN8/L249jL/vqgBEEb+6akBYA3nCLSu/C3QPfzpviuK2lM5D128qAKOCXkCdR0vRs5Sm2o9Ghy+sOOkqzz/i92exuaFjw8/GXbypFJtKqhBv1OHHIzPD1iUFGj4AjAwTjSCvkXRVqvkBdmZMFzmfFUXHUXy2EZVNLji8PBhIEb/BGV2X6pUz8cUvUWdvazYYnhmHtQ9e1WU1RMQe5tujdYEOYZ8GhZcUowcvCBFHAC02D/yh2nyDYADEGlmwDAuIIox6rktF4eaSSvzho1J4QrzWjAQD3r0vdIe8FgL1gbJuYT3HYHB6fETXiFwUqdXGRlL2IL9RijGEbvSS+3aa9CwK+iWFFHjkb/RsgxMzr8gNKcoCjRwMkKUgFLeV12HBxgMQReB/7+j4WZPvn+MWOxJjDap/sze/th2Ha2wYmW3GZ//VMQPRE7gU6gLp+k0FYFT01Qso2j9+rcXOarV/al+8hMWbSrF5fzUGpcWFNXol9YEmPadqU+H0+lHQL7TJa0D8VVsBhtEk/lw+HjEKw+7Ja5WbTGsxgibHmPveXtTbJQETmAGcHodlF8ijbuXXx/DqF8cDP99d2A9Lfq5cAK+FzSWVWLTpIBgG8PgF8MHeMK0kmHQdIoAGlsXUYemdtrAhNXMWqxuxJi5kBNDq9ofcl2WAGAMLn19EnFGH5bMKuqSp5rH1+/DDqaZ2j3fFWL5QUeJYA4fB6fFYOnO05ogguV6NeuWZ00QgldfaEWPgYFYweJZP2ok1hL5hIp3EVpcPVU2usAbP5G+eZRhkJ5pCnp9Wyyi1TMWLWw9jzY4zEEQREwaGto8JPn8t9lhKXEiRdil0BvfV9VsOFYBREM0F1JvvoKL949dS7EwG25+sd2D6mNB1glq8s4hoc3n9GBtGtBGR5Pby+MWVeWHr+UjtkElBrC3edBAf7q0Ax7K4PCd8HRIxyXV7edXInzzNrRZRkb+mhZtKcareAbePB8swSIzRIycpRvMi3hnKqqy4eeV3gZ8zEgzY/eSPo3o+kgL1honw6TkGBh0Lk45TvBG40EgCtQwsKwYigA4vH9If0MAxXSIGpdrW3e2irQCw9v4JUb8P8jpRV2tqOJJGESLWbK3CODXOgAGpsSFrVdulee1uxIQRd/Lndft4RVsXUvbBMMDsCf071P2Sv+mqJheA8OUUS7YextodZ8ALIuLD/K2q1SGTZrDdpxthd/tVyy20OiQocSFFWm9evwhUAFIBGBXRXEC97Q6KfEGLAGYU5KLoiOWCRgAXbzqIjXvPQccxuDtM3czaHafx0udHsfim4ZgzOT/kOd/+1g5YrK6wC4rWovBH1hXjVF0LYhSiAPIIoVK37+JNpVi/55zmMVmBLkuVYfTkXIndhsMjLbxxRg63js2NKpqglSkvf4XKJmlsHgN0auYwIF0jCz8+CI9f6NAEEWtgwQtSI0lX2aNcKEiU2uXzw+0VOtQhMpBse64fnhGVwXZw1NXAMdj+hx91yedNGqjq7Z6A4XZavBHTRmSqXlNk30aHJFBFUVT0y9SS5iXbzX1vLxweP+LC/E1q+XskDVXHLS1w+4WQjV+kXnFLayd/uOi/Fh9SrYbPWj1SQ0HE2bQRmVF9T1/qUAFIBWBUdHUEsCffVS0vOob3d1UAAO4q7H/BRSuxYklPMOLTeVPCWj8oTf0g9XpKs4OXbD2MTcWVMCqkfhdtKsXGvZXQscA9kwaGrRfSUp+0oug4tuyvgsvHI9agUxwZJ48SqvmskXMg6V5BFBGjknrraiw2Nwpf+irw8/JOpCKJSXRwOpUFYNCzWDZzdKfTm2VVVty9eiea3Tx+NioTI3PMAdF0d2E/ZCaa2v0cZ9Thnf+cBgD85lrpBmPV9tN46Jp8LLpJuZA/FIGJJ0fr4PLxHSKaHMvAbNRh+ezORQWDReAV/ROx6bdd00QgbxRx+6SoJsdKUeXsJJNiOQG5eayze/DVkTq4feHTt0B7D0ClSCBJqypF5rSaRWuxflIrJdHynaTFsYA815KthzvVCdzbggvdBRWAVABGRVdfQD35D1ceAYxmyoKW5g+LzY057+7GiboW3DwmG8tDpH+13G3fvHI7DlXZcHmuGZ+FsHPRUghOispJhDBUFCHQQGJ1I9YYWtQFT0MIl24i0YaiI3VodHghiOEXN4J8esJ5uwcsq21sXFcz591d2HbsPADAwALHXpqueV8SKWto8baL+HEsMG1EJl64bVTE15zF5sYdb32Ps01uJMXokRpvwMl6h+y5GfCy/Gzwzwwj6YbgfwOSIKy3e7CppBosAzx7y8iQUWglNpdUYvE/ygIWLHKSY/WdSg8Hi8DOiHAlyI1J0RELGh3eQGNMfJjrPhh505PSTY18O5Mh9OQQ+U2Sx8drivKHK9/QIjq1TArRYkivNbrXWWPonhxI6ElQASjdWFN6CHdO7I9pIzJx58T+3X0qHcg0m/Dk9JF4avrIqL5UntxchqomF57cXBZ2mw92V6De7oFRxyItwdjh92VVVjg8fgzNSFCMItTZpOcYE2ZRWr39FCoanRiQKhnXhmJF0TE0Ob2BiRzh0sOSJyCDW8dmhzyfFUXHUVppBceyyEo0hV2Ebn9rBzaVVKHO7gEgve9K4+UWbzqI2at+wIFzzbC5fchMNOGXV+Zhc5jRdReS746fD/z7j78cq3m/zSWVmPPXPTgfJP6uG5qGHQtvwDv3dHzfw7H088MYuHArBi7ciofX7cXZ1nR0s8uHWqs7sN3PRmVi/rTLAj/fXdivw88PXdMm6B66Jh/jByQFfl61/TQ2lVQDkEbZvbj1KKa+/BUGLtyKgue/QFmVVfVcZ4zLw+EXfoq1909AcoweHMsEftfk9GHOX/dg7PP/xrbyOk2vHQDm/Wgorujf9rn//qNSzftqIdNswkszR+PTeVNwx5X9kBpnAMsADo8fs1f9gMWbSmGxucPuPyo3Ee/PvQocx8LjF/DQ34pDvldku1ijDk6vHxv3VuKRdcXtnpucy/qHJiHGoIPL58fDQduQ7d6+ezxMei7sNuR4Bh0Hm9uPRZs6vm+ZZhMMOhYeP4+PiqtCfi6jchMRZ9ThRH0Llmw9HPI9GJ5lhoFj4OMFxffqmS2HYHP78cyWQ2G3CUWm2aSpQYxCoRHAKKB3EJGjJQJIPMUK81NC1kVpmfpx82vbcajGhvT40Clki82NX6/dgxN1Lfj5uNywd/NqXb/z15fgkwPV0LMMLleYVDB71U44veEngcjTR0mxBmSYjRiTmxhyXirZXp7ujQ0TJblYbC6pxPwNBwAARh2D8iU3qewhsXbHaTz7SdtCyQAYmhkfkeHyXat3YMfJJphNukDDAXmu/smmQATwuVtHKk5tUMNic+PhdXuxv8KKh4IigFOGpOE/x9oE8MDUWJxpcAIAZo7Lwf/OCm92Ln/+Z7aUYVt5Pdz+thbnSDt7g1PxF8p7kRwreMTb4Iw4xBp0isbk8i5hpSYorZNDyHYtHj/iFWoC1dLBaqlgeU2u2aTDl49PDfm3rGRfRW4aT9c7kJ8eF9YloKeOhrtUoOs3FYBRQS+gyNGSnlBLkWhp/rhl5Xeot3vCpn+XbD2M93dVQBTFsE0mxAg2JkytXlmVFTPf/B5eXkS8kcNXC65T9BeMNXBY/1DoRUXN2iLU9na3NK6qO9K9wQx/+p9w+yTRojXtGJyuNOlYvKNS5wi0Cup3vkeLV8TkwcnYcbLNCiU70YSa1kjfb67tXK1eZwhONzs8PvhkNjXXD0vDN+XnNb/GYGEMADderj0VHvzeftbJZhytBISa0ws/L1n0xKmkhQM3PX4eg9Li0OLhQ94YBpdPhPMKXLL1MNZ8L9UEhttGraRDyxzwbeV1mPdBCcwmHfJSYkP6A2qxhYnEHJrS9dD1m6aAKReZlz4/gje+OYGXPj8SdpthWQkw6lgMy0oI+fvV20/D6xewevvpML8/BR8vICtRKk4PhbO1Q3ZwenzI9G9ZlRWVTS7odWzYtO4zW8rg50UYOBZv3HWFQnrYC45hcOvY3LBNJna3H0aFekbyfCTl6/LxiDPqNKd7LTY3Fm0qxU+X/wdTX/kG457/AlctLcLwp/+JqS9/hcWbDiqmo5Qoq7IGxJ+Bhar4s9jcmL1qRzuBMnVoGrb9/npFYXTX6h0YuHBrQPwBwI6TTZg8OBmA1E27+t4rcWbZdJxZNv2iiT9ASrtt+8MNOLNsOvY/+xM8dXPbsWeOy8E35VJ00O0X8Nu/78PAhVtx68rtYd/zOZPz8dm8KUiO1Qce+/chC6575VtNKeF5PxqK3KS26/Gx9SWdfWmaGJWbiM2PXo17rhqAyzLiwWhIC5O06xX9k9Ho8KGyyYUH1u7t8PoyzSa8dfd4DM8yg2MZNDk8HdLBgFSbPDwrARwLNIbZJtNswnXD0sEw0vP8efupkOcERqoHXbCxtEOKeuqwDHz5+FQkxRpw4JwVK4qOdXhtL84YhdR4yR8y1Of162sGYVBaHAQR2HmyQfFvb1t5Haa8/HVEpQAUihZ03X0ClMjo7QW+u083wseL2H26MeTvy6qsKK+149aCnJCNMNvK6+D28UiJM+DFGaNCPofT44fXL+Bno7LC1s4drbUjRs9h0uDUkMJt7nt70eDwICPBhMdCnAcRiAY9i5+Pyw0pXJYXHUNpZTM4lsXovEQ8Nm1IyHOx2DwAA+SnxSlGSx5eV4zzdje8fuW5wnJI16GPF2Bz+drbkEj2Zzjb5EbF7gqs312BZ2+NvJlBXi/VLzVOdftntpS1MzDWkqK02NyBSF+LV0S8gQlEAN+fO1nzuW4rr8O89/fB7uHBAmBZBqIgQmAARgRYjoHAixAZACLAsgAvSGlYAYCeBXgRmJifjBWzO4p+wpzJ+e3exyanNxABdLQ2fZRW2fDfHx3Aew8UhnyOUbmJ+Nf8a/HMljJ8ccgCEYDLx+O+v+7RlBJ+554rccvK7yACOH3eERgvdqEgdcLBaeGNeyuxr6IpZFp4VG4i1j80qZ3X5UN/K+7gdZlpNuEv900ITNg5XG3FI+uK26VP221TbcXhGluHbQBg/rShKK+141RdCz4rrcFtBbkdzunVX47B4x8eAC+IWLSptIM1DKkH9Pp5fFNeD4vN3e4YU4dlwKTnAqI22L4p02zCpMGpOFnfglPnHVi9/VTI8ZRA+7ppJesYCiVSaASwl/HB7goUHbHgg90V3X0qnWLZzNHIS47BsjDmps9sKUNppSQCQy2uT24uQ0OLFzEGLqTo2lZeh08O1EDPSka7oVhedAxHa+3ITjSFjP4tLzqGersHEIHrh2WEFYjnWzxIjjWEFKoWmxvfltdDEKVJEUrzgr0+HllmaRJBKEhaqs7mhjnGgIL+SapdwTe/th0/Xf4f/Pbv+1Bn96DJKYk/Bu3/6BlIUTsRksB59pPDuPfdXRFFA4nHm4FjQhp2y1n59TH8+5Al8LOa+Lv/r7swcOFWTF72deCx3EQjyl64CWeWTVcUf2VVVtzw6rcY+uTnGLxwK/IXbsWcv+6BzSOZGvMAfIIIP6RGDh7SODm+9WcBgF9oe28AwCdIv/vhVBOueukrDFq4FYMWbcXQJ7dic0ll2HP56/2FOLNsOo4u+RnuLuwXePz74w2BppWn/hG68eCde67EmvsngLSIiADmbziAtTtCR8AJo3ITMShdEuSCeOGjgIS25gxp9B/HMThR14KSimbMfW9vyGtr6rAMvDvnShh1LHhewF2rf+gQeSORwJHZZohgUFppxYqi46G3yUkERBFHa+1YHRTlI9vEx+jR0OIJeawZ4/IwMtsMBsDJekfIRpUXbhuFDLMJbh/fIZIISFFA0lkequnt19cMwmUZ8RBEEbtOhY8CvjhjFHKTY8Le8FIonYUKwF5GT+4U1sLUYRn47g8/CpvqU0v/zr0mHwYdi7nXhI5SLdx0EC0eP/wiQoo7Isw8Ph4GHRtSlH11pA68ICI13hgyarei6Djq7R6wDIPrh6WHFXak6SNU9zAALP38CPafa4bLz+PmMaHTzO3sMPQc3r1vAjb9tmPKl6R4b35tOx5Yswdl1TYcrbUHok0EuZghP/tFQK6V/3PsPJ7eEr5LO/i4FpvUscyyjGKEaVt5Xbu0708vzwwr/kjjDEmdEq+3udfkY9Oj4b3tyqqsuOFP32DI4q24eeV3OFnvgLdV1AUXO3MA9CwDHSRzYw7SpAuu9WcW0rxkuWjWy74xyXspiICXl0TZoEVbMezJrXjob6GFDgAs+fkYPH/rSEnsyEqw1+06F/Z1TR2WgTWt3cKEZz85rCoC5YK8qsmpuG1XE5wWVkrfAtJr/PiRyVLnr8eP29/aETYdnBJngCiK+ORAVXihmJMIPcdia2lNyG3UOoOX3T4GCSYdfDwftnN4+phsAMBnIY5BRG1GghHxRi7kORQOSgUDSSAHC1X587x993i8te2kpu5yCkUrtAkkCmgRaWSodQATD7yjtfawHYRqHcC/+dtefHnYgh+PzMQ791zZ4fdqxs+LNpXiwz3nwDDAHVf269AdHCgit7uRkRC60Fwyjj4HHcvi7kkDQqZ2pAaSHfDyAuKNOny1IHQ3oZZZwURwHjjX3GHSBCCJF45jkJFghNPLI9YgWV04Pf5228caWDi9bfJQSzPH/PUl2LxfskMZnB6LrxZcH3I7i82Nqa98E6gVzE02YdMjoSelbCuvw/1r9kAQJUHm40XV5onNJZX4w0el8IQZF8dBEms6BrhhZCae74SvoPz8/uuDErR4/BBFSQiG+xLVsQyevnlE2LS6vFnjsvQYnKh3gQHwuEJkVO63CKh/Tje8+i1O1jvAMtLM7M50lFpsbrz0+RFsP1YPXhCREKOH1y+ojjST7x+YkQ0Gl2XE46rBqSE9ReWdtuFGH8pvjMJ1EcsbsJS67+e+txduH49fjO84BlLt91p8QpW+s8j7UtHoxM/HhfYiBYBbVn4XSOF/Oq9rzL27kt5YmkTXbxoBpFxE1DwA/7z9FLbsr0ZFoxNFRywdfk/8/y5Ljw8rqkorrUiM0aN/SmzIYzg9fnj8Aq4flh5STJVUNIEXgcQYQ8javxVFx9Dk8CI1LrQvYFmVFZ/sr4ZfAMwxeswN02By1+ofIAjSAvfGXR27COULXDjxR6J+N63Yjv1B4o9jJHPe64amoaB/Ev7x26vx/cIbUPLMT/D9whtw8LkbsWPRDZg6NK3tvfEK0Mm+ERb/Qz0K+N0JSYjoWAYrZl8Rdrv5G0oC4k/HMmHFn8XmxrwPSgLzc328GEidhhIaa3ecxuDFn2P+hgMhxZ/ZpMPa+yfg5LLpOL1sOo4vnY63I/AVDMXUYRk48NyNOLl0Ok4tm44fFt8gNRZAihzK8Qsinv3kcNgU8bwfDQ00rZyol4oyRQDLi06EPf4ffzG23ec2f8MBxfTzitnjwDEMBBH4/UeRNftsK6/DuBe+wKSXvsKW/dVodPpgdftR2eRCnd2D36wrxvj/+RLTXv0WixQ8AOVROZYBTta3YN0PZzHjje87RLVG5SZi1T3jFdPBcp9Al5cPmzK+flgGWEYqUwgVeRyVm4jrhqXD4xdCNmOQKB/HMig+2xRxUwkAPDV9JIZkxKPF7Q95ji/cNgr9U2Lh8PjDvn+iKLaakffMeE1vL03qq1ABSLloqNWytHj8EEQgy2wKmeJ+ZksZjtTYYdCxIcXbwo9LUWt1Q8+xYdO/R2vtMOm5kPWBFpsbjQ4fGAA5SaaQqd2iI3Vw+wVkmI1hO4OdXh4sI02wCBvV80qRi48fmdxB2Mgjf0rRjUfWFWPD7nNocHgDgik5Vo+MBCNuGZuDrxZMxZoHCkOmjAFp8Vn7QCHWyurLZPZzYMLGtdrQtSqetHhD2PTv5pJK7DzZ1vTzp1+OCZMSP4zCl76Cze0PnM/McTkhn7Osyoqpf/waz35yuN30DgAwGzmsvX8CziybjtLnbtQ8TaOsyoqrW82cB7bWDKqlWAHpfVxz/0ScXjYdp5ZOx/O3jgy8LwSSIh64cCtWft2xaxRAoDaQAZAaq2vtFP5PyOOtfaAQg9PbbnL+34YDYbtER+UmYtpI6T3w8QKWKnTgyymrsuLBtXvQ5PQFygZ0LIMYfdtrc/sENDi8OFHvwKZ9Vbjh1W8xf31JSCFDROCvrhqAwenx8PMCaq3ukHWB8nSwy8tj9qqdHTrViQiMMXBwh0njPjZtCMbkJYFB6HpAQLpRgijiZGszRjBzrxmE/imxOH3eEVJEzp82FMOzEsCybGD+thw1c+iiIxacbXBiy/7qsGngZbePwcT8lLB1wt1Nby9N6qtQAUhRxGJzY3nRMU1RAzW7ArX6PwYMGAYYk5cUUiD0T4kFwyBsdM8viK1msYaQ+6tN/lhRdAw2tw/pCUYsDWEfs6LoOBodXuhYJuR0EYvNLZnhspKZcXD9IKlra/H4YVSI6s19b6+iLUxZlRW3rPwOB841BxZmk57FqBwz/vZgIXY/OQ3LQ3iThWPqsAz836yOkzvcflGx5qisyhqYWGJ3d1z4CAs3HQz8e8FPhoRNQa6S2fowDHBm2fSQBsprd5zGzSu/w9lGV7vHrx2ahl2Lb0Dp8z9VTBUPe1Jq3JALvYELpZrBqqa261yEVGdHtpP/l79wK6Ys+yrk+zNncj5OvHQTdi2+AZMGJSMoKIhXvziOYU/9s0PUbsnPx+BMa6SyrsUHACitsod8HQCwYvYVMLWGbKXGkP1ht33htlGIM3AQAew42RB2OzmP/r243Q1BSqweoijC5et4Y8AA8PgFtHh4bN5fjZtWSE1IwaKNdAr/5b4JGJ5lho5l4Git9wsX5YsxcHB6eXy491wHAUa2SY03wer0dogoaqkH/PU1gzA82wyTjsW+MFG+KwYkw+MXcKTG1iHKl2k24arBqTDqWHxTXh/ymlCKAt45sT8GpMYixsB1uFbkr/Op6SOxZOvhHlkHSKeP9E6oAKQoIg/tq4nBR/5ejMomF+b8dU/IKIeaQHR6/fDxApze8GJCieFZCdBzDIaHaSBxevxweXkMz0oI+UVVXNEEt09Acpw+ZDRLMqIVkRIXOj289PMjOGZpAccyuGZIx+aQJVsPw9XalBHOE3D19lNodnrBscCtY3NCir/Zq3aizu4BL0qp3uxEEz56eDI++69rOm3zMWNcHhKMXLvHJAuMg2H2kCKugiilPV/8eeio7todpwOpX5OODVnXRsa3BebuAvh/Pw5tmXPn6p0dDJIHpMTgs3lT8N4DhWEji0S0SaliQB407ExSTQRQ2ezGzSu/w8CFWzF4UcdoYabZhA8emozTy6ZjwU+GtFvcPX4B8zccwO1vfR/y72lMrnQNk0hgfojI4ajcRHz0yORA2rnJ6QubCs40m3DlwOTWY/OqIsJic+NcU5vAHp1rRqOzzUaIAZBg5GDSsWh1zGlHg8OLo7V2fFxcEVLcEcuW+64eiDijDharSzHVm2k2gWOBIzUdo3gkTevyhY4oEhEYa+ACN1ihfp+bFIMjNfaQvn5zrxmEwa0d1aGifHOvGQSTnkOdXZrmEoxSFJAc/ycjs1B8tinsZ7No00HsOtWo+DdJoUQCFYCUAKEEnjy0r1TnUVZlbddA8L9fHO+wzcJNB1HZ5GoXEZJT0eiEKEr/D8WJuhbwgogTdS2RvjSUVVlRdKSuXddlMEzrEs2EuA+32Nzw8QJ0HBPWO7DoSF1r4wIXMsI4e0I/xBg4/GRkZsju4rIqK7aW1sCg4zAmLylsBNHhkUSkjgVGZJvbGUGTmq0hT36OIU9+juFPSdGu/IVbMezJzxVrxXKTO0ZWbU5P2O2bXZL9S06SKWxU738+a0s3Lrs9tPVPcOTv9LLpHYRiWZUVP37123apZIYBnr91JLb9/kcdhO+28jqMefZfGLhwK975j/T84T55+aedIEsfP3/ryHbzeZXgxbZo4ZjnOs7vnfejoTjd+pzyZyw+24ypr3zTYftP5l2LM8umo9HlD5z7/33Z8W9qVG4i/veOtuitUiqYRGmtLn9IkSLn2S1lAZFs0gMHq2yB3xl1DP5v1lgcfP6n2Pb763FbQQ4yEoy4alAy4gwcDFzbK/TyQFWTC3e8syNsNHD1vVe2zvINXctHuomHZCZAhIhdpxoVTKAZNDm9IaN01w/LAAOg3u7B8iCRJ/f1++RA6K7hwkGpiDPqcLTWHjJKeP2wdBh1HLz+0DN+n5o+EgNTY3Gq3hGyu/lorQ2lldawn01PrwOk9D6oAOxDqEXwQgk8eWhfqc4jeHh6qHWzMD8Feo5BYX5KyOPfO2kAYg0c7p00oMPvSLrRoGMxJi8p5O+LWu1bQgnIhR+Xos7ugd8vhKz/K6uyotHhhUnP4or+HZ9/edExnDzvAMcAGQnGkL/38TziDFzYpo5nthyClxfQ7PKF9Ra0WKWRccG+gW3pY8nDbmBKDO67Oh9/uW8C6u0e3LxyO65e9hXu+6tUs+XjRfh4EW6/FO0SAXh4EfM3HAhbg/anX46FjiMiWMLu4UNuCwDnW9O/5P/BrN1xGv5WFWHkmJAiceXXx9ops4dC2PtsK6/Dba9/B5vsXCYNTsEPi27o0F1bVmXFVS9+GfD7k0Nek1zkkZQr+fdBWfp4zuR8nHzppsDv5P+tvX8CzKbQPpM2tx9z/roHly3q2PgxZ3I+flh8A8YPSAo85vYJmPPXPSHrDeXvB8sAVy75soN4mDEuLxCdEgHMX78/5Hm9cNsoJMfowTJAeohrWM43smMIYtsf8/O3jkT5kpsCn2Wm2YTls8dh95PTsP6hyfj6ieswZ/JADM+Klyx2Wj0mnV4Bm/adU0716jk43OHtX64alAqGYXDMYuuQCiYRxRHZCRBFEVv2V3c4zmPThiDDbIIgiPi21bw5+P0x6Tm0ePwdvs+AtlrAsw3OkM0ej00bikFpcThZ7wgZRRyVm4gWD496uydkI9zwLDMMHAMvH1pA9vQ6QErvgwrAS4jOCDw5aoW8SnUeziC/uVCRk0U3jcCj11+GRTeNCPn87+08C6eXx3s7z3b43TNbytDgkIyXQ0XPntlSJjVWtE4bCMblk84vIUYfMjq38ONS1Ns9MJv0IdO7JRXN8PMi4k2h9993tglev4i85JiQ9WdPbNwPm9sPjmFCdjD/efspNDm94Fimg/m0xebGw+uKA5E/BkBKvDHwPHPe3Y2yKhuqmt0BLaXnGOg5BiZdRzH+6hfHQ4rAUbmJyAwSBjH60F8RZVVWKQSH0JFDAHjh07ZU18u/CL1o/e8XxyG2vqZQ49ssNjceem9Puw7nBT8Zgg/mTupwHT71j1LcvPI71Nq9HY7zm2vzA0LvoEKNoFamDstA6XM34syy6VKt3+CONzV+UWr8uPyZf7YTNJlmEz5+5GosD6q7DOXrt+imkdi1+AaYTTr4BeB8ixcPr9vb4VgrZo9rSwW7fCHF5KjcROQmx0AUge3HzyumgY06rvX/gNcvvfnJsXrVKTEkqrf2gULcd/VAJMcZwUD6fH28iMomF25/67uwDR06HQuPX8C8Dzo2ksy9ZhBGZCUAIrD/XHOHZhYSpeMFKcoXHEkjnpxpCUY0Ob0dTKRH5SYiP00S0qdCmD+TWkCGQdiOYIYB3D4eRUfqQn4Pz5qQB5ZlMGtCx5uhx6YNwaCMeJysa+kQoSTnF2qWeG8gklpyysWDCsBeRHcKPDX8vJT+JVojVIRB7fmVTKD7p8SCZaToYbgGEZZlMG1EhuIXZLgGEZdPiqwlmHQho3P1rVGu1BD7W2xuNDi8kpBhOgrfsiorTtY7AAAJpo71hWVVVnxWWgOjruPIONLwYbG5wbFAnJFDVqJkHbGtvA7X/+lbNLRO4mABxBk4LJ81FsdfvAnHX7wJR5dInamfzZuCvOS28371i+MhRUKwkHf5hA7bAFLE1+0TEGfgQk7/2FxSGRBtRh0bNkUsBv0/mF+v2Q15IO/5W0eGTA9PfPHLDkbKOkbyyFObC/z4hpKQjR6h/lv6eccuzkyzCR/MnRSIDMYHRZgdXinCN3vVjnZ/uzPG5WHt/RMgy5ji2U8OdzhGptmElXe2vcehmjCCU8HPfRK6WYBEz51eHgs/7hjlIsS2Cn95udvyWQVhtw+GCMF375uAcf2TcHmOmdwvwOMHNu07h8eCuoX/P3tfHt9Enb//zEyuNm3SFnrRcpWjgKWAgHiAeLAeoMKCrnjihSurLHxl3QX1i6urwu5XXVh+ioKroq7ixQIKHosHcokchVKOchVK79Iradocc/z+mHzSSeYzMykFqW6e10tDm5lkMp3MPPO838/zJvEvxJVLU/mW3jkcZhMHUQLW71OXakkp2GJiUdbQSlUbs5Pj4A+I+HjXKZXSuHBKPhKscjma5k42UgHzspzgWAauVnUZGgA+2FEGUZTwwQ51K0a6wwZIcn/ovjI6Of+5zgWOxcR0TsQI4M8I55PgGcEV4QKNjMEAZFKQ/+cvqX1o1S4vEqwm3DaqB3W0mhFRiLdwsHAs4i2cxhL6MHNs2KMSyzcdh8fPw8QyGN5TrfQsCmYDmlgGwyjl4/lriiAIEiwci/+jKGFzPylElcsLq0ld+p23ah9q3D4EBEmeKRzshzpa48Y9b+4IETYLx2LSsG5oDQj4n2DcCPmv/xPrcbTGjc1/uhoX5ySHXlvZn0cQuf+0FEBi1Mlw0uNw5n7S1uf5V0rv34x3d6LX3HVw2OT3U45HI1iw/gD2VbS5YOdc00+lQK0uKMONSzajJkL1e/qmQTi6YAKVeD7578Kw/bOqoIL6GWl47fuSsHUjx7eNzU1D0dPX4rOZo5HpDP+e/XC8QXXxHpubhjWPjEaSopz82vclKnI+NjctbB/1ppDRScOy0TNFfk8JwB8+2qva/lnj+iEpXp4mQlRxGhojvs8Wjjkj1TQvy4lVv7sM/7xnJG7I74Z4Cxeap3zidLOqJDw2Nw1TL+qOgCjhQAW91Pvy7cNgNbGQIFENFf+8ZyRS7BbUun2YukzdU/jMxDyYOAZ+QVL1I+dlOXHjkEywDIOa4EzjyNcfkJEIb0CgmkGMImGem5SHVI3JIIBM0G3B8TO0G32jLNXOilhMTOdEjAB2IhgpfOeT4BkhxW4B0FZuPN3sV32O+Wv2w+XlMX/NftX6izccwb+2l6LFJ1C3/1TQIHJKwyDS4hfgF0SVghUNjPr/Trt94AURfdPU0S4AsK+sCSLkfUAjr10TrQADXDEgVXURrXZ5UdnkhSQByXazqvSr3Ie9u8Zj8dRhqHX7MOejwhAZtlvki+GqgopQv58S/mDv3+qCMiyeeqEi808d8xK5/7Qma7RpvXSTBB9sVDdp9P59XiQHfbu8AmaP64dnfx1OjJd8czhk3gBkghip/K0uKMPsD/aGfd47R3XHiYUTqL2BI579D3rNXac7cq29eHf7KWpmYF6WE9vmXY1Ftw6BRXGWDQiSyiWfl+XEl4+ODSOMT609QI2JIX2HEhC2fwhevmNESFEsOd1MLVNmJ8eBgWwK0TrXEJJI/rpdEiya+2B1QRn6P7keveauQ87cdej7uPw44H/XY+D/foHVBWWhXsFv/3AF0p1xgCSh2uVHWUMr7ntrR9h2TB+Tg4GZDoABDlW5VUoayQjMTXfA46OHK8vhzLJjN7IUnJflxPjBmTCzDJxxJmquX2rwO/ttsbqUG281Ic7CaZpB9CJhxuamISfVjhN1LdRMQKMy8M91LnAsJqZzIkYAOxGMFL7O/CXqk5YAlgHyuzsRb+HAi5LqBPbMxAvgsJnwzMQLVOsfqnLBz4s4VOVSPQfoG0QA4GhtM3hBwtHa9juEjfr/Dla6IIiy+46277OCF9RhPdT5hUXlTdh6tA4M6GaJRRsOo6k1IKuLPcLVxeWbjsPtlZWteAuLMf1SUev24TevbYMgSmAA5Kbb4fGLCCiImpZvdfYHe3Go0oWcoGEAkLPelCAKIBH++qTZ0V5sLK4BH9weLT2WJM5wDFQ3NNUub9jM4AyHVUUQNxbXYPYH4QrXby/vrVqu2uXFdX//Djcs2YzTzereQII51/Sjmj2U//32cu3+N2VmoFKZmzQsG4efV68b2YdJRpU5FbN+Z1McvcrvTmSpGZDJTVK8TNZ8vER1lC6YnI/URCtc3gDVrAAAgWDfHzmqvBqtACu2lmD2B3tDfYIi5DBxEYA3IKE1IGD2B3tx2cKvccOSTah1+/DqncMRZ2nb9rqIKR2h7L5MB0wM8P6P6lJtXpYTCTYTDlW5qKaR2eP6o3+6PH+4xa8muvPGD0RuRiJO1rVSHcHL7x6BLnbSKxj+vFEwtFEkjNFkEAvHIiBIKK5SZ0AaZanGEEN7ECOAPyE6qvB1ZpTWtUCUgFa/iB4p8fDxIgpKG8OWmTQsG4V/vpaqCD0zMQ8jeiVTDRwAsHLHKfgFESt30NWbvqkJMHEM+qYmqJ4rKm9CVZO8z2klYqMAafI8L6rVsGqXF4VlTWAYhPoElfjDR3vQ7ONhMbHUz7avrEmRLRje+7d2T0Wo30sQ5cDauasKQypd1wQziqs9qtdUbmWkUfWR9wvCevbKGsOPRfLa5HpfUqtWXDcW14Sc1nFm9f5UulCvGKC+UN28dDN8AmAC8MY9I1X7/Pcrd4f9/Pq0kWE/F5U34b63wo0QT980SNXnt+Sbwxj1/Nc4RNlHRCkk/2nN3VVi3vhBYevQytaArMxd+MxXYRf3eeMHqUwfL351JIwspjts+NcDo6BsI/3tOzupfYNxZhbNPh59H1dH+yh7ATcW16q2Ly/LiWS7Gd6AiF2lDdTP0KNLHIC2GwE75XuzsbhGlcnIQo4nYgHYFBNDyhu9KCp34TevbQOAYMC5A06bCaIoYc+pxtC8W7Ivlt45HGAYNPt4qinkyQmDwDKyaeS+FTtVRpvR/VJhMbHUfj3ZsMGgNSBgLcUxnJflRIrdAm9AxO6I81g0wdCjeqeAZRhqaL3RZBCjc+HPtQ8whs6HGAH8CXEmCl9ncU8ZbUcgaAIJCCICQpBECO0vx2ph6sjusHAspo6kX3T1egDnfiKTpngLR53wYRQgrYdFGw6joUWeDUw7Ydd75IkONPNHtcsLXpTAsQwujcgWnL+mKDRlw8wx+OuUwdh27DQOVMgKqc3EoDY4LUIPXh5Q7hK3l0deljN0cY7kb9EogI9+uBcBQYKJZaiRFM3B/kCWAXWf7DwpX2x5gFoS3368jZQ8fdMg1X67+/UfwvIcab2Bty/fGqYiEvz28t44sXCCSik8E5DJHSvuHakiSPUtAdywZHOYykczfbz2fYmqHPx3BYHz8hJ+F6HSjs1NC5lzeFFStVSMzU1DcrCE6+VFas+tXuYlAByukpV0ciPgobRW/P79gtC/OQb4bOZoHF84AUefl2ckH/rLeCy6dUhYNmCLX8CN/28zdp2sx6czx6BPWgIkyFFFNW5fmPGCmF/sFg5+XqC6dpfdNRwcy0AQJVVfHAlvliQJPxynzfl1gGXkbaIpdSZW3jv1HnU7i1EwdNdEK5xxZpTWt1DPmXrns9REua92zZ5y6rpGeaoxxBAtYgTwLEOPKJ2JwtdZ3FPG26G0adD7w0iWHa35ef6aIuw80aAZgmqkAOr1ABKHb6bTdkYRCmaOCXtUYvfJBvgCIpLj6dNDHr6yD6wmFg9f2Uf13PJNx3GyzgMzx8p9ggoQ5YBhgAmDMzFpWDae+HdRaPJGsl27JysSkbtkdUEZgnw99EjgDc7+Ihd+QgSUEIPkK9Fmon5mElTLMqA6pu3BpriMRPVnmKGIOGEAFbFbsP5AKBwZkAldpHp375vbsfVYuLI1eVg3qht4xdaSqB3Ayv+U/X5jc9Ow/5nrQsqcEi9+dQSPflAQtuyaR0bDxIQvoyRpk4Zl4+mb2rZz18lGldpzfV46AJmkXNyni+p8o3TsKg05BBf2SILVxOBUfQtVSbqsX9ewby9NAWxWEJ837hmJvCwnVmwtCRuzN/uDvWjxCzCb2DaDSjA0e2NxDZ6ZmIe0RGuod7jVx4edY8bmpiE3IxEBkd6PNzY3DfNvGAiricX0iAxJEgvDMCyO1TSrlLrZ4/qjX5pcJvb41GXihVO0S+XpDhsGZznBUlz/gEwQMxw2zckieuez938sxb93l+O97aXU2cAXBfNUL9LIU40hhmgRI4BnGXpE6Ux6+DpLWdhoO8wcF3okpdLIkqkeydOLgAGMFcCO9ADqrVvtkg0aZo5BboZD9bwQLA8LlPIwAHy8qwx+XsTHu9QqTIuPB8Mw6JNqx3RFtmC1y4vS+hawkC+WB6tcqHZ5wTDyezitJlQ2qcvNDBAWcHxpn2TVMgDwp08KEZq7FjFVoF9Q8SOXNaIkKZGbkRD2qERReVNofizt5PLrlzfD4xeRYOGwZuYY1fO7S9tuDh69Rm24URofctPtKkL35L8L8W3x6bDfLbp1iGqmMIl+iSxhRgvS73fvm9tDvxubm4aDf7le1e+3qqAijNjmZTmx+pHRYQRrzod7wwjItEt7h5lCHnkvvCy+9M4ROLFwArrazfhqfzUmLtkU9vzY3DRYgiwzQAkWnjWuP8wcB49foCpJf5mYFxblRFMAyevHmWWH8IqtJXhq7QFEfhUkAB6fgJP13rDj6b63duL1Tcfxxj0jMbR7EuxWDp6AgE/3lIfdJBKS2OLnqT13nxdVQZIkvPjVYWosTJ9UOyQA246Fq4DpDhsu758KE8fgVEMrdcScVhkYMDaDIJgJWKgxG1hrKojRbODHg3mqj1PyVJUOd1pkUWepKMXQORAjgGcZekTpTL58ncX4YbQdPbrEg2Xkx+ZghERzRJTEgAwHLCYWAyhE6roLMpBst+C6CzKor9+RHkAj6K1rNAGEC5aJtEaGtfj54CQEdZmozuOHNyAgKzkubL8u3nAE+8sbITEyEbNwLBZvOIJmn8ysIiM6CN66d2RYSfW96ZeGPU+20M9LsJrkrz55JDgS7JcTIatLIykqw9EaT9ijErMU/Xvdu6jLxxVB4trsV7u9aePTlIi8oL19/8Wq5yMdvp/NHB3Wc0oUv/ZEv+jh2+LT6DV3XZjKR+v3+7yoWkUC/65YRpCAB1bsCFtn+d0jQv92+wRqeDcJvaaFX3dPjgu9Ni0UeXjPJDAA+qerj/t0hy2MrEUqgKsLyuAN9qfarfJyT0dBphtaAqESuCBJWL2nAku+OYKldw4HAwYBQcKx0y1hzuC8LCduyM9EgBepruAnJwyCzcyh1a8eJUdcuQzD4FitWgV8YEwOenWxI8CLVJMWKQOX1rdQyaVeJqDeeUVvKki6Q8757JuWgIlDs1Tr6p2Llcc/zSXeWSpKMXQOxAjgWYbel/OX/OUjJpDSuhbkZTnAQO6xUWLWuH548PIcapTKC18dRnlDK174iu5KvD4vA5IkP9LQ0RxALRSVuyAIEhxxFuoEkF5d7WAY+ZEGpTIaiYLSRogSVGaZ3aUN8AmyOEf6FnedlGfgmliAVnWac00/Q2egskjPsfJXnzwSKEuYWrE2pIRrt6hPH6caWgHIZJMWED0wwx72qMRMhcoVSUwBqGJhIr9jkRe8FfeODCtRP/nvQk3FLxoXsJ4TeFVBBa5f9F3o50nDsvHZzNFyplsQnxdVqxzCytfbV+5SRcnMUaigtPnaI3rKny8j0aK6sVw89cLQv787pC7z1nsCkAAcrFQrWABCUzEAdSD4vFVFoWaPF28ZgiXfHIZyCS31GZAJqfIY3nCgGrVuH8YNbDt+6z2+MEXugTE56JOWAEEUVWPeyBQRq5mlxr5MH5ODTKcVPl5UjYlMd9hg4hjwooStx9R9ggun5CPRZgIviNTMQb1MwK6JViTHW1TtHQR/uKY/Em0m/OEa9XfsX9tPYl9ZE/61/SR1XS0jiFXRW8ACKtLaWSpKMXQOxAjgT4hf8pdPCtKLWrcPJ057IAEoC5IBAj1ybDTofPmmEvh5Ecs3qe9qAf0eQL2QZ0AusQYECQcpETQ5qXaYOAaXRJg0CE4Gie/JOm23rNXEUgOiB2Ymggk+KqEM0c4I9i2S3rys5HjqnOVoXKxKJAbtwYkRNmHlhf5CSqwNAJiCZNZEIbUiiX9hoOoPnPHuThys8gTXVUeYKGf3RoZHR17IIk0cM95Vu4KVhHjF1hJq/h8hftHuP+IE/mzmaMSbw/8QB6s8yH/q8zDlauMfrww7yb72fUlYv9+88YMQryDSz3waHs6t3C4JUBk6Pp4xGhmJFlS5/aoycF6WM9S3SgtxyctywMQyqPeox6IB4d/fFr8QRjbYYDtCvIXF2Ny0MMPNwAy7qgczEpIkh0szkAnhfW/twANjcjA4ywEWcm/qpsO1YYYQvTFveVlOjO7bFRLUSn26wwa3V6DebAFAPpne4Q1Qy8BLbhuGNIcNM8aq+3j1ysDTx+Rg3MA07D7ZQO17/rGkAbwo4ccS9b4qrnLDx4vUKBhA2whiUdxwiJBTCJToLBWlGDoHYgTwJ8Qv+cs3vEcyOFZ2zJU3yheOyJKKnglk4ZR8DO2ehPzspHbP0AT0+/iMXL56jki7xQQzy+B4rYe6XUr3cySeWF2EFr8AXpSopW3iECaPBA+M6R36YhLS2hgc99bo8VPHzUUDpTWnqVV+T/JIMFih2pacVpd4q11euL08GNAjYELslMJSSfgzoE30CSKjgu59o63XjkaAla/dM8WmMo9EKn+X9kmmEr8L/lfb+DF4/vrQcnlZThz4y/gwswYAuHwirn3pu9DP6Q4b3rw3PMbmDx+FTw9Zesfw0L8FSVJNAenZpS1K5I8fq6d76JWBSVZgQJBU5HH2uP5IsVsgSBIKyxpV63YL5ltyrGykeuzjtu3WUpABhEi+EfyChHirvH6t24f3tpfi9WkjkZJggQTgaE1zGCGbPiYHPbvEg2HooybLGlohScDu0kbVd/XSPl1gCrqFI88/s8b1x8BMmXi2+NQ3kF/ur0KDx48v91epntMze6Q7bNhX3oSC0kbMW6Ueu6eXffrMxDzkZzuRm5FIPe9oGUHYiHNYrU72ZQwxhH17Dx06pLngl19+ec43JoafL2aN6w8LxwXz8oK/jLhQz/2kED+W1FNnkOZlOTEgw4HVe8qpaoTeDE1Av9/GqDysRxDjrRxEAAcrm6jbpWWmAOTUfquJBctIWLrxmOr5zCR5eHxmUvgNwdvbTkKEvPtC26RgbxpCpiHIFrIM4A8SVn8EcVVOWqERzcUbDsPlDSA10UqNgGGC+4Gh7I+ewVnEVhM9PkYPtQqS/NSN4aQrkth8+NBlYT+Pe/GbsJ9H9HSq+iNzH5dJnkcnWcftl0JkkJCIaZfKsTK9Utr+ho1eATct+T7089jctLBSLy+Gk7GxuWlhho+nPw0nqy/f3lbKpQ26IWVg8qiEnhs43WHDoMxEQAK6UiZ9lNa1QELbRSLR2vb9ifT5ax2SxJQ0h2LoAQCPT4QJ8rG5/fhppDtsoakjghR+E5nusMEZZwbDMCgsa1IRo/xsp1zOFURVm8288QORYreg3uNXnX/SHTbkpNoRECV4KL26+8qb0OIXsOGg2oVsZPaQguVu2v3OxKHdwLEMJg7tpnouL0smf2v3VFAngmgZQcgEF5tJvp3N66but44hBoKw7+2FF16Il19+OWwBn8+HRx55BBMnTjynG/Lyyy+jV69esNlsGDVqFH788Ufd5T/66CMMGDAANpsNgwcPxvr168OelyQJ8+fPR2ZmJuLi4jBu3DgcORJ+Aa+vr8cdd9wBh8OBpKQk3H///Whubr+LNIbgyTk+vKwXqRAxDBM8IdIVLL07YiMFUI/k2a0m2Mz0Mo0Rpo/JgcNmhiCBqpKEmpkon2lsbhr+OmUw4swmqnu5Ilhiq4goldPUja4J8u9YhoEvoL6aRKpGejBzLJKD0yLII4HSYJLmUG/H7tJGeAMiUuwWagSMKViCMlF6+AJBe2gXyrpKg4ORvhmp7j0aMREkUmE/Wtu2f82MXDZVotfcdfDRB11o4oYlm3Hz0s2hn7/749VQ8CMUlrvD/ibzxg8KUy7nfBi+zUrDR6SLNi/LGXaijvxbfzxjNC7tk4ydJ5tw+/KtYc+NzU0LlYEFCgs5UOmGFHyMBDFAAPLfpLsi1Jj0tXmCpWGanhtnZkNl+JlX9VcZYwjIEVdSJ0fSDO+RHNpXkX15xBHsDQiqcu2scf1x1YA0+AUJvRSqKSAfE4k2EyTQZyAfq2mGIEo4VqM+/+eREnGrn2r2yEqKA8PIj5F47NpcdEuKw2PX5qqeM2pr2VfWhNaAgH1lamKpVU0yBe8OBUkm1dUutbElhhgIws7Sb731FubPn4/x48ejuroae/bswbBhw7BhwwZs2rRJ6zU6jA8++ACPPvoonnrqKezevRtDhgzBtddei5oaetL51q1bcdttt+H+++9HQUEBJk2ahEmTJqGoqK0v5G9/+xv+8Y9/4NVXX8X27dtht9tx7bXXwuttO5nccccd2L9/P/7zn//gs88+w/fff48HH3zwnH3OXzrcreF3z+4It+qCyYMxKicFCyaH93cR6CXgGymAej2ADwRLR6X1LdRcLb3ycbrDhgt7yG7J7GT1CZ6ccE0astyrG4/B5eXxKkUB7JpggURRX8hEEQnAhoM1KCpvkicLAGhsCVBNIDQH5pP/ViutALBwyuBQr5+y529jcQ1aFM3sR6rV+4P0ekrUSz4gBHsABcoMYeIArqBE2CgNDrT4Fz0ouVvkdI5IsvTvR8LJX9+561SvZzdDZf5ItKh3+s6TTWGmjk9+F/7akWVnpXIZuXsiCXGk4/kpRamZ9rcmPXe03jvSF2ahkHJSGk2xq00kJAcvIMrH4r7ythuzi3qngIGsZj72cSH1aHj1zuFhP08alk0lgSxkgilKwGMfF2LWuP7oEfyuNXh8YaQrL8uJUb1T0OzjVS0m6Q4bdp5oQLOPx18+C++lBPR7gfOzk2A1sahx+1Ql4tnj+mNARiJYlqWaPcqDN3DlETdyALD56Gn4eRGbj55WPffcJDlqJ8HKUdti8rOTYDNzyM9OUj2nnSjRpsBrhVjHEANB2DfhN7/5Dfbu3YtAIIALLrgAl1xyCcaOHYvdu3dj5MiRWq/RYbz00kuYPn067r33XgwaNAivvvoq4uPj8cYbb1CXX7x4Ma677jo89thjGDhwIP7yl7/gwgsvxP/7f/8PgKz+LVq0CE8++SQmTpyI/Px8vP3226ioqMDq1asBAAcPHsQXX3yB119/HaNGjcLo0aOxZMkSrFy5EhUVZyci4pcIvSib536dp/tzXpYTKx+85IzCmI1OlkYkbkBGIlr9QhjBITCKkCHN8JGmFgDoFYy/iVQcCMgdOO1OXEt9eWZiHvp0lV/X4+Mxd5V8UWRZRnbwUt5HBND3iXWh0iItEoXgkj5d4fUHa50KVeixjwvRGhBh4RhYOAYPjaW4nrvYg5+X7no2BdUmEyU0O8tpDXtUQkkg2mtoUSLSHBJJwiKPvcij4bOZo7H/LxNUr7vvmfE4sXACbBE7X+k8zstyhgKaaVArlwVhPyvLxJGOZuW6NLHSETTzOCJn/wGwBPv0PD5B5RqdN34g+qYl4FhNMxasDydNeVnOMENFgkLinD2uf+hnM0efJzIgU11+nDQsW1UuFgFYg4YaC8fIpg1f20jC5ojv7NGgWneUotaRkHKRonYO65GEODOLeo+f0gfYD4k2M2rdPmqJuG9aAgIaN5hZQbKaRblBlCD3B39WWKl6z7G5achJteNEXQt1JNy1F6QjxW7BtReoj6nXNx3Huz+cpOQiyvsx1WlDaqIVbm+A3roSQwzQaN3w+/0QBAGCICAzMxM227kzLfj9fuzatQvjxo1r2yiWxbhx47Bt2zbqOtu2bQtbHgCuvfba0PIlJSWoqqoKW8bpdGLUqFGhZbZt24akpCSMGNFWehk3bhxYlsX27dtBg8/ng8vlCvvvvw16UTaThmWHxXxENvIbzbDUC4o2Oll2JAdQJpYmbC+pp5JLvRN8rdsHSMCWo3XUddODZdR0Sjn10j5dwLFQNabnZTkRbzVDDJZxWoOZeVnBXkGRASj8CrwAzP5gL3rNXUfNACOYv6YIpNc9Q1G2IuO6RFECL0r4aKdabdVzPQMAH2wA5Xk1TSG9jpE9jz8V9KJJAHVsjNIAQnDouQmIU3OsEJbeOSLs50iSl6pQeyOzCCNDrduDJbcNQ5yZhcvLq95zbG5q2/ZElJ7THTbUe/wIBGNQItFNccw3+4UwVy5RvVv8ArUvNdKZTfDUTerPSTIFSeB0kiKDsDWCdHUJKuddKH2LF/VOAcuAOiVj9rj+MslrppO8FLs52MOsPnb1bjD1vhPTx+TAZuZQ4/ZSz2t6AfeLvz6CqiYvFn+tJnDkvHCyroV6LraZOKQlytE31NaVGGJABAFcuXIlBg8eDKfTicOHD2PdunVYtmwZxowZg+PH1aWzs4HTp09DEASkp4ff5aSnp6OqSu26AoCqqird5cmj0TJpaeG5aSaTCSkpKZrvu2DBAjidztB/3bvTp1L8kmEUZfP57CtwYuEEfD77CtVzRjMsOzINpCM5gA+MyYGZY1HV5KUaVE7UeSBK8mMknpmYh3irCa1+df4YADw0tg8cNhMeokRIzBs/EGmJNjS2+lXrKl2yFY1eFJU34dK+XQHIERk2M73kbIQ51/TD90fkchTLyBluBKQcLEEux0VOcpGf0y8Bm01c2KMSZAYwefyp8dvL++o+b5SjSHDwWbVCqIVIkvfmvRdFvW57UHCqMfT3UxPLgaHyb6TpB5CVMZYBNaqoVEFqGpr9YSqhMkycpgAqp7ooEamEKkG+v33T2m7kIpW+g0Hl/CClb7FHSjyccWYUljWpbshkkieTR9qxPSDDETSDqZVLvRtMvbDodIdNbt9gmNB4RyX0Au71gvOnj8nB7aN64NcXZkWci9vSPrVaTGKIgSDsKnL//ffj+eefx9q1a5Gamopf/epXKCwsRFZWFoYOHXqeNrHzYN68eWhqagr9d+oUvcT2S0ZHomxGBaMLRmnMsLxjVE8MznbijlE9qc/rnSztVhMsJhbfFtdSlTg9GDWIkwJXXbO6nyYvy4lL+3aBBFADX1fuOIXWAI8/fbJPpXymO2wYnO2UT9IR6y6cko8uwXm/3oA8rH72uP6h37UGRN1yI6CW91kAvxnRA2zwIpEWHDpPMDgY4O2wmcCAbgIxKgHrxeIkBPvoEij9dMrfaCnEHcV9b+0wXugsQMvxCqhL0O2Bch9FOp9vu6hHyDgRObM63WED8WOJkvrvEmfmwLEMNdaHkBuWkUu1SpWwocUfekywqUcGakGvJ42UWJVqmpIMAvqE9YExOWAZBpVNXlUGHiBH6rBMeLQOgRTxGC0WTslHvIVDi1+gxr3o3Zzq3dTqBeenO2x4YsIgPDlhUNi5WBk8X1ThggSgqEJdqYqNhIsBiLhG7N69GzNmzAAgKxCSJCElJQUffvihyh18ttC1a1dwHIfq6uqw31dXVyMjgz71ISMjQ3d58mi0TKTJhOd51NfXa76v1WqFw+EI+y+G6DEvGF0wjzLDEgA2HKzGabcPD727i0ri9E6WD5BSi4teajGCXoP4sB5JMLEMGjx+6mB3LTcvII+pkiQGPl7EnI/UGW6n3T4wkB1/ypNxXpYT116QIc8DhpzJV+v2YcV9F4FjZIXui6JqTB6mjpAgiLzUP3XTIMxfUwSPX34mUgQ5VS/HfjS1yuPraCYQoxIwFyQfHKVGTXrCaL1hPZK15962B5Hj0pQkmeJLCUNOhCFEaQJRQjn/l4ZzRWC7KUrnf6JEulzYQyaXQ7LV+9cfVAf9ATUBPFjlDgahqxW1hVPy0T89IdR3qgwtj7fItXBBBGZTSAqgLoEDwP1vaSc8EJKkVJgj/2zdDVQ+MpYxMl8T0DdsFAf3Ay18+ViwBEybFpKX5URGMMaH1iOoZ1DTu6lNd9gwbmA6Zq0siPqmdlgP2cxSWt8C4vlxUvpCf8lTqWKIHmFXu9zcXPzzn/9EXl4ebDYbbDYb8vLy8Prrr+Ouu+46JxtgsVgwfPhwfP3116HfiaKIr7/+Gpdccgl1nUsuuSRseQD4z3/+E1q+d+/eyMjICFvG5XJh+/btoWUuueQSNDY2YteuXaFlvvnmG4iiiFGjRp21zxdDG4zUw9su6gEvL6LW7aX2+RmdLEf1TgHL0kstRlEwesoACcwVJVCzvvKzk2BmZZIWefHPy3LCGSerI7QssGcm5iEp3oJat0/VhB9v5UBydhtaApj7SSHyspwYN0gmNRKATwsrVc5XGuZc0w/TLu2NjYdrAchq0v/dHG6YqG8JhF63a4IFCylu7Y64gPVKwC8reufclDBePSimX4VNpACMe/KUJ0ARct+flnsaAG5fvhXfFqsdnUooPx9lWt4Z47W72j6Lj9JjqVti14krIr857fZRyU1DSwAkeUhphFp061CYWLmc+va2k9SA7lUFFWFO7I3FNSiqoE+3ANrmhw9UlD0jo1kmDc2CIEqo8/io54mHr+wDq4nFw1eq2y5IT2M3Sj+vnnptFAWjB73+QaMRl3p90asLypD/5y/D1ODZ4/rDzLFo8QtoaOHBMkC/dHVLzS95KlUM0SPs9DR//nzMmjULN954Iz766CN89NFHuPHGG/E///M/mD9//jnbiEcffRTLly/HihUrcPDgQcyYMQMejwf33nsvAODuu+/GvHnzQsvPmjULX3zxBV588UUcOnQIf/7zn7Fz50488sgjAOScudmzZ+PZZ5/F2rVrsW/fPtx9993o1q0bJk2aBAAYOHAgrrvuOkyfPh0//vgjtmzZgkceeQRTp05Ft27aqkoMHYOeESTdYcMfrukPq4mjqnxPThiEXl3icbxWTbQA/VKLURQMiV6hmTnSHTYM65GkmfU1a1w/mE0mePwCtb/xpd8MQVqiFamJFtVr52U5YTGx4EVJFTQ7fUwOUuxtZdia4AX6mYl5oVJwQJDw/o9luHNU97A5oAQWE4NFtw7BzKv6Y8XWEniDClBSnDms563a5YUoEnInK6G0nriOuIAJGaKRovaURiMJ2gu/CY8W0StrrSoInyN7fKG6n+/d7afQa+46DH+mLfx++DNfotfcdaqYFac1/MNE/n1XPRweDdOevMb2IjKcWQm9v8uwHkngGLmUG3kTAgBxiuOqsaVNVRubmxaaBFLW0IruFFIFyE7ssX/9GjPe3Ylpb9LL8MGBJWGqNeGqkSXg97aXws8LSIqz4MkJakPJRzvLEBBEqompstELSZIf1dAuAs8e1x/52U4k2MztLhHr9Q8aZQHq9QHOX7MfLi+P+Wv2h36X7rBhRE85toq04dLSC37JU6liiB5hZ6+lS5di+fLlWLBgAW666SbcdNNNWLBgAZYtW4ZXXnnlnG3ErbfeihdeeAHz58/H0KFDsWfPHnzxxRchE0dpaSkqKytDy1966aV47733sGzZMgwZMgQff/wxVq9ejby8ttiRP/7xj5g5cyYefPBBjBw5Es3Nzfjiiy/CHM3/+te/MGDAAFx99dUYP348Ro8ejWXLlp2zzxmDPB6tvKEVT6yml2n/ufkE3F4e/9x8QvVcXpYTzT4BtW4fdX29UotRFMwzE/MQb9E2c9S6fZoTCNIdNgwPnnT7p6tP8mNz05DusKK4qpnaI7Rw8mDYLRx4QQhL/U932PDGPSORm54Am5lFg8eHG5dsDpWCSUSHIEl4d/spZCfH47OZo8NKl4efHY9Jw7Kx5JvDYZEoi6YODduGxRuOwK3YL7260mNtOuICXj5tJKwc4Be1HaJaUEakRMbbRLrN71j+g+a6ADBpyeawn7UCiuta+JALuK5FfcxYGGDv09eH/W7yy+GvHUlslX8Do8DrSDysKI3ThMXBWYlhj0ro/V1mj+sPm5mDKIHqBGYU494iZwLHEXMJL+K+0drmjpMN3rBxfWGvr/g/ead95U0hxZyUmgl2nayHj5eQHG+m3jjwoqRpYuoWnL7TjeJE12sDSXfYMOvqfrCZOYwJmrGihd6N6XOT8pCVHIfnJqmzTwHg9lE9kJ/txO2j1ErdMxMvgMNmwjMTLwj7/akGuZVDEKWYCSQGXYQd6YFAICwWhWD48OHgefUJ8GzikUcewcmTJ+Hz+bB9+/awMux3332Ht956K2z5W265BcXFxfD5fCgqKsL48ePDnmcYBs888wyqqqrg9XqxYcMG9O8fni+WkpKC9957D263G01NTXjjjTeQkND+GJEYoofRCU+SpODoJPp9tt5EkNL6FoiShO0l9ZoqkChJ2FeuJnF5WU5cFjRz0CZxENWtocVPHc1E5uPuOtlI7deRgpEuh6rcKvVybG4acjMSERAlfFdcq+oFvH5wJiDJmWg1bh/mrZJLwZ/OHB2WEXas1oMblmzGwP/9HH3nrUPvufJ/OfPWhZVGe6bEqdS97cdPh/UEHq6iT8TpiAt4bG5aKH6GRgaUhCiyly8yIiXSBKEsgx+t9YQ9P2/8oLAxaTyA3nPbMhMnDcvGiYUTkOmI/kLZK8WGwwvC1cOblnwPv4Jf5VOImBJ/1yCeWlCSblqUSmG5O+xRCSkop0mUEnC6w4b8YN9gn1Q18VcGukfOBB47QD6OJACLNhyhtlAYIcVuho+Xj6fMoMKuVBojx7PxohSMa6Efgz2C7Rw9KNty4rQHkiQ/RsJI3X7hq2KUN7Tiha+Ko/pcBHo3pkZYvaccx2s9WL2nXPXcpGHZKPzztaobINL76AtIqgDvzoSYEeX8I4wA3nXXXVi6dKlqoWXLluGOO+74yTYqhl8uxuamYfOfrtKM3Fg4JR+DMh1gGIZKpPQmgshjomzUMVGA3AcIyESJ9nx5QyskAAWUYfJ5WU6k2C3wBkQUlDZS3zvOwsHj4zGPUgZeOCUfVhOLgCBR1UuZYFrR4PGpCOZtF/WAI67NZVnR6MVzwd6n1+4agUW3DglzfrYGRPBBwkkiXQiykm14+Y7wCQ0AcDp40SCvEqcRp5PhsIEJPtLg54Wwx0jolSmVE0Be+kqdfRZnbltrTsT4t8gA6Nkf7A07fj6eMRrZSW3EXgouo1Qitz3+K5xYOAGfzRxN7WcD2mbbfvfHq0O/q3Z5ceEzX6qI19qZl4d/voj+w8gLt17vYST0olRo0JvRDACHqz1hj0qM7CWPZiMXC+Wx9vj4gaFMSldrAM/cdIEqo9Kq9iCEkGjlQtM1TCyDF24ZgqLyprAsPuV8avn9tZW6jcU1+O5QLSBBNSkE0CePJUFyWEIhh4BM5CTQjR56OBQ0lxyimEuMKiItPh4eH0+tWmghUmlUBnh3JsSMKOcfqm8QMYE88MADeOCBBzB48GAsX74cLMvi0UcfDf0XQwxnClrzMgHpiTtY6aKWYvUmguiNiQLkPsA+wT4c2gk1PzsJLOTxSTSVz8QyYBj6eKW8LCd6d5WVg2O1buq2PT5+AKwmFtPHqC/eeVlOZCfHwcdL+GRXeZhKSErBed0ccMaZUefx440tJbj/rR2odnkxaVi2TKr7dwXHyDNYTYxMskiEBwPZCLLlT1erymZF5U1obm0zgACAx0u/4BSVB6MlNFQFNsicAiLdDUtIngR1GVg5AUSCev1XFYYOAep+usj4lYlLNof9HTbPHYe+qeF9ap8XVaPX3HVhzt68LCeOL5igGgd3YuEE1Y3LzUs3Y9TzX6M+okT89E1qxVKZz5eVpFaZlaXtyLJ1NCCKI015NBpZmBB0iiZQHKPZKfGwmthQf56SAKU7bKGbE0EC3thSgjfuGRlG8LW4i5mVZ1t7g+pf37QE5GU5MX9NEZqCYyUTrJxqNKSeYeuxjwvhF0RwHEMdKalHHhlGnrRDm1Ve7fKGVH5qXI5Oj6Weam404xxgyHA31TNF5U2Yumyb6lwTOTmls6K9RpSYYnj2EfYtKCoqwoUXXojU1FQcO3YMx44dQ9euXXHhhReiqKgIBQUFKCgowJ49e87T5sbwSwCteVkJvUBoo4kgR2uawYv0uAa51OXU7L2aNa4fuiRYVZM5CBZOyUdqghWu1gA1DmbhlHzYrRx8vEglr58XVUGChBe/Okx9/Wcm5sFiYuEXRDz4zi7VdJDPfj8mdHcviMDBSldoFFS6w4YV943CsQUTcPAv1+PoggkoWSj/dzz4b60Ra7NWFiBS00h30hU+oiZoqQpXKAjS7A/2qJ7fcrStx4xWBk5UvG5kHMzY3DTYFerGU2sPhJHEmVf1x5W5bf1ZAoCJL4eTwA1zrqLmJ35bfDrU7zf2r1/rXmTufXN7aNlIxy0DuadQqdCtLijD7AjFclXE3OBIMhtZ8jaKAVldUKZbAvYHe//8lB5AAKHIEMq4YHmahaKk7/byYft90a1DQ//eePg0TtR58Na9I2HXsUCnJVrAsQyagjcaFo7FC7cMQbXLi6bWABgANhOLl2+/MOyGpdrlRWFZExi0GbeUSLHLZLRPqp3aH5jusIIBfTKPXul48YbDcHkDSE20YuGUfNXzA4Mh0gMpZg2954xmnHv8PAKCqCqDA8C8Vfuw/Xi9quJAxuARutlKif7pDGSqvUaUmGJ49hH2Df3222+j+u+bb745X9sbwy8AWs3LBLPH9cdNQ7uhuEqtpAH6eYD52UngGAYub0CzDKwVByPnbqXBZuYgSWo3aV6WE2kOK7y8qHLskucv69sVkgQ0tQZUzz85YRBsJg4tPh5Tlm6lRsYsu2s4LBwLvwaJXDh5MMgQEEEC9pU34uoXN3Yoey4yE42U4mhIjDODAXC6WT1PFZBJLDmpNHvVOWxPThgUIhlJkYN1Afy/2y8M/dvtE1TE6JU7Lgz7+YEVO8L285v3jgrLRhRE4IYlm8N6CpfeOQIr7h0JrcrkyQYvRj3/ddgoOOV/WjEwI3o6UbJwQlhpl0b+rs9LV130nv607WaG6mJf0eaetVJUJuXNVAKl5moOOnnNFKe4DO3ifLrDFpYew4tSeB9gbhrG9m8j3k+tPYATdR7sf+Z6LLp1SGjEIABkJdmw4t6REESElD8zy2D53cORl+XE4g2HcbzWI7cvSBIKTjWGbcviDUfQ4PGhS4KVqvDpTd6pdnmx62QjJACHKRmXpcGJP6WUiT+7SxvhDYhIsVuoxPJMJxFNH9MbFo2qACBH4AiipIrCAbT7pS1c+DZExj0B+mRKjxyeT+IYi645+ziLKVUxnC90hru59kCreZkg3WFDcZUbhWVNVBKklwc4a1w/DMxMBAN6mdcoDmbWuP7ok2rH8dMeqsqXn+WEmZMJJi0PrNbtgxR0yUa+fl6WE+9NvxgsKwdDT397J3VA/M3Ds2E1MShraKU+/++HRyPTaYOFYxAQ5JLP/St24IYlm9o9BWXF1hJ4I1Qhm5nVjGVZODkfdqsJrcHpJJFId9hC/XO0drO8LCdWPzwaNhPQ6BVw05LvVZ8vW+HQ/PPaA2HH9djctLBSb0AE7v5nuOv3pVuHqVS+F786gmFPfxnaP2Nz03A02O+X2MEeKYeVw2czR+PjGeGq3pP/LlSRvztHdVdlEz7578KwPs2lESQXAKpcbWrXXykX9P7pcvuBmQFevn2Y6nk+mMvIG6Vha4DsI1ofIAD87eYh6JnSVl5/au0BjP7r1+iblojDz43HiYUTsOLekfAGRExfsQN1Hn/odf798GUYm5uGovImrN1bGVKuEmxm1cW+sKwRfkFSTbEheHXjMbi8PF7deEz13OINR8ALAuwWjppxqQcj85Me9HIAPy+qAsPIjzTkZyfBZuaQn52kem7hlHxc1DtFpUi+FBGLROu3JmRq3MB01bVDjxwaqXDnkjzGomvOPmIE8BeAn6M0rtW/QqBXBn5ywiD0TU2Ax8dTM/suzukCm5mjjoUzioNJd9gARh60Tgt9njWuP3KDwarbKGXmZybKPYocC2w/Tp8aMH5wJhgAfkGikqhZ4/qha6INjS1+3L78B2o/4eqHL0OXhLYyFi/KfXk3L92Ki57bEJUiuLG4JiyWhEDQcFeS9x7eMwmSBCRS+sUAwBSU+HhJ7dYlr0FaDGnlylcVgccSgN+vDC8Fz7yqf1iPXHG1Bzf84/uwfb30zhGqPrqGVj7kkib7Jy/LiX1PXxfq8TMar0eQHGcORe4UPn1dGBnZWFyDAf/7uSqu5vq8dJVZZck3h8OWmzysm+qCvWB9+N+IduNEStEBiX7BJ54KkV4BhtEgtDirXFolq9e3hCvc6Q4bPnzo0jASWNbgxQ1LNqPv4+vQZ946THtTJn7EKc0AeP3uEcjLcqLa5cVD7+6CNyD32Vk54NoLMsIu9kXlTahx+2AxsVRCVFTehGO1snpHmwJCyGPvrvZ2Z1waOYT1kJUUp5khqlfNAIBrL0hHit0S5vYnyMtyYuWDl6iI8NjctJAKrjUpiJCpDQerVdcOPaXNSIU7U/JoRA47qyr5c0eMAP4C8HOUxud+UogfS+ox9xO68/GOUT2RmyEreTQSlWAz4UhNM7UP0GgsnNFUkPwsJ2xmDqCUgdMdNlzSpwtYAMdOq93EeVlOTBzaDQzD4FClm6oizhs/ELkZiTCxoE4tSXfY8Oqdw2Eza5eL0x02LL97BC7skYRkhUPYy4uocfvwu3/txtUvfkclgxuLazD82f9ohvIuMFBHjIwgSnVl3iq6u1FpVIgs8+ZlOcNMFNuPN1B75JQXt6IKN8ZEBIzPGz8Ii24dojrJtQZETHtzB3rPXaeKm1l65wiq+SPyv4KnrlFdeFdsLUFOkOh4I/qu5lzTT6X8rdhaEhbPw0FWL5UoKm/Ca9+3fXYtcwhRXbXcyzqDQMgSEY/hiJy76/ULqtBoQgIvzkkO+z0vho/hs7CykeLvtw7B2Nw0VLu8uP+tHahyecGL8hakOuJUM3DnrdqHGrcPDpuZOh9XPhdIsJpYatmzS4IFkiQ/RqKovAmbj54GAzlqKRJ6+ZfVLi8OVbkRZ+EQTym/642f06tmAMDir4+gqsmLxV+rXfF6ofov3ToMJxZOUB1PkaBdO/SUtmimOZ0JeTQSMc4FsayJEcYYAfwl4OcojTMMA0miO+4AeS5waX0L1uypoJZa9UYoGY2Fe2BMDjKdNhyodIWctEoYlYEfGJODPmmJEAUBa/dUqBS6B8bkIDneAlGS8G1Erh/ZvtH9uiLRZsb2knqqCkrKxRzHwserTSFkmVW/uwzvPDBKLgkrvs0ev4BjtR7UuH24f8UODH7qC+Q++TlGPvsf3PPmDtQ1+0PLKklDlwSLZmmewMgIMmlYNuzBCRnegED9fGtnXg4u+Ld/au0B1TLTLu2NLMV84KfWHlCpiS/dOiws/88vSJj25o4wUjdpWDaOL5ygcggDstb14ldHQr19lyzY0O4S+oL1B0LrP7X2gGq+ss3MYsW9I1UGnBVbS1Tq64uUXMDfKpzSDNTmEEB2IouS/PxTN6qfLypvCm0Xp8EQSSyKVrbe7HH9EWduO8AkAF8eqKYe2ysfvBQr7h0Jp80EFrKxhGPk9x7bvys2zb0aB/9yHSYNy0a1y4sZ7+7CoSp3qDxtNrF49c7hYeezapcX1S4vGABpiVbquW7qyO6IM5vw1ymDVQqfUf/f/DVFaA0IiLOoXceA/pi41zcdx8m6FvRIicf0MTmq5/umJYBjGdVEE7LNegqg3iSQuav2oayhlTp9KFqc7WvHmZJHIxHjXBDLj3fRjTf/TYgRwBjOCxZMHoxROSmaatNtF/VAlwQLfEFFKxJGI5TkqBgTlWClO2ywmFh4AyL2V7jwPEXJkJ8XsHZvJXX9UTkpEMCg1u1TqYxEnUtz2NDi40NOXSWmj8mB3WrCabeXqvABbaYQq4kFz4vUcjBZbvXDl2HaZb2pBgBelA0VPl5EbbM/VOQzs/IJQHnNf0nD/BEGYzkJcWZ5OySET7BQQlA0CdKU3NfuHBFGWGZ/sFel2D3763yVKvbiV0eQ99SXKofwCQ0iSFDZ5MMNSzZrmj9o/ynVOSVI7M6hv1yvGrl3wz++V5G/RbcOURHvFVtLUN7Qdtz8mRL+DLSVfyXQ8wEffndn6G/enXJDBACNwZ488hiJdIcN3SKc4a1+eh8oIJch9/75WhxfOAFHn5+AYwsm4Njz47HivlEhAkCUv72nGsGLEiwmFl3sFiy7a7hKXV284QjcOi7covImzF+zH96AQFXTFm84ggDPa/b/9UiJB8swGDcwXfXeRhEwHh8Pb0DAgIzEdhMpPQWw2uVFvJXDHaN6UBXPi3qnwMwxuKh3SrveszPCiIieC2J583D9G93/BsQIYAznBXlZTjw5YRCeXadWf4AgCeM4CKJE7bV7blJeMJhZoJKnB8bkwMyxqGryUsvMz0zMg4mVL5qbj6hdnUaj4aaPyUGfrnZwLAOPj6eWqW/Iz4SXF7DnVCO1XPbqncPBstoKHyBfSD+ZcSnirCY0+3hMf3sntZyR7rDhiQmD8PLtw5CWaKVeqJRgIRsolHrG0zcN0gzoVsIVnNLgalH3WRG8qCCSJ+taqL2Av728dyir8Ifj9SpDSF6WE29MGwGTggS++NURajl40a1Dwvhos4/HtDd34JIFX4ftV0IEP5s5GqnnYESWhZNnL9Nid5Z8cxijnv8aRRXhfY9P3zRIRf5WF5SFkcREK0cld8r92s2pjjYBgFOKubeLp2qUBPUrwACAUTnqEWhf7a9utwO9qLwJk1/ZgmlvbMfBKneoPMxCwl2X9FQdg7I5pAI+XkR2chzV/PGHj/bA5eXBsQx1PvCuk/XwC0B2snoKDqDfAWkUAaM36aPa5cX2knqIooTSenX5WK+SsWjDYby/vRTNPp5Kbh4fPxAPX9kXj48fSNnqGAB9cpj2M6qYnSvECOB/ATprk+z8NUXYeaJBU0XIy3LAxDEI8KJKwh+bm4Y4C4e6Zj81RT/dYQtlfdW4fVSC1jdN7kNr8avLlHlZTtw0JBNmE0t146Y7bLi8fyosHIPShlaqo1gmofKM1fX7qqjvQRQ+QdBX+G4ckgmWYXDa7dWNfRmbm4YfnxiHjx66BAMyEtHFbqFGUyiJn4ll8PRNg6KeLkEyAt0+Xnc7lNEgtDLVvPGDULJwQuiiSzOEjM1Nw+qHLwuLPnlq7QFctjCc2E0alo1PHxmNjMRwUlfZJBsRcp9YF0aW8rKc2PHkr0I9fXrKoBEu6ZOC7Y9fLc9efm48lcz1f2J9WL8fANgtHFbcO1K13zcW14S5hxmEx+MQLPnmcGg5jgX+/fBo1TLK497MMZrubqIc0xRkglnj+sEaNPiQv4YE4AGKm10LsvnrBxSUNqK4So44YSD3P/ZNT1QpNUXlTbh9+Q/wBQQkWE3U8qzS/JFoU88HrnZ50RC8WTFTgg6Lypvw9cEaiKKkmjoCGEfAHA1GtRylRLW8vuk4vAEBaQ4bddv1KhnFVW74eBHFlAkiwM+z9SeGzoUYAfwvQGd1Cev1twBy39FVA9IQECX0ooSzGqmACybnI8NpQ0AQqQTthVuGIN7CwRsQqCrhrHH9kRxvQZ3HR1XeHhiTgwGZDpgZYOWPp6hGjZdvH6ZL8IjCF281aRo+yL7Iz3ZCkGR1S0sxJMjLcuKL2Zdj1//+CkvvuBBpiVZkOK2wmhhkOm2wW1iYOZn4HX1+fLtGi71wyxCYWAa8KOHRD/dqLve3m4eExoJ5AyJVBQTaDCFOK4tec9epRqblZTnxye8uQ5LCdVzeKBO7SFL3wxO/wgpKCLFPkEvIOfPWYcifv1TtY6IMnsl/70+/RHURrnZ5ceuyreg1dx1mf7AX/oj4lTnX9MP+Z65TqVGrC8pU5py37h1JVa0WbTga+reFY6lEYP6aolCJP8GiTe6ag0OaySMN6Q5biCBKaIuCCQgSJr28RfNmoNrlxbPrDuC37+zE5Fe2otnHh8YUAnK7xr1jeuOf00aq+v6mv70TzV4eVjOH96ZfTCVgRuaPxRuOwNXqlxW8yern568pQouPR5yFTjD1ImDIOcFm5jA4W71tHh8PPy/iytxU6rbrTQKZdXU/ZDhtmHU1/eZEb6JSDDFEgxgB/C9AZ3UJzxrXDw9enkPtbwHkC87+Chc8Ph4vfKU2YxipgKQMCwDrCtW9fHlZTvRJtUOCPP+TpvJdmZsGBgwaWvwqEpnusGHpncMhgkGzj8fD7xWoSCIheFYLB7eXpxLNSMPHfSt2Usnk0juH46Yh3WDh5J7Aqct+wLxVhYbKLlEFf5g3DsXPjse2eVdj/zPX48hz7SN+yu0lEzl4SlO8cpvHDWqLr3j0w72ahpATCyegySe/1qqCCmpI9pePjlU5TGd/sBejI9TAsblpoRDiSJ+KKAFNXrk83Hue3MeXTyGEZ4LVBWXo/+Tn6DV3HUY9/zW2H29QLZPptOGzmaOpU1kWrD+gyg3UKsvftOT7UFyPmdV2bn97SDGxY+pQ7Y0n/Zgas4IJXvrNkJD6FxCkEMHnRdmA0//J9bj4+Q0Y8vSXGPzUFxjy5y9xzUsb8daWE/hqfzX8weOFVPUTrCa8cc9IPDlhkIrALtpwGLVuHxgGuHFIJpVAFZU3wePjkZvuwCczLqXuK6PswNREK8AAl/XtQn1eb5LH65uOo7LJiwEZiZg9Tv031SsPA/qTQDYdPQ0/L2LTUXrwuNFEpRhiMILOmO4YfikgpYLOhnSHDcO6J2HK0q14blIe9eT93KQ8zF21DyN6JodGnkU+/9jHhaHZwJEn8AfG5GDNnopQL+Bnvx8T9vyCyfn4zWvb0OIXqM/PGtcPh6pcKKn1YPfJBtU2pDtsuHpgGj7dWwE/L2DGu7uwNMLBmJflRE6qHfvLXSGiGbmdpBx834qdEEQJD76zC5/MuDRsuXSHDYumDsMDY+SyWLOPx0c7y1Bc5Va957lGvJVDk5dHvEGI8jMT87CxuBZeXoQoAXf9czu+mH05dVtT4kyoD86AvefNHUiKM2PR1KGh44I4TFcXlOEPHxWGHKtlQTWwZ5f4sNFhk4ZlY9KwbBSVN+G3b+9AeVO4mYhwHVeQECrBILwfTPkzy4QbZyKXpSHTKRuDaARjdUEZ/vTxXijFNwbA3ynGEAJlufzI8xOoy6zYWhJSHjmGng9IEO3fc2xuGn51QTq+2i+P8RMkeZJHILhD/LwUFlqtBZtZVv6fmZinSew+3VsJUZJ0z19/+GgPDlU1Y0BGgubr1Lh9sHAMVaErKm+SxxNK9NFyReVN2F5SjwSrCV0T1T2WRgYQvRDoovImJFg5pCZa8dwktfLY4uPh8fHUvFJAnqg0f81+zYlKMcRghJgCGMN5hVGUwdjcNFyZm4avDlRj8QZ1FpbRbOB0hw0pdgsk0CMuolEBl945HFnJcZqxMY+PH4ih3ZPAsgwOVrmp5eaFk/ORaDPBFxA0e/3G5qbhjWkjouoJfG/6xUh32MAx8tzijo6Day9cQaJW2eTTLUGlO2x47a7hIdWooSWA2RElXoK3H7gYA4LZjxKAhtYAHn5PveykYdnYMvcqXBKhBp6sa5H7/Z78XFUa3jJvXGgahTNYStYxMasInfLnyMNIi/xZOBaLbh2CEwsnYNu8q1UEZWNxDYY8/RVmfxBO/jISLfh05mgq+bt5qexSJlP0lHmKkfjLZ23GozH91AYOgqLyJlQHSRv5u+rhLxPz0KdrW0tGQJSivpDEmTlkOm1YesdwrPrdZZqk7fblP8Dr55FgNWH53SOo5Moo+JmUkOuafUi2W6kkcu4nhfD4eNg04l/mrSpEVZMXZo6lRrwYoW9qAkwcg76p6giYZ9cdwIm6FuSk0oOp7VZT6D8ajCYqxRCDEWIEMIbzilHBKINROlEGh6pc8PMiDlXRg4eNsrQu7JGEODMHE8tQy6ULJucj3sKFVMBIkFgYX0DEIQrBIySxX1oiJFHE9uP1VNPJe9Mvhs3CodnHa05BibYnkES/XJCVBF6UQg7hx1ft+0nMPs/9uu1iaZRDNjY3DX9XZNxtO1avOSHki9mXhy3b7OPRe+46/PqVzarJE++TvDlFEDYA+HgRsz/Yi37z1uGhd8J7N0k8yYmFE1CyQHYDZ1Hcs5HcUPlzZJQeo/j9FbmpCkPI9dSLs2wKkQOjm1rDicvTNw3CD0/8StOsQSJfvAJwYuEErJ15OXW5Jd8cDt3wWDkGf71ZO95n1sqCUI6g8u+qhXSHDe89eAkuV5h8tBsBZMSZOaQlWvHqnRdi27yrNdVIQv5aAwLirSbNvj+ynCTq9/7VuLxgGAZX5KZS+zQrm7yQIMfj0MwjhBjTsgeNAqCrXV6U1rfAGWemqod6562i8ibsOtmAcQPT8QCFeBpNUoohhmjASJGTpGOIGi6XC06nE01NTXA46EaG/yZUu7x4/8dS3HZRj6jLkdGsU1TehLmfFIJhZLIWeaKeumwbdp9sgE2jUZzkjR2tbUbf1AT8856Rqve6cckm7Ct3wW7h8MFv1eOVisqbMP3tnWjx8eiTlkAtuT677gDe/eEkAryIQd2ceH2aWrl4fNU+rNxRClGSy4KrH75MU92YsnQrfLwIq4lVlYOVn23B+oNYv68SvCCBZRmkJlo1y41nE30fXwdelIN+j2qUIZW4ddnWsL64Odf0o/bCAXI/3LJNJWEtaZf0ScH70y+hLr+xuAa/f78ATV66gsUxcgTIy3eoM+Z+CqwuKMOfPimEn6dPk3XGmfEPRblbiSXfHMZLXx2BBCDOzKI1IKKb04qt88ZR32tjcU1YSXuFhomEoP8T6+EXJFg4BoefG9+uz7WxuAaPfrgXvoAAPy/AZjEh0cqhNSCGtjU10YoXfzPUcL8TUtfi46Mif61+2bih9Z2/cclm1Lp9SE204tOZo1Xfs3mrCvHRTjl/7zcjuuP5CIPIc+sO4ONdZbCZOer36bl1B7Bqdzl6domnng8eX1WIfxdUoE+qnXrOmbpsG/acasTQ7klY+WD4cT35lS0oLGtCfrYc9h4Jo+c7C87kmvBTIXb9jimAMZxFnInbWNkHqFXCzMtywmJicbDSTY2MeXLCINjMHLy8oFkGJsHPBypdWESZ7rFgcj4cNhP8PL1ESxS37inxmqXg6WQCCICDlS7qBJNZ4/rhgm5OcAzQ4PFRQ6LJ+0UTEUP6Alf97rJQPEtlkxeTX9mK2SvVppSzCRMbnPkrQhXQTMM/pl6IPqltpcMXvzqC375DzzWcN34QShZMCAt53nasPhTAHDkflyh72x+/GhfnJKvKu4IEnKxvxQ1LNqPP3HXImbsOQ8+S+YOGjcU1GPzUF+g9dx36BJ3AvgjyxwDITpJNIXufukaTpC3acDS0XmtAxOxx/aiRL4BMju57q438aeXeKaGXgWeEsblp2PW/v0LRM9fh8PMTUPjna7Fl3jjsnn9N6PHL/xkbFfmbukzua7VpkDoCkvln4ljN5RZvOIJ6jx8cK4c7R5KPUI+hCKQm2jArojxc7fJi05FauL08RvVOob6HUf9fYXkTvAEBYEBVD9MdNiTHWzBjbB/VummJVoiSbFyhQW9WemdCZ02giEFGjADGcNZwpm7jJ1YXobyhlerkJZBn5zLUTD5SXs3pasfxWg/1ov7MxLxQhMV3lPFs5DXMJtmtex+F4BkRSTIBJMNhQ7yFw2cU53G6w4bXp43AkO5JwXnBdKIIRF8OJtu/+uHLcMuIbFg4Fn5BxJo9FZj08pZzViZaOKXNefrSV+r+zEikO2x4b/oluKRPW7n/y/3VuO7v32tu47zxgzDnmn6qEWavfV9CzbYkRpGSBROw6NYhsJlZldNNgFyybAyaP/rOW4e+j69D33nrkDNvHXKfXIc+89bhgvmf47pF9G1bXVCG3Cfk5QY8uQ79n1iPPnPln3OD5V23T4AUfD8lOEYu9ZYsnIDNc9W9gYBMUPL//CV6zV2HTIclVGa+c1R3zey3apcXdyz/oS1YmQFevXM4db8qYTExYY8/NYii1xw0O9yk4fgly+pl/pFl1uwpBy9KSLFbqCkD8ug32fRC6zF8fdNxHKvxQNAIcI4Gev1/7/9Yim3H6iCIEgpONaqeLzntgSTJjzTMHtcf0y/P6ZTmPiU6awJFDDJiBDCGs4KOSP3PTcpDVnIc1QlHMHtcfyTbLahrpmfy5WU50ewTUOv2aUbCrHzwYnRLioOFYzCLoo4pDSH1HnXsCxAdkVz98GVwxJlR1+yjKnekZ3BgpgNmE4s1eyo0e/eiiYhRvu6CyflYfvdwJFhNYBmgqsmLW1/bdk56A5X9bRKiUwHTHTa8P/0SLFL0+TW0BnDT/9usaSaZeVV/HHt+fJgamJ/lwCvfHsWo57/G2L9+Tf1sk4Zl49BfrsfR4OSPnilx8kxahJ/4eElWMXlJNnj4eFkx9Pjlns8blmxG/yfWY8CTbYSPGDcECfDy8hxiAfLPkW5eDoDVxOLaC9Kx/fGrcWzBBM34nXvf3I5ec9fhzte3wxUsZ5c1+lASzBx89tfqXjdAJj3X/H1jWAn8pd8MMVTeVheUwROM3yGK7k+FapcX81YVYuoyuecvwWrC1JE9VGocQTR9f8T40eIXwDLA1QPTqOqbxy+AAX30GyCrexwnt1PQzCFG/X8bi2uw4WAN7GaO2v/Xq0s8WvwChvVIopIji4kLezybILmMz607cM77hWNh1Z0bMQIYw1lBR6T+sblpeG5SHp5YXaRLbq7ITQXDMGjQIGdGwdB5WU58MuNSJNrMKCxrwmKNUrAclMyFYl8iX2Plg7IDt9kboCpsZMybJagm0ggrIYGJNjNON/vw4c5Sw3IwxzKhiBg9VW9sbhq+njMWAzMdYBjA4xewckcpblyy+ayrgcoJGtGogASThmXL49uCP4uSnOk37JmvNI+BeeMHhcKXL8rpEoo4Odngxe9X7kbvYHn4yX/TsxY3/vEqeSbtwgk4vnACnr5pEEwsAxMj9zGaGFk1s5oALkIM8wsSvHwb4SPgGMBmkkfAccGfrVzbdJWShfL7FT97PV67i+5m3Vhcg9F//QYrtpbg22I5862xNQBH0K18aZ9k1TpKrC4ow03/bzOaFA5e2ng5GpQGngznT3eRLipvwqSXt+CjnWXw+HjEmTmsfPBiPD95sOY+mrJ0a6g/UCvzb/GGI6h1ecGyDAZlOqgK2aINh3Gsxg0Tx1DJWVF5E74trkWcmcNNQ7tR+wtnvLsLJac96JEST3UHz121D80+HrwE6vMvfHUYHh+P/RUuanlakiTkZTk18x0XrD+Il789qhoxGQ3e/7EUa/dUYM2eilhp9r8csRzAGM4KyF3smUr9c1ftQ2WTF3NX7cO2eVdTl5k9rj+KyptwpKYZ24/XqTL5SDA0KSdv/tNVqtcIOXp5Ad8GFbzIzL7VD1+GGe/uQml9C5ZvOq6aLZqX5cSE/Ey8taUEzT4B09/eqTJzkFFyH+0qQ73HT80HJERx+ts7Ue/xB0npETxPOemTiJgH39kV6gnU65NKd9jwz3tGYtGGw1i7pwIev4Aatw+3vrYNE4d2w6yzdFc+86r+oRFnEoAn/12oqVJFYtKwbCTHWzD7gz2hUV0NLQFMe3MHeibb8PKd2kaW6WNysOFANU7UtaBnsg07SxpDPWzvbj8Fu9WE176Xx2v99vLemDdePR922qW9dYOw5ZFse+DxBgCGActICAiAmQMYlsOCX+d1OIJjyTeHQ/vvGUVsS68u8fjusSvbtT5Be8b68Xybf/fFW4ZGtU5Hoez341iZeOqZljYW14TyMa0m7b6/apcX3xbXQASQnmilGi+UvX/JiRYqOZu/pgg1bi/SEm3U5xdvOIzCsiaYOAYX9kymKozOODNOu30YR1EgNxbXoNUvoEuChVr1mL+mCIeq3MjPdmruk+0l9QgIEraX1FOfp4FUacYNTEezjweDMz9fx/DLQIwAxnBW0NGw6VG9U7BuX6VuHEy6w4ZROV1wvNaDikb5ZBb5nkbB0IBcxp3+9k54AwKV4KU7bBjeMxkn61qo4c+ATEB+OF6HQ5Xu0JSQyNeZNa4/DlW5caDShQMVTZoh0asfvgyTXt6CapcXq/eUBdftp3pP0hNInJJTlm7FsruGazb5k5LwHaN64r63dqDW7Quqgaew4WAN3rhn5FlxxM65pl+IhLy7/RRG9EqJmhiNzU1DwfxrVOHOJxu8mPj/NiMp3oKXfjNE9RnTHbYwgqR0yt45qjuWKWarLttUggSbKez5aEgq2baOoqi8CX/4aC/qPX48fGUfLP76COo9ASTZOLiU9WJJwoU9kpCrMVVCCUJOCXEGAJuJxWs6xwNtu/ggazaxOOfuaDKT/NO9lWjx82AZYGCmQzUCLnIbH3xnFwRRAscyWHYX3cVNVLkWPx/qxaURs+lv70SrX7v3DwB6pMRjX3kTRvVOoT6/u7QRvCghKd5MJYivbzqOWrcPg7OdmDd+oOr5J1YXod7jR5aGQYe8f48U9fhLgoWTB+OJ1UW6bTORIFUaAKpzVQz/nYiVgGPoFJg3fiBuGd4dpfUtumXK6WNyMHFoN6QmWrHhQDV1tm5OqmwG0QtSviE/EyzDUMu8gDxBpF96AuqafZiydCu1zPvPaSORn+2EhWU0ZwEvvXM4BmU6AIYJkUBaOXj53SOQYDXB6xexckcp1WVMtl3ZE/jA2ztxwz82Gc4F/nTmaNx2UXfYLRxECahx+/DrV7bg2r9v7HBZeOZV/aH0D8z+YG+755OScOcrclNDvxMkoM7jx7Q3dyD3yc9x9Qvfam7rzKv6h/XJPTimTQF7cEzvMCftu9tPYXVBGfo9sR695q7DhU9/iaLyJjz6QUHIZRxNPyMBITbVLi+Kyptw4V++Qq+56zD0z19gY3ENfvPqVhyqcqPG7cPz6w+FQosbvQIyHVawjNwrOP/GQVj1u8uwYHK+LiG64v++xbQ3d4SRv1E5ydj4xyujJn8A8Nt3dob+beLO7aVgY3ENrn7xO3y48xQ8Ph7xFhNuHdndkPzdvvwHCIIchfTGtBGan2/xhiPYV9YEHy/ihny6ieT1TcfR0OIHwzC4aUgWdRmj3r2i8iaU1reAAZDhsFG3vdbtg8sbQI+UeOrzevN/jSaPEIzNTcPmP13Vrr93zJARQyRiOYAdwC8hR6gz5TTd8I9NOFDpwqBMh2okmxKLNhzGsu+Pw8+LGNErWZWhFZokwAu4sIf6eSC6bMBqlxdTlm5FjcuLNIcNn8y4lLrMr17aCJeX18zrI+rEgUo5yHpQpoOaG0ZKY55gaSw/O0lzxNvG4ho8+M4u+IIlPKuJ1VUDle8xb9U+HKpyIRDsobNbuA6XhVcXlKnm2GqVXo0gK2Z7UHK6JfT5CDhGnh+bmRSHF24xNjkQRCqEa/dWhkwWAHBxTgp+ON5WTuNYBvNvGIinPz0AUQLyuiXin/dchL9+fhCrCioAyKVWAPjz2gOQIC+TYDOHvU52chzKGlpDPz9906AwBfDd6erMSa198vC7O1Ha4A2LazGxDF64Jb/dpeii8ibcsGRz6OdFOmPnOgKS4Vlc7UZAkGTiZFDyBdqOb0EQdTMByXuQ702GRrZm2Pc9LYFKPJXfZYfNhP88OrbdeaHVLi8mvbwFNS4vhnRPomb0jf7rNyhvaEVWcpyqTWXqsm0oKG1EaqKVer4B5O8aGQEXmwJy5vglXL87ipgC+F+OzpTTxDAMJEl+1MNtF/XApKFZ6JNqh8fHa8bC9E9LpD4PhE/3OFrTTHUFkx69LglWtPh4qvEk3WHDktuGwWpiIYoSHtJQ+EJKIIADlS6qEkgMJhlOGzhWVgy1YlxIOXhwljyo3sghrHyPT2eOxut3j4DdIjsMPX4B7/94Cle98N0Z5+JNGpYdZggB5KiW/k+sb7caKE8EGYvv/3glJg3tBqfNFIqBESSgycvjUJUbE1/egiF//lIzqkWJSIXwmYkXwBx0eqTEmfDkhEGYPKxbaPnZ4/ri+fWHQmPfiirceP/H0hD5A4Dn1x/C8+sPhQhZUYUbT04YhBS7PJkkycbhuUl5yM+S/+53juqOaZf2xu7/vQYnFk7Anj9fp0uCql1ePPjOTuQ++TluWLIZJyPI3xW5qdgy96ozIgH3vvVj6N8McNaJRLXLi9krCzD5la3YX+ECHwyanji0G1Y/TB8Bp1z34fcK4ONFsKx2zx/QdrPnCwhItGmPjVu04TCKq92AJOGSnC7UZV7fdBws5BuMJbcNo96gHav1gAHQu6tdU2X0BgSkOWxU97DR/N8ZY/uEntO6GZu/Zj9cXh7z1+ynPt/ZoVTMYzi/iCmAHcAv4Q6iMymARJ3y8wKG90yh9sEpYZSGr5e0T95v/poieHw86jx+TBqWRe2NMUr8J681/e2daPXxyNGYFBJSAiuaAIbRVALJcoVlTRBESVPVIIhskteaGhKJapcXizccxpqgSQQAOIbBjUMyMW/8wDM6HlZsLcFTa9Vh3BaOwd9ubr9SpdzWBesPYmNxLVzeQCjrjsDEMkEHL4s0hw0X9U7pcPzEiq0lUSmAZJloewuNPuO3h2rQGpD/Hv6ID8oyQPckfYOMESKNI3oTWc4EG4tr8PB7BaFcPzMLDMiUHa1G20yO/aLyRvAicNOQblg0dRh1WaXyZ7easPJBOlHcWFyD6W/vQkAQNb9LZJtNDHDzyO7U80A06t8DK3bgaE0zfj0sSzVZBDA+J81bVYi1eypw09BuWEBZH/j5K4CLNhzGhoPVGDcw/bzmGP4Srt8dRYwAdgCxA+jsY+qybdh5ogEWE4sHDYJO560qxOqCcvTRKOmQUmK9J4D/uzlfszxqNPKp2uXFrJUFqGxshSDJ4bq0C81z6w7gnR9OAtAu85IL3P7yRggSgwEZiZrl5/vf2oFDVS5wLIMLujk1yScQXjKzWTjcNCTLkECH76e9OFztDiledguHV+64sF09RsrX++27O1HeoL7DNzFAYpwZi26ljz2L9vXnfLgHVS4vIMkKJjGPEJAYl3irCY44E5pbebAsg8v7p+LxMyS3ZxMy+T6CLUdrUOXyw8QBvABVyRuQFToLx+CKAWl4ZqK2MhQNFqw/EHJHA0BqogU7nvjVGb+eEoTAfrq3EoIkl3vtVhNevn1YVH/rapcX097YjsPVzTCzDC7I0j7mSam1sskLBsDUi7pTCVO0LRpXv7gRzT4eCVYTvp6jLv0WlTfhN69tQ6tfwAXd6C0qj6/ahw93noKJY3DnxT2pJFKPvIXKx24vhmTTy8ed6Yb9TNFZPkPs+h0jgB1C7AA6+yCq3IAMhyGBkS8YP+JoTTNuyM+kKgWk3ybDacOtI7tTTzrR9O1E2w9Iev1YhsHto3pQLwLk/aqavGAY4NaR2hcv8noMZMekHglUTlSQJCA10doupy9RSvyCTEJYRlZgzlQN3Fhcg0fe3w23N3IWBsAwQLyFhSACl/dPxV86QGxCcS0++SJv4tgwg0TY+wJIsHIICBK6JlogiRLqWgLommABB8Dlk8t3L7ajv5AGombXe7yoaw4gyW6GLyCbGRpbAjBzDJqDk0IiwTFyD6LVzCIrKQ4v3GI8R9cI1S4v7v7nDyiuDp8s8dnM0WfltResP4j/HKgOU5JvGJIZNdkmI+xq3D4A0CRiZFkSnSSIEgZmOqhzt8n352i1GyIYTSL67LoDeGfbCQQESVNxjLr3Lxgfo6XY6ymAs1YWYF1hJZxxZqy47yLq3+XxVfuwek85Jg3NosZFxRA9YtfvGAHsEGIH0LlDtGWOSxZ8jcomLzKdNmp+4MbiGjyxugh9Uu3YeaJBs7RiNLgdkC88D727CyYGyEiKw+Kp6j4hctE5VtMMq5nDuIHpVCIbbflKSQIlCUixW3Qb6OXX3YbmYLyIw6bfQE9bf9obP6LO4w/9Lt7CYukd0ceL0D7Dnz7ei01HTqtKtwQ2M4ukODNcXh6j+3XtECGsdnkxf00RNhbXwmxiQwogTSnUgtXEgmUYDO3hREVDC2rcAQzqlojjNR6IkoRkuwWSKMLlE+CwmcCLEuo9bcs0+3nwgmQ4X9dqktuwTZw8iSPDacOLZ4HwEVS7vJi+YgcKy12q59qTF6iFjcU1+N2/doeIX3tVP6DtxsXt5SEBsHAslt9NP96UGYImBsjvTjdKKdstGJbFHRo3Y6T0y0BCv/RE6mutLijDox/shQRoqn9GVQSy7XM/KQTDyIHzkcsYncsA47aXGKJH7PodI4AdQuwAOnfI//OXITde4Z+v1VxuY3ENHvu4EIk2k27f1+RXtmBPaSNMGhcXUuatamyFT5BwZW4albgppwD07mrXvPhMWboVlU2tYBkG91zaC09QLj7kwtfq5xFn0SZqbT2BjRBEwGLg+CUXmpLTHvgCAjguOoew8v0WrD+IdfsqQ05hlgHevGfkGZNA5bbN+WgPqpq84EURLT6RSpKS482ABMRbOfh4EZf17drh0m2kKkdTAKub/fAF6NvUXpg5BmmJFqoC2CXBgmS7BQspRKCjICX4igjTCEEXuxkr7hvVYYVzzod7cKSmOdQ2YOYYTBjcvv5RZeuCxcyhT6qdSo4AtXI+qJt2huDslQVYu7dCt5Qcbel34stbQjmEaygGFqJIegMCpgzP1iSaD76zC6IkYnjPFJX6t7G4Bo9+uBcMA7x4izr3Uvlez647gCcnDDrnuY0/Fc5XSTh2/Y4RwA7hl3gAdZb+jNUFZZj7yT6AkUNP9VRA0jdoNbGaA9KLypswZelW+HgR2ZT4BSB64vbcugN4b3spLCYWuRmJVCWQXBRa/Dy6J8fjkj5d8MCYHOpyhARazdq9e8Q598mucviDuWhGZg/lZ2YZoH96QrvKiUXlTbjnzR9xullWAxkA11yQ3uE+tMj3mPPhHtS4fbCaWJxu9kOUJEQKdQxk9TMp3gx55giDODOHhVPOLoFS9ubVuANnrAByHKN7IT+bKCpvwqyVu3GqoRWiKIHSRhhCRw0f1S4vnl9/EOsjbg76pSXgxd+079iat6oQh6rkeBij45l8n+qavRB1emfJspNf2QK/IGkSuzazSRN40bj0yzLybGXaeWjyK1uwt6xRt/Q7+q/foKyhVfNz6kXDKPFzN4DQcL5MIb/E63d7ESOAHcAv8QDqLA4tIHoVkPQNdk+JR1qilUq0gDa1MMVu1iRCSuLWJ1Xbzbt803H8cKwO5Y2tukrgrJUFOFThgscvIFfjoqXs3WMZBvnZ2s3vREngeRFxVmOzh9IhDLS/JEzUwDV7KkJqUlo7ewvbA+JM3l5Sj/pmP+KtHBpaAvAFBFX5mGHkMN5RvVOCREIEIMHMccjNSAQDoLS+Bc9MzPvZqyWEeG05ehp2CwdelFDn8SPRakKdx68izATKkOmzUe6d8a9daPG3McwzMQu1N8NSqfwZ5WOS71KLj9dVvh9fVYiPdpWBhYQLsrTLyDcu2Yxat0+z9EvMWsdPezBpaDeq89dI3SPfse0l9Vg4ebDuvoz2nHgucK7EgZgCeP4QI4AdwC/xAOosCiDQ/rvdaBqkpy7bht0nG2Azc4Yl1xOnPeilQe6A6JRA5cXLamIxtEeSrmLY0OKHjWOREGfWdBuTi5zHx4NhGKQmWg1nqT72cSHc3gACvNjukjAg/y3mfFgIIXi6MLPA69M6XhKOBoQU7i5tDJE8gIHbyyMgiGj28SE1ioBk/AmihDgzh+4pccjNcIABcKy2GTmpCWAAHKx0gWGY80YYlZ9NgoReXew4Wdei+jcviDhe26JZmmYAmE0MRFECC6B7FzsWTx12Vj4H7SbAzDEYPzh6kweB8obEzDHITU/UVXHblD8fRAmGyl80LRXE7MSLItId2sHRM97dheM1zYizmqjfr9DNoo9HH43oJ8BY3Ysm+oXgfCqAnUkcOBv4JV6/24sYAewAYgfQuQcxcTw3Kc+QbETTIB3NlBAg+kgXogRWubyaOYLKvMFat0+TVJLXW1dYidPNXsSZtS9i5OJT6/ZCEIHEKJQ9ZUk4mosvbf1bX9sWavg/W32BZwqyv067fZoK4IaDNfD4ZHMBIYW8IMGk+LfyOVGSFc5RvVNwtKYZ+dlOXHtBBl74qhiSBDx2bS6+3F+FfeVNyElNgN1iAiC/RqtfwNEaedJEnIXT/DkrOQ4n61pgYmW1V5nDyDIIqXm0f5tYBllJtjAFsMUv4Llf550TQrCxuAYP/Ws3Wv1tTu6uCRa8j8FoDQAAcuJJREFUdS/dpaqFyJIvxzK6o93IOsQcEo3yN3XZNrT4BcRbOKx8kD5hJZpYGED+/r/7w0kwOm7+ya9sQUFpIziWwT2X9dL87htFUUVr7DjfN+fk/ccNTMeGg9WdQiToCGLX705AAOvr6zFz5kx8+umnYFkWU6ZMweLFi5GQkKC5jtfrxZw5c7By5Ur4fD5ce+21eOWVV5Cenh5aprS0FDNmzMC3336LhIQETJs2DQsWLIDJZAIAVFZWYs6cOdi5cyeOHj2K3//+91i0aFG7tj12AJ17RNsbA7QRrR4p8eiaaMV0jVIwaaSeOrI7Vu44RW2ojjbSBWgLik5NtCLewmkqSNGQSrJ90V7MFm04jE/3VsIb4MEyLMYPztBtwj/TEXLKbQvrC2SAv2v0RnUGEOIREMSoFMDtJfXwBgQ0+/iQephst6C8oRUMA3RLikODx48WvwATx8DMsSBza/yCGDILWDhW82dAJnMsAwztnoQBGYmGCmCvLnbUun0/mTpJVL+1eytCJJQBMHFo+2OBzuSYC6l5AQFWE4ebhnTTbHVQtlAAwNSRPagVAPKdPlLthqQTCxOt0ctolCRgHPwcTVsKweyVBVi3rxITBtMjr34q/FKUwNj1uxMQwOuvvx6VlZV47bXXEAgEcO+992LkyJF47733NNeZMWMG1q1bh7feegtOpxOPPPIIWJbFli1bAACCIGDo0KHIyMjA//3f/6GyshJ33303pk+fjueffx4AcOLECfz973/H8OHD8fe//x1jx46NEcBOiI3FNZjz0V4IgoSxuamGF59FGw7j3R9OotUv4PZRPagmDgKjk3PoQlDrQXZKPEblpFBJJen1KyhtgI+XkKfTLxQtqXx81T6s3CGP50uIYhaq0uwxVCMaQ7l8e9WYyM8RWRI8V7Nkf2ooVcWfQgE82yaWswFaFFCcmcWrd7Y/Cqi9qnPkdJoEnYgk8vrRmKiA6IKaoyF/QPTTgfRiX4D23eBGExPzU+B8K5FnC7Hr93kmgAcPHsSgQYOwY8cOjBgxAgDwxRdfYPz48SgrK0O3bt1U6zQ1NSE1NRXvvfcebr75ZgDAoUOHMHDgQGzbtg0XX3wxPv/8c9xwww2oqKgIqYKvvvoq/vSnP6G2thYWiyXsNa+44goMHTo0RgA7KYiDzswxePjKvrp3nUrS1jtV+wQORFeeIeTuYIULLQEBNw/P1gxtvnHJZtS4fZphsZHbl+60aSqGxI26dm85fLyArgk23JCfqWtwefi9AgR4HizLGoZGk3Xa048VidUFZZj9wV4Asjp009BunWLKRgxnjo3FNXhgxU4ExDaH75mEgZ9p3ym58SEKqVZIOnkPEiETb3CTFE1QM/muF1e54edF3KZxgxZN7Es0rSaye7sAVU1ewxJ+e4wi5wM/R1IYu36fZwL4xhtvYM6cOWhoaAj9jud52Gw2fPTRR/j1r3+tWuebb77B1VdfjYaGBiQlJYV+37NnT8yePRv/8z//g/nz52Pt2rXYs2dP6PmSkhLk5ORg9+7dGDYsXD6PEcDOjY3FNZi7ah96dY3HidMthifAUKZfkxe8KGmaKYA2cqmngiknhaRpNI0D4WqE2aSdaUa2b8+pRngDoq7KQcKn3a0B+AQRyfHaQdDtDY0GOl4SXl1Qhv/5cC/IWSQ3PQFv3z/qJ7kIkIvipiOnkRxvRrfkOByqdGNQNwcqG1vBMAx6dYlHyWkPGEaODpEAHKp0wWLicP/oXnh9Uwl4UcKAjETdtoH/BmwsrsF9b+1sM/pwDF6/O3plOOx12uk8V2ZP8oKEeAuHiUO7YZZGrqdSWTSKkNlYXIOZ7xfAbuXAsazuKMdVu8uR6bRpxjZFey6Ixmw2+ZUt2HOqEVYTi9+O7aN7Y9vZJ4D8HMvCses3YDqfb15VVYW0tPCTi8lkQkpKCqqqqjTXsVgsYeQPANLT00PrVFVVhfUDkufJc2cKn88Hn88X+tnlUqfrx3D2MTY3DdvmXY3Rf/0GVU1ePLG6SLdcku6wYfHUYcHRba146N1d1NFtAPDcpLzQxUrrddMdNiy/ewQeencXIEmY9PIWalB0XpYT702/GLcv/wEuL4995S7M/aRQVQ4m23f/WztwoNKFFj+P25f/QL1Q5GU58cmMS4NB0E2ocXk1l0132LD0zuGh0OiqJi+mLvsBNw7J1AzIHpubhk9mXBoqCft4EQ++s8swY5Bg0rBsJMdbQsShuLoZ96/YoRnQe6YgeYHVLh8kSUJinBl1zT54g6HNdR4/jtV6IAGoLa4NlaYPVblDr6H8NwDM+WAviLWhuMoNh82EtXsqkO6w4Q/X9McX+6uwr6wJ+dlJuH1UD/xr+8nQz9dekI7/+7IYDMOollU+R0gmwzBYMHlwpyv3EqwuKMP/BKddAEAXu0VzHJkW2mYBV0AIKnjRZE+SG5c9pxohSvJNiJaCDrTdaAnBPMxld9EJHSnnr/zxVKg/8D+PjtYklJ8VVkKSJFzcp4tm68jrm46jocUPlmFwZW6qphp/vNaDnFS7btyUXNVg0SctAbdd1ENz/wDAoSoX/LyIQ1Wd85pDtt/oc8TQucCeixedO3cuGIbR/e/QoUPn4q3PKRYsWACn0xn6r3v37ud7k/6r8NykPCTFm1HX7MfqgjLdZdMdNrx653B0SbDB7eUx491dqHZ5VcuNzU3DG9NGIDs5DreOzMbov36DjcU1quUIEQPDoMbtxUe7TuH1Tcepy703/WLYLRwAoOS0B0XlTdTt++c9I3HryO6It5hCJFBr2aV3DsdvRnQP9pIZL3vLiO6wW+XX/WhnGSa9vIW6PNnmT2eOwet3j4DVxEIQRNzy6lZc9NwG6r6g7sN7RsDCyaeT/eUu3Lhks+b7tRcrtpbgxiWbUVzdjMbWAJq8PMoaWtGqmNjBArBwcik6Kd4cMmboQVQsZGIBl5dHjduHfeVN+O27u7Dyx1MoqnDhvR9Lccur2/DhDvnnlT+W4oG3d6KowoV95U24f8WO0HPv/1iKe9/aEXpuzod7Q/++760duPbvG3Hdou/x0Ds7cfUL32LEs//BrcvkfT17ZQH1GD2XqHZ5MXtlQRj5y01PwPpZY9pNVhesP4jVe2Tyx7EM3rxnJL6YPdZQgb76xY0oKm+EiWWQYDVpEjqy/JSlW9Hi4xFvNeGTGZfqGjn+9cNJMIysQi65TR2/RJZ96N1dqGv2Id5qwvQxOdT3JiTRyrEYnO3ELIrSVe3yYub7Bah1+9DsEzQ/x/w1Rahr9iHFbjG8WVpdUIbiKjd6donDMxPzNJc7n0h32DRvMmPovDgnBHDOnDk4ePCg7n85OTnIyMhATU34BYbnedTX1yMjI4P62hkZGfD7/WhsbAz7fXV1dWidjIwMVFdXq54nz50p5s2bh6amptB/p06dOuPXiqH9GJubBkGU0BoQMH/NfsPl87KcmJCfiYAg4mCli0rYyOtu/tNV+GBHGcoaWvHgO7s0ydWrdw5HWqLcu7ftWB2eW3dAddHOy3Lig99eAofNBD8v4DevbcONSzapXjPdYcOCyflY+eDFiLeYDInd85MHY+WDlyDOYkKLj8fkV7ZQSYPyddMdNkiShKomecqJHqEjamC81YTWgIgatw/3rdgZNQlc9btLkWA1QQJQ4/Zh6rJtHSaBS745jKfWHgiREwtLP2mJAHyCnBDY2BIAw8ghxQMyEnHtBenIzUhU/fuaQenIy3Jg0tBusJpNbWSSAQIRc3xbAwKk4HNg5PgYAl5E23NAWCizEIxusbDyPimubsahKje+2F+NY6dbcLrZj+3HG1Dj9uHTwgpc9cJ3uGTB1xjwv+vx0Ds7zykhrHZ5cfc/t2N10MxDJr20t4RfVN6EG5dswmeFlQAAjkFUpqKi8iY8+M4uNPt48KL8vfl6zljdMWikXYHjWN2y8uINR1BY1gRRkqeU/OdR+usSouhuDaBLghWvavTNhkiix4fEOLNmf+3iDUfg42X3/nOT6GSt2uVFIKheXpmbZriv56/ZD49fQK3b32kV5Bh+nugUJpCdO3di+PDhAICvvvoK1113naEJ5P3338eUKVMAAMXFxRgwYIDKBFJZWRkqMS9btgyPPfYYampqYLVaw14z1gP48wEJQr1pSCbW7q00DEQlJ/hjNc2I1wh0JTCa16l8zdCEj4CAW4ZnUycARA651+uFausfFIJuRv3YC9L/ZGIZZDhtmn1NZzpC7g8f7cHh6uZQSS7aknBRUOmqccutEkYuTj1Uu7y4+PmvQ0RsQLodh2s8YQSLZYBuThs8fgF2C4fWgIjBWQ64vHy7IlNIn2l+thNd7Ba0+AUcrW1GVlIcTpz2AAyDgRmJiLdwus/VefwoKG3EsB5JOFnnwbHgWDg/L2pO6yBCJO1pM8egR3IcFt924VkfeTftjR9DZXGOYfDGPWfW79feHlKlwcnrF8CyxvFF0U74IK9vZPggy0Vj+ogmFJrsi+lv7wQvShjaPUkz02/eqkKsLqhAn1S7ZnyMEr/E8W+dAbHrdyeJgamursarr74aioEZMWJEKAamvLwcV199Nd5++21cdNFFAOQYmPXr1+Ott96Cw+HAzJkzAQBbt24F0BYD061bN/ztb39DVVUV7rrrLjzwwAOhGBgAIZPIAw88gNzcXDz22GOwWCwYNEg7OkSJ2AF0/tCekUhkxm+t24vURJtmPyAQXUYgeU3SDN4lwYqJQ7tpzvqd+0khjtV64A0IsBsYPkieGQMgLdh7qHWxmbtqH/y8CJfXrxsaTZYnI+SsFg45qXYs1IimiFxHEERYzNqmFtq+eWDFTuwvb4KIMyeBD72zE1/sl5X7RCsHPy/CR+bPAkhOsOClszBvl/yNWgMCIElgGAaSJAEMAxPHYniPJE0zgh6qXV68vuk4PD4+RAxzUuNxvLYFgzITsa/chYYW7TFuSpgY4J9nKXQ7kqSfCfmLvEmI1kVOyJSszkmGEUfKrEtfQH/CBxC94UMZ95KVFKdp+gDksXEf7izTjY8BjOf9EkQb/Ew+T7RB+DG0D7HrdycggPX19XjkkUfCgqD/8Y9/hIKgT5w4gd69e+Pbb7/FFVdcAaAtCPr9998PC4JWlndPnjyJGTNm4LvvvoPdbse0adOwcOHCUBA0ADCMulOoZ8+eOHHiRFTbHjuAzh/IXfH0y3tjy9E6TaJGQNy0HCMhMymeOo5NiWhcfEqHLi9KmgoCIF9E3v/xFCToE6K2CR+y2SEzKc6QsEabg6ZUJIHop4coVcxoyRwJyt1f4Qqupx1orYW8p75As0+2aVyZ2xXfFp8OPffZzNHtUvce/WgvvH651Oi0meDy8ehit8DEMihvlN3iWjCxDHp2iYfbyyMnNR5HajxIspnQPSUeByrdod8lmFk44q1Rmz2IErb9+GnUtwQgihKagn8bIHwSCADYTAw2/vGqDvVZRU5zsXAMlrfT6UuOCVdwW6PNkVRGFYFhDV3q5Bgirna94zXS8OGwmfCfR8dq7qtoJn2Qzzp12Q9o8fOaY+PIckaRUmQ5o2xAJdqTExhD+xC7fncCAvhzRuwAOv9oz910tDN+gehHxinLQxYzh3ED06hqUbXLi/tX7MCBCtnF102H2BHV47viWnCM3EdGcx1HbmuzjwfLyOPFjMJpS0574AsIsFn0SSNZ5763duB0s8/wQkz7zPvLXe0ijwTKnEElLuzhxKrfjTZ87z99vBebjpyGEOUZLjnejJR4c5gC2NgSgMfPU0u4DOhl2zgzh3SHFQ0eP1iWwdj+xgHmZJvnrynCV/urQ6+bYOVCJBgArr0gHa/dNSK6DxQBQmaIIzbewuLD30ZX2ifbt2D9QazfVwVRFGE2sUi0mXUJD1lP2YYQTVi5UikURElXOSfLHqx0wRSczLLkNu0pH2R8Y3ljq27Yc7SzhdtzriCViGE6yxGsLijDvFVFsJlZLLp1aEwBPMuIXb9jBLBDiB1A5x+Pr9qH1QVlyElLiCp65Nl1B/D+9lLYzBzuuqSnbmYVKQdfn5eB5ZtKNMsw5MRe2dgKi4nDkO5OqsJIphx8W1wLC8egS4IVw3sma5aeQq/b1AoGxsRu+ts70eDxA5AwqJv2smT525f/AI+PB2NAGsm2hMbO+XmwLIPxgzMNiU2oHFwhm0HMUQYCE5DpB4QIA0DPlDhs/KO2GlLt8mLKK1tQ1hhuoDCzAMuyIQXQxrFoDKpYDACrmYEoAhwnPzrjTGgMKnNgZLMHC9lwQtaRAOSm23HaEwDPi3D7eGpJl2WA7slxePkObYcrwcbiGtzz5o623seMBByqagYg99gVP3u97vparzn97Z3wCxIYAKmJVrxxz8h2zYGe/vZOVDV5ISH6vtDImdVmLrp+v+lv70S9xwdIElIStFshyE3GoUo3OJbBBd30A9CfW3cA720vhcXEIjcjUbMSQL57Na5W2AzaK6KpFoR6kWs9iLdwhvmcQPvaXGJoP2LX7xgB7BBiB9D5B2nkPlXvgdsraN75K5d/fdNxNPt4tPoFlNa3GJoFogmLJnOIPT4etW6frsIYbfM5ed3pb+9EQ4sfVo5FYpzZsK/pYJUbZgYAw+juj7YLrR+QRN0LrXIdYkABgLQoiESkAmThWNw8PCuqvrob/rEJRRXh2WccA2ydd7XmulNe2YxdpW3uY5YBxvTrir/dPASHKl145P2CUBn8bMHMMWAZCX4e6Go3w24zo8Hjh08Q4Q2IYctmJdvw2p36+1mpfipLwVYTg+Jnx7dr2zYW1+Det3aEXmNwlhOvTxsRdSmZ9IL6g6MG4ywmzTm6ShDF0ePjwTL6Pa3KdYiazTEMBuvcmJDjfW8wPzDDqW/4eH3TcWyLQvkjpecjNc1wxpl1j+9oS7rzVhXio51lMLEM7rxEu4+QYGNxDWZ/sAfegIgFk/WnhMRwZohdv89RDEwMMfxUIKHKbq8At5fHE6uLDJd/YsIgpDts+OpANQrLZJVPD89NygPHMqGwaBrysuQS9OX9U9ESELC/okkze49sc++udlhMLH7QiJMhr7v64ctw58U9EW81odrVapgBeMeoHhDBwOXl8fB7BYavfUE3B0QwqA4GRz++qlAzfiQvy4lldw2HhZP7Z2vcPs3tUW7Xgsn5WH73cFhNLHhRxAc7TulmExIsnJIfyhckECR58oAWlORvzjX9cHzBBKy4bxQOVbow7c0dKvIXTWagEQKCBB8vK4K1ngBO1LXggct7Y+NjV2Js/65h71He4MVD7+7Ufb2+aYmhfysVxSvOcCoHeY0BGYlRk7+i8iZct2gj7n1rR3CWL4tbR3bXjWoB2rIFJ7+yJagwAwMzHVj98GW6/X6Pr9qHqcu2ocXPI95iwi0jsnUV70kvb8GBChdMrEz+lt9N/1xk2Xd+OInyxlbkZiQa3pwdrW2GnxeRnRxnmElYXO2C3WrS/WzfFddCkiQk2y2aOYNKzF21Dw0tASTFm2PkL4ZzhhgBjOFnj3SHDUtuG4bURCs4SFGFEN92UQ9MGpqFARmJSIozY/Ir2mREGRY9fUxv3Xy7B8bkYFCmA6II1ASzw2hkipC13IxEVLm8WLW7HLM0goDTHTY8OWEQlt89AnFmE7wBAdPf3kkldmTZl28fBofNBJaR8K8fTmoGYZPtuHl4NuKDwdEf7tQnZ3Lm32XI6+aA3cKhxccbZgyS9UjfI8MwqHYRwrlPl3Auv3s4EqwmWdUM4pNd5VHlE/5mRNtkgt9GkC4WQFqCmdrHRxCM/YsKXMTPL351BEu+PowV943CpzNHIyu5jXCUNejn+81dVaj6nYVD1EHAReVNuHbR97j3zR0QRAksA0wa2g0r7rsoavJ3+/IfcKhKdvlyLIPldw/H85PzDUv+M97dhbV7K+AX5BnTU0f20I07IQTtgx2laPULiLfI/X5a71Xt8obK0bwo4YKsJF1yOW9VISqbvAgIEnp3tWuWfcl2HKxwoVcXO4b1SNLd30+sLoKPF8EyrK6it2jDYTR4/OiSYNUkqZGfzxFngollcFHvFN1lY4ihI4iVgDuAmITcuTB12Tb8WFIPSQJG5Wjn+CmxaMNhLNt4DF5e1M3uUr5HNP0+izccxoaDNfD6edhtZt0epuWbjmP3yQbUNfsgSNCdXUycx82tAXh5Acl2q+Fs4PaWhGvdXogiEG814aYhmbqlWmVJOMFqwo1DMpFgNWn2NZLtIv2EHh8PE6tf6iPrXP63b0OlZ0Ce3jEg06GKs+kzb12oX3Bs/65Ycd8oAECvuetCy0we1g0v3Tos7HcEDOTMxn8o9tXG4hr8Plg6lkA3fwBA39Q4HK1tDfvdiYUTQv9Wvp/y90psLK7B/St2yD2HwUZDEbJ698XsyzXeuQ2RZo9oXbpk3T98tEceqydK7TJ6kBLr0dpmiKIEi4nTLRWT78navZVo8csGptRE7eOZ7JuZ7xdAkCT4AgIGZDo0e39JefZoTTN8vIjURCs+nUkfBQfIhrKC0kZwLIN7LuulSepINMutI7PxwY4yw4iW9hjVgPb3NcdwZohdv2MEsEOIHUCdC239OAxuHp6la9wgIE3kx2qaMaZ/KlytAd1ImWgdf4DccP7W1hMQBAkJBs7ZtqZzOVfwhvxMXXMIcUgaRcVExmMkWE247aLuuq9NyJl8UQZSE/V7t8hFmQXgFyUIoggzp3/xByJ6EAHDWJDVBWX40yf7IEki/G3GWGRG9H6t2FqCp9a2lfWfvmkQpl3aO4x8JVo5bJhzBUY9/7VquWgh/x12YndpuFK6/fGrw163PQSw2uXF1S9uDJE3gvaYLgj5YwDEWTgsvePCqMmfMt6lvUaPhhY/IJunMTBT34xBbmROu33w8yLigzcPWuPECFn8ONhHmmA1YepF3TFd4zhuTwg7+Y5sPnIaJ+o86JuaoKlYKm94sg2iWaLNFI1EewljDGeG2PU7RgA7hNgB1HnRnvysapcX7/9Yiq8P1uBgpcvwxNuesGiicPh5wZDYkYtiS9CZ2y89Qdel2J6oGELSAAm8IKFPWiJG5aToXkDbowYqFaADla5Q2dBIeWojs40QRURFlCe9vAWVTXIJlYFcGo00sEx7Yzs2Hm7LDczNSMDInsl4d3vb+EariQ1TFAG5Z3DmVdrOcNr2TFm6Jayku+jWIWHxNYToKYkpC+B4BAEko9mKq5tDvzOxgM1sbLooKm/C3FWFOB4MHAeAQd201bHIdc9U9ZNjYSoRECSYWAa5GYm6ocqAYuKOKCLZbkV2cpyhEYvcTPGCBIvBtBFl1qHNxKJfeoKuQePxVYX4aFcZ4s0cBnZz6GaETl22DbtO1oNljN3s7SVy5AbWGxBgM3OGodoxdAyx63eMAHYIsQOo84KUaSYMzsD7P56KaozSvFWFWLunApf162qoBALRXwwIsfMEc/qMiF17SsLtiYpRloRFQYAIeXqDltpxJmogIQWf7q2EIElRqUjh0x6iG4U3/e2daPYGEBClkMtWmTNY7fLijx/vDSOBFo7FDfkZWFVQobktgEwqTSzQo4vcL0bb9hVbS/DMpwcMMwZZAGtnjsYfPtobGrsGhJemlZ+JxKwQJFhN+HqOdqAxWVdZ8k0wUNPU624LZQ1Gq/qRY2lP0IFr4RjcPLy7bp4keT+ioEXzXmTiTbyZRV2zX3cUG3l9pYqZ182Bz34/RvMzLN90HGv3VKCu2Yc0naBn8trRhjjL8UdyZWHSsGw8P3mw5rIEZ9LCEsOZI3b9jhHADiF2AHV+tHdk3Ps/luL7w7XYX+FCaqLVcAoHuZh1sVsQFxwArxdAG02ZiSwfbUlYWYKLM3HonWrHhT2Tqeqe8qJX6/aBZYE0A1IXpgZKsnFkQn6mpnoIhKs8XRNtuKh3Ck4ZRO4oI0CsJhZJ8RZNVZO4NfeUNsDLy6cwkm+nVJQ2Ftfgd//aHZp8wTJAks2E+tboYmAYyLEzCPZQQpQgMYAgGqwYxORh3bB6T0WYk7dnShw+fKjtuCKqppL82S0sHHEWLJw8OKoeOuK27ZoQfb6fcn9LEhBv4fBKFOViMtHDz/MAGMNeP/Je89cUoayhFfUeHzg2upnBv3ppI1xeuU90RK9kXXVudUEZ5nxUCEgSrAajC5Xh0VaORYJOvBJR/D0+HkdqmjG0e5IuOWvv1CGy7U/8uwhJ8Sak2G1RT5OJ4cwRu37HCGCHEDuAOj/IyLjbLuqOdfuqopqpqTyBd0mwaZIpoE1p9AYE1DX7DUvOpNHcamIxtEeS7sWhvSVhohweq2mGx88bNshPf3snaoLu2y4J+qU4Zcm5xS/AFxCQbNCzp1Q+m308eEF/ogNZhxCFumYfTByD1EQb9eJMRqltOFiNVj8PXgK8fgESALuFw8Sh8oQTAGGqJIHWJI+zAY6RlTiPXwiNmTOxwA353UIhyCF1y8LhVH0L/EIbkb3toh66qhEhYa1+ucct3mLSVU2ViCz5RjMNhqw3f00Riqvc8PiFqCd6kOkhvCDCambRJcFqqGqTYw2SBLdPwLiBaYbh0RNf3gJBlMCxDNYYRM7MeHcXDlTK+ZKDDPoVpy7bhj2nGtE3NQEJNpNuZaA9c8eViIU+//SIXb9jBLBDiB1APx+0d6YmUZgOV7nh40XcPqoHntCJethYXIPHPi5Eoo3DqN5ddcuX89cUwc+LaA0IiDNzsJhYXeLV3pIwUZM41rgkTCaTNHh8CIgS7Dojr8g6oZ49SVacjIjj65uO4/vDtThS0xz1KDklEWxq9cMZZ9F8H6LcbjhQHRYabTMxcMRZkGK34MIeSbiodwqeX38IrtYAvIrev7NFBMnr2MyANyD/joU8WaRHSnyonBxpzCHrmjkGSfEWXD0wTdcMETZWDUC60zhgmeBMjB5KEhcQRFg4wGwyRUXKlGXtaALA22NwIssTFbTVxwMsgxdvydds9wiRv4omgGEMyV97yr7K1oQEHed/JGKhz+cHset3jAB2CLED6OcDotQ9NykPXRKseHbdAcMeP3KxKKn1IM1pg93C6ZYwpy7bhp0nGmDiGHSNQuWYtbIAhWVN8PECMp3GF7ozKQlbORbxVhOuzE3VNXAs3nAEa/eWB5W96NXAeo8f/mDExsSh3aJyF/t5ATmpdjT7BENFts0tKue46SmVhDQ2tfhR3igT4JagIsixwMAMBy7p0wWj+3bF/31VjFa/gKomb6g8TEAqviJkEslLgCBIYBRMUQRg5YCAIP873sygNSCFiCTHyoTn2gvksWcAsHzTcZyqb8H3h0/Dxwsh844oyepgfra2mhZG1lv88AdEmKIYqwa09dHlpidg58kG+AIiTBwTldGDHEvVLm+w14/FzcOzo1ILb1/+A5q9cmnaaHqI8phq9fGGEUdknRnv7sK+4LxgIwMROZbcrXLv6ACdQGiy3x58ZxdEScTwnsY9eVOXbcOOE/VgGQb3XNpL94ZRifbenMZwdhC7fscIYIcQO4B+nrjhH5twoNKFQZnaDeIEIaJ2qhE+QUKmU7usE6la9UtL1C0ZtXc28JmUhNcVVqK6yQuWZTDAwKFJXr+u2Qe/IEalBt7/1g4cqnKDYwGGYZAcb1wWfnbdARyv9aDG7QPHMph/w0B8XlSlu58IOWho8SMgiEhLtOHK3FTYKZmDRBEc1j0JM/61Gy1+IWjsYGA1s/DzEi7pk4L+6YnITo7D374oRlK8GTYzB7eXh6vVH+orZBnZzRyguD3MHANekELq1iV9UrDzRANG9EpGt6Q4MABa/AL2lTehotELURIREKRQP6CJZTAhPxOn6luQm5FIVf3IMdXi53GsxgNR0ifBtP1N+lSZ4OexW40V2MjjhwEQZ43OjUy+Aw0tPlhNxoaUSNUvzWEzjEEiqnjJaQ9aA4LhcUeUcXIDpXezomzrON3sN1RJyQ3UrpP1YBgGw3okRWXAOZP2lM4I8n277aIeP6vMwtj1O0YAO4TYAXRuca5OLGRSSF6WE5/OHB3VdizecATfFteAZSSIEoMrclM1T/LtbRonJPNQhQuegIBbhmfj+cn5msuSi199sw8tARHpDqtmeUqpBjJAcByVfnh0SA3kBSTHG6uByzcdx/bjdThU6YYgSVH1o5ERZYIoO4UlSLCZtMO1ldv2bXENfAEh5CSNt5p0G/jJjOYatw+u1kDIuRtnZsGxLHwBHgzD4soBqehit6K8sQXbS+ph5Vhc3KcL4swcDlW5EVA4P0wcg4EZDjS0+LHjRAMu79cVj1zVD+9tP4ldpQ1o8ATgDwhw+fgQ4WMZwGkzw+0LINFqxnWDM3RLvUqzDscCJo41JDrKzz33k0KUnPbAFxDAsgwu7dMFLi9vSBzJMdPY4ofFxCHewulGDCn/Nmv3lqPVL8BsYg1VcPJe0QabEzy37gDe214Ki4lF76523Zsm0oKw62QDjtc0G36/gDZFLsXA2EWwaMNhLPv+OPy8iBG99LNBlfil9P0t2nAYGw5WY9zAdMweF32E0vlG7PodI4AdQuwAOrdQnlhuu6gH3v+xFOMGpmPDweoOkUJC0J6cMAhHa9yYv2Z/VDExysgVC8dhSHenoYmjPbER0SoUym0pb2iFBNlwoJXTp8zoO1TlhtiOctnpZl9IcTNSZZRTHcwcA2ecBWmJVs08M6K0TB/TGy9+dRitfj6qXDhCjlp8PL4trkVdsxddEmy4MjcNEiTqJBJyM5Ecb8Zz6w5CkiRIYGC3cGj2CxBESXb8sgysJhZ+QYCZ42DlWKQkyP2HReUuJNhMiDOz6NnFjqM1zXKQsSChS4IZgijPRhaCjM9u4dAaEIIlXibknNY7fpWqsDcgoDUgQBAk9EmzY0y/VN1jgvzdiAJX6/YBiK7nkqxLSGOLXwBnUJZWrqc0FMVFYSppb0YmWWf5puP44Vgdyhtb0bur3XDbHl+1Dx/tOoV4C4c+qQm6ZJF8lj98tAf1nkBUOYiLNxxBYVkjspPjUOP2RaXKnklEVWdGTAH8+SJGADuA2AF0bqE8sbz/Yyk2HKxGgtWEZh9/1u4223sXHlKU/DxqXT70MrgIEQdhry7xhj1vkXmBPbvE6zqQlRfsVr8AhgHSHNqGgMg+vGgmjoScvz4eAUGMKkA6jIAwQGoUJcswwsmLsFtNeGbiBYYTFJRlcW+wzGkzc8h02jTNNYQQe3w84q0m5HVz4MnV++HxyY5aKweACQ+JjjSKsHIiTAhWE4t4M4fG1gCk4PI3De0Gu8WEQ1UuQ0K7YP1BbD1WhxS7BaX1LfDxgm6Zm7YfyLHgDQiwBMOc9dThsHWDIdKtwX5Iu9VYxY10bDNRjHIj65G/tT84QjAaU1C07Q9ARMafx4e0RP2MP/Ie0U75Ac5c+Yv1/HUOxK7fMQLYIcQOoJ8OhAyeDQVQCdKH09678GfXHcD720th4Vjd3D1lz1ut22dYVorsb/LyIgYaNKuHFJig+hRv4TBpqLYCoySagEyYjEwiJEBaEkUwDIM+aQm4OKeLLhGct2ofql1euL0B+HkRaQb5gcoyol8QYTNx8PJCVKVhWREUIEFCcZUbh6rcYSQKgC6RUqo5g7OduO6CDCz4/BCqm7yGCqDJxOJ/JwzE/goXat0+HK1pxuBsp24fGCFPPVLiUVrfgn1lTQiI8jSNARmJus5wJYjBw8+LoZF6dmt0sS6RM5kBWb3LSbWr5ivTtp+YPCwmFsl2i25bBFmHkNSAICIpXtvZrdxG0otY1+yLSikkU28YACzLwK7TIkC2i7RsFFe5ded8k216fdNxNPt4tPoFlBrkWyqxuqAM81YVwWZmsejWoT/Lnr9fCmLX7xgB7BBiB9AvC0qnsNGJWdlbdOK0xzAqJjIvMNFmwn8e1Z7wQEjXoUoXrGYuql6n+9/agQOVLkgSDMt3ygtrjcsLi4nDwMxEzfdo6/Wrx9GaZkiQwDIMcrradY0lkfmBfl5En1T9dZSj9uav2Q9voM01PH1Mb13DSOR7ev0C/MHevTgLhx4p8RiQkQhANmi05+J9piDlzsLyJvRNTUC8hcO3xbWoccnmHIfNjNREK+o9flzap4uhq1e5f/70yT74eBEmlkGK3RKV4kcUxw0Ha8ALAvyChLjgMWY0fuxMTB5kPWX8jN5sXuU6RPWTJMBu0ydy5LOR8GijudcE7cn5A9pu/mxmDndd0rNdlYhfSt/fLwGx63eMAHYIsQPol4UzKc20NyqGBPhyDHDLyO54UicqIpJktgQE3dwyQny+PliDptYAAAnOOAvGDUyPKpeworEVLcE+PL0yMiGCR2rcYBgGcSYWVrO+UUA5eYFhGMSZOXRLioOZYwxLw0oF1RKlYUS5rS1BdetQlRsn61pCs3L9gghRksJUQoCB3B2orxjS9mGPlHjEWzjV6xwKKpKtfgEmjoGFY2ExsbCZOYzqnYLURGtU7wOER5PEmU1oDfBgwGD84ExD4qgkxrVuH3hRgt3CITcj0ZAEd8TkQVQ/Py/CYmKRozOhQ/l+0cYekfchx3Fjix8uL48lt+k7loG2/M4Uuxkv3DLUcJte33Qc247XoaKh1bD9QwlSabhpSCbW7q382ff9/RIQu37HCGCHEDuAzj1+ygbjyKxA2cDBGI5lIi7evaca4Q2IyHDq9xs9t+4A1uypwKV9uqDK5Y06jzDayQWhfLTyJvCCBNagN1C5TnuiOEgZ7LugmmXUA6YkZIeq3DhU6YJPENElCuNHpGGkvapg5PsDsgK4vaQe3oCsTAII9e8Bbb2EYBBS7mS0kTsAYWqehWOjep1oySXZz7VuH0rrW1DW0Ioatw9WE4u/Thls2CNJXkOZIRjg5fKrxcTqjpoD2gic7KD2IyDKaqFRiTmyF1RCdKpfe4PPyTpTlm5FZWMrLCZjcxbQ/gk+IUW+yg0rxyI3MzGqEW8EZ1P5+7maLjobYtfvGAHsEGIH0LnH+YoYaO9g9mqXF/ev2IFDlS7EWUxw6swWVc4cPlDpinrElPIClJUcZzhBhKiB9R4/RFFCvEFvWFjpNKiSGfUHAspZwb7g+0SX/UYiXRpb/PDxIuIt8nQJI0WMpgoyDNAvLQF2qwlTR3aPihiR7VCSQiPlDggndwDC1DwaSYyW7BEQcnLryGws/74ELABPQIAkAX3TogvQJp/rtNuH7SX1ofzEaMg2WZ/0Bzb7eOqcZS0UlTdh6rIf4PHJ/YHOuOjNKO0xeijXASQIIgyPVSA8gshohjdZfub7BZAgQRAkDDC4AYtc92w7fn+usSudDbHrd4wAdgixA+jc43zd7bZFuBgrgATKvrp6j88wCDoyL9DIKaxUR5Qmh2icvJ/urUSrX76w6o2Hi/wc0fQHRr5Pi4+H1Syvk5uRSI1l0do+lmWQYDHBbGKR5rDqmhGUquDnRVVo9vI4WtsMC8cGnbAcLu3bBaejjOegbVtk756McAWwvQSPBmUZecPBGtkJzjIQRXl+8riBaVH1KyqJv6s1AF4UIUnGs54jt8Pj43HstAdiUPGLtmwbCo8ORsIMynTgn/fQ51HT1ovW6KGMkfEFeKQbTNIhny0yhPyNaSMMifSvXtoIt5eHPcqeQiXOheM3pgCeHcSu3zEC2CHEDqD/HrTHLUwuNI0tARytaUZ+thOrfneZ4fLRXpgis+LYKNQSZSB0nIlD71R9UwlZJ6w/MCCgX5QxMH5eRJXLC09QzTEyiygJ0PaSelS5vIAEZDjbF4WiNI+QWBeWYTAwMxF2qwnX52Vg+aaSqMvGZxvKbVy541RoexKsHI7WeMAwQLyZgwRg+uW98cGOsqhMSZGuay8vgmMY9E2TiWu0xI9EurAsA45BVMHMkccjQJRj/fDoyGNFEKSojR6hMYoBIerJJlOWbkWt24feXY0jmcj2PfTuLvCCgBa/GFVPIRB+rkiOt0RtLNPa7hjZ00ZH9k/s+h0jgB1C7AD678GZ9PDMW1WItXsqcFm/rjjt9mmO+yJQlqayo1AMIqeC+ATJMM6FLF9a3wJJAnp2iTckgsoYGEaSEGc1oWeK/nrKhvnjNc2QFGaRaONCatxyCLWfF2HhWNhtJvzhmv5RlXcJueiaaJXDmnkRR2ubIUmAnxdh5liIkoS+aQlIijerCNmZEMTIOBoGDDx+HsdrPchMsqGy0YtqlxdNrYFg2LQY2h5SXu2REo+uiVZNgq3aT6sKEeBFNLQEwnIX0xKtyM9OiioKJtLckRxvwUW9U5AWRSmeELjjpz1RKdKh7Q7LLDRWmMm2khYFS3CWcbRxOc+tO4CPd5XBZuaiyikkyvzh6makJloN1UUlzma/X6zcq4+O7J/Y9TtGADuE2AH034MzuatX9voVljXBxDLomqjvnFT2f0Wr/iib4NtT4lUSwWiDdVt8Ag5VuWRXsoFjmKwXaRYxc9HlxkVO/Kj3yHNZfbyAFLs1amUQaLuoE4KXk2rHrhMNsFtNcHkDsHDhhIz0FQ7KdGB4z2TUuH04XutBTqodDICjNc3om5aArolWjOnbFYu/PgKPX0BpnQcM5LnIEoCAIIIXJDAMIEmA1Sy7ZwmRJdsTrUKkUkqb5FKrxWQ8eUW5XxdtOIyichckScLx2mb4BDEqcwdZn5RfW/08LCYOfVLtUZExEgfj9vKGE2wi31NpUspMMi75kvd7dt0BZDhs2HqsDjcN7abrvAeAya9sQWFZE/qk2pFst0R9E3AunL4xBVAfMQWwY4gRwA4gdgCdP5zPE2N7+3qU5bXGFr9h0KzyPVITrchJtUeleJESr41jEWc1GTbEK4lgU2sAzjizoQpD1iMXY1GUkO604YrcVN1ev8j9UOfxwcJF1ydI1iWl0xe+OowWHw8fL4Zl+7Un148cP8O6J2HpxmOaCmBOVzs2HKxBQ4sfvCDBxMmdf4IogWMZJAfdtISImTkWfdMSkJfloCqAeVkOw8y8yO1sM6kw+La4BjVuH1hGJk9mjkVyvBnDe6ZErfZ9Wyx/Hl9AhM3MoW+aHWYuOvKmVPy8ASE499mYwIXHwQgwB0ljNMaQ9sQUKaGMzBmclYTL+6fqni/IzVffVDt+PNGASUOz8PzkwbrvoUQs4+/nhdj1O0YAO4TYAXT+cD5LI+0JjFaCqB/RzLwl75Fg5XCiriVqp3B7zRtkvVkrC+SA53aUhUk5zhcQ4OVFiKIIh0HuINkPyt6vVr8Aa7A8PKp3imEJNDJOhmT7+QURoiihS7AE2jctoV0Ze1rv9fqm41EpgO0p3+q9H3HvHqxyo8HjBy+I8PGiPKaunfmBdLVPdr+mO2xREVLacRWt4kfef+2eCniCY+aijYOJVBmjOZaB8IiX082yavzJjEujzprMcNpw68juUd1cKm9Etx07fUZThWI4P4hdv2MEsEOIHUDnD52lNFLt8uL59QfxY0m9YaYa0NZYXtfsQ0CQkJ/t1FUmIp3C0RBBVXO9KEU17u1M+wNf33Qc247V4VCVG4IoIc7Mok9agqGqpCoPu71gGQaOODO6OW1RqVJKMkhy/Rpa/PDzIrjglA1alt/ZcO52FOTvlJpoRXljK/qmJqC0vgWl9S1oag0gIMhOY2KEARjEW7moCGZH1T6yfcpeTCC6WCACOfR8N7wBEbwohaJk3rhnZFS5l4VljRBFIL4dZeLlm45j5Y+n4PHxhmMXyTqTXt6CGpcXvbrEwydI7bqxe3zVPqzeU95utTCG84/Y9TtGADuE2AH0y8OT/y7Eu9tPgQXgjDcbzutctOEwXv72KAJCdMYNoO3ifKjKhbREK74/ctrwAtLeyBjyPmcS53KmRHDRhsPYV9YEhpEVMj8vymqcw4r8LKdhlqByNq4cEi0hLdGKUb1TcLS22fA1lPu2sKwRfdNkQkXL8qNn9wEdye+L3IekbKuMjAHkAOqjtc2ocflQ5/FDkiRIEmDiZMLas0s8eqTE42CVG2aWMezpU+7DuasK5VI1y5yR2qfc/nWFlaHSdobT2NwRth2fFKK42h0isamJVkNlmKh+G4KTbBgAyXZLVOVe5XxrSZQgAoauXZLvJ0oSfLyIW4Z3bzeJI/2CRk7/GDofYtfvGAHsEGIHUOfA2VQDe81dF/YzA2Di0G6aY7YiFUAA7SoPkwvIgIxEjBuUbvgZIstV0agcZ1MRHJCRaEiMlLEgjS1+eIPqU7QlPKV65Q0IaPbxof673PRE5GcntVMJU2f50aZ3APQJHgzDICfVDruFk8lbsPwrATgW/He84jmGYVDZ1IpWv6AKjQbkEXS8IMFqks0w+dnOkALY3pI1+dt2T4nHj0FTiAQg7gzVPl6UHdIVjV6IkgQzx0YV4qzc12v3VoYieCxc9GPqSLRLi1+AiTU2M5HtVjp2U+yWqFzIytilBKsJUy/qHnXpXmkI65uWiGfXHfjJ44Ri6Dhi1+8YAewQYgdQ58DZ7AeMJIAEcWYWr9453JDUXbLga1Q2eZHptGHbvKsN349cjHK6JuDHkjp4edEwBw1Qj7KKxixyNhTBVr8Am5lDv/QEPDlhEDYcrNYkrUryBQlyth+ADIcNDAMMNlD0lP1wW4/VwdXqB8OyYADEWTj0TIlH95R4nKpvwayr+6HgVGPUNwH0+b2A0SQQvyCGDCBAmxlE+ZzFxGJQpgMDMhKhpwBGo2jqbXechQs5q1mWCZlCUuwWDOuRFJXaRxvZFm9mMSDofo6GrIeN96tywxuQj5FoTR6kzBxnZpFoMwMMoto3SpNHbrrDsDWCgNx09ewSBx/fvpIvEDN7/FIQu37HCGCHEDuAOgfOpgKYM3cdxOC/MxxW1Lh9EIPfkGgmB8xeWYB1+yoxYXAmFk0dFvX7kiiXGlcrkuKjm9oAqM0iQ7snGY6t64giSC70LX4BSfFmNLT4YbeYoioREyJ5sNIddJBymDi0Gw5VuTEgw2FYHiT9ggwYHKpyhXrlJEkuMQYEERkOG/KzkyBBMnQWG0FpoGiPAhhN/l40UKp7dosJEqSwXkkLx4bMM9Hk9ik/1+INh1FY1oQatw91zT6YTSwcNjNS7GZc2CM6RzHtxiDTaYvaHBJZZs5Kji7apb0mj7bP3L62C9p7PjcpDw0t/p+l2aOz9E13FsSu3zEC2CHEDqBfHlZsLcFTaw+Efp5zTT+s2HoSdc3+4FQJoH96Al64ZajunN/bLuoBQFYni6vcUZfhiEHEH+x/a0/flXLCRHvm4K4rrER1k6wiRVN2I59x3MB0PLvuAI7WNEMQoysXtpGqJgzOcuJQlRuFZU2wcAwGBFWzaHrvlO7cU/Ut6JESj68OVIdKrgzkEm7PLvHIzUhEazAipr1K4U+BSHJLQqTlyBeZ7Jk5WflUuqXjLFzUJFdpOCksawoZZSwcg+RgpmI0amRHWgPI+pFTQ6ItM0eq3tG0P5D1Zr5fAB8vK7RGxisazsVIt58asVDpcMSu3zEC2CHEDqBfJh56Zye+2F8NQCZ8b94zEgBCUzoAubdp+d36auCiDYex/Pvj8PEiRvRKNlTmAHX/GyCbEaIpCwPA1GXbsOdUY1RuYYKwMXFmDr272jEgwxFVn12kkiMBiLdEV/4j7z1/TRECgoiKRi+8AQFxFg4ZDllJipaw0UhUcZU7pE6RkOfURGto8oaJlUelxVm40DqtHSjP6n3Geav2wc8LGJjpCHs/BgwKyxtD01IIeVVGvlzUOyWkALZH1SQ3BTPG9sETq4tQ2eSFJMmh1F3s7ZsWolR/22MOinyN9syxjvwc7el7Vb7nyh9PodnHw27hkJuRGPVcaOXN3KFKV4dGunUGxBTAcMSu3zEC2CHEDqDzh3N5Mqt2eTF+8SbUefwA2kq/APC7f+0O5ZkxAP5+6xDNMhBRu4gCWNfsi/oioiRW9R4fLugWnWpxJrEx5P1e33Qcu4LKTnNwhu/AjERDRZC8Lwn6bQnunwu6yd8JhoEhGYwkGQcr3XJJ12mD3crBzLJR94ZFfqZmHx9SAHukxOM/B6rh40WIUlv/HlEOiUGDmFZyMxLDyWGw5BtJ4tr6/CJ/Jyt5pMxJegnJ+0lAkJTJ85JJ+ZppR+RL5D5kAIzu2xUz3y+AN0i0rCYWLX4B+dlO1Lp9UYdl08q87SF+gHoOdVZyXNQj3Eh2ppcXkNPVHtUMX4J5qwrx8a4yWE0sWIaJepYv+ez3r9iB4zXNmDQsOxbx8gtE7PrdCQhgfX09Zs6ciU8//RQsy2LKlClYvHgxEhISNNfxer2YM2cOVq5cCZ/Ph2uvvRavvPIK0tPTQ8uUlpZixowZ+Pbbb5GQkIBp06ZhwYIFMJlMAID/3969h0VZrf0D/84wzAwHZwAFRlRMrRQ8hGkgu/2+7oLUwl+a9mtralqmZdDR7avu3FZelR1s5+HKbL+78rVC2/bz1XZq5SnzgCcSBQU8ixwGUGAAgTmu3x/wPD0zDDCnhxmY+3NdXsIc15p5mOeee611r23btuHTTz9FTk4O9Ho9hg4dijfffBPjxzs+qZcOIO8Rezgjr0SHv2zNwYXyelhYcyYwPFiOv02Mw4aDl1Ggrf+9Le0EgULOLhDh2sFtZXX40k3ERgQ7HJA5WzYG+P2kf/xKFS5X1CFYIcPkkX0AAA16c4dBCRcISlpWPZwrrYWF/Z4V/Mu4wR1m9ISB88spd+HTg5dxtljHByD39FNjwdhBLhVfFi4ssRfMcRlAbtGKcCWvcAGIbRDHLfKwvYzL5HE7dtjLALozX1G4Rd/Z4hpcuXkbQYEBCJIHoKK2CcrAAKybPtLhYe/2sn2ODvMCrbesq6hrggSOTTHg7s8dv4XaOod2z+Haz831azCYcbG8DlEqJban3+/Ua7t67wV8dvAy9CYLEvqFdUqJF8rQdS46f/tAAPjwww+jrKwMn332GYxGI55++mncd999yMzMbPM+CxYswM6dO7Fx40ao1WpkZGRAKpXiyJEjAACz2YyEhARoNBp8+OGHKCsrw1NPPYV58+bh3XffBQC88soriImJwQMPPICwsDB8+eWXWLVqFY4fP46RIx2bvE8HkPd01oflwcIKq6FfqQQIUQSgyWCGsWW1iEwCXFqZ1uFjubpABADe3nkem48XQRkYgHFDo3H15m2Hh3ddHT7756ErfCCzI6cUtU1GSCQSDOoVguRBPR0aurPNCmrUSjQZzZBKJIgJUzpVXoRbTWyyMNTrTdDqmiBp2RItRCHDX8bdjU1Z1z22I4ftkLKrGUBnM3lttUeY3eOCX65wdAMXqDKGIb1VfODsaHkST2X7bFeac6uTmxcZRXU43OzKDjjC5355y2mcvVEDg5lhiKaHw/flnnvJtlwkDYjAs/8xEN8cv+7w/F1PoDl6nYvO314OAPPz8xEfH4+TJ09i9OjmIbYff/wRjzzyCIqLixETE9PqPjqdDpGRkcjMzMTjjz8OACgoKEBcXByysrIwZswY7N69GxMnTkRpaSmfFdywYQMWL16MyspKyOVyu+0ZOnQo/vznP2P58uUOtZ8OIP9wsLACC7eeQdVtA78i2Na19zoOAN1ZICIMyH67Xo1zpbWI7KFwaNUk1wdny8YIn1uYFYREgiDBAgtH9vHlsoKDIkOxM7fMZpeLKKfq+nF7+HJB0PGrVai6beCHOdsKCp1ZNOFNwrl7hy7dtJvd44JfVVAg+kcEY4hG5XQm0VPZPq7N9laWO7plnTvHJ/f8z3+djQAJgypI7nD9Q6E/vr8fxdWNCAyQIP2BOzs9CKMMYOei87eXA8AvvvgCCxcuRHV1NX+ZyWSCUqnE1q1b8dhjj7W6z/79+5GSkoLq6mqEhYXxl/fv3x+vvPIKXn31VSxfvhzff/89cnJy+OuvXr2KgQMH4rfffrOb4bNYLLjjjjvwX//1X8jIyHCo/XQAdR2e+HDlAsHq2waYbf5qHAkAhVxZIMLhTnYKmQSJA3qiUFuHwZoeDtV9czfDwmXFhAssguQBiI1wLFPEZfOyi6pRfdsIY8s+t1xdv1H9wzEpoU+79QXtvR7cCmgu2LMXFMpaVtKOi4/m5wMygK8jeOjSTUgAUQNEqyHoyvqW4tQyq+Hnilo9dI1GfsFKfUtRZWF2z5Xhb2Eg/pdxg/Hpwcu4VFHvdravQW/iC2s7s2cv1yZXMtTCNqzZexHfnymFwWRGlErp8JciwLq8CwA+A9hR4WoxUADYuej8Dci8+eRarRZRUdZ/5DKZDBEREdBqtW3eRy6XWwV/ABAdHc3fR6vVWs0H5K7nrrNn1apVqK+vxxNPPNFme/V6PfR6Pf97bW1tm7clrhHrQ3DziSLszW9e2evqN/uxg6NwatlDyCvRIT3zNxTdagAAvDbuLqcfa3piLMprm1CorcOytHir3QU6mk84rI8a/2/BH7D5RBF+vVCJs8U6FGrrAKDDoeGxg6NwePGDVnOscm7UYPmOPNzbP7zdAChapcTrafEAWgeD12814PqtBmRfr243KxitUuLdKSP4x+Dmr3F1/YqrG5Fb0lym5NcLlQ5loob1UfMBNPfa2QsKL1XUQ1vbhONXq1BZp0duiQ4AwFjz7i2GloUh2derrTJqwiFXLoto77JJCX2Qefw6zpboMKKPGk8m9cf2nBI06M24bTDhckU9JBKgtKYJtU1GmMzNK5W5Ei/CHUIieyjwzuRhfAbQNrvnaHDEBZv52loUVzXyQ/Gvb89DiKI5cHc222dbysVgskAukyJKpXS4nIy9OapymdSpwG/ziSJU1DZha3YxTGaGHsrm1fLOfG68vj0PJdWNeH17Hg4vftDhubliaO8zioJDIgZRAsAlS5bg/fffb/c2+fn5Yjy1SzIzM/HWW29hx44drQJSoZUrV+Ktt97qxJb5H08EavZww67c/+4Y1keNg4secOsxolXN8984T/73MdQ2mbB8xzmHFpREq5R4JfVupMZFY/mOPAzW9EChtg7nSptXTXY0YZ4Lmn7fiSQE3+eUAgAq6/Q4db263ZOxbTAonD9WqK1DkDygJZBqO7iIVimxzOYxmrfe68PXFyzU1iFEIQOXcG3QmxDSEmy1lyW0FxTaGz62zQD+dr0a11v2D+b2A96dp4VW14TcEh3kAdI2L8st0SG3ZSuzq5W3ceXmbVypvI16vQnGlgUkSlnzLhuxEcFtZgCFK52dLTnCZfkajWbUNTU/b/PzN7+CzizG4QgDda68jrCUy8PDNE4tDrFdpZ7QL8zprdRW772A73NK0TciGD0UMigCAxzaMxiw3srtncnDrDKA7TlYWIFXvs1BXaMRppYDMjxIhq+e7XhxiiPa+4wS63OR+DdRhoArKytx69atdm8zcOBAfP31114fAt6yZQueeeYZbN26FWlp7Q/j2csA9uvXz69TyJ7mr990hSclAC7tNMCXzDCacHe0CnKZ1OGhYWEA9kNLTT9XhuNss4JNRjPkLfXsHM0OCdvDBXxA80KU2y2/D4wM4Xch4YJMZ4eO239esygZQE/tEgJYB3uBAVIM0fTAccF+wNwcy6QBEcjX1kIeIHVo0Y3ta8EFxY0GM19g29EdPzjuTD0Q9pf7spNXUov8slqH99AWcnYrt7wSHRb+KwcXK+rtzgG+N1b8VcL++rkoJhoC9pFFIKdOncKoUaMAAD///DMmTJjQ4SKQzZs3Y+rUqQCAwsJCDBkypNUikLKyMj6j949//AOLFi1CRUUFFAoFAGDz5s145plnsGXLFkyaNMnp9tMBRMTgzl6jv2dYzMgvq4VCJsX0pFiEKmQOnzxc3XFByN78MGVgAKYnNWc3btbpUVTV4FRRXmFAKMwSNhrMrYJCbi5hcwBmcmqI05cId13h+tLQUtPQaLbwZXYAIDDg9/2AeyhlCJYHOBXwcc9nb//mWBcXmri7uEP4GnDTHRQyKR5NiHF4JbzwMaYnxiLr8k2Hv2DllejwxGdZ/NA58Ht5H870xH5W2XxnUXDnHXT+9pEyMOXl5diwYQNfBmb06NF8GZiSkhKkpKRg06ZNSExMBNBcBmbXrl3YuHEjVCoVXnzxRQDA0aNHAfxeBiYmJgYffPABtFotZs2ahWeffZYvA5OZmYnZs2djzZo1mDJlCt+eoKAgqNWOfTDRAUTEIMwGhgfLXdqBQJgtCVXIcKCgAk0mi8M7igDtn7yB5tI0jpaiWb4jj8/U7cgpRXWDARbG0FsdhA0zR2F7TonTCzDaCwqlEgkGRobgSuVtPmv4aELzF0ou+HwquT/+eegqJBJg7h8HOLyFnqfZ6wcX7An3Xeb6wu1qMkTTAwCsMoCOrLgVEr43Tyb1x9s7z1vVXHRmQYeQJ75EcK/Ngq+zcf1WA/54Vy/cqGpwOKst5EoJpu2ni7HwX2f4BV8yKTBxRAxGxobx20UGSICjS1PcCtyo/It30PnbBwLAqqoqZGRkWBWCXrt2LV8I+tq1axgwYAAOHDiAP/3pTwB+LwS9efNmq0LQGo2Gf9zr169jwYIF+OWXXxASEoLZs2fjvffe4wtB/+lPf8LBgwdbtWf27NnYuHGjQ22nA4iIzRN7kJbXNmHqp0dRWdeEkbHhWJYWzweHrqwcTugXBgBObznHtYVbmHD8ahWC5QGI7KHAlcrbMJot/FDxk0n9XRrOtZ1LKMwAAuCDT9ZSnLpebwJjQA+lDE3G5qBnxaShVoFhez+bLAz3xobxw73C57XXBnu/28tkcsGeMjAAd0WHNi8UsskAulqfrq3s7PC+alQ3GFzedYWbX/npwcsur+rlHmvN3os4W1wDSIDS6kboTRY8mRTLzzt1ljNF2Mtrm7B8Rx5+atkOEgCieijwxZz7cKtejzlfnuQzgOOHRuOzWaNdapPw+exlACkzKC46f/tAANiV0QFExCYsU1HdYHBpbiDw+9DwsrR4vL3zPE5dq0ZggASDokIhd7BmmvAxAFhN5r8rKrQlC6VyeI6b7fAmVzy4rWDE1aBQ+Hxc8GkvA7h8xzk0mcxQyqwDw/Z+tjAgRN7c3iuVtwGAD+CEPwvnLtr+bm8uo6eGru2VnSmqarA7P9OV11e4U83Ry7cQIJWgusHg8M4z9h7v+a+zcateD73JAoVMirjeKtzbP9zpYtq2JV4czaQ/99Upq+Bv/NBorJg0DFmXb+LVb8/wwd+gXsHInJ/skeDMXrBHmUFx0fmbAkC30AHU9XTlb9XCuYErJg11KxhcviMPBrMFVyrqoTcz9FYr8c7kYU7tHsE91ts7z6O+qXm4Ui6TYlx8NE5dr8a8/xiA3Xlap4r5tjUcGSwXJyi015dp9/Xr1Aygp9pvu4Cl0WDG8atVaDKaUa83wWRmkAVIoA4KdKn8i5BtVjg8WA6zhSF5UE+U1za5NJTOZaorahsRFqxAVA8FhvdVOz3cy3Ele75u/wV89PNF/vfVf74H4cFyLNx6BjfrDfzlgzWh2PRMksc+Q+wFe135s6oroPM3BYBuoQOo6+nK36qFcwOX7zjn8kIRDjfUdqCwAsFyKfQmhso6PSJ7KLBh5ijsyCkBAxzKvPwevKlwoLACWl0T5DIpJBLwZT4cnTNo3b4LVqtq2wsK5TIpX86lKy/8cIQwe8qtPOYWbTS0rNY1mJvrGkb1aF4JzGUAXZ8nqELigHCs+vlCq3mhC8YOcrisjL3HdmeuKke4ldvSR+JQUFbr9PzZO5bs5H+WAFDKpWgyWPisnwTAuJaMoCePKwr2Oh+dvykAdAsdQF1Pd/mg9cRCEY5w/tbr2/OgkEkQ2UPJz0ublBCDKJXS6VXEwgzg2zvPt5ozeKte73S72wsKDSYLNGolDCYLP8SaGheFs8U6fvcLYWHlRjfn0olJ2E8uaBOWmeH2RA4LDuRrD3KLNrjVuu72z152VyaVoK7J5PKiDu5xhbUruZW9zq5Wt+WJrdyEAaCQBEBEiBx/f+Iel/7GON3l86c7oPM3BYBuoQOI+AJuqEujViJxQAROXK3Ce1OGuxUMcgWmr99qQP+ewahtNKLJZME7k4fh8KWbDmcGObYFgBP6haG4uhEl1Y1uBRNcm9fsvYACbV2rDGD29Wrk3KgBY0Cf8CB+azVhhsx2JTJX448binblci7IlEDCl07hAjjbdqLlNsLbAkDm8SI0GMyQBUgQHizHwMgQq2Dvnn5qLEuLt6o96Oiijfbeo2n39cOWkzfszu/kMoCurOZds/ciCrS1MJoZX6Lo0YQYp7YytGX7Rcjdrdye/vI4DhTeBADIJEBgoBRgEqycMszpqRb2dOURCFf4csBL528KAN1CB5B/8dUPMy7jNqp/OHbllsFoZugVKocy0PWgCrAOBp//OhuVdU2I7KFEk9GMBoMZA3uFYETfMAQrApzaj5YbCuYygNxwYp/wIKudGXqGKpweNrb3fML9b20zgLYrkQFALpNCq2uCQia1WtzhzOVckMkVZOYWfOQW66C3yVRytxHe9tGEGDToTW1mAN0N9rj39o6ewXxA9+nBy8i5UQN5gBQGs8WlYs32Xn9ukcjO3DJYLAxxvZ0rUt4ed2pmeoPYnyHCVfC+MP3BlwNeOn9TAOgWOoD8iy9/mAHNH/7v7srHiatVMJgsqLptcKt8jBB3Il8wdhDW7LuI/LJaABJIJM3lVO6MCuWvc/bELlytye3N2ic8CH3Dg1oNGwOO1x90hO1KZF/JAHry5G1v9XZYUCB+vXgTEgANBjP6hDdnQYUZQFcXcvzz0BUwAJMT+vBfHCJCFNAbzU5t2dYWT62M745W772AzONFAIAnk2K9/jnlawGpEJ2/KQB0Cx1A/sVXM4D2iHmSFG75JoEEBdpa3DaYcFtv5jNh05Ni0aA3o0Bb69QcNGG7uQygcNgYaK4/mNAvDAvGDnKpzEd35ujrJ5NK0GS0oH9EEPRm5nammAv6GvQm7Mgp5esX3qzT81MHXFkkIuwXN7zLbXfnqS833YkvBly++sWZzt8UALqFDiDSFXiqfExbhItIuAxgqEKGb44XwWCyYIimByQSCRhjWDR+sNOBgL0M1rK0eDz/dTafLQTA/8xlshaMHYRDl262Ks3iKydGV9gbQhcGwMLh9PYyqO5m+bj5fC+n3IVPD17GxfJ6BEgl6BsehKKqBsRGBGPFpGEe2Zt584kifHvyBsp0TQgMkCBteG+cul7t98F+V+GrX5zp/E0BoFvoACJCHX3QeeuDsK3yMeumjxQta2Y76T+vpHklbkxYEJQyKV/qA4BTu5IItVXol5vL1itUAYPJAsC6OHNqXDQKtLUYolFh/NDoluFbFZ5MisU3x6+jUDBEywWMlXV6u0GoO0OZXDD38DAN/vvQ1Vb9EM6B5J7T3iIaYQAsXFDjiTmU1uVmivjdOa5U1MNgZtColQhVNO87fG//cEz2YF1DAPjrtlxszylB4oAIFGrr3FrgQYgQnb8pAHQLHUBEqKNirptPFHl9KEQYDK76+QIfQPxl3N0eKytjK69Eh6XbcvkM4Ovb8/ht6QDg1LVqt4aN7T1fexnA7OvVOFusg1wmRUSInK9ZOKKvutUiDaB5LtWxK7f4oWeg42Fo4c/2AjlhaRzGAIPJ0iqTyWXw2tp6z14G0N33zDa7t2bfRX4leIG2Dk1GMxQyKb+DzMspd7k1tGuP8BjdlHUdZ4t1GNFXjW0v3O+RxycEoPM3QAGgW+gAIsIAD0C72zlxQaCvDIUIM2gvbj7NZwZDFDJ+39T3pgz3eJbQdkhXWAiYGzYe0VeNUf3DUdmybdvLKXe5VH6mrefnChu7mwFsaxha+LO9QE5YHNuZDKAnF79wgd5Tyf2xKet6q/dAo25e8c3VggQkOFtc49buHG0RzvHbm1+Ben3zsZg5b4xH+00Ih87fFAC6hQ4g0tEEZ08N+4o9fCzMuvxSWImduWX8XCt7WUIxVlwKg5IhGhX25pejusEAxsBn5CyM4c6oUCxLi8eOnBLc1psQrJC5HRS6qq1haOHPYgZyHREWXZ4wVMPP0ZQA2JpdDIuFIUQhQ4PB3CoL68mguy3c69doMOPWbQMCAyR4cEgUsi7fopW9RFR0/qYA0C10AJHOmtfXmSvphH0SbqclzBLueW0sVu+9gEJtnSg7aXArS20zgNnXq3HbYEJ4sBxXKm/zO348mRTLF6/m5hMCwD8PXfF6kCg22yH2n86V88Pob+88zw+xh7cMdytaavBdu3kbisAALJ4wmM8AejqzZ4+9aQg9Q+UIDJDSHD/Saej8TQGgW+gAIp3FF1bSCU/c12414L9/vQK9yYLRd4RjWVp8S8FlCVZOGY5hfdSitFm4KME2A/jyltN8sDPvPwcCaN5NgwsSH02IgQTAbb0JABCskGFyQp9WjwO0HsrvTFzwK2xTZZ2eD25nJPW3avNv16txuqiGX2RTddsAg+B9sZcBnJHU36OLNTrS1hCvmAuRxOILf4vEfXT+pgDQLXQAEVv+cnIor22yygC+vfM8TlytAmNA0sAIbJmfjJe3nMau3DI8Mrw31kwb2eo+ns4aCoc77WUAJQB25JTyASC3O4dtJhEAfszT8itbuaCwraAsNiIYvXooWgVqXDato3ZxQSiX7eSGv4VtOnblFh/ccruNcNenxEUhr6TWbgbQG/Pm7O1T3Z2GeH21rh1xDp2/AZm3G0BId8Kt9AVgdyVwdwkKo1VKrJwygv9dmAHk5rqduFoFo5nhxNUqAM2vzfc5pdCbLHh753lsmZ9stXuJq/sXc4b1ab1S9PWWtgDN7wPQfgaQW8xz7MotXCyvR3F1I783Lxc8hihkCFXIcOzKLZwt1iG3RIfwYLnVZYXaOkSrlHgl9W68vfO81WW2j5VXosOVytv8fEcAmJQQY9Um4fC2bQbQdmjbG5k04VxIrtTQ8h3noAoK5Id4e6uV3WKIlztGuP9tdce/d9I9UQbQDfQNgtiy9+EvZsbAl082wqBg7OAouxnA1Xsv4JMDl2A0M/QV7OwgzCJxWaLO7Ktwd4vOzgB6K3PnCOH7AqDTSwp1BZQh7Bro/E0BoFvoACKOEDNw6eonm7YygMLdS86+OR5Ac1//faYEehPDhpmj+CApr0TXav4hcZ1t8N1WuSAAnVJUvKvx5S9l5Hd0/gak3m4AId0dNxQoxsmAGx5sazjK10WrlFgzbSSylqZYBQ4rJg3lt67jTE+Mhd7E+Jp8nLd3nsf5slq+viCnvLYJL285jeSV+3CwsMLqefNKdJi49hD+z7rDyCvRidhD79p+uhgj3vwJ208XA2h+TZZuO4sp64/w/ba9jXAIF2guZ1NS3YjXt+dZvS/Cn8cOjsLhxQ96JfjjMsvcEL+3HoMj5t+7KzzZN9K9UABISBfmaycbT5k8si/OvjneapFAtEqJDTNHYWRsGD/PEGiefxjfW4VhfdRWl28+UYRduWUo0zXh9e15Vo/fVtAItB84As1D2398f3+b1yWv3IdXtpxudcJt6zp7QVl77bD3OG09hm0wx83DPFv8e79tb2MbfL8zeRj6hAfhncnDrN4Xe++RN3DzbjefKHLo9vYCImcfoyvpzn0j7qEAkBDSZQzro8aW+clWw7zD+qjxw0v/gX+/+Eery6cnxuKR4b3RW63kizNz2goagfYDR8A6I2bvujJdE3bmlrU64bZ1nb2grL122Hucth7DNpibnhiLRxNiMKLv7/22vY1tYOfN7J4jUuOiEaqQITUu2qHb2wuIunomvT3duW/EPTQH0A00h4CQ7qejlcm2i1tsr+Pq3dmudm3rurbK47TVDnuPI3aJHV/m7DxYmqNHADp/AxQAuoUOIEII8R7b1doU0BFH0fmb6gASQvzQa9+exrbTpVAESKBRKwGJBPVNJgzro0LVbSN6hylRVtOE3mFK3KzT46nk/tiUdR2xEcFgAAq1dWCMYUCvEFTU6f0u6+YrNp8oQtaVW0iNi7YK/jyR5aNMIenuKAPoBvoG0TXQBzmxdceSnW1eJwEgkQCMNf8vlUgQLA9Ag8EMiaT5NkYz428nAdAzVIGoHgr0DQ9CcXUjeoXKceaGDgazBY0GM3oEybB22kifnUfXVbX1t+2J8khdvcQSaR+dvykDSPyAvd05iH8LAGC2c7kEgCxAgjClDPUGM9RKGUwMiI0IQn5ZPXqGBiIAQHWjCU1GE3qGKlHTYMDNOj0q6vTIK621+3y6RhNe+9cZZP/tIRF75X+4VfC2OtqtwxGeeAxCfBllAN1A3yC6BsoAdj1iv2fbTxdjyf/LhYUx9FYrMbi3CmU1TSivbcKt23ow1pwBlAVIEBgghdFsgcnMIAuQQB4ghcFsgdnCECCVQCaVQm8yw9LBJ2mvUDlOLaMAkBBfQOdvygASP9BWloD4LrGztlwdO1vctm29eihQVtOEgZEhCJHL0GAw4VJlPe6MDEWQPACNBjMuVdTjzqhQBMsDcNtgxpXK2/zcwYiQQJwt1sFotsBgsiBELsNH//cej/eDEEJcRQEgIR5E2UbPsB1+66zXdVgfNba9cL9oj+9NdGwSQoSoEDQhHrT5RBF255XhZTs7QRDH2e5wIsbr6m9bZNGOEIQQIQoACfGg6YmxCA+Wo6bB6JETrb8FKW3x9OsKeGYLMUf5wvtouyOEL7SJtI/eIyImCgAJ8aBolRJrpo3EhGEaj6wepKxNM0+/ruW1TbitN2HMwJ4OP54774UvvI/2sqrebhNpH71HREw0B5AQD/PkohMqRfE7T76ubRUQbo8774Uvvo++2CZijd4jIiYqA+MGWkZOSNdECyII8W90/qYMICHED1FpIEKIv/P6HMCqqirMmDEDKpUKYWFhmDt3Lurr69u9T1NTE9LT09GzZ0+EhoZi6tSpKC8vt7pNUVER0tLSEBwcjKioKCxatAgmk4m//vDhw7j//vvRs2dPBAUFYciQIfj4449F6SMhxDfRJHvSETpGSHfl9QzgjBkzUFZWhj179sBoNOLpp5/G/PnzkZmZ2eZ9Xn31VezcuRNbt26FWq1GRkYGpkyZgiNHjgAAzGYz0tLSoNFocPToUZSVleGpp55CYGAg3n33XQBASEgIMjIyMGLECISEhODw4cN47rnnEBISgvnz53dK3wkh3kXbBJKO0DFCuiuvzgHMz89HfHw8Tp48idGjRwMAfvzxRzzyyCMoLi5GTExMq/vodDpERkYiMzMTjz/+OACgoKAAcXFxyMrKwpgxY7B7925MnDgRpaWliI6OBgBs2LABixcvRmVlJeRyud32TJkyBSEhIfjqq68caj/NISCka6O5gKQjdIx0T3T+9vIQcFZWFsLCwvjgDwBSU1MhlUpx/Phxu/fJzs6G0WhEamoqf9mQIUMQGxuLrKws/nGHDx/OB38AMH78eNTW1uLcuXN2H/f06dM4evQoxo4d64mukW6KhoO6F9vSKITYomOEdFdeDQC1Wi2ioqKsLpPJZIiIiIBWq23zPnK5HGFhYVaXR0dH8/fRarVWwR93PXedUN++faFQKDB69Gikp6fj2WefbbO9er0etbW1Vv/aQ8FC90N1uTyD/jYIIcS7RAkAlyxZAolE0u6/goICMZ7aaYcOHcKpU6ewYcMGrF69Gps3b27ztitXroRareb/9evXr93HpmCh+7HdTYG4hv42CCHEu0RZBLJw4ULMmTOn3dsMHDgQGo0GFRUVVpebTCZUVVVBo9HYvZ9Go4HBYEBNTY1VFrC8vJy/j0ajwYkTJ6zux60Stn3cAQMGAACGDx+O8vJyvPnmm5g+fbrd5166dClee+01/vfa2tp2g0Aq4tn9UPkQz/Clvw2a40UI8UeiBICRkZGIjIzs8HbJycmoqalBdnY2Ro0aBQDYv38/LBYLkpKS7N5n1KhRCAwMxL59+zB16lQAQGFhIYqKipCcnMw/7jvvvIOKigp+iHnPnj1QqVSIj49vsz0WiwV6vb7N6xUKBRQKRYf94lCwQEhrvhZw0SpPQog/8moZmLi4OEyYMAHz5s3Dhg0bYDQakZGRgWnTpvErgEtKSpCSkoJNmzYhMTERarUac+fOxWuvvYaIiAioVCq8+OKLSE5OxpgxYwAA48aNQ3x8PGbNmoUPPvgAWq0Wy5YtQ3p6Oh/AffLJJ4iNjcWQIUMAAL/++itWrVqFl156yTsvBiF+wtcCLl/KRhJCSGfxeh3Ab775BhkZGUhJSYFUKsXUqVOxdu1a/nqj0YjCwkI0NDTwl3388cf8bfV6PcaPH4/169fz1wcEBOCHH37AggULkJycjJCQEMyePRsrVqzgb2OxWLB06VJcvXoVMpkMgwYNwvvvv4/nnnuuczpOiJ/ytYCLMvWO8bXMLSHEPbQXsBuojhAhxF+s3nsBe/PLkRoXTQEz6fLo/O0DW8ERQvyDr5d+8fX2ia2j/tMKeEK6FwoACSGdwtdLv/h6+8TWUf+pIDIh3YvX5wASQnyLWHO9fG3uny1fb19bPPV+ddX+E0JcQ3MA3UBzCEh3RHO9uhZ6vwhxHp2/KQNICLHR1TNB/rZatau/X4QQ76AAkBBipauXRfG1OoNi6+rvFyHEOygAJIR0K+5kxPwte0gI8V+0CpgQ0q24s1rVV1cC+3uJGkKI51EGkBBCWvjqfDp/G9YmhIiPMoCEkC5D7ExYR9lDb2XiqAgzIcTTKAAkhHQZ3h6i9dbzUxFmQoin0RAwIaTL8PYQrbefnxBCPIUKQbuBCkkS0j3RamBCujc6f9MQMCHEx3lj3p23h5oJIURsNARMCPFp3lgBS0O9hJDujgJAQohP80YwRrtrEEK6OwoACSE+jYIxQgjxPJoDSAghhBDiZygA7EJoOyhCOhf9zRFCuisKALsQWplISOdq62+OAkNCSFdHcwC7EFqZSKg+Xedq62+O9uYlhHR1FAB2ITQZnlDg0bna+pujL2OEkK6OhoAJ6UJS46IRqpAhNS7a203xa7Q3LyGkq6MAkJAuZG9+Oer1Jj4LSAghhLiChoAJ6UJo6JEQQognUAaQkC6Ehh69h1b+EkK6EwoACSHEAVSGiRDSndAQMCGEOICG3wkh3QkFgIQQ4gAqw0QI6U5oCJgQQgghxM9QAEgIIYQQ4mcoACSEECfQamBCSHdAASAhhDiBVgMTQroDWgRCCCFOoNXAhJDugAJAQghxAq0GJoR0BzQETAhxCc2FI4SQrsvrAWBVVRVmzJgBlUqFsLAwzJ07F/X19e3ep6mpCenp6ejZsydCQ0MxdepUlJeXW92mqKgIaWlpCA4ORlRUFBYtWgSTyWT38Y4cOQKZTIaEhARPdYuQbo/mwhFCSNfl9QBwxowZOHfuHPbs2YMffvgBv/76K+bPn9/ufV599VX8+9//xtatW3Hw4EGUlpZiypQp/PVmsxlpaWkwGAw4evQo/ud//gcbN27E8uXLWz1WTU0NnnrqKaSkpHi8b4R0Z9MTY5EaF+3Xc+EoC0oI6aokjDHmrSfPz89HfHw8Tp48idGjRwMAfvzxRzzyyCMoLi5GTExMq/vodDpERkYiMzMTjz/+OACgoKAAcXFxyMrKwpgxY7B7925MnDgRpaWliI6OBgBs2LABixcvRmVlJeRyOf9406ZNw1133YWAgABs374dOTk5Dre/trYWarUaOp0OKpXKjVeCENIVrd57AXvzy5EaF03zAgnpQuj87eVFIFlZWQgLC+ODPwBITU2FVCrF8ePH8dhjj7W6T3Z2NoxGI1JTU/nLhgwZgtjYWD4AzMrKwvDhw/ngDwDGjx+PBQsW4Ny5cxg5ciQA4Msvv8SVK1fw9ddf4+233+6wvXq9Hnq9nv9dp9MBaD6QCCH+Z+KQMDTdrsfEIWH0OUBIF8L9vXoxB+Z1Xg0AtVotoqKirC6TyWSIiIiAVqtt8z5yuRxhYWFWl0dHR/P30Wq1VsEfdz13HQBcvHgRS5YswaFDhyCTOfYyrFy5Em+99Vary/v16+fQ/Qkh3dNSbzeAEOKSW7duQa1We7sZXiFKALhkyRK8//777d4mPz9fjKd2iNlsxpNPPom33noLd9/t+LDN0qVL8dprr/G/19TUoH///igqKvKrA6i2thb9+vXDjRs3/Cp1Tv2mfvsD6jf12x/odDrExsYiIiLC203xGlECwIULF2LOnDnt3mbgwIHQaDSoqKiwutxkMqGqqgoajcbu/TQaDQwGA2pqaqyygOXl5fx9NBoNTpw4YXU/bpWwRqNBXV0dTp06hdOnTyMjIwMAYLFYwBiDTCbDzz//jAcffLDVcysUCigUilaXq9Vqv/rD4ahUKuq3H6F++xfqt3/x135LpV5fC+s1ogSAkZGRiIyM7PB2ycnJqKmpQXZ2NkaNGgUA2L9/PywWC5KSkuzeZ9SoUQgMDMS+ffswdepUAEBhYSGKioqQnJzMP+4777yDiooKfoh5z549UKlUiI+PR2BgIHJzc60ed/369di/fz++++47DBgwwOW+E0IIIYT4Oq/OAYyLi8OECRMwb948bNiwAUajERkZGZg2bRq/ArikpAQpKSnYtGkTEhMToVarMXfuXLz22muIiIiASqXCiy++iOTkZIwZMwYAMG7cOMTHx2PWrFn44IMPoNVqsWzZMqSnp/MZvGHDhlm1JSoqCkqlstXlhBBCCCHdjde3gvvmm2+QkZGBlJQUSKVSTJ06FWvXruWvNxqNKCwsRENDA3/Zxx9/zN9Wr9dj/PjxWL9+PX99QEAAfvjhByxYsADJyckICQnB7NmzsWLFCo+2XaFQ4I033rA7LNydUb+p3/6A+k399gfUb//qt5BX6wASQgghhJDO57+zHwkhhBBC/BQFgIQQQgghfoYCQEIIIYQQP0MBICGEEEKIn6EAsB1VVVWYMWMGVCoVwsLCMHfuXNTX17d7n6amJqSnp6Nnz54IDQ3F1KlT+SLUnJMnTyIlJQVhYWEIDw/H+PHjcebMGTG74hSx+g0AGzduxIgRI6BUKhEVFYX09HSxuuE0MfsNNG851LdvX0gkEtTU1IjQA9eI0e8zZ85g+vTp6NevH4KCghAXF4c1a9aI3ZUOffLJJ7jjjjugVCqRlJTUqmC8ra1bt2LIkCFQKpUYPnw4du3aZXU9YwzLly9H7969ERQUhNTUVFy8eFHMLrjEk/02Go1YvHgxhg8fjpCQEMTExOCpp55CaWmp2N1wmqffb6Hnn38eEokEq1ev9nCr3SdGv/Pz8/Hoo49CrVYjJCQE9913H4qKisTqgks83e/6+npkZGSgb9++CAoKQnx8PDZs2CBmFzoXI22aMGECu+eee9ixY8fYoUOH2J133smmT5/e7n2ef/551q9fP7Zv3z526tQpNmbMGPaHP/yBv76uro5FRESwOXPmsIKCApaXl8emTp3KoqOjmcFgELtLDhGj34wx9tFHH7GYmBj2zTffsEuXLrEzZ86wHTt2iNkVp4jVb86kSZPYww8/zACw6upqEXrgGjH6/fnnn7OXXnqJ/fLLL+zy5cvsq6++YkFBQWzdunVid6dNW7ZsYXK5nH3xxRfs3LlzbN68eSwsLIyVl5fbvf2RI0dYQEAA++CDD9j58+fZsmXLWGBgIMvNzeVv89577zG1Ws22b9/Ozpw5wx599FE2YMAA1tjY2Fnd6pCn+11TU8NSU1PZt99+ywoKClhWVhZLTExko0aN6sxudUiM95uzbds2ds8997CYmBj28ccfi9wT54jR70uXLrGIiAi2aNEi9ttvv7FLly6xHTt2tPmY3iBGv+fNm8cGDRrEDhw4wK5evco+++wzFhAQ4FPnLXdQANiG8+fPMwDs5MmT/GW7d+9mEomElZSU2L1PTU0NCwwMZFu3buUvy8/PZwBYVlYWY4yxkydPMgCsqKiIv83Zs2cZAHbx4kWReuM4sfpdVVXFgoKC2N69e8XtgIvE6jdn/fr1bOzYsWzfvn0+FQCK3W+hF154gT3wwAOea7yTEhMTWXp6Ov+72WxmMTExbOXKlXZv/8QTT7C0tDSry5KSkthzzz3HGGPMYrEwjUbDPvzwQ/76mpoaplAo2ObNm0XogWs83W97Tpw4wQCw69eve6bRHiBWv4uLi1mfPn1YXl4e69+/v88FgGL0+89//jObOXOmOA32EDH6PXToULZixQqr29x7773s9ddf92DLvYeGgNuQlZWFsLAwjB49mr8sNTUVUqkUx48ft3uf7OxsGI1GpKam8pcNGTIEsbGxyMrKAgAMHjwYPXv2xOeffw6DwYDGxkZ8/vnniIuLwx133CFqnxwhVr/37NkDi8WCkpISxMXFoW/fvnjiiSdw48YNcTvkILH6DQDnz5/HihUrsGnTJp/bd1LMftvS6XRe23jdYDAgOzvbqs1SqRSpqalttjkrK8vq9gAwfvx4/vZXr16FVqu1uo1arUZSUlK7r0NnEqPf9uh0OkgkEqv92b1JrH5bLBbMmjULixYtwtChQ8VpvBvE6LfFYsHOnTtx9913Y/z48YiKikJSUhK2b98uWj+cJdb7/Yc//AHff/89SkpKwBjDgQMHcOHCBYwbN06cjnQy3zob+RCtVsvvI8yRyWSIiIiAVqtt8z5yubzVh2B0dDR/nx49euCXX37B119/jaCgIISGhuLHH3/E7t27IZN5fWMW0fp95coVWCwWvPvuu1i9ejW+++47VFVV4aGHHoLBYBClL84Qq996vR7Tp0/Hhx9+iNjYWFHa7g6x+m3r6NGj+PbbbzF//nyPtNtZN2/ehNlsRnR0tNXl7bVZq9W2e3vuf2ces7OJ0W9bTU1NWLx4MaZPnw6VSuWZhrtJrH6///77kMlkeOmllzzfaA8Qo98VFRWor6/He++9hwkTJuDnn3/GY489hilTpuDgwYPidMRJYr3f69atQ3x8PPr27Qu5XI4JEybgk08+wX/+5396vhNe4HcB4JIlSyCRSNr9V1BQINrzNzY2Yu7cubj//vtx7NgxHDlyBMOGDUNaWhoaGxtFe15v99tiscBoNGLt2rUYP348xowZg82bN+PixYs4cOCAaM/r7X4vXboUcXFxmDlzpmjPYY+3+y2Ul5eHSZMm4Y033ug235xJM6PRiCeeeAKMMXz66afebo6osrOzsWbNGmzcuBESicTbzek0FosFADBp0iS8+uqrSEhIwJIlSzBx4sTutSDCjnXr1uHYsWP4/vvvkZ2djY8++gjp6enYu3evt5vmEd5POXWyhQsXYs6cOe3eZuDAgdBoNKioqLC63GQyoaqqChqNxu79NBoNDAYDampqrLIj5eXl/H0yMzNx7do1ZGVl8cOBmZmZCA8Px44dOzBt2jTXO9cOb/e7d+/eAID4+Hj++sjISPTq1UvUlWTe7vf+/fuRm5uL7777DkDzqlEA6NWrF15//XW89dZbLvasfd7uN+f8+fNISUnB/PnzsWzZMpf64gm9evVCQEBAqxXa9trM0Wg07d6e+7+8vJw/vrnfExISPNh614nRbw4X/F2/fh379+/3mewfIE6/Dx06hIqKCqtMvtlsxsKFC7F69Wpcu3bNs51wgRj97tWrF2QymdVnNwDExcXh8OHDHmy968Tod2NjI/7617/if//3f5GWlgYAGDFiBHJycrBq1apWw8ddkpfnIPosbnL8qVOn+Mt++uknhybHf/fdd/xlBQUFVpPj165dyzQaDbNYLPxtjEYjCwkJYd98841IvXGcWP0uLCxkAKwWgdy6dYtJpVL2008/idQbx4nV70uXLrHc3Fz+3xdffMEAsKNHj/rECjqx+s0YY3l5eSwqKootWrRIvA44ITExkWVkZPC/m81m1qdPn3YniU+cONHqsuTk5FaLQFatWsVfr9PpfHIRiCf7zRhjBoOBTZ48mQ0dOpRVVFSI03A3ebrfN2/etPpbzs3NZTExMWzx4sWsoKBAvI44SYz3Ozk5udUikMmTJ3dYLaAzebrfOp2OAWC7du2yus38+fPZQw895OHWewcFgO2YMGECGzlyJDt+/Dg7fPgwu+uuu6wO+OLiYjZ48GB2/Phx/rLnn3+excbGsv3797NTp06x5ORklpyczF+fn5/PFAoFW7BgATt//jzLy8tjM2fOZGq1mpWWlnZq/9oiRr8Zay6DMnToUHbkyBGWm5vLJk6cyOLj432q/I0Y/RY6cOCAT60CZkycfufm5rLIyEg2c+ZMVlZWxv/zZrCwZcsWplAo2MaNG9n58+fZ/PnzWVhYGNNqtYwxxmbNmsWWLFnC3/7IkSNMJpOxVatWsfz8fPbGG2/YLQMTFhbGduzYwc6ePcsmTZrkk2VgPNlvg8HAHn30Uda3b1+Wk5Nj9f7q9Xqv9NEeMd5vW764CliMfm/bto0FBgayf/zjH+zixYts3bp1LCAggB06dKjT+9cWMfo9duxYNnToUHbgwAF25coV9uWXXzKlUsnWr1/f6f0TAwWA7bh16xabPn06Cw0NZSqVij399NOsrq6Ov/7q1asMADtw4AB/WWNjI3vhhRdYeHg4Cw4OZo899hgrKyuzetyff/6Z3X///UytVrPw8HD24IMPtls+o7OJ1W+dTseeeeYZFhYWxiIiIthjjz1mVQ7H28Tqt5AvBoBi9PuNN95gAFr969+/fyf2rLV169ax2NhYJpfLWWJiIjt27Bh/3dixY9ns2bOtbv+vf/2L3X333Uwul7OhQ4eynTt3Wl1vsVjY3/72NxYdHc0UCgVLSUlhhYWFndEVp3iy39zxYO+f8BjxBZ5+v235YgDImDj9/vzzz9mdd97JlEolu+eee9j27dvF7obTPN3vsrIyNmfOHBYTE8OUSiUbPHgw++ijj6xG8LoyCWMtk5IIIYQQQohf8LtVwIQQQggh/o4CQEIIIYQQP0MBICGEEEKIn6EAkBBCCCHEz1AASAghhBDiZygAJIQQQgjxMxQAEkIIIYT4GQoACSGEEEL8DAWAhBBCCCF+hgJAQgghhBA/QwEgIYS0qKyshEajwbvvvstfdvToUcjlcuzbt8+LLSOEEM+ivYAJIURg165dmDx5Mo4ePYrBgwcjISEBkyZNwt///ndvN40QQjyGAkBCCLGRnp6OvXv3YvTo0cjNzcXJkyehUCi83SxCCPEYCgAJIcRGY2Mjhg0bhhs3biA7OxvDhw/3dpMIIcSjaA4gIYTYuHz5MkpLS2GxWHDt2jVvN4cQQjyOMoCEECJgMBiQmJiIhIQEDB48GKtXr0Zubi6ioqK83TRCCPEYCgAJIURg0aJF+O6773DmzBmEhoZi7NixUKvV+OGHH7zdNEII8RgaAiaEkBa//PILVq9eja+++goqlQpSqRRfffUVDh06hE8//dTbzSOEEI+hDCAhhBBCiJ+hDCAhhBBCiJ+hAJAQQgghxM9QAEgIIYQQ4mcoACSEEEII8TMUABJCCCGE+BkKAAkhhBBC/AwFgIQQQgghfoYCQEIIIYQQP0MBICGEEEKIn6EAkBBCCCHEz1AASAghhBDiZygAJIQQQgjxM/8frgapHbOSEUQAAAAASUVORK5CYII=' width=640.0/>\n",
       "            </div>\n",
       "        "
      ],
      "text/plain": [
       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Generate some particles close on the x axis in normalized phase sepace\n",
    "r0 = np.linspace(0, 100, 50)\n",
    "p = line.build_particles(\n",
    "    method='4d', \n",
    "    x_norm=r0*np.cos(np.pi/20.),\n",
    "    px_norm=0,\n",
    "    nemitt_x=1e-6, nemitt_y=1e-6)\n",
    "\n",
    "line.track(p, num_turns=1000, turn_by_turn_monitor=True, with_progress=True)\n",
    "mon = line.record_last_track\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "plt.close('all')\n",
    "plt.figure(1)\n",
    "plt.plot(mon.x.flatten(), mon.px.flatten(), '.', markersize=1)\n",
    "plt.ylim(-0.004, 0.004)\n",
    "plt.xlim(-0.08, 0.08)\n",
    "plt.xlabel('x')\n",
    "plt.ylabel('px')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "edbb7079-6ece-4346-9eb8-b0d101054f2f",
   "metadata": {},
   "source": [
    "### Standard twiss"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "403b02e4-4aff-428e-99cc-033c4f07db7c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(6.2552780029975175, 6.298260002240552)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tw_core = line.twiss(num_turns=0, method='4d')\n",
    "tw_core.qx, tw_core.qy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "898a280e-227a-4645-b8c2-d8780648f529",
   "metadata": {},
   "source": [
    "### Multi-turn twiss"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "ea5ee65f-4ba4-40d6-94ec-2921e8f08c45",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(24.97494199038094, 25.210814312947495)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tw_mt = line.twiss(co_guess={'x': 0.025}, num_turns=4, method='4d')\n",
    "tw_mt.mux[-1], tw_mt.muy[-1]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "38b6851f-91d0-45e4-8233-6eaf6dfc7fd1",
   "metadata": {},
   "source": [
    "### Select rows corresponding to start turns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "31d8f2f6-ee4b-4fdb-aee4-36197cd2f8f0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "name                        s           x          px            y           py         zeta delta ...\n",
      "_turn_0                     0   0.0265291 2.47905e-05  4.91659e-26  7.37855e-27 -6.80991e-30     0\n",
      "_turn_1               628.319 0.000582581 -0.00126273  7.36717e-26  -7.0415e-27  -0.00370755     0\n",
      "_turn_2               1256.64  -0.0269299 0.000141528 -9.04475e-26 -3.72995e-27  0.000679612     0\n",
      "_turn_3               1884.96 -0.00130686   0.0014305  -2.1741e-26  8.01415e-27   0.00459079     0\n"
     ]
    }
   ],
   "source": [
    "tw_start_turns = tw_mt.rows['_turn_.*']\n",
    "tw_start_turns.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9cf2a462-e3e5-4923-9fba-a9357871c37b",
   "metadata": {},
   "source": [
    "### Plot twiss results on top of tracking data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "1c07bd97-35cb-4c53-8749-a1a24b4e2cd0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'px')"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "57db237a9e0246c6a328117e34659920",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": "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",
      "text/html": [
       "\n",
       "            <div style=\"display: inline-block;\">\n",
       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
       "                    Figure\n",
       "                </div>\n",
       "                <img src='data:image/png;base64,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' width=640.0/>\n",
       "            </div>\n",
       "        "
      ],
      "text/plain": [
       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "plt.plot(mon.x.flatten(), mon.px.flatten(), '.', markersize=1)\n",
    "plt.plot(tw_start_turns.x, tw_start_turns.px, '*')\n",
    "plt.ylim(-0.004, 0.004)\n",
    "plt.xlim(-0.08, 0.08)\n",
    "plt.xlabel('x')\n",
    "plt.ylabel('px')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "e5f13fb9-53cf-4588-a583-282b193ce42b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f55cbe2c69ec416292d6a2dbe015a841",
       "version_major": 2,
       "version_minor": 0
      },
      "image/png": "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",
      "text/html": [
       "\n",
       "            <div style=\"display: inline-block;\">\n",
       "                <div class=\"jupyter-widgets widget-label\" style=\"text-align: center;\">\n",
       "                    Figure\n",
       "                </div>\n",
       "                <img src='data:image/png;base64,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' width=640.0/>\n",
       "            </div>\n",
       "        "
      ],
      "text/plain": [
       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "ax1 = plt.subplot(3,1,1)\n",
    "plt.plot(tw_core.s, tw_core.x * 1e3, label='core')\n",
    "plt.plot(tw_mt.s, tw_mt.x * 1e3, label='islands')\n",
    "plt.legend()\n",
    "plt.ylabel('x [mm]')\n",
    "plt.subplot(3,1,2, sharex=ax1)\n",
    "plt.plot(tw_core.s, tw_core.betx)\n",
    "plt.plot(tw_mt.s, tw_mt.betx)\n",
    "plt.ylabel(r'$\\beta_x$ [m]')\n",
    "plt.subplot(3,1,3, sharex=ax1)\n",
    "plt.plot(tw_core.s, tw_core.dx)\n",
    "plt.plot(tw_mt.s, tw_mt.dx)\n",
    "plt.xlabel('s [m]')\n",
    "plt.ylabel(r'$D_x$ [m]')\n",
    "plt.subplots_adjust(left=.15)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1e6b940f-bd28-4e32-ae66-dfa62ed898f9",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6ea06a50-0987-4f36-a784-551b6936dbb5",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "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": "3.11.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}