From 81523cc73dacebda9a26bc795db022cad2421bcc Mon Sep 17 00:00:00 2001 From: crvernon Date: Fri, 5 Jan 2024 15:09:52 -0500 Subject: [PATCH] update notebooks for msdlive --- notebooks/Quickstarter_Notebook_1_Final.ipynb | 6281 +---------------- notebooks/Quickstarter_Notebook_2_Final.ipynb | 4499 +----------- notebooks/Quickstarter_Notebook_3_Final.ipynb | 5697 +-------------- notebooks/Quickstarter_Notebook_4_Final.ipynb | 2939 +------- notebooks/Quickstarter_Notebook_5_Final.ipynb | 6 +- 5 files changed, 78 insertions(+), 19344 deletions(-) diff --git a/notebooks/Quickstarter_Notebook_1_Final.ipynb b/notebooks/Quickstarter_Notebook_1_Final.ipynb index 4514760..1139684 100644 --- a/notebooks/Quickstarter_Notebook_1_Final.ipynb +++ b/notebooks/Quickstarter_Notebook_1_Final.ipynb @@ -54,7 +54,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "e4b22249-5a13-47a5-81ab-88718b856cad", "metadata": { "tags": [] @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "77d95e75-6737-44f9-98b7-e8936fe854b3", "metadata": { "tags": [] @@ -131,1443 +131,12 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "4568a7bb-7e35-4c54-9e95-f24f44d7384c", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/sj2015B.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/sj2015B.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; 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Year 2010 Month JAN \n", - "+ Execut; Year 2010 Month FEB \n", - "+ Execut; Year 2010 Month MAR \n", - "+ Execut; Year 2010 Month APR \n", - "+ Execut; Year 2010 Month MAY \n", - "+ Execut; Year 2010 Month JUN \n", - "+ Execut; Year 2010 Month JUL \n", - "+ Execut; Year 2010 Month AUG \n", - "+ Execut; Year 2010 Month SEP \n", - "+ Execut; Year 2010 Month OCT \n", - "+ Execut; Year 2010 Month NOV \n", - "+ Execut; Year 2010 Month DEC \n", - "+ Execut; Year 2011 Month JAN \n", - "+ Execut; Year 2011 Month FEB \n", - "+ Execut; Year 2011 Month MAR \n", - "+ Execut; Year 2011 Month APR \n", - "+ Execut; Year 2011 Month MAY \n", - "+ Execut; Year 2011 Month JUN \n", - "+ Execut; Year 2011 Month JUL \n", - "+ Execut; Year 2011 Month AUG \n", - "+ Execut; Year 2011 Month SEP \n", - "+ Execut; Year 2011 Month OCT \n", - "+ Execut; Year 2011 Month NOV \n", - "+ Execut; Year 2011 Month DEC \n", - "+ Execut; Year 2012 Month JAN \n", - "+ Execut; Year 2012 Month FEB \n", - "+ Execut; Year 2012 Month MAR \n", - "+ Execut; Year 2012 Month APR \n", - "+ Execut; Year 2012 Month MAY \n", - "+ Execut; Year 2012 Month JUN \n", - "+ Execut; Year 2012 Month JUL \n", - "+ Execut; Year 2012 Month AUG \n", - "+ Execut; Year 2012 Month SEP \n", - "+ Execut; Year 2012 Month OCT \n", - "+ Execut; Year 2012 Month NOV \n", - "+ Execut; Year 2012 Month DEC \n", - "+ Execut; Year 2013 Month JAN \n", - "+ Execut; Year 2013 Month FEB \n", - "+ Execut; Year 2013 Month MAR \n", - "+ Execut; Year 2013 Month APR \n", - "+ Execut; Year 2013 Month MAY \n", - "+ Execut; Year 2013 Month JUN \n", - "+ Execut; Year 2013 Month JUL \n", - "+ Execut; Year 2013 Month AUG \n", - "+ Execut; Year 2013 Month SEP \n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 1966 Month JUN Day 1\n", - " The maximum number of reoperations 221\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 33; or 3. % Complete\n", - "+ Printing Reservoir Summary 26 of 33; or 79. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 558; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 558; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 558; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 558; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 558; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 558; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 558; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 558; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 558; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 558; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 558; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 558; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 558; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 558; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 558; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 558; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 558; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 558; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 558; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 558; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 558; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 558; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 558; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 558 of 558; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 342; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 342; or 8. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 342; or 15. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 342; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 342; or 30. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 342; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 342; or 44. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 342; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 342; or 59. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 342; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 342; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 342; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 342; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 342; or 95. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/sj2015B.log \n", - " Stop 0\n" - ] - }, - { - "data": { - "text/plain": [ - "0" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# run statemod\n", "subprocess.call([statemod_exe, basin_path, \"-simulate\"])" @@ -1583,20 +152,12 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "097557cc-273b-4218-aa66-7341f408a616", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 42.50it/s]\n" - ] - } - ], + "outputs": [], "source": [ "#Extract shortages using statemodify convert_xdd() function \n", "\n", @@ -1612,7 +173,7 @@ " # path to a directory where output .parquet files should be written\n", " output_path=output_dir,\n", " # whether to abort if .parquet files already exist at the output_path\n", - " allow_overwrite=False,\n", + " allow_overwrite=True,\n", " # path, glob, or a list of paths/globs to the .xdd files you want to convert\n", " xdd_files=os.path.join(data_dir, \"*.xdd\"),\n", " # if the output .parquet files should only contain a subset of structure ids, list them here; None for all\n", @@ -1624,426 +185,12 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "01247aaa-c0c1-4f92-bfd5-d5d50873b2be", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/html": [ - "
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15015ALLEN CREEK DITCH290050129005011908OCT13.7.13.0.0....0.0.0.3792.13.0.3779.2918.NA-1.000
15016ALLEN CREEK DITCH290050129005011908NOV0.0.0.0.0....0.0.0.2343.0.0.2343.1510.NA-1.000
15017ALLEN CREEK DITCH290050129005011908DEC0.0.0.0.0....0.0.0.1721.0.0.1721.860.NA-1.000
15018ALLEN CREEK DITCH290050129005011909JAN0.0.0.0.0....0.0.0.1512.0.0.1512.525.NA-1.000
15019ALLEN CREEK DITCH290050129005011909FEB0.0.0.0.0....0.0.0.1370.0.0.1370.510.NA-1.000
..................................................................
118750CARR DITCH290055529005552013JUN426.81.426.0.0....711.0.0.29239.426.0.28813.26410.NA-1.000
118751CARR DITCH290055529005552013JUL314.88.314.0.0....581.0.0.9580.314.0.9266.7180.NA-1.000
118752CARR DITCH290055529005552013AUG203.59.203.0.0....524.0.0.20441.203.0.20238.18989.NA-1.000
118753CARR DITCH290055529005552013SEP144.39.144.0.0....454.0.0.42214.144.0.42070.41359.NA-1.000
118754CARR DITCH290055529005552013TOT1341.328.1341.0.0....3395.0.0.228506.1341.0.227165.215605.NA-1.000
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NA -1.000 \n", - "15016 1510. NA -1.000 \n", - "15017 860. NA -1.000 \n", - "15018 525. NA -1.000 \n", - "15019 510. NA -1.000 \n", - "... ... ... ... \n", - "118750 26410. NA -1.000 \n", - "118751 7180. NA -1.000 \n", - "118752 18989. NA -1.000 \n", - "118753 41359. NA -1.000 \n", - "118754 215605. NA -1.000 \n", - "\n", - "[4095 rows x 36 columns]" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "data=pd.read_parquet(os.path.join(output_dir,'sj2015B.parquet'),engine='pyarrow')\n", "data" @@ -2069,33 +216,12 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "85b20787-1445-4af2-801f-f94b52006ab4", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "data['shortage_total']=data['shortage_total'].astype(float)\n", "data['year']=data['year'].astype(int)\n", @@ -2141,7 +267,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "e1c425b3-f416-4447-ac95-e8efb00ad5cc", "metadata": { "tags": [] @@ -2205,24 +331,12 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "fb711821-eba6-444b-baf9-4ab5f88d9587", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[0.708511 ],\n", - " [1.36016225]])" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import numpy as np\n", "sample_array=np.load(output_directory+'/ddm_2-samples_scenario-1.npy')\n", @@ -2251,2871 +365,12 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "4e303b1d-ac7f-4123-b76d-e1c11d407478", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S0_1\n", - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddm/S0_1/sj2015B_S0_1.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddm/S0_1/sj2015B_S0_1.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; Year 1908 Month OCT \n", - "+ Execut; Year 1908 Month NOV \n", - "+ Execut; Year 1908 Month DEC \n", - "+ Execut; Year 1909 Month JAN \n", - "+ Execut; Year 1909 Month FEB \n", - "+ Execut; Year 1909 Month MAR \n", - "+ Execut; Year 1909 Month APR \n", - "+ Execut; Year 1909 Month MAY \n", - "+ Execut; Year 1909 Month JUN \n", - "+ Execut; Year 1909 Month JUL \n", - "+ Execut; Year 1909 Month AUG \n", - "+ Execut; Year 1909 Month SEP \n", - "+ Execut; Year 1909 Month OCT \n", - "+ Execut; Year 1909 Month NOV \n", - "+ Execut; Year 1909 Month DEC \n", - "+ Execut; Year 1910 Month JAN \n", - "+ Execut; Year 1910 Month FEB \n", - "+ Execut; Year 1910 Month MAR \n", - "+ Execut; Year 1910 Month APR \n", - "+ Execut; Year 1910 Month MAY \n", - "+ Execut; Year 1910 Month JUN \n", - "+ Execut; Year 1910 Month 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\n", - "+ Execut; Year 2011 Month MAY \n", - "+ Execut; Year 2011 Month JUN \n", - "+ Execut; Year 2011 Month JUL \n", - "+ Execut; Year 2011 Month AUG \n", - "+ Execut; Year 2011 Month SEP \n", - "+ Execut; Year 2011 Month OCT \n", - "+ Execut; Year 2011 Month NOV \n", - "+ Execut; Year 2011 Month DEC \n", - "+ Execut; Year 2012 Month JAN \n", - "+ Execut; Year 2012 Month FEB \n", - "+ Execut; Year 2012 Month MAR \n", - "+ Execut; Year 2012 Month APR \n", - "+ Execut; Year 2012 Month MAY \n", - "+ Execut; Year 2012 Month JUN \n", - "+ Execut; Year 2012 Month JUL \n", - "+ Execut; Year 2012 Month AUG \n", - "+ Execut; Year 2012 Month SEP \n", - "+ Execut; Year 2012 Month OCT \n", - "+ Execut; Year 2012 Month NOV \n", - "+ Execut; Year 2012 Month DEC \n", - "+ Execut; Year 2013 Month JAN \n", - "+ Execut; Year 2013 Month FEB \n", - "+ Execut; Year 2013 Month MAR \n", - "+ Execut; Year 2013 Month APR \n", - "+ Execut; Year 2013 Month MAY \n", - "+ Execut; Year 2013 Month JUN \n", - "+ Execut; Year 2013 Month JUL \n", - "+ Execut; Year 2013 Month AUG \n", - "+ Execut; Year 2013 Month SEP \n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 1966 Month JUN Day 1\n", - " The maximum number of reoperations 221\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 33; or 3. % Complete\n", - "+ Printing Reservoir Summary 26 of 33; or 79. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 558; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 558; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 558; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 558; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 558; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 558; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 558; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 558; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 558; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 558; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 558; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 558; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 558; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 558; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 558; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 558; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 558; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 558; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 558; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 558; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 558; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 558; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 558; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 558 of 558; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 342; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 342; or 8. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 342; or 15. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 342; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 342; or 30. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 342; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 342; or 44. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 342; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 342; or 59. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 342; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 342; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 342; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 342; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 342; or 95. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddm/S0_1/sj2015B_S0_1.log \n", - " Stop 0\n", - "creating parquet for S0_1\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 1081.84it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S1_1\n", - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddm/S1_1/sj2015B_S1_1.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddm/S1_1/sj2015B_S1_1.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; Year 1908 Month OCT \n", - "+ Execut; Year 1908 Month NOV \n", - "+ Execut; Year 1908 Month DEC \n", - "+ Execut; Year 1909 Month JAN \n", - "+ Execut; Year 1909 Month FEB \n", - "+ Execut; Year 1909 Month MAR \n", - "+ Execut; Year 1909 Month APR \n", - "+ Execut; Year 1909 Month MAY \n", - "+ Execut; Year 1909 Month JUN \n", - "+ Execut; Year 1909 Month JUL \n", - "+ Execut; Year 1909 Month AUG \n", - "+ Execut; Year 1909 Month SEP \n", - "+ Execut; Year 1909 Month OCT \n", - "+ Execut; Year 1909 Month NOV \n", - "+ Execut; Year 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\n", - "+ Execut; Year 2012 Month DEC \n", - "+ Execut; Year 2013 Month JAN \n", - "+ Execut; Year 2013 Month FEB \n", - "+ Execut; Year 2013 Month MAR \n", - "+ Execut; Year 2013 Month APR \n", - "+ Execut; Year 2013 Month MAY \n", - "+ Execut; Year 2013 Month JUN \n", - "+ Execut; Year 2013 Month JUL \n", - "+ Execut; Year 2013 Month AUG \n", - "+ Execut; Year 2013 Month SEP \n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 1966 Month JUN Day 1\n", - " The maximum number of reoperations 221\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 33; or 3. % Complete\n", - "+ Printing Reservoir Summary 26 of 33; or 79. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 558; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 558; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 558; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 558; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 558; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 558; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 558; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 558; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 558; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 558; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 558; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 558; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 558; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 558; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 558; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 558; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 558; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 558; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 558; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 558; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 558; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 558; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 558; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 558 of 558; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 342; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 342; or 8. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 342; or 15. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 342; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 342; or 30. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 342; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 342; or 44. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 342; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 342; or 59. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 342; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 342; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 342; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 342; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 342; or 95. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddm/S1_1/sj2015B_S1_1.log \n", - " Stop 0\n", - "creating parquet for S1_1\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 925.89it/s]\n" - ] - } - ], + "outputs": [], "source": [ "# set realization and sample\n", "realization = 1\n", @@ -5192,24 +447,12 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "14c8d406-b4eb-4d7a-8b65-7f01047ba688", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[0.708511 ],\n", - " [1.36016225]])" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "output_directory = os.path.join(data_dir, \"input_files\")\n", "sample_array = np.load(output_directory+'/ddm_2-samples_scenario-1.npy')\n", @@ -5226,33 +469,12 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "bb7de22c-bce2-4b5a-8766-729b5e24cd34", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "#Read in raw parquet files\n", "baseline=pd.read_parquet(data_dir+'/historic_shortages/sj2015B.parquet',engine='pyarrow')\n", @@ -5308,7 +530,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "3a05136d-2234-45b3-ad26-211664fef29a", "metadata": { "tags": [] @@ -5378,1442 +600,12 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "0cb6d099-8aa4-4d52-b5ee-94ab8a254d4a", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S0_1\n", - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddr/S0_1/sj2015B_S0_1.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddr/S0_1/sj2015B_S0_1.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; Year 1908 Month OCT \n", - "+ Execut; Year 1908 Month NOV \n", - "+ Execut; Year 1908 Month DEC \n", - "+ Execut; Year 1909 Month JAN \n", - "+ Execut; Year 1909 Month FEB \n", - "+ Execut; Year 1909 Month MAR \n", - "+ Execut; Year 1909 Month APR \n", - "+ 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"________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 33; or 3. % Complete\n", - "+ Printing Reservoir Summary 26 of 33; or 79. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 558; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 558; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 558; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 558; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 558; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 558; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 558; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 558; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 558; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 558; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 558; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 558; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 558; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 558; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 558; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 558; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 558; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 558; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 558; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 558; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 558; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 558; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 558; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 558 of 558; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 342; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 342; or 8. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 342; or 15. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 342; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 342; or 30. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 342; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 342; or 44. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 342; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 342; or 59. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 342; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 342; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 342; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 342; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 342; or 95. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/sj2015_StateMod_modified/sj2015_StateMod_modified/StateMod/scenarios_ddr/S0_1/sj2015B_S0_1.log \n", - " Stop 0\n", - "creating parquet for S0_1\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 174.19it/s]\n" - ] - } - ], + "outputs": [], "source": [ "# set realization and sample\n", "realization = 1\n", @@ -6878,33 +670,12 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "c00fc3c1-cfda-465f-9220-8cc884cb05fd", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Change in Shortages from the Baseline')" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "#Read in raw parquet files\n", "baseline=pd.read_parquet(data_dir+'/historic_shortages/sj2015B.parquet',engine='pyarrow')\n", @@ -6969,7 +740,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/notebooks/Quickstarter_Notebook_2_Final.ipynb b/notebooks/Quickstarter_Notebook_2_Final.ipynb index 5d5327d..4f5474e 100644 --- a/notebooks/Quickstarter_Notebook_2_Final.ipynb +++ b/notebooks/Quickstarter_Notebook_2_Final.ipynb @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "13aa645c-aeb0-4fba-b3ae-39e3b4c331ad", "metadata": { "tags": [] @@ -58,7 +58,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "3e259af6-2bd0-4820-b736-d71a23bffda6", "metadata": { "tags": [] @@ -102,1454 +102,12 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "e4d8fefd-298f-4474-a17f-c66e4e7f3ebd", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/gm2015B.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/gm2015B.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; Year 1908 Month OCT \n", - "+ Execut; Year 1908 Month NOV \n", - "+ Execut; 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Year 2005 Month SEP \n", - "+ Execut; Year 2005 Month OCT \n", - "+ Execut; Year 2005 Month NOV \n", - "+ Execut; Year 2005 Month DEC \n", - "+ Execut; Year 2006 Month JAN \n", - "+ Execut; Year 2006 Month FEB \n", - "+ Execut; Year 2006 Month MAR \n", - "+ Execut; Year 2006 Month APR \n", - "+ Execut; Year 2006 Month MAY \n", - "+ Execut; Year 2006 Month JUN \n", - "+ Execut; Year 2006 Month JUL \n", - "+ Execut; Year 2006 Month AUG \n", - "+ Execut; Year 2006 Month SEP \n", - "+ Execut; Year 2006 Month OCT \n", - "+ Execut; Year 2006 Month NOV \n", - "+ Execut; Year 2006 Month DEC \n", - "+ Execut; Year 2007 Month JAN \n", - "+ Execut; Year 2007 Month FEB \n", - "+ Execut; Year 2007 Month MAR \n", - "+ Execut; Year 2007 Month APR \n", - "+ Execut; Year 2007 Month MAY \n", - "+ Execut; Year 2007 Month JUN \n", - "+ Execut; Year 2007 Month JUL \n", - "+ Execut; Year 2007 Month AUG \n", - "+ Execut; Year 2007 Month SEP \n", - "+ Execut; Year 2007 Month OCT \n", - "+ Execut; Year 2007 Month NOV \n", - "+ Execut; Year 2007 Month DEC \n", - "+ Execut; Year 2008 Month JAN \n", - "+ Execut; Year 2008 Month FEB \n", - "+ Execut; Year 2008 Month MAR \n", - "+ Execut; Year 2008 Month APR \n", - "+ Execut; Year 2008 Month MAY \n", - "+ Execut; Year 2008 Month JUN \n", - "+ Execut; Year 2008 Month JUL \n", - "+ Execut; Year 2008 Month AUG \n", - "+ Execut; Year 2008 Month SEP \n", - "+ Execut; Year 2008 Month OCT \n", - "+ Execut; Year 2008 Month NOV \n", - "+ Execut; Year 2008 Month DEC \n", - "+ Execut; Year 2009 Month JAN \n", - "+ Execut; Year 2009 Month FEB \n", - "+ Execut; Year 2009 Month MAR \n", - "+ Execut; Year 2009 Month APR \n", - "+ Execut; Year 2009 Month MAY \n", - "+ Execut; Year 2009 Month JUN \n", - "+ Execut; Year 2009 Month JUL \n", - "+ Execut; Year 2009 Month AUG \n", - "+ Execut; Year 2009 Month SEP \n", - "+ Execut; Year 2009 Month OCT \n", - "+ Execut; Year 2009 Month NOV \n", - "+ Execut; Year 2009 Month DEC \n", - "+ Execut; Year 2010 Month JAN \n", - "+ Execut; Year 2010 Month FEB \n", - "+ Execut; Year 2010 Month MAR \n", - "+ Execut; Year 2010 Month APR \n", - "+ Execut; Year 2010 Month MAY \n", - "+ Execut; Year 2010 Month JUN \n", - "+ Execut; Year 2010 Month JUL \n", - "+ Execut; Year 2010 Month AUG \n", - "+ Execut; Year 2010 Month SEP \n", - "+ Execut; Year 2010 Month OCT \n", - "+ Execut; Year 2010 Month NOV \n", - "+ Execut; Year 2010 Month DEC \n", - "+ Execut; Year 2011 Month JAN \n", - "+ Execut; Year 2011 Month FEB \n", - "+ Execut; Year 2011 Month MAR \n", - "+ Execut; Year 2011 Month APR \n", - "+ Execut; Year 2011 Month MAY \n", - "+ Execut; Year 2011 Month JUN \n", - "+ Execut; Year 2011 Month JUL \n", - "+ Execut; Year 2011 Month AUG \n", - "+ Execut; Year 2011 Month SEP \n", - "+ Execut; Year 2011 Month OCT \n", - "+ Execut; Year 2011 Month NOV \n", - "+ Execut; Year 2011 Month DEC \n", - "+ Execut; Year 2012 Month JAN \n", - "+ Execut; Year 2012 Month FEB \n", - "+ Execut; Year 2012 Month MAR \n", - "+ Execut; Year 2012 Month APR \n", - "+ Execut; Year 2012 Month MAY \n", - "+ Execut; Year 2012 Month JUN \n", - "+ Execut; Year 2012 Month JUL \n", - "+ Execut; Year 2012 Month AUG \n", - "+ Execut; Year 2012 Month SEP \n", - "+ Execut; Year 2012 Month OCT \n", - "+ Execut; Year 2012 Month NOV \n", - "+ Execut; Year 2012 Month DEC \n", - "+ Execut; Year 2013 Month JAN \n", - "+ Execut; Year 2013 Month FEB \n", - "+ Execut; Year 2013 Month MAR \n", - "+ Execut; Year 2013 Month APR \n", - "+ Execut; Year 2013 Month MAY \n", - "+ Execut; Year 2013 Month JUN \n", - "+ Execut; Year 2013 Month JUL \n", - "+ Execut; Year 2013 Month AUG \n", - "+ Execut; Year 2013 Month SEP \n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 1973 Month JUN Day 1\n", - " The maximum number of reoperations 169\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 41; or 2. % Complete\n", - "+ Printing Reservoir Summary 26 of 41; or 63. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 725; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 725; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 725; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 725; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 725; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 725; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 725; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 725; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 725; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 725; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 725; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 725; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 725; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 725; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 725; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 725; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 725; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 725; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 725; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 725; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 725; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 725; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 725; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 576 of 725; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 601 of 725; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 626 of 725; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 651 of 725; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 676 of 725; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 701 of 725; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 725 of 725; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 544; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 544; or 5. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 544; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 544; or 14. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 544; or 19. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 544; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 544; or 28. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 544; or 32. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 544; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 544; or 42. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 544; or 46. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 544; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 544; or 55. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 544; or 60. % Complete\n", - "+ Printing Structure Summary (*.xss) 350 of 544; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 375 of 544; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 400 of 544; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 425 of 544; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 450 of 544; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 475 of 544; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 500 of 544; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 525 of 544; or 97. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/gm2015B.log \n", - " Stop 0\n" - ] - }, - { - "data": { - "text/plain": [ - "0" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# run statemod\n", "subprocess.call([statemod_exe, basin_path, \"-simulate\"])" @@ -1565,7 +123,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "f381ae11-0f42-499d-be43-271ce7033402", "metadata": { "tags": [] @@ -1608,120 +166,12 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "4fb009c5-1fb6-4796-a216-2bff0db94ce6", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/html": [ - "
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YearInit. Storage
01908441516.500000
11909409705.807692
21910378741.903846
31911374242.865385
41912402187.230769
.........
1012009384270.711538
1022010380057.192308
1032011346074.019231
1042012290796.692308
1052013202086.125000
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" - ], - "text/plain": [ - " Year Init. Storage\n", - "0 1908 441516.500000\n", - "1 1909 409705.807692\n", - "2 1910 378741.903846\n", - "3 1911 374242.865385\n", - "4 1912 402187.230769\n", - ".. ... ...\n", - "101 2009 384270.711538\n", - "102 2010 380057.192308\n", - "103 2011 346074.019231\n", - "104 2012 290796.692308\n", - "105 2013 202086.125000\n", - "\n", - "[106 rows x 2 columns]" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "output_xre_file = os.path.join(output_dir, \"Blue_Mesa_xre_data.csv\")\n", "\n", @@ -1747,33 +197,12 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "ef081dea-e9b4-48b7-a87b-306622cd9799", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Reservoir Storage (AF)')" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots()\n", "\n", @@ -1802,7 +231,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "3da00fb4-2273-4051-a116-f75e01cab719", "metadata": { "tags": [] @@ -1870,24 +299,12 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "757f8158-ee37-4990-8eb6-a9b02dd6db2b", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[-0.1872335 ],\n", - " [ 0.79024337]])" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# path to the numpy file containing the samples\n", "eva_samples_file = os.path.join(output_directory, \"eva_2-samples_scenario-1.npy\")\n", @@ -1916,2871 +333,12 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "fc440b6f-e8ad-4863-a6ac-29c84ba724a0", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S0_1\n", - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/scenarios/S0_1/gm2015B_S0_1.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/scenarios/S0_1/gm2015B_S0_1.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; Year 1908 Month OCT \n", - "+ Execut; Year 1908 Month NOV \n", - "+ Execut; Year 1908 Month DEC \n", - "+ Execut; Year 1909 Month JAN \n", - "+ Execut; Year 1909 Month FEB \n", - "+ Execut; Year 1909 Month MAR \n", - "+ Execut; Year 1909 Month APR \n", - "+ Execut; Year 1909 Month MAY \n", - "+ Execut; Year 1909 Month JUN \n", - "+ Execut; Year 1909 Month JUL \n", - "+ Execut; Year 1909 Month AUG \n", - "+ Execut; Year 1909 Month SEP \n", - "+ Execut; Year 1909 Month OCT \n", - "+ Execut; Year 1909 Month NOV \n", - "+ Execut; Year 1909 Month DEC \n", - "+ Execut; Year 1910 Month JAN \n", - "+ Execut; Year 1910 Month FEB \n", - "+ Execut; Year 1910 Month MAR \n", - "+ Execut; Year 1910 Month APR \n", - "+ Execut; Year 1910 Month MAY \n", - "+ Execut; Year 1910 Month JUN \n", - "+ Execut; Year 1910 Month JUL \n", - "+ Execut; Year 1910 Month AUG \n", - "+ Execut; Year 1910 Month SEP \n", - "+ Execut; Year 1910 Month OCT \n", - "+ Execut; Year 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Year 1917 Month JUN \n", - "+ Execut; Year 1917 Month JUL \n", - "+ Execut; Year 1917 Month AUG \n", - "+ Execut; Year 1917 Month SEP \n", - "+ Execut; Year 1917 Month OCT \n", - "+ Execut; Year 1917 Month NOV \n", - "+ Execut; Year 1917 Month DEC \n", - "+ Execut; Year 1918 Month JAN \n", - "+ Execut; Year 1918 Month FEB \n", - "+ Execut; Year 1918 Month MAR \n", - "+ Execut; Year 1918 Month APR \n", - "+ Execut; Year 1918 Month MAY \n", - "+ Execut; Year 1918 Month JUN \n", - "+ Execut; Year 1918 Month JUL \n", - "+ Execut; Year 1918 Month AUG \n", - "+ Execut; Year 1918 Month SEP \n", - "+ Execut; Year 1918 Month OCT \n", - "+ Execut; Year 1918 Month NOV \n", - "+ Execut; Year 1918 Month DEC \n", - "+ Execut; Year 1919 Month JAN \n", - "+ Execut; Year 1919 Month FEB \n", - "+ Execut; Year 1919 Month MAR \n", - "+ Execut; Year 1919 Month APR \n", - "+ Execut; Year 1919 Month MAY \n", - "+ Execut; Year 1919 Month JUN \n", - "+ Execut; Year 1919 Month JUL \n", - "+ Execut; Year 1919 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\n", - "+ Execut; Year 1921 Month NOV \n", - "+ Execut; Year 1921 Month DEC \n", - "+ Execut; Year 1922 Month JAN \n", - "+ Execut; Year 1922 Month FEB \n", - "+ Execut; Year 1922 Month MAR \n", - "+ Execut; Year 1922 Month APR \n", - "+ Execut; Year 1922 Month MAY \n", - "+ Execut; Year 1922 Month JUN \n", - "+ Execut; Year 1922 Month JUL \n", - "+ Execut; Year 1922 Month AUG \n", - "+ Execut; Year 1922 Month SEP \n", - "+ Execut; Year 1922 Month OCT \n", - "+ Execut; Year 1922 Month NOV \n", - "+ Execut; Year 1922 Month DEC \n", - "+ Execut; Year 1923 Month JAN \n", - "+ Execut; Year 1923 Month FEB \n", - "+ Execut; Year 1923 Month MAR \n", - "+ Execut; Year 1923 Month APR \n", - "+ Execut; Year 1923 Month MAY \n", - "+ Execut; Year 1923 Month JUN \n", - "+ Execut; Year 1923 Month JUL \n", - "+ Execut; Year 1923 Month AUG \n", - "+ Execut; Year 1923 Month SEP \n", - "+ Execut; Year 1923 Month OCT \n", - "+ Execut; Year 1923 Month NOV \n", - "+ Execut; Year 1923 Month DEC \n", - "+ 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1926 Month MAR \n", - "+ Execut; Year 1926 Month APR \n", - "+ Execut; Year 1926 Month MAY \n", - "+ Execut; Year 1926 Month JUN \n", - "+ Execut; Year 1926 Month JUL \n", - "+ Execut; Year 1926 Month AUG \n", - "+ Execut; Year 1926 Month SEP \n", - "+ Execut; Year 1926 Month OCT \n", - "+ Execut; Year 1926 Month NOV \n", - "+ Execut; Year 1926 Month DEC \n", - "+ Execut; Year 1927 Month JAN \n", - "+ Execut; Year 1927 Month FEB \n", - "+ Execut; Year 1927 Month MAR \n", - "+ Execut; Year 1927 Month APR \n", - "+ Execut; Year 1927 Month MAY \n", - "+ Execut; Year 1927 Month JUN \n", - "+ Execut; Year 1927 Month JUL \n", - "+ Execut; Year 1927 Month AUG \n", - "+ Execut; Year 1927 Month SEP \n", - "+ Execut; Year 1927 Month OCT \n", - "+ Execut; Year 1927 Month NOV \n", - "+ Execut; Year 1927 Month DEC \n", - "+ Execut; Year 1928 Month JAN \n", - "+ Execut; Year 1928 Month FEB \n", - "+ Execut; Year 1928 Month MAR \n", - "+ Execut; Year 1928 Month APR \n", - "+ Execut; Year 1928 Month 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Year 1932 Month OCT \n", - "+ Execut; Year 1932 Month NOV \n", - "+ Execut; Year 1932 Month DEC \n", - "+ Execut; Year 1933 Month JAN \n", - "+ Execut; Year 1933 Month FEB \n", - "+ Execut; Year 1933 Month MAR \n", - "+ Execut; Year 1933 Month APR \n", - "+ Execut; Year 1933 Month MAY \n", - "+ Execut; Year 1933 Month JUN \n", - "+ Execut; Year 1933 Month JUL \n", - "+ Execut; Year 1933 Month AUG \n", - "+ Execut; Year 1933 Month SEP \n", - "+ Execut; Year 1933 Month OCT \n", - "+ Execut; Year 1933 Month NOV \n", - "+ Execut; Year 1933 Month DEC \n", - "+ Execut; Year 1934 Month JAN \n", - "+ Execut; Year 1934 Month FEB \n", - "+ Execut; Year 1934 Month MAR \n", - "+ Execut; Year 1934 Month APR \n", - "+ Execut; Year 1934 Month MAY \n", - "+ Execut; Year 1934 Month JUN \n", - "+ Execut; Year 1934 Month JUL \n", - "+ Execut; Year 1934 Month AUG \n", - "+ Execut; Year 1934 Month SEP \n", - "+ Execut; Year 1934 Month OCT \n", - "+ Execut; Year 1934 Month NOV \n", - "+ Execut; Year 1934 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\n", - "+ Execut; Year 1937 Month MAR \n", - "+ Execut; Year 1937 Month APR \n", - "+ Execut; Year 1937 Month MAY \n", - "+ Execut; Year 1937 Month JUN \n", - "+ Execut; Year 1937 Month JUL \n", - "+ Execut; Year 1937 Month AUG \n", - "+ Execut; Year 1937 Month SEP \n", - "+ Execut; Year 1937 Month OCT \n", - "+ Execut; Year 1937 Month NOV \n", - "+ Execut; Year 1937 Month DEC \n", - "+ Execut; Year 1938 Month JAN \n", - "+ Execut; Year 1938 Month FEB \n", - "+ Execut; Year 1938 Month MAR \n", - "+ Execut; Year 1938 Month APR \n", - "+ Execut; Year 1938 Month MAY \n", - "+ Execut; Year 1938 Month JUN \n", - "+ Execut; Year 1938 Month JUL \n", - "+ Execut; Year 1938 Month AUG \n", - "+ Execut; Year 1938 Month SEP \n", - "+ Execut; Year 1938 Month OCT \n", - "+ Execut; Year 1938 Month NOV \n", - "+ Execut; Year 1938 Month DEC \n", - "+ Execut; Year 1939 Month JAN \n", - "+ Execut; Year 1939 Month FEB \n", - "+ Execut; Year 1939 Month MAR \n", - "+ Execut; Year 1939 Month APR \n", - "+ 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1941 Month JUL \n", - "+ Execut; Year 1941 Month AUG \n", - "+ Execut; Year 1941 Month SEP \n", - "+ Execut; Year 1941 Month OCT \n", - "+ Execut; Year 1941 Month NOV \n", - "+ Execut; Year 1941 Month DEC \n", - "+ Execut; Year 1942 Month JAN \n", - "+ Execut; Year 1942 Month FEB \n", - "+ Execut; Year 1942 Month MAR \n", - "+ Execut; Year 1942 Month APR \n", - "+ Execut; Year 1942 Month MAY \n", - "+ Execut; Year 1942 Month JUN \n", - "+ Execut; Year 1942 Month JUL \n", - "+ Execut; Year 1942 Month AUG \n", - "+ Execut; Year 1942 Month SEP \n", - "+ Execut; Year 1942 Month OCT \n", - "+ Execut; Year 1942 Month NOV \n", - "+ Execut; Year 1942 Month DEC \n", - "+ Execut; Year 1943 Month JAN \n", - "+ Execut; Year 1943 Month FEB \n", - "+ Execut; Year 1943 Month MAR \n", - "+ Execut; Year 1943 Month APR \n", - "+ Execut; Year 1943 Month MAY \n", - "+ Execut; Year 1943 Month JUN \n", - "+ Execut; Year 1943 Month JUL \n", - "+ Execut; Year 1943 Month AUG \n", - "+ Execut; Year 1943 Month 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Year 1948 Month FEB \n", - "+ Execut; Year 1948 Month MAR \n", - "+ Execut; Year 1948 Month APR \n", - "+ Execut; Year 1948 Month MAY \n", - "+ Execut; Year 1948 Month JUN \n", - "+ Execut; Year 1948 Month JUL \n", - "+ Execut; Year 1948 Month AUG \n", - "+ Execut; Year 1948 Month SEP \n", - "+ Execut; Year 1948 Month OCT \n", - "+ Execut; Year 1948 Month NOV \n", - "+ Execut; Year 1948 Month DEC \n", - "+ Execut; Year 1949 Month JAN \n", - "+ Execut; Year 1949 Month FEB \n", - "+ Execut; Year 1949 Month MAR \n", - "+ Execut; Year 1949 Month APR \n", - "+ Execut; Year 1949 Month MAY \n", - "+ Execut; Year 1949 Month JUN \n", - "+ Execut; Year 1949 Month JUL \n", - "+ Execut; Year 1949 Month AUG \n", - "+ Execut; Year 1949 Month SEP \n", - "+ Execut; Year 1949 Month OCT \n", - "+ Execut; Year 1949 Month NOV \n", - "+ Execut; Year 1949 Month DEC \n", - "+ Execut; Year 1950 Month JAN \n", - "+ Execut; Year 1950 Month FEB \n", - "+ Execut; Year 1950 Month MAR \n", - "+ Execut; Year 1950 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\n", - "+ Execut; Year 1952 Month JUL \n", - "+ Execut; Year 1952 Month AUG \n", - "+ Execut; Year 1952 Month SEP \n", - "+ Execut; Year 1952 Month OCT \n", - "+ Execut; Year 1952 Month NOV \n", - "+ Execut; Year 1952 Month DEC \n", - "+ Execut; Year 1953 Month JAN \n", - "+ Execut; Year 1953 Month FEB \n", - "+ Execut; Year 1953 Month MAR \n", - "+ Execut; Year 1953 Month APR \n", - "+ Execut; Year 1953 Month MAY \n", - "+ Execut; Year 1953 Month JUN \n", - "+ Execut; Year 1953 Month JUL \n", - "+ Execut; Year 1953 Month AUG \n", - "+ Execut; Year 1953 Month SEP \n", - "+ Execut; Year 1953 Month OCT \n", - "+ Execut; Year 1953 Month NOV \n", - "+ Execut; Year 1953 Month DEC \n", - "+ Execut; Year 1954 Month JAN \n", - "+ Execut; Year 1954 Month FEB \n", - "+ Execut; Year 1954 Month MAR \n", - "+ Execut; Year 1954 Month APR \n", - "+ Execut; Year 1954 Month MAY \n", - "+ Execut; Year 1954 Month JUN \n", - "+ Execut; Year 1954 Month JUL \n", - "+ Execut; Year 1954 Month AUG \n", - "+ 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"+ Execut; Year 2007 Month APR \n", - "+ Execut; Year 2007 Month MAY \n", - "+ Execut; Year 2007 Month JUN \n", - "+ Execut; Year 2007 Month JUL \n", - "+ Execut; Year 2007 Month AUG \n", - "+ Execut; Year 2007 Month SEP \n", - "+ Execut; Year 2007 Month OCT \n", - "+ Execut; Year 2007 Month NOV \n", - "+ Execut; Year 2007 Month DEC \n", - "+ Execut; Year 2008 Month JAN \n", - "+ Execut; Year 2008 Month FEB \n", - "+ Execut; Year 2008 Month MAR \n", - "+ Execut; Year 2008 Month APR \n", - "+ Execut; Year 2008 Month MAY \n", - "+ Execut; Year 2008 Month JUN \n", - "+ Execut; Year 2008 Month JUL \n", - "+ Execut; Year 2008 Month AUG \n", - "+ Execut; Year 2008 Month SEP \n", - "+ Execut; Year 2008 Month OCT \n", - "+ Execut; Year 2008 Month NOV \n", - "+ Execut; Year 2008 Month DEC \n", - "+ Execut; Year 2009 Month JAN \n", - "+ Execut; Year 2009 Month FEB \n", - "+ Execut; Year 2009 Month MAR \n", - "+ Execut; Year 2009 Month APR \n", - "+ Execut; Year 2009 Month MAY \n", - "+ Execut; Year 2009 Month JUN \n", - "+ Execut; Year 2009 Month JUL \n", - "+ Execut; Year 2009 Month AUG \n", - "+ Execut; Year 2009 Month SEP \n", - "+ Execut; Year 2009 Month OCT \n", - "+ Execut; Year 2009 Month NOV \n", - "+ Execut; Year 2009 Month DEC \n", - "+ Execut; Year 2010 Month JAN \n", - "+ Execut; Year 2010 Month FEB \n", - "+ Execut; Year 2010 Month MAR \n", - "+ Execut; Year 2010 Month APR \n", - "+ Execut; Year 2010 Month MAY \n", - "+ Execut; Year 2010 Month JUN \n", - "+ Execut; Year 2010 Month JUL \n", - "+ Execut; Year 2010 Month AUG \n", - "+ Execut; Year 2010 Month SEP \n", - "+ Execut; Year 2010 Month OCT \n", - "+ Execut; Year 2010 Month NOV \n", - "+ Execut; Year 2010 Month DEC \n", - "+ Execut; Year 2011 Month JAN \n", - "+ Execut; Year 2011 Month FEB \n", - "+ Execut; Year 2011 Month MAR \n", - "+ Execut; Year 2011 Month APR \n", - "+ Execut; Year 2011 Month MAY \n", - "+ Execut; Year 2011 Month JUN \n", - "+ Execut; Year 2011 Month JUL \n", - "+ Execut; Year 2011 Month AUG \n", - "+ Execut; Year 2011 Month SEP \n", - "+ Execut; Year 2011 Month OCT \n", - "+ Execut; Year 2011 Month NOV \n", - "+ Execut; Year 2011 Month DEC \n", - "+ Execut; Year 2012 Month JAN \n", - "+ Execut; Year 2012 Month FEB \n", - "+ Execut; Year 2012 Month MAR \n", - "+ Execut; Year 2012 Month APR \n", - "+ Execut; Year 2012 Month MAY \n", - "+ Execut; Year 2012 Month JUN \n", - "+ Execut; Year 2012 Month JUL \n", - "+ Execut; Year 2012 Month AUG \n", - "+ Execut; Year 2012 Month SEP \n", - "+ Execut; Year 2012 Month OCT \n", - "+ Execut; Year 2012 Month NOV \n", - "+ Execut; Year 2012 Month DEC \n", - "+ Execut; Year 2013 Month JAN \n", - "+ Execut; Year 2013 Month FEB \n", - "+ Execut; Year 2013 Month MAR \n", - "+ Execut; Year 2013 Month APR \n", - "+ Execut; Year 2013 Month MAY \n", - "+ Execut; Year 2013 Month JUN \n", - "+ Execut; Year 2013 Month JUL \n", - "+ Execut; Year 2013 Month AUG \n", - "+ Execut; Year 2013 Month SEP \n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 1973 Month JUN Day 1\n", - " The maximum number of reoperations 169\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 41; or 2. % Complete\n", - "+ Printing Reservoir Summary 26 of 41; or 63. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 725; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 725; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 725; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 725; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 725; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 725; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 725; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 725; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 725; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 725; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 725; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 725; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 725; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 725; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 725; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 725; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 725; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 725; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 725; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 725; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 725; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 725; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 725; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 576 of 725; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 601 of 725; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 626 of 725; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 651 of 725; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 676 of 725; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 701 of 725; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 725 of 725; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 544; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 544; or 5. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 544; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 544; or 14. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 544; or 19. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 544; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 544; or 28. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 544; or 32. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 544; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 544; or 42. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 544; or 46. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 544; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 544; or 55. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 544; or 60. % Complete\n", - "+ Printing Structure Summary (*.xss) 350 of 544; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 375 of 544; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 400 of 544; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 425 of 544; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 450 of 544; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 475 of 544; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 500 of 544; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 525 of 544; or 97. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/scenarios/S0_1/gm2015B_S0_1.log \n", - " Stop 0\n", - "Running: S1_1\n", - " Startup log file for messages to this point: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/scenarios/S1_1/gm2015B_S1_1.rsp \n", - " Closing startup log file: statem.log\n", - " Opening dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/scenarios/S1_1/gm2015B_S1_1.log \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 17.0.3 \n", - " Last revision date: 2021/09/12\n", - "\n", - "________________________________________________________________________\n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - "+ Execut; Year 1908 Month OCT \n", - "+ Execut; Year 1908 Month NOV \n", - "+ Execut; Year 1908 Month DEC \n", - 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Year 1911 Month MAR \n", - "+ Execut; Year 1911 Month APR \n", - "+ Execut; Year 1911 Month MAY \n", - "+ Execut; Year 1911 Month JUN \n", - "+ Execut; Year 1911 Month JUL \n", - "+ Execut; Year 1911 Month AUG \n", - "+ Execut; Year 1911 Month SEP \n", - "+ Execut; Year 1911 Month OCT \n", - "+ Execut; Year 1911 Month NOV \n", - "+ Execut; Year 1911 Month DEC \n", - "+ Execut; Year 1912 Month JAN \n", - "+ Execut; Year 1912 Month FEB \n", - "+ Execut; Year 1912 Month MAR \n", - "+ Execut; Year 1912 Month APR \n", - "+ Execut; Year 1912 Month MAY \n", - "+ Execut; Year 1912 Month JUN \n", - "+ Execut; Year 1912 Month JUL \n", - "+ Execut; Year 1912 Month AUG \n", - "+ Execut; Year 1912 Month SEP \n", - "+ Execut; Year 1912 Month OCT \n", - "+ Execut; Year 1912 Month NOV \n", - "+ Execut; Year 1912 Month DEC \n", - "+ Execut; Year 1913 Month JAN \n", - "+ Execut; Year 1913 Month FEB \n", - "+ Execut; Year 1913 Month MAR \n", - "+ Execut; Year 1913 Month APR \n", - "+ Execut; Year 1913 Month MAY \n", - "+ Execut; Year 1913 Month JUN \n", - "+ Execut; Year 1913 Month JUL \n", - "+ Execut; Year 1913 Month AUG \n", - "+ Execut; Year 1913 Month SEP \n", - "+ Execut; Year 1913 Month OCT \n", - "+ Execut; Year 1913 Month NOV \n", - "+ Execut; Year 1913 Month DEC \n", - "+ Execut; Year 1914 Month JAN \n", - "+ Execut; Year 1914 Month FEB \n", - "+ Execut; Year 1914 Month MAR \n", - "+ Execut; Year 1914 Month APR \n", - "+ Execut; Year 1914 Month MAY \n", - "+ Execut; Year 1914 Month JUN \n", - "+ Execut; Year 1914 Month JUL \n", - "+ Execut; Year 1914 Month AUG \n", - "+ Execut; Year 1914 Month SEP \n", - "+ Execut; Year 1914 Month OCT \n", - "+ Execut; Year 1914 Month NOV \n", - "+ Execut; Year 1914 Month DEC \n", - "+ Execut; Year 1915 Month JAN \n", - "+ Execut; Year 1915 Month FEB \n", - "+ Execut; Year 1915 Month MAR \n", - "+ Execut; Year 1915 Month APR \n", - "+ Execut; Year 1915 Month MAY \n", - "+ Execut; Year 1915 Month JUN \n", - "+ Execut; Year 1915 Month JUL \n", - "+ Execut; Year 1915 Month AUG \n", - "+ Execut; Year 1915 Month SEP \n", - "+ Execut; Year 1915 Month OCT \n", - "+ Execut; Year 1915 Month NOV \n", - "+ Execut; Year 1915 Month DEC \n", - "+ Execut; Year 1916 Month JAN \n", - "+ Execut; Year 1916 Month FEB \n", - "+ Execut; Year 1916 Month MAR \n", - "+ Execut; Year 1916 Month APR \n", - "+ Execut; Year 1916 Month MAY \n", - "+ Execut; Year 1916 Month JUN \n", - "+ Execut; Year 1916 Month JUL \n", - "+ Execut; Year 1916 Month AUG \n", - "+ Execut; Year 1916 Month SEP \n", - "+ Execut; Year 1916 Month OCT \n", - "+ Execut; Year 1916 Month NOV \n", - "+ Execut; Year 1916 Month DEC \n", - "+ Execut; Year 1917 Month JAN \n", - "+ Execut; Year 1917 Month FEB \n", - "+ Execut; Year 1917 Month MAR \n", - "+ Execut; Year 1917 Month APR \n", - "+ Execut; Year 1917 Month MAY \n", - "+ Execut; Year 1917 Month JUN \n", - "+ Execut; Year 1917 Month JUL \n", - "+ Execut; Year 1917 Month AUG \n", - "+ Execut; Year 1917 Month SEP \n", - "+ 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1919 Month DEC \n", - "+ Execut; Year 1920 Month JAN \n", - "+ Execut; Year 1920 Month FEB \n", - "+ Execut; Year 1920 Month MAR \n", - "+ Execut; Year 1920 Month APR \n", - "+ Execut; Year 1920 Month MAY \n", - "+ Execut; Year 1920 Month JUN \n", - "+ Execut; Year 1920 Month JUL \n", - "+ Execut; Year 1920 Month AUG \n", - "+ Execut; Year 1920 Month SEP \n", - "+ Execut; Year 1920 Month OCT \n", - "+ Execut; Year 1920 Month NOV \n", - "+ Execut; Year 1920 Month DEC \n", - "+ Execut; Year 1921 Month JAN \n", - "+ Execut; Year 1921 Month FEB \n", - "+ Execut; Year 1921 Month MAR \n", - "+ Execut; Year 1921 Month APR \n", - "+ Execut; Year 1921 Month MAY \n", - "+ Execut; Year 1921 Month JUN \n", - "+ Execut; Year 1921 Month JUL \n", - "+ Execut; Year 1921 Month AUG \n", - "+ Execut; Year 1921 Month SEP \n", - "+ Execut; Year 1921 Month OCT \n", - "+ Execut; Year 1921 Month NOV \n", - "+ Execut; Year 1921 Month DEC \n", - "+ Execut; Year 1922 Month JAN \n", - "+ Execut; Year 1922 Month FEB \n", - "+ Execut; Year 1922 Month MAR \n", - "+ Execut; Year 1922 Month APR \n", - "+ Execut; Year 1922 Month MAY \n", - "+ Execut; Year 1922 Month JUN \n", - "+ Execut; Year 1922 Month JUL \n", - "+ Execut; Year 1922 Month AUG \n", - "+ Execut; Year 1922 Month SEP \n", - "+ Execut; Year 1922 Month OCT \n", - "+ Execut; Year 1922 Month NOV \n", - "+ Execut; Year 1922 Month DEC \n", - "+ Execut; Year 1923 Month JAN \n", - "+ Execut; Year 1923 Month FEB \n", - "+ Execut; Year 1923 Month MAR \n", - "+ Execut; Year 1923 Month APR \n", - "+ Execut; Year 1923 Month MAY \n", - "+ Execut; Year 1923 Month JUN \n", - "+ Execut; Year 1923 Month JUL \n", - "+ Execut; Year 1923 Month AUG \n", - "+ Execut; Year 1923 Month SEP \n", - "+ Execut; Year 1923 Month OCT \n", - "+ Execut; Year 1923 Month NOV \n", - "+ Execut; Year 1923 Month DEC \n", - "+ Execut; Year 1924 Month JAN \n", - "+ Execut; Year 1924 Month FEB \n", - "+ Execut; Year 1924 Month MAR \n", - "+ Execut; Year 1924 Month APR \n", - 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Year 1926 Month JUL \n", - "+ Execut; Year 1926 Month AUG \n", - "+ Execut; Year 1926 Month SEP \n", - "+ Execut; Year 1926 Month OCT \n", - "+ Execut; Year 1926 Month NOV \n", - "+ Execut; Year 1926 Month DEC \n", - "+ Execut; Year 1927 Month JAN \n", - "+ Execut; Year 1927 Month FEB \n", - "+ Execut; Year 1927 Month MAR \n", - "+ Execut; Year 1927 Month APR \n", - "+ Execut; Year 1927 Month MAY \n", - "+ Execut; Year 1927 Month JUN \n", - "+ Execut; Year 1927 Month JUL \n", - "+ Execut; Year 1927 Month AUG \n", - "+ Execut; Year 1927 Month SEP \n", - "+ Execut; Year 1927 Month OCT \n", - "+ Execut; Year 1927 Month NOV \n", - "+ Execut; Year 1927 Month DEC \n", - "+ Execut; Year 1928 Month JAN \n", - "+ Execut; Year 1928 Month FEB \n", - "+ Execut; Year 1928 Month MAR \n", - "+ Execut; Year 1928 Month APR \n", - "+ Execut; Year 1928 Month MAY \n", - "+ Execut; Year 1928 Month JUN \n", - "+ Execut; Year 1928 Month JUL \n", - "+ Execut; Year 1928 Month AUG \n", - "+ Execut; Year 1928 Month SEP \n", - "+ Execut; Year 1928 Month OCT \n", - "+ Execut; Year 1928 Month NOV \n", - "+ Execut; Year 1928 Month DEC \n", - "+ Execut; Year 1929 Month JAN \n", - "+ Execut; Year 1929 Month FEB \n", - "+ Execut; Year 1929 Month MAR \n", - "+ Execut; Year 1929 Month APR \n", - "+ Execut; Year 1929 Month MAY \n", - "+ Execut; Year 1929 Month JUN \n", - "+ Execut; Year 1929 Month JUL \n", - "+ Execut; Year 1929 Month AUG \n", - "+ Execut; Year 1929 Month SEP \n", - "+ Execut; Year 1929 Month OCT \n", - "+ Execut; Year 1929 Month NOV \n", - "+ Execut; Year 1929 Month DEC \n", - "+ Execut; Year 1930 Month JAN \n", - "+ Execut; Year 1930 Month FEB \n", - "+ Execut; Year 1930 Month MAR \n", - "+ Execut; Year 1930 Month APR \n", - "+ Execut; Year 1930 Month MAY \n", - "+ Execut; Year 1930 Month JUN \n", - "+ Execut; Year 1930 Month JUL \n", - "+ Execut; Year 1930 Month AUG \n", - "+ Execut; Year 1930 Month SEP \n", - "+ Execut; Year 1930 Month OCT \n", - "+ Execut; Year 1930 Month NOV 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Year 2003 Month MAR \n", - "+ Execut; Year 2003 Month APR \n", - "+ Execut; Year 2003 Month MAY \n", - "+ Execut; Year 2003 Month JUN \n", - "+ Execut; Year 2003 Month JUL \n", - "+ Execut; Year 2003 Month AUG \n", - "+ Execut; Year 2003 Month SEP \n", - "+ Execut; Year 2003 Month OCT \n", - "+ Execut; Year 2003 Month NOV \n", - "+ Execut; Year 2003 Month DEC \n", - "+ Execut; Year 2004 Month JAN \n", - "+ Execut; Year 2004 Month FEB \n", - "+ Execut; Year 2004 Month MAR \n", - "+ Execut; Year 2004 Month APR \n", - "+ Execut; Year 2004 Month MAY \n", - "+ Execut; Year 2004 Month JUN \n", - "+ Execut; Year 2004 Month JUL \n", - "+ Execut; Year 2004 Month AUG \n", - "+ Execut; Year 2004 Month SEP \n", - "+ Execut; Year 2004 Month OCT \n", - "+ Execut; Year 2004 Month NOV \n", - "+ Execut; Year 2004 Month DEC \n", - "+ Execut; Year 2005 Month JAN \n", - "+ Execut; Year 2005 Month FEB \n", - "+ Execut; Year 2005 Month MAR \n", - "+ Execut; Year 2005 Month APR \n", - "+ Execut; Year 2005 Month MAY \n", - "+ Execut; Year 2005 Month JUN \n", - "+ Execut; Year 2005 Month JUL \n", - "+ Execut; Year 2005 Month AUG \n", - "+ Execut; Year 2005 Month SEP \n", - "+ Execut; Year 2005 Month OCT \n", - "+ Execut; Year 2005 Month NOV \n", - "+ Execut; Year 2005 Month DEC \n", - "+ Execut; Year 2006 Month JAN \n", - "+ Execut; Year 2006 Month FEB \n", - "+ Execut; Year 2006 Month MAR \n", - "+ Execut; Year 2006 Month APR \n", - "+ Execut; Year 2006 Month MAY \n", - "+ Execut; Year 2006 Month JUN \n", - "+ Execut; Year 2006 Month JUL \n", - "+ Execut; Year 2006 Month AUG \n", - "+ Execut; Year 2006 Month SEP \n", - "+ Execut; Year 2006 Month OCT \n", - "+ Execut; Year 2006 Month NOV \n", - "+ Execut; Year 2006 Month DEC \n", - "+ Execut; Year 2007 Month JAN \n", - "+ Execut; Year 2007 Month FEB \n", - "+ Execut; Year 2007 Month MAR \n", - "+ Execut; Year 2007 Month APR \n", - "+ Execut; Year 2007 Month MAY \n", - "+ Execut; Year 2007 Month JUN \n", - "+ Execut; Year 2007 Month JUL \n", - "+ Execut; Year 2007 Month AUG \n", - "+ Execut; Year 2007 Month SEP \n", - "+ Execut; Year 2007 Month OCT \n", - "+ Execut; Year 2007 Month NOV \n", - "+ Execut; Year 2007 Month DEC \n", - "+ Execut; Year 2008 Month JAN \n", - "+ Execut; Year 2008 Month FEB \n", - "+ Execut; Year 2008 Month MAR \n", - "+ Execut; Year 2008 Month APR \n", - "+ Execut; Year 2008 Month MAY \n", - "+ Execut; Year 2008 Month JUN \n", - "+ Execut; Year 2008 Month JUL \n", - "+ Execut; Year 2008 Month AUG \n", - "+ Execut; Year 2008 Month SEP \n", - "+ Execut; Year 2008 Month OCT \n", - "+ Execut; Year 2008 Month NOV \n", - "+ Execut; Year 2008 Month DEC \n", - "+ Execut; Year 2009 Month JAN \n", - "+ Execut; Year 2009 Month FEB \n", - "+ Execut; Year 2009 Month MAR \n", - "+ Execut; Year 2009 Month APR \n", - "+ Execut; Year 2009 Month MAY \n", - "+ Execut; Year 2009 Month JUN \n", - "+ Execut; Year 2009 Month JUL \n", - "+ Execut; Year 2009 Month AUG \n", - "+ Execut; Year 2009 Month SEP \n", - "+ Execut; Year 2009 Month OCT \n", - "+ Execut; Year 2009 Month NOV \n", - "+ Execut; Year 2009 Month DEC \n", - "+ Execut; Year 2010 Month JAN \n", - "+ Execut; Year 2010 Month FEB \n", - "+ Execut; Year 2010 Month MAR \n", - "+ Execut; Year 2010 Month APR \n", - "+ Execut; Year 2010 Month MAY \n", - "+ Execut; Year 2010 Month JUN \n", - "+ Execut; Year 2010 Month JUL \n", - "+ Execut; Year 2010 Month AUG \n", - "+ Execut; Year 2010 Month SEP \n", - "+ Execut; Year 2010 Month OCT \n", - "+ Execut; Year 2010 Month NOV \n", - "+ Execut; Year 2010 Month DEC \n", - "+ Execut; Year 2011 Month JAN \n", - "+ Execut; Year 2011 Month FEB \n", - "+ Execut; Year 2011 Month MAR \n", - "+ Execut; Year 2011 Month APR \n", - "+ Execut; Year 2011 Month MAY \n", - "+ Execut; Year 2011 Month JUN \n", - "+ Execut; Year 2011 Month JUL \n", - "+ Execut; Year 2011 Month AUG \n", - "+ Execut; Year 2011 Month SEP \n", - "+ Execut; Year 2011 Month OCT \n", - "+ Execut; Year 2011 Month NOV \n", - "+ Execut; Year 2011 Month DEC \n", - "+ Execut; Year 2012 Month JAN \n", - "+ Execut; Year 2012 Month FEB \n", - "+ Execut; Year 2012 Month MAR \n", - "+ Execut; Year 2012 Month APR \n", - "+ Execut; Year 2012 Month MAY \n", - "+ Execut; Year 2012 Month JUN \n", - "+ Execut; Year 2012 Month JUL \n", - "+ Execut; Year 2012 Month AUG \n", - "+ Execut; Year 2012 Month SEP \n", - "+ Execut; Year 2012 Month OCT \n", - "+ Execut; Year 2012 Month NOV \n", - "+ Execut; Year 2012 Month DEC \n", - "+ Execut; Year 2013 Month JAN \n", - "+ Execut; Year 2013 Month FEB \n", - "+ Execut; Year 2013 Month MAR \n", - "+ Execut; Year 2013 Month APR \n", - "+ Execut; Year 2013 Month MAY \n", - "+ Execut; Year 2013 Month JUN \n", - "+ Execut; Year 2013 Month JUL \n", - "+ Execut; Year 2013 Month AUG \n", - "+ Execut; Year 2013 Month SEP \n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 1973 Month JUN Day 1\n", - " The maximum number of reoperations 169\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 41; or 2. % Complete\n", - "+ Printing Reservoir Summary 26 of 41; or 63. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 725; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 725; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 725; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 725; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 725; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 725; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 725; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 725; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 725; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 725; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 725; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 725; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 725; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 725; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 725; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 725; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 725; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 725; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 725; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 725; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 725; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 725; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 725; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 576 of 725; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 601 of 725; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 626 of 725; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 651 of 725; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 676 of 725; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 701 of 725; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 725 of 725; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 544; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 25 of 544; or 5. % Complete\n", - "+ Printing Structure Summary (*.xss) 50 of 544; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 75 of 544; or 14. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 544; or 19. % Complete\n", - "+ Printing Structure Summary (*.xss) 125 of 544; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 150 of 544; or 28. % Complete\n", - "+ Printing Structure Summary (*.xss) 175 of 544; or 32. % Complete\n", - "+ Printing Structure Summary (*.xss) 200 of 544; or 37. % Complete\n", - "+ Printing Structure Summary (*.xss) 225 of 544; or 42. % Complete\n", - "+ Printing Structure Summary (*.xss) 250 of 544; or 46. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 544; or 51. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 544; or 55. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 544; or 60. % Complete\n", - "+ Printing Structure Summary (*.xss) 350 of 544; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 375 of 544; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 400 of 544; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 425 of 544; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 450 of 544; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 475 of 544; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 500 of 544; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 525 of 544; or 97. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutWW \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " WWSP Output: *.xww\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in dataset log file: /home/8f04c5969ed54204a64388872dd1b557/data/gm2015_StateMod_modified/gm2015_StateMod_modified/StateMod/scenarios/S1_1/gm2015B_S1_1.log \n", - " Stop 0\n" - ] - } - ], + "outputs": [], "source": [ "# set realization and sample\n", "realization = 1\n", @@ -4843,7 +401,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "308aa3e5-b705-4a4f-83e4-39e96b18303c", "metadata": { "tags": [] @@ -4900,33 +458,12 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "6bb1ff51-b736-46dd-98f7-d9b4af9121b9", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# historic reservoir directory\n", "historic_res_dir = os.path.join(data_dir, \"historic_reservoir_levels\")\n", @@ -5003,7 +540,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/notebooks/Quickstarter_Notebook_3_Final.ipynb b/notebooks/Quickstarter_Notebook_3_Final.ipynb index ee02db4..d137c7b 100644 --- a/notebooks/Quickstarter_Notebook_3_Final.ipynb +++ b/notebooks/Quickstarter_Notebook_3_Final.ipynb @@ -26,7 +26,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "46286883-98cc-4c5b-94a2-86de7f92449e", "metadata": { "tags": [] @@ -56,7 +56,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "7e2ddfdd-15db-4bc4-a7eb-98b136f6adf9", "metadata": { "tags": [] @@ -111,2788 +111,12 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "d86d0e12-515a-4af5-94b6-0297b468de2f", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Parse; Command line argument: \n", - " cm2015B -simulate \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 15.00.01\n", - " Last revision date: 2015/10/28\n", - "\n", - "________________________________________________________________________\n", - "\n", - " Opening log file cm2015B.log \n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - " Mdainp.for\n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - " Mdainp.for\n", - "+ Execut; Year 1908 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1908 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1908 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1909 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1909 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1909 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1909 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1909 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1909 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1909 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1909 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1909 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1909 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1909 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1909 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1910 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1910 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1910 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1910 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1910 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1910 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1910 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1910 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1910 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1910 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1910 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1910 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1911 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1911 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1911 Month MAR Day 1 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Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1996 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1996 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1996 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1997 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1997 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1997 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1997 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1997 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1997 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1997 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1997 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1997 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1997 Month OCT Day 1 Reoperation 1 Annual 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DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1999 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1999 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1999 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1999 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1999 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1999 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1999 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1999 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1999 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1999 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1999 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1999 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2000 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2000 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2000 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2000 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2000 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2000 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2000 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2000 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2000 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2000 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2000 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2000 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2001 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2001 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2001 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2001 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2001 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2001 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2001 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2001 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2001 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2001 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2001 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2001 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2002 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2002 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2002 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2002 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2002 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2002 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2002 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2002 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2002 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2002 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2002 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2002 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2003 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2003 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2003 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2003 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2003 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2003 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2003 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2003 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2003 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2003 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2003 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2003 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2004 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2004 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2004 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2004 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2004 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2004 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2004 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2004 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2004 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2004 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2004 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2004 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2005 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2005 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2005 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2005 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2005 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2005 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2005 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2005 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2005 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2005 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2005 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2005 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2006 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2006 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2006 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2006 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2006 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2006 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2006 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2006 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2006 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2006 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2006 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2006 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2007 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2007 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2007 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2007 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2007 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2007 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2007 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2007 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2007 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2007 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2007 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2007 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2008 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2008 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2008 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2008 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2008 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2008 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2008 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2008 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2008 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2008 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2008 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2008 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2009 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2009 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2009 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2009 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2009 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2009 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2009 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2009 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2009 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2009 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2009 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2009 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2010 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2010 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2010 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2010 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2010 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2010 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2010 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2010 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2010 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2010 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2010 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2010 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2011 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2011 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2011 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2011 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2011 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2011 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2011 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2011 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2011 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2011 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2011 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2011 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2012 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2012 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2012 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2012 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2012 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2012 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2012 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2012 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2012 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2012 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2012 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2012 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2013 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2013 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2013 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2013 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2013 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2013 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2013 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2013 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2013 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 2013 Month SEP Day 1\n", - " The maximum number of reoperations 1\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 36; or 3. % Complete\n", - "+ Printing Reservoir Summary 2 of 36; or 6. % Complete\n", - "+ Printing Reservoir Summary 3 of 36; or 8. % Complete\n", - "+ Printing Reservoir Summary 4 of 36; or 11. % Complete\n", - "+ Printing Reservoir Summary 5 of 36; or 14. % Complete\n", - "+ Printing Reservoir Summary 8 of 36; or 22. % Complete\n", - "+ Printing Reservoir Summary 9 of 36; or 25. % Complete\n", - "+ Printing Reservoir Summary 10 of 36; or 28. % Complete\n", - "+ Printing Reservoir Summary 11 of 36; or 31. % Complete\n", - "+ Printing Reservoir Summary 12 of 36; or 33. % Complete\n", - "+ Printing Reservoir Summary 13 of 36; or 36. % Complete\n", - "+ Printing Reservoir Summary 14 of 36; or 39. % Complete\n", - "+ Printing Reservoir Summary 15 of 36; or 42. % Complete\n", - "+ Printing Reservoir Summary 16 of 36; or 44. % Complete\n", - "+ Printing Reservoir Summary 17 of 36; or 47. % Complete\n", - "+ Printing Reservoir Summary 18 of 36; or 50. % Complete\n", - "+ Printing Reservoir Summary 19 of 36; or 53. % Complete\n", - "+ Printing Reservoir Summary 20 of 36; or 56. % Complete\n", - "+ Printing Reservoir Summary 21 of 36; or 58. % Complete\n", - "+ Printing Reservoir Summary 22 of 36; or 61. % Complete\n", - "+ Printing Reservoir Summary 23 of 36; or 64. % Complete\n", - "+ Printing Reservoir Summary 24 of 36; or 67. % Complete\n", - "+ Printing Reservoir Summary 25 of 36; or 69. % Complete\n", - "+ Printing Reservoir Summary 26 of 36; or 72. % Complete\n", - "+ Printing Reservoir Summary 27 of 36; or 75. % Complete\n", - "+ Printing Reservoir Summary 28 of 36; or 78. % Complete\n", - "+ Printing Reservoir Summary 29 of 36; or 81. % Complete\n", - "+ Printing Reservoir Summary 30 of 36; or 83. % Complete\n", - "+ Printing Reservoir Summary 31 of 36; or 86. % Complete\n", - "+ Printing Reservoir Summary 32 of 36; or 89. % Complete\n", - "+ Printing Reservoir Summary 33 of 36; or 92. % Complete\n", - "+ Printing Reservoir Summary 34 of 36; or 94. % Complete\n", - "+ Printing Reservoir Summary 35 of 36; or 97. % Complete\n", - "+ Printing Reservoir Summary 36 of 36; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 2 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 3 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 4 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 5 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 6 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 7 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 8 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 9 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 10 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 11 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 12 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 13 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 14 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 15 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 16 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 17 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 18 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 19 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 20 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 21 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 22 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 23 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 24 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 25 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 27 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 28 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 29 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 30 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 31 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 32 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 33 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 34 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 35 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 36 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 37 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 38 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 39 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 40 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 41 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 42 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 43 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 44 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 45 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 46 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 47 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 48 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 49 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 50 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 52 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 53 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 54 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 55 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 56 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 57 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 58 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 59 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 60 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 61 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 62 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 63 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 64 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 65 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 66 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 67 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 68 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 69 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 70 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 71 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 72 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 73 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 74 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 75 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 77 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 78 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 79 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 80 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 81 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 82 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 83 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 84 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 85 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 86 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 87 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 88 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 89 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 90 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 91 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 92 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 93 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 94 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 95 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 96 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 97 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 98 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 99 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 100 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 102 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 103 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 104 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 105 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 106 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 107 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 108 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 109 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 110 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 111 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 112 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 113 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 114 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 115 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 116 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 117 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 118 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 119 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 120 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 121 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 122 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 123 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 124 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 125 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 127 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 128 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 129 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 130 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 131 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 132 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 133 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 134 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 135 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 136 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 137 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 138 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 139 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 140 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 141 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 142 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 143 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 144 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 145 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 146 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 147 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 148 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 149 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 150 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 152 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 153 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 154 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 155 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 156 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 157 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 158 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 159 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 160 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 161 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 162 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 163 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 164 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 165 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 166 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 167 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 168 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 169 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 170 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 171 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 172 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 173 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 174 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 175 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 807; or 22. % 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Stream Summary 203 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 204 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 205 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 206 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 207 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 208 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 209 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 210 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 211 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 212 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 213 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 214 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 215 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 216 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 217 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 218 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 219 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 220 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 221 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 222 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 223 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 224 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 225 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 227 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 228 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 229 of 807; or 28. % 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Printing Diversion & Stream Summary 243 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 244 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 245 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 246 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 247 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 248 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 249 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 250 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 252 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 253 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 254 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 255 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 256 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 257 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 258 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 259 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 260 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 261 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 262 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 263 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 264 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 265 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 266 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 267 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 268 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 269 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 270 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 271 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 272 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 273 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 274 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 275 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 277 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 278 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 279 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 280 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 281 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 282 of 807; or 35. % 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Printing Diversion & Stream Summary 296 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 297 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 298 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 299 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 300 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 302 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 303 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 304 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 305 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 306 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 307 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 308 of 807; or 38. % Complete\n", - "+ Printing Diversion & 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Stream Summary 415 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 416 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 417 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 418 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 419 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 420 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 421 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 422 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 423 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 424 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 425 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 427 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 428 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 429 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 430 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 431 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 432 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 433 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 434 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 435 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 436 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 437 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 438 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 439 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 440 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 441 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 442 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 443 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 444 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 445 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 446 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 447 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 448 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 449 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 450 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 452 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 453 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 454 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 455 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 456 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 457 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 458 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 459 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 460 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 461 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 462 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 463 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 464 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 465 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 466 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 467 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 468 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 469 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 470 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 471 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 472 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 473 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 474 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 475 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 477 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 478 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 479 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 480 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 481 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 482 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 483 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 484 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 485 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 486 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 487 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 488 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 489 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 490 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 491 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 492 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 493 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 494 of 807; or 61. % 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Printing Diversion & Stream Summary 508 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 509 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 510 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 511 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 512 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 513 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 514 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 515 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 516 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 517 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 518 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 519 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 520 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 521 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 522 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 523 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 524 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 525 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 527 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 528 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 529 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 530 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 531 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 532 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 533 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 534 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 535 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 536 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 537 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 538 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 539 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 540 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 541 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 542 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 543 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 544 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 545 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 546 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 547 of 807; or 68. % 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Printing Diversion & Stream Summary 561 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 562 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 563 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 564 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 565 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 566 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 567 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 568 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 569 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 570 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 571 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 572 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 573 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 574 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 575 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 576 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 577 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 578 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 579 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 580 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 581 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 582 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 583 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 584 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 585 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 586 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 587 of 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Printing Diversion & Stream Summary 614 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 615 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 616 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 617 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 618 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 619 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 620 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 621 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 622 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 623 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 624 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 625 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 626 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 627 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 628 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 629 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 630 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 631 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 632 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 633 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 634 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 635 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 636 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 637 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 638 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 639 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 640 of 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Printing Diversion & Stream Summary 667 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 668 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 669 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 670 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 671 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 672 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 673 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 674 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 675 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 676 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 677 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 678 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 679 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 680 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 681 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 682 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 683 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 684 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 685 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 686 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 687 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 688 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 689 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 690 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 691 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 692 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 693 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 694 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 695 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 696 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 697 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 698 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 699 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 700 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 701 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 702 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 703 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 704 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 705 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 706 of 807; or 87. % 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Printing Diversion & Stream Summary 720 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 721 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 722 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 723 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 724 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 725 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 726 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 727 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 728 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 729 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 730 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 731 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 732 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 733 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 734 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 735 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 736 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 737 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 738 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 739 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 740 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 741 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 742 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 743 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 744 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 745 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 746 of 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of 443; or 62. % Complete\n", - "+ Printing Structure Summary (*.xss) 274 of 443; or 62. % Complete\n", - "+ Printing Structure Summary (*.xss) 275 of 443; or 62. % Complete\n", - "+ Printing Structure Summary (*.xss) 276 of 443; or 63. % Complete\n", - "+ Printing Structure Summary (*.xss) 277 of 443; or 63. % Complete\n", - "+ Printing Structure Summary (*.xss) 278 of 443; or 63. % Complete\n", - "+ Printing Structure Summary (*.xss) 279 of 443; or 63. % Complete\n", - "+ Printing Structure Summary (*.xss) 280 of 443; or 63. % Complete\n", - "+ Printing Structure Summary (*.xss) 281 of 443; or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 282 of 443; or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 283 of 443; or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 284 of 443; or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 285 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 286 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 287 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 288 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 289 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 290 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 291 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 292 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 293 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 294 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 295 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 296 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 297 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 298 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 299 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 301 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 302 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 303 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 304 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 305 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 306 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 307 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 308 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 309 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 310 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 311 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 312 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 313 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 314 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 315 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 316 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 317 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 318 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 319 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 320 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 321 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 322 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 323 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 324 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 326 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 327 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 328 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 329 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 330 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 331 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 332 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 333 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 334 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 335 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 336 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 337 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 338 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 339 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 340 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 341 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 342 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 343 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 344 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 345 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 346 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 347 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 348 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 349 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 350 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 351 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 352 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 353 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 354 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 355 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 356 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 357 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 358 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 359 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 360 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 361 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 362 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 363 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 364 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 365 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 366 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 367 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 368 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 369 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 370 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 371 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 372 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 373 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 374 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 375 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 376 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 377 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 378 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 379 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 380 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 381 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 382 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 383 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 384 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 385 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 386 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 387 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 388 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 389 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 390 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 391 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 392 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 393 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 394 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 395 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 396 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 397 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 398 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 399 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 400 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 401 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 402 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 403 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 404 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 405 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 406 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 407 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 408 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 409 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 410 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 411 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 412 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 413 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 414 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 415 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 416 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 417 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 418 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 419 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 420 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 421 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 422 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 423 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 424 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 425 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 426 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 427 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 428 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 429 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 430 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 431 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 432 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 433 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 434 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 435 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 436 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 437 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 438 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 439 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 440 of 443; or 100. % Complete\n", - "+ Printing Structure Summary (*.xss) 441 of 443; or 100. % Complete\n", - "+ Printing Structure Summary (*.xss) 442 of 443; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " Replacement Reesrvoir Output: *.xrp\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in file: cm2015B.log \n", - " Stop 0\n" - ] - }, - { - "data": { - "text/plain": [ - "0" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# Change directories first \n", "os.chdir(data_dir) #This is needed specific to the Upper Colorado model as the path name is too long for the model to accept\n", @@ -2911,20 +135,12 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "0758c26d-9690-4bc5-869a-73feed2b9126", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 965.10it/s]\n" - ] - } - ], + "outputs": [], "source": [ "#Extract shortages using statemodify convert_xdd() function \n", "\n", @@ -2960,33 +176,12 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "70d66198-db40-4874-8cb5-61b1d1346240", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "data=pd.read_parquet(output_dir +'/cm2015B.parquet',engine='pyarrow')\n", "\n", @@ -3032,7 +227,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "fc08da33-396c-443b-b6ff-dadbc7a1fae3", "metadata": { "tags": [] @@ -3060,7 +255,7 @@ " seed_value=seed_value,\n", " n_jobs=n_jobs,\n", " n_samples=n_samples,\n", - " save_sample=True)" + " save_sample=True)\n" ] }, { @@ -3073,23 +268,12 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "01b67e22-69ff-46ce-9f1d-a4d6c01f71d8", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([0.86911215])" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "import numpy as np\n", "sample_array = np.load(output_directory+'/res_1-samples_scenario-1.npy')\n", @@ -3114,2831 +298,12 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "eaaec47d-0a39-4c7b-b8ed-54156d251a1f", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S0_1\n", - " Parse; Command line argument: \n", - " cm2015B_S0_1 -simulate \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 15.00.01\n", - " Last revision date: 2015/10/28\n", - "\n", - "________________________________________________________________________\n", - "\n", - " Opening log file cm2015B_S0_1.log \n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - " Mdainp.for\n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - " Mdainp.for\n", - "+ Execut; Year 1908 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1908 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1908 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1909 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1909 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1909 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1909 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1909 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1909 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1909 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1909 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1909 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1909 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1909 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1909 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1910 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1910 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1910 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1910 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1910 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1910 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1910 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1910 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1910 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1910 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1910 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1910 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1911 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1911 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1911 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1911 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1911 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1911 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1911 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1911 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1911 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1911 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1911 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1911 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1912 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1912 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1912 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1912 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1912 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1912 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1912 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1912 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1912 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1912 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1912 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1912 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1913 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1913 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1913 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1913 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1913 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1913 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1913 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1913 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1913 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1913 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1913 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1913 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1914 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1914 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1914 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1914 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1914 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1914 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1914 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1914 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1914 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1914 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1914 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1914 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1915 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1915 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1915 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1915 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; 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Year 1945 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1945 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1945 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1945 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1946 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1946 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1946 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1946 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1946 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1946 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1946 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1946 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1946 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1946 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; 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Year 1951 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1951 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1951 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1951 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1951 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1951 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1952 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1952 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1952 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1952 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1952 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1952 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1952 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1952 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1952 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1952 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1952 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1952 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1953 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1953 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1953 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1953 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1953 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1953 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1953 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1953 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1953 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1953 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1953 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1953 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1954 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1954 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1954 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1954 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1954 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1954 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1954 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1954 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1954 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1954 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1954 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1954 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1955 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1955 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1955 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1955 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1955 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1955 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1955 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1955 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1955 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1955 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1955 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1955 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1956 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1956 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; 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Year 1957 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1957 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1957 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1957 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1957 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1957 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1957 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1957 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1958 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1958 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1958 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1958 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1958 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1958 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1958 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1958 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1958 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1958 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1958 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1958 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1959 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1959 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1959 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1959 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1959 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1959 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1959 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1959 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; 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Year 1960 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1960 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1961 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1961 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1961 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1961 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1961 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1961 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1961 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1961 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1961 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1961 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1961 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1961 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; 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Year 1990 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1990 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1990 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1990 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1990 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1990 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1990 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1990 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1990 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1990 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1990 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1990 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1991 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1991 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; 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Year 2001 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2001 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2001 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2001 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2002 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2002 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2002 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2002 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2002 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2002 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2002 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2002 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2002 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2002 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2002 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2002 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2003 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2003 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2003 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2003 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2003 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2003 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2003 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2003 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2003 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2003 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2003 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2003 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2004 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2004 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2004 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2004 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2004 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2004 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2004 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2004 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2004 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2004 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2004 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2004 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2005 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2005 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2005 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2005 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2005 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2005 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2005 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2005 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2005 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2005 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2005 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2005 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2006 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2006 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2006 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2006 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2006 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2006 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2006 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2006 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2006 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2006 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2006 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2006 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2007 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2007 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2007 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2007 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2007 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2007 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2007 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2007 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2007 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2007 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2007 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2007 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2008 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2008 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2008 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2008 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2008 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2008 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2008 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2008 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2008 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2008 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2008 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2008 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2009 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2009 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2009 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2009 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2009 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2009 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2009 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2009 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2009 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2009 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2009 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2009 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2010 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2010 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2010 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2010 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2010 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2010 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2010 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2010 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2010 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2010 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2010 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2010 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2011 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2011 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2011 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2011 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2011 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2011 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2011 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2011 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2011 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2011 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2011 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2011 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2012 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2012 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2012 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2012 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2012 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2012 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2012 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2012 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2012 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2012 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2012 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2012 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2013 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2013 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2013 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2013 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2013 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2013 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2013 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2013 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2013 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 2013 Month SEP Day 1\n", - " The maximum number of reoperations 1\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 36; or 3. % Complete\n", - "+ Printing Reservoir Summary 2 of 36; or 6. % Complete\n", - "+ Printing Reservoir Summary 3 of 36; or 8. % Complete\n", - "+ Printing Reservoir Summary 4 of 36; or 11. % Complete\n", - "+ Printing Reservoir Summary 5 of 36; or 14. % Complete\n", - "+ Printing Reservoir Summary 8 of 36; or 22. % Complete\n", - "+ Printing Reservoir Summary 9 of 36; or 25. % Complete\n", - "+ Printing Reservoir Summary 10 of 36; or 28. % Complete\n", - "+ Printing Reservoir Summary 11 of 36; or 31. % Complete\n", - "+ Printing Reservoir Summary 12 of 36; or 33. % Complete\n", - "+ Printing Reservoir Summary 13 of 36; or 36. % Complete\n", - "+ Printing Reservoir Summary 14 of 36; or 39. % Complete\n", - "+ Printing Reservoir Summary 15 of 36; or 42. % Complete\n", - "+ Printing Reservoir Summary 16 of 36; or 44. % Complete\n", - "+ Printing Reservoir Summary 17 of 36; or 47. % Complete\n", - "+ Printing Reservoir Summary 18 of 36; or 50. % Complete\n", - "+ Printing Reservoir Summary 19 of 36; or 53. % Complete\n", - "+ Printing Reservoir Summary 20 of 36; or 56. % Complete\n", - "+ Printing Reservoir Summary 21 of 36; or 58. % Complete\n", - "+ Printing Reservoir Summary 22 of 36; or 61. % Complete\n", - "+ Printing Reservoir Summary 23 of 36; or 64. % Complete\n", - "+ Printing Reservoir Summary 24 of 36; or 67. % Complete\n", - "+ Printing Reservoir Summary 25 of 36; or 69. % Complete\n", - "+ Printing Reservoir Summary 26 of 36; or 72. % Complete\n", - "+ Printing Reservoir Summary 27 of 36; or 75. % Complete\n", - "+ Printing Reservoir Summary 28 of 36; or 78. % Complete\n", - "+ Printing Reservoir Summary 29 of 36; or 81. % Complete\n", - "+ Printing Reservoir Summary 30 of 36; or 83. % Complete\n", - "+ Printing Reservoir Summary 31 of 36; or 86. % Complete\n", - "+ Printing Reservoir Summary 32 of 36; or 89. % Complete\n", - "+ Printing Reservoir Summary 33 of 36; or 92. % Complete\n", - "+ Printing Reservoir Summary 34 of 36; or 94. % Complete\n", - "+ Printing Reservoir Summary 35 of 36; or 97. % Complete\n", - "+ Printing Reservoir Summary 36 of 36; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 2 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 3 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 4 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 5 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 6 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 7 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 8 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 9 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 10 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 11 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 12 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 13 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 14 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 15 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 16 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 17 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 18 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 19 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 20 of 807; or 2. % Complete\n", - "+ Printing Diversion & Stream Summary 21 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 22 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 23 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 24 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 25 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 27 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 28 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 29 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 30 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 31 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 32 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 33 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 34 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 35 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 36 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 37 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 38 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 39 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 40 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 41 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 42 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 43 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 44 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 45 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 46 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 47 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 48 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 49 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 50 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 52 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 53 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 54 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 55 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 56 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 57 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 58 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 59 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 60 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 61 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 62 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 63 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 64 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 65 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 66 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 67 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 68 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 69 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 70 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 71 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 72 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 73 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 74 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 75 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 77 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 78 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 79 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 80 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 81 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 82 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 83 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 84 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 85 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 86 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 87 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 88 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 89 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 90 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 91 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 92 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 93 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 94 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 95 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 96 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 97 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 98 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 99 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 100 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 102 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 103 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 104 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 105 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 106 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 107 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 108 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 109 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 110 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 111 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 112 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 113 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 114 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 115 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 116 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 117 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 118 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 119 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 120 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 121 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 122 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 123 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 124 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 125 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 127 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 128 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 129 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 130 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 131 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 132 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 133 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 134 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 135 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 136 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 137 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 138 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 139 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 140 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 141 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 142 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 143 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 144 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 145 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 146 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 147 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 148 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 149 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 150 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 152 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 153 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 154 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 155 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 156 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 157 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 158 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 159 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 160 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 161 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 162 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 163 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 164 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 165 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 166 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 167 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 168 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 169 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 170 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 171 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 172 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 173 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 174 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 175 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 177 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 178 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 179 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 180 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 181 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 182 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 183 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 184 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 185 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 186 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 187 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 188 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 189 of 807; or 23. % Complete\n", - "+ Printing Diversion & Stream Summary 190 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 191 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 192 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 193 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 194 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 195 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 196 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 197 of 807; or 24. % Complete\n", - "+ Printing Diversion & Stream Summary 198 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 199 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 200 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 201 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 202 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 203 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 204 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 205 of 807; or 25. % Complete\n", - "+ Printing Diversion & Stream Summary 206 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 207 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 208 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 209 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 210 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 211 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 212 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 213 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 214 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 215 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 216 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 217 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 218 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 219 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 220 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 221 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 222 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 223 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 224 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 225 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 227 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 228 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 229 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 230 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 231 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 232 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 233 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 234 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 235 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 236 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 237 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 238 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 239 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 240 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 241 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 242 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 243 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 244 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 245 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 246 of 807; or 30. % Complete\n", - "+ Printing Diversion & Stream Summary 247 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 248 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 249 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 250 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 251 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 252 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 253 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 254 of 807; or 31. % Complete\n", - "+ Printing Diversion & Stream Summary 255 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 256 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 257 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 258 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 259 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 260 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 261 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 262 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 263 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 264 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 265 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 266 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 267 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 268 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 269 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 270 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 271 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 272 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 273 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 274 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 275 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 277 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 278 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 279 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 280 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 281 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 282 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 283 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 284 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 285 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 286 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 287 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 288 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 289 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 290 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 291 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 292 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 293 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 294 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 295 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 296 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 297 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 298 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 299 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 300 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 301 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 302 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 303 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 304 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 305 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 306 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 307 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 308 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 309 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 310 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 311 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 312 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 313 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 314 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 315 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 316 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 317 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 318 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 319 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 320 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 321 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 322 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 323 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 324 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 325 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 327 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 328 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 329 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 330 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 331 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 332 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 333 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 334 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 335 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 336 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 337 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 338 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 339 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 340 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 341 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 342 of 807; or 42. % Complete\n", - "+ Printing Diversion & Stream Summary 343 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 344 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 345 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 346 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 347 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 348 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 349 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 350 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 351 of 807; or 43. % Complete\n", - "+ Printing Diversion & Stream Summary 352 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 353 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 354 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 355 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 356 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 357 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 358 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 359 of 807; or 44. % Complete\n", - "+ Printing Diversion & Stream Summary 360 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 361 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 362 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 363 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 364 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 365 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 366 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 367 of 807; or 45. % Complete\n", - "+ Printing Diversion & Stream Summary 368 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 369 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 370 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 371 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 372 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 373 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 374 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 375 of 807; or 46. % Complete\n", - "+ Printing Diversion & Stream Summary 376 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 377 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 378 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 379 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 380 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 381 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 382 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 383 of 807; or 47. % Complete\n", - "+ Printing Diversion & Stream Summary 384 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 385 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 386 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 387 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 388 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 389 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 390 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 391 of 807; or 48. % Complete\n", - "+ Printing Diversion & Stream Summary 392 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 393 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 394 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 395 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 396 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 397 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 398 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 399 of 807; or 49. % Complete\n", - "+ Printing Diversion & Stream Summary 400 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 401 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 402 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 403 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 404 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 405 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 406 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 407 of 807; or 50. % Complete\n", - "+ Printing Diversion & Stream Summary 408 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 409 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 410 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 411 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 412 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 413 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 414 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 415 of 807; or 51. % Complete\n", - "+ Printing Diversion & Stream Summary 416 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 417 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 418 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 419 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 420 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 421 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 422 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 423 of 807; or 52. % Complete\n", - "+ Printing Diversion & Stream Summary 424 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 425 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 426 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 427 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 428 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 429 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 430 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 431 of 807; or 53. % Complete\n", - "+ Printing Diversion & Stream Summary 432 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 433 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 434 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 435 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 436 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 437 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 438 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 439 of 807; or 54. % Complete\n", - "+ Printing Diversion & Stream Summary 440 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 441 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 442 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 443 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 444 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 445 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 446 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 447 of 807; or 55. % Complete\n", - "+ Printing Diversion & Stream Summary 448 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 449 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 450 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 451 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 452 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 453 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 454 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 455 of 807; or 56. % Complete\n", - "+ Printing Diversion & Stream Summary 456 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 457 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 458 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 459 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 460 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 461 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 462 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 463 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 464 of 807; or 57. % Complete\n", - "+ Printing Diversion & Stream Summary 465 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 466 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 467 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 468 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 469 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 470 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 471 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 472 of 807; or 58. % Complete\n", - "+ Printing Diversion & Stream Summary 473 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 474 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 475 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 476 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 477 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 478 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 479 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 480 of 807; or 59. % Complete\n", - "+ Printing Diversion & Stream Summary 481 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 482 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 483 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 484 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 485 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 486 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 487 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 488 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 489 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 490 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 491 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 492 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 493 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 494 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 495 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 496 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 497 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 498 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 499 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 500 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 501 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 502 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 503 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 504 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 505 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 506 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 507 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 508 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 509 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 510 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 511 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 512 of 807; or 63. % Complete\n", - "+ Printing Diversion & Stream Summary 513 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 514 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 515 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 516 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 517 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 518 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 519 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 520 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 521 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 522 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 523 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 524 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 525 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 527 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 528 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 529 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 530 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 531 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 532 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 533 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 534 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 535 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 536 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 537 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 538 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 539 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 540 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 541 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 542 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 543 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 544 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 545 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 546 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 547 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 548 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 549 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 550 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 552 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 553 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 554 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 555 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 556 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 557 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 558 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 559 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 560 of 807; or 69. % Complete\n", - "+ Printing Diversion & Stream Summary 561 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 562 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 563 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 564 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 565 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 566 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 567 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 568 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 569 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 570 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 571 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 572 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 573 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 574 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 575 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 576 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 577 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 578 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 579 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 580 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 581 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 582 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 583 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 584 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 585 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 586 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 587 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 588 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 589 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 590 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 591 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 592 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 593 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 594 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 595 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 596 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 597 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 598 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 599 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 600 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 601 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 602 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 603 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 604 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 605 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 606 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 607 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 608 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 609 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 610 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 611 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 612 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 613 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 614 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 615 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 616 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 617 of 807; or 76. % Complete\n", - "+ Printing Diversion & Stream Summary 618 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 619 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 620 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 621 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 622 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 623 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 624 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 625 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 626 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 627 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 628 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 629 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 630 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 631 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 632 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 633 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 634 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 635 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 636 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 637 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 638 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 639 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 640 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 641 of 807; or 79. % Complete\n", - "+ Printing Diversion & Stream Summary 642 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 643 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 644 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 645 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 646 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 647 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 648 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 649 of 807; or 80. % Complete\n", - "+ Printing Diversion & Stream Summary 650 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 651 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 652 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 653 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 654 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 655 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 656 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 657 of 807; or 81. % Complete\n", - "+ Printing Diversion & Stream Summary 658 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 659 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 660 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 661 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 662 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 663 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 664 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 665 of 807; or 82. % Complete\n", - "+ Printing Diversion & Stream Summary 666 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 667 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 668 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 669 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 670 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 671 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 672 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 673 of 807; or 83. % Complete\n", - "+ Printing Diversion & Stream Summary 674 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 675 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 676 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 677 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 678 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 679 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 680 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 681 of 807; or 84. % Complete\n", - "+ Printing Diversion & Stream Summary 682 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 683 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 684 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 685 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 686 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 687 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 688 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 689 of 807; or 85. % Complete\n", - "+ Printing Diversion & Stream Summary 690 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 691 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 692 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 693 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 694 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 695 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 696 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 697 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 698 of 807; or 86. % Complete\n", - "+ Printing Diversion & Stream Summary 699 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 700 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 701 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 702 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 703 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 704 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 705 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 706 of 807; or 87. % Complete\n", - "+ Printing Diversion & Stream Summary 707 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 708 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 709 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 710 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 711 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 712 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 713 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 714 of 807; or 88. % Complete\n", - "+ Printing Diversion & Stream Summary 715 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 716 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 717 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 718 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 719 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 720 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 721 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 722 of 807; or 89. % Complete\n", - "+ Printing Diversion & Stream Summary 723 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 724 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 725 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 726 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 727 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 728 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 729 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 730 of 807; or 90. % Complete\n", - "+ Printing Diversion & Stream Summary 731 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 732 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 733 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 734 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 735 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 736 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 737 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 738 of 807; or 91. % Complete\n", - "+ Printing Diversion & Stream Summary 739 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 740 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 741 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 742 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 743 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 744 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 745 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 746 of 807; or 92. % Complete\n", - "+ Printing Diversion & Stream Summary 747 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 748 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 749 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 750 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 751 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 752 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 753 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 754 of 807; or 93. % Complete\n", - "+ Printing Diversion & Stream Summary 755 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 756 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 757 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 758 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 759 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 760 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 761 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 762 of 807; or 94. % Complete\n", - "+ Printing Diversion & Stream Summary 763 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 764 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 765 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 766 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 767 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 768 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 769 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 770 of 807; or 95. % Complete\n", - "+ Printing Diversion & Stream Summary 771 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 772 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 773 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 774 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 775 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 776 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 777 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 778 of 807; or 96. % Complete\n", - "+ Printing Diversion & Stream Summary 779 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 780 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 781 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 782 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 783 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 784 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 785 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 786 of 807; or 97. % Complete\n", - "+ Printing Diversion & Stream Summary 787 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 788 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 789 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 790 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 791 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 792 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 793 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 794 of 807; or 98. % Complete\n", - "+ Printing Diversion & Stream Summary 795 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 796 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 797 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 798 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 799 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 800 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 801 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 802 of 807; or 99. % Complete\n", - "+ Printing Diversion & Stream Summary 803 of 807; or 100. % Complete\n", - "+ Printing Diversion & Stream Summary 804 of 807; or 100. % Complete\n", - "+ Printing Diversion & Stream Summary 805 of 807; or 100. % Complete\n", - "+ Printing Diversion & Stream Summary 806 of 807; or 100. % Complete\n", - "+ Printing Diversion & Stream Summary 807 of 807; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutOpr \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutXss \n", - "+ Printing Structure Summary (*.xss) 0 of 443; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 1 of 443; or 0. % Complete\n", - "+ Printing Structure Summary (*.xss) 2 of 443; 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or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 283 of 443; or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 284 of 443; or 64. % Complete\n", - "+ Printing Structure Summary (*.xss) 285 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 286 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 287 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 288 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 289 of 443; or 65. % Complete\n", - "+ Printing Structure Summary (*.xss) 290 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 291 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 292 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 293 of 443; or 66. % Complete\n", - "+ Printing Structure Summary (*.xss) 294 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 295 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 296 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 297 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 298 of 443; or 67. % Complete\n", - "+ Printing Structure Summary (*.xss) 299 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 300 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 301 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 302 of 443; or 68. % Complete\n", - "+ Printing Structure Summary (*.xss) 303 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 304 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 305 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 306 of 443; or 69. % Complete\n", - "+ Printing Structure Summary (*.xss) 307 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 308 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 309 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 310 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 311 of 443; or 70. % Complete\n", - "+ Printing Structure Summary (*.xss) 312 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 313 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 314 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 315 of 443; or 71. % Complete\n", - "+ Printing Structure Summary (*.xss) 316 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 317 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 318 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 319 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 320 of 443; or 72. % Complete\n", - "+ Printing Structure Summary (*.xss) 321 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 322 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 323 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 324 of 443; or 73. % Complete\n", - "+ Printing Structure Summary (*.xss) 325 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 326 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 327 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 328 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 329 of 443; or 74. % Complete\n", - "+ Printing Structure Summary (*.xss) 330 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 331 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 332 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 333 of 443; or 75. % Complete\n", - "+ Printing Structure Summary (*.xss) 334 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 335 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 336 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 337 of 443; or 76. % Complete\n", - "+ Printing Structure Summary (*.xss) 338 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 339 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 340 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 341 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 342 of 443; or 77. % Complete\n", - "+ Printing Structure Summary (*.xss) 343 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 344 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 345 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 346 of 443; or 78. % Complete\n", - "+ Printing Structure Summary (*.xss) 347 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 348 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 349 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 350 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 351 of 443; or 79. % Complete\n", - "+ Printing Structure Summary (*.xss) 352 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 353 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 354 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 355 of 443; or 80. % Complete\n", - "+ Printing Structure Summary (*.xss) 356 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 357 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 358 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 359 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 360 of 443; or 81. % Complete\n", - "+ Printing Structure Summary (*.xss) 361 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 362 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 363 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 364 of 443; or 82. % Complete\n", - "+ Printing Structure Summary (*.xss) 365 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 366 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 367 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 368 of 443; or 83. % Complete\n", - "+ Printing Structure Summary (*.xss) 369 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 370 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 371 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 372 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 373 of 443; or 84. % Complete\n", - "+ Printing Structure Summary (*.xss) 374 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 375 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 376 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 377 of 443; or 85. % Complete\n", - "+ Printing Structure Summary (*.xss) 378 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 379 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 380 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 381 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 382 of 443; or 86. % Complete\n", - "+ Printing Structure Summary (*.xss) 383 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 384 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 385 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 386 of 443; or 87. % Complete\n", - "+ Printing Structure Summary (*.xss) 387 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 388 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 389 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 390 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 391 of 443; or 88. % Complete\n", - "+ Printing Structure Summary (*.xss) 392 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 393 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 394 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 395 of 443; or 89. % Complete\n", - "+ Printing Structure Summary (*.xss) 396 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 397 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 398 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 399 of 443; or 90. % Complete\n", - "+ Printing Structure Summary (*.xss) 400 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 401 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 402 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 403 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 404 of 443; or 91. % Complete\n", - "+ Printing Structure Summary (*.xss) 405 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 406 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 407 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 408 of 443; or 92. % Complete\n", - "+ Printing Structure Summary (*.xss) 409 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 410 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 411 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 412 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 413 of 443; or 93. % Complete\n", - "+ Printing Structure Summary (*.xss) 414 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 415 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 416 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 417 of 443; or 94. % Complete\n", - "+ Printing Structure Summary (*.xss) 418 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 419 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 420 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 421 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 422 of 443; or 95. % Complete\n", - "+ Printing Structure Summary (*.xss) 423 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 424 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 425 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 426 of 443; or 96. % Complete\n", - "+ Printing Structure Summary (*.xss) 427 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 428 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 429 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 430 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 431 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 432 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 433 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 434 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 435 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 436 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 437 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 438 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 439 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 440 of 443; or 100. % Complete\n", - "+ Printing Structure Summary (*.xss) 441 of 443; or 100. % Complete\n", - "+ Printing Structure Summary (*.xss) 442 of 443; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " Replacement Reesrvoir Output: *.xrp\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in file: cm2015B_S0_1.log \n", - " Stop 0\n", - "creating parquet for S0_1\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 1041.03it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S1_1\n", - " Parse; Command line argument: \n", - " cm2015B_S1_1 -simulate \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 15.00.01\n", - " Last revision date: 2015/10/28\n", - "\n", - "________________________________________________________________________\n", - "\n", - " Opening log file cm2015B_S1_1.log \n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - "\n", - "________________________________________________________________________\n", - " GetFile; Stopped in GetFile, see the log file (*.log)\n", - " Stop 1\n", - "creating parquet for S1_1\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|██████████| 1/1 [00:00<00:00, 1217.50it/s]\n" - ] - } - ], + "outputs": [], "source": [ "# set realization and sample\n", "realization = 1\n", @@ -6003,40 +368,12 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "71a991e2-7e76-4e96-b4c0-70a641e66de3", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "baseline=pd.read_parquet(data_dir+'/'+'historic_shortages/cm2015B.parquet',engine='pyarrow')\n", "SOW_1=pd.read_parquet(parquet_dir_res+'/scenario/S0_1/cm2015B_S0_1.parquet',engine='pyarrow')\n", @@ -6107,7 +444,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/notebooks/Quickstarter_Notebook_4_Final.ipynb b/notebooks/Quickstarter_Notebook_4_Final.ipynb index b1cfc19..21002c1 100644 --- a/notebooks/Quickstarter_Notebook_4_Final.ipynb +++ b/notebooks/Quickstarter_Notebook_4_Final.ipynb @@ -44,7 +44,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "c0cc93cd-8db4-4884-9bae-22388fe71724", "metadata": { "tags": [] @@ -74,7 +74,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "688cee15-bf70-47e9-ab13-e760476c6f5a", "metadata": { "tags": [] @@ -125,7 +125,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "0ce17caa-a645-40c8-8bc0-3a35b3034f21", "metadata": { "tags": [] @@ -177,7 +177,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "7e7bdd2e-d9f3-47a2-b917-6ee413cee9f3", "metadata": { "tags": [] @@ -213,23 +213,12 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "d26adf0d-f856-4a47-abc3-3dd10ee8a822", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "stm.plot_flow_duration_curves(flow_realizations_directory=output_dir,\n", " save_figure=True,output_directory=output_dir,\n", @@ -257,7 +246,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "ad95781b-e5b6-429e-9841-244c16808a20", "metadata": { "tags": [] @@ -328,2779 +317,12 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "1a2e87bb-5676-4a51-ad85-e0b88ab0437d", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running: S0_1\n", - " Parse; Command line argument: \n", - " cm2015B_S0_1 -simulate \n", - "________________________________________________________________________\n", - "\n", - " StateMod \n", - " State of Colorado - Water Supply Planning Model \n", - "\n", - " Version: 15.00.01\n", - " Last revision date: 2015/10/28\n", - "\n", - "________________________________________________________________________\n", - "\n", - " Opening log file cm2015B_S0_1.log \n", - " \n", - " Subroutine Execut\n", - " Subroutine Datinp\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Control File (*.ctl) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Network File (*.rin)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Reservoir Station File (*.res)\n", - " Subroutine GetRes\n", - "\n", - " GetRes; Reservoir Station File (*.res) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Diversion Station File (*.dds)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Station File (*.ris)\n", - "\n", - "________________________________________________________________________\n", - " Datinp; Instream Flow Station File (*.ifs) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Well Station File (*.wes) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; Plan Station File (*.pln) \n", - "\n", - "________________________________________________________________________\n", - " Datinp; River Gage File (*.rig) \n", - " Subroutine Riginp\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Instream Flow Right File (*.ifr) 20 1 98\n", - "\n", - "________________________________________________________________________\n", - " Riginp; Reservoir Right File (*.rer) \n", - "\n", - "________________________________________________________________________\n", - " Riginp; Direct Diversion Right File (*.ddr) \n", - "\n", - "________________________________________________________________________\n", - " Oprinp; Operational Right File (*.opr) \n", - " Mdainp.for\n", - "\n", - "________________________________________________________________________\n", - " Mdainp; Instream flow Demand file - Annual (*.ifa) \n", - " Subroutine Execut\n", - "\n", - " Mdainp.for\n", - "+ Execut; Year 1908 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1908 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1908 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1909 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1909 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1909 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1909 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1909 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1909 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1909 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1909 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1909 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1909 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1909 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1909 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1910 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1910 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1910 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1910 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1910 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1910 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1910 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1910 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1910 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1910 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1910 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1910 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1911 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1911 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1911 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1911 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1911 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1911 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1911 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1911 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1911 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1911 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1911 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1911 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1912 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1912 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1912 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1912 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1912 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1912 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1912 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1912 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1912 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1912 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1912 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1912 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1913 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1913 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1913 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1913 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1913 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1913 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1913 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1913 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1913 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1913 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1913 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1913 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1914 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1914 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1914 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1914 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1914 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1914 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1914 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1914 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1914 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1914 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1914 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1914 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1915 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1915 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1915 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1915 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1915 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1915 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1915 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1915 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1915 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1915 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1915 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1915 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1916 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1916 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1916 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1916 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1916 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 1916 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 1916 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 1916 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 1916 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 1916 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 1916 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 1916 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 1917 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 1917 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 1917 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 1917 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 1917 Month MAY Day 1 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NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2002 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2003 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2003 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2003 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2003 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2003 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2003 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2003 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2003 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2003 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2003 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2003 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2003 Month DEC Day 1 Reoperation 1 Annual Total 2\n", 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Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2005 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2005 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2005 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2005 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2005 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2005 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2005 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2005 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2005 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2005 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2006 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2006 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2006 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2006 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2006 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2006 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2006 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2006 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2006 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2006 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2006 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2006 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2007 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2007 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2007 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2007 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2007 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2007 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2007 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2007 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2007 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2007 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2007 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2007 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2008 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2008 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2008 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2008 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2008 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2008 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2008 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2008 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2008 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2008 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2008 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2008 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2009 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2009 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2009 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2009 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2009 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2009 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2009 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2009 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2009 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2009 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2009 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2009 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2010 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2010 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2010 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2010 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2010 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2010 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2010 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2010 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2010 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2010 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2010 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2010 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2011 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2011 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2011 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2011 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2011 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2011 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2011 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2011 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2011 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2011 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2011 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2011 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2012 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2012 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2012 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2012 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2012 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2012 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2012 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2012 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2012 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - " Mdainp.for\n", - "+ Execut; Year 2012 Month OCT Day 1 Reoperation 1 Annual Total 0\n", - "+ Execut; Year 2012 Month NOV Day 1 Reoperation 1 Annual Total 1\n", - "+ Execut; Year 2012 Month DEC Day 1 Reoperation 1 Annual Total 2\n", - "+ Execut; Year 2013 Month JAN Day 1 Reoperation 1 Annual Total 3\n", - "+ Execut; Year 2013 Month FEB Day 1 Reoperation 1 Annual Total 4\n", - "+ Execut; Year 2013 Month MAR Day 1 Reoperation 1 Annual Total 5\n", - "+ Execut; Year 2013 Month APR Day 1 Reoperation 1 Annual Total 6\n", - "+ Execut; Year 2013 Month MAY Day 1 Reoperation 1 Annual Total 7\n", - "+ Execut; Year 2013 Month JUN Day 1 Reoperation 1 Annual Total 8\n", - "+ Execut; Year 2013 Month JUL Day 1 Reoperation 1 Annual Total 9\n", - "+ Execut; Year 2013 Month AUG Day 1 Reoperation 1 Annual Total 10\n", - "+ Execut; Year 2013 Month SEP Day 1 Reoperation 1 Annual Total 11\n", - "\n", - "________________________________________________________________________\n", - " Execut; On Year 2013 Month SEP Day 1\n", - " The maximum number of reoperations 1\n", - "\n", - "________________________________________________________________________\n", - " Execut; Writing reports\n", - "\n", - "________________________________________________________________________\n", - " Execut; \n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutRes \n", - "+ Printing Reservoir Summary 1 of 36; or 3. % Complete\n", - "+ Printing Reservoir Summary 2 of 36; or 6. % Complete\n", - "+ Printing Reservoir Summary 3 of 36; or 8. % Complete\n", - "+ Printing Reservoir Summary 4 of 36; or 11. % Complete\n", - "+ Printing Reservoir Summary 5 of 36; or 14. % Complete\n", - "+ Printing Reservoir Summary 8 of 36; or 22. % Complete\n", - "+ Printing Reservoir Summary 9 of 36; or 25. % Complete\n", - "+ Printing Reservoir Summary 10 of 36; or 28. % Complete\n", - "+ Printing Reservoir Summary 11 of 36; or 31. % Complete\n", - "+ Printing Reservoir Summary 12 of 36; or 33. % Complete\n", - "+ Printing Reservoir Summary 13 of 36; or 36. % Complete\n", - "+ Printing Reservoir Summary 14 of 36; or 39. % Complete\n", - "+ Printing Reservoir Summary 15 of 36; or 42. % Complete\n", - "+ Printing Reservoir Summary 16 of 36; or 44. % Complete\n", - "+ Printing Reservoir Summary 17 of 36; or 47. % Complete\n", - "+ Printing Reservoir Summary 18 of 36; or 50. % Complete\n", - "+ Printing Reservoir Summary 19 of 36; or 53. % Complete\n", - "+ Printing Reservoir Summary 20 of 36; or 56. % Complete\n", - "+ Printing Reservoir Summary 21 of 36; or 58. % Complete\n", - "+ Printing Reservoir Summary 22 of 36; or 61. % Complete\n", - "+ Printing Reservoir Summary 23 of 36; or 64. % Complete\n", - "+ Printing Reservoir Summary 24 of 36; or 67. % Complete\n", - "+ Printing Reservoir Summary 25 of 36; or 69. % Complete\n", - "+ Printing Reservoir Summary 26 of 36; or 72. % Complete\n", - "+ Printing Reservoir Summary 27 of 36; or 75. % Complete\n", - "+ Printing Reservoir Summary 28 of 36; or 78. % Complete\n", - "+ Printing Reservoir Summary 29 of 36; or 81. % Complete\n", - "+ Printing Reservoir Summary 30 of 36; or 83. % Complete\n", - "+ Printing Reservoir Summary 31 of 36; or 86. % Complete\n", - "+ Printing Reservoir Summary 32 of 36; or 89. % Complete\n", - "+ Printing Reservoir Summary 33 of 36; or 92. % Complete\n", - "+ Printing Reservoir Summary 34 of 36; or 94. % Complete\n", - "+ Printing Reservoir Summary 35 of 36; or 97. % Complete\n", - "+ Printing Reservoir Summary 36 of 36; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutDivW \n", - "+ Printing Diversion & Stream Summary 1 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 2 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 3 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 4 of 807; or 0. % Complete\n", - "+ Printing Diversion & Stream Summary 5 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 6 of 807; or 1. % Complete\n", - "+ Printing Diversion & Stream Summary 7 of 807; or 1. % Complete\n", 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or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 22 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 23 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 24 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 25 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 26 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 27 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 28 of 807; or 3. % Complete\n", - "+ Printing Diversion & Stream Summary 29 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 30 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 31 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 32 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 33 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 34 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 35 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 36 of 807; or 4. % Complete\n", - "+ Printing Diversion & Stream Summary 37 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 38 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 39 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 40 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 41 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 42 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 43 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 44 of 807; or 5. % Complete\n", - "+ Printing Diversion & Stream Summary 45 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 46 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 47 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 48 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 49 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 50 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 51 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 52 of 807; or 6. % Complete\n", - "+ Printing Diversion & Stream Summary 53 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 54 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 55 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 56 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 57 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 58 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 59 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 60 of 807; or 7. % Complete\n", - "+ Printing Diversion & Stream Summary 61 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 62 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 63 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 64 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 65 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 66 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 67 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 68 of 807; or 8. % Complete\n", - "+ Printing Diversion & Stream Summary 69 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 70 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 71 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 72 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 73 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 74 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 75 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 76 of 807; or 9. % Complete\n", - "+ Printing Diversion & Stream Summary 77 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 78 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 79 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 80 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 81 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 82 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 83 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 84 of 807; or 10. % Complete\n", - "+ Printing Diversion & Stream Summary 85 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 86 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 87 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 88 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 89 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 90 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 91 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 92 of 807; or 11. % Complete\n", - "+ Printing Diversion & Stream Summary 93 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 94 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 95 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 96 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 97 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 98 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 99 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 100 of 807; or 12. % Complete\n", - "+ Printing Diversion & Stream Summary 101 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 102 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 103 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 104 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 105 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 106 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 107 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 108 of 807; or 13. % Complete\n", - "+ Printing Diversion & Stream Summary 109 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 110 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 111 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 112 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 113 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 114 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 115 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 116 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 117 of 807; or 14. % Complete\n", - "+ Printing Diversion & Stream Summary 118 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 119 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 120 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 121 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 122 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 123 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 124 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 125 of 807; or 15. % Complete\n", - "+ Printing Diversion & Stream Summary 126 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 127 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 128 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 129 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 130 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 131 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 132 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 133 of 807; or 16. % Complete\n", - "+ Printing Diversion & Stream Summary 134 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 135 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 136 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 137 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 138 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 139 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 140 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 141 of 807; or 17. % Complete\n", - "+ Printing Diversion & Stream Summary 142 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 143 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 144 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 145 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 146 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 147 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 148 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 149 of 807; or 18. % Complete\n", - "+ Printing Diversion & Stream Summary 150 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 151 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 152 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 153 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 154 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 155 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 156 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 157 of 807; or 19. % Complete\n", - "+ Printing Diversion & Stream Summary 158 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 159 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 160 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 161 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 162 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 163 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 164 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 165 of 807; or 20. % Complete\n", - "+ Printing Diversion & Stream Summary 166 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 167 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 168 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 169 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 170 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 171 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 172 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 173 of 807; or 21. % Complete\n", - "+ Printing Diversion & Stream Summary 174 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 175 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 176 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 177 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 178 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 179 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 180 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 181 of 807; or 22. % Complete\n", - "+ Printing Diversion & Stream Summary 182 of 807; or 23. % 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Stream Summary 209 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 210 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 211 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 212 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 213 of 807; or 26. % Complete\n", - "+ Printing Diversion & Stream Summary 214 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 215 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 216 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 217 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 218 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 219 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 220 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 221 of 807; or 27. % Complete\n", - "+ Printing Diversion & Stream Summary 222 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 223 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 224 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 225 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 226 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 227 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 228 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 229 of 807; or 28. % Complete\n", - "+ Printing Diversion & Stream Summary 230 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 231 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 232 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 233 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 234 of 807; or 29. % Complete\n", - "+ Printing Diversion & Stream Summary 235 of 807; or 29. % 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Stream Summary 262 of 807; or 32. % Complete\n", - "+ Printing Diversion & Stream Summary 263 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 264 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 265 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 266 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 267 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 268 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 269 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 270 of 807; or 33. % Complete\n", - "+ Printing Diversion & Stream Summary 271 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 272 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 273 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 274 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 275 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 276 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 277 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 278 of 807; or 34. % Complete\n", - "+ Printing Diversion & Stream Summary 279 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 280 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 281 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 282 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 283 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 284 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 285 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 286 of 807; or 35. % Complete\n", - "+ Printing Diversion & Stream Summary 287 of 807; or 36. % Complete\n", - "+ Printing Diversion & Stream Summary 288 of 807; or 36. % 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Printing Diversion & Stream Summary 302 of 807; or 37. % Complete\n", - "+ Printing Diversion & Stream Summary 303 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 304 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 305 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 306 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 307 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 308 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 309 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 310 of 807; or 38. % Complete\n", - "+ Printing Diversion & Stream Summary 311 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 312 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 313 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 314 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 315 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 316 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 317 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 318 of 807; or 39. % Complete\n", - "+ Printing Diversion & Stream Summary 319 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 320 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 321 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 322 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 323 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 324 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 325 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 326 of 807; or 40. % Complete\n", - "+ Printing Diversion & Stream Summary 327 of 807; or 41. % Complete\n", - "+ Printing Diversion & Stream Summary 328 of 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807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 488 of 807; or 60. % Complete\n", - "+ Printing Diversion & Stream Summary 489 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 490 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 491 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 492 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 493 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 494 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 495 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 496 of 807; or 61. % Complete\n", - "+ Printing Diversion & Stream Summary 497 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 498 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 499 of 807; or 62. % Complete\n", - "+ Printing Diversion & Stream Summary 500 of 807; or 62. % 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Printing Diversion & Stream Summary 514 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 515 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 516 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 517 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 518 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 519 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 520 of 807; or 64. % Complete\n", - "+ Printing Diversion & Stream Summary 521 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 522 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 523 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 524 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 525 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 526 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 527 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 528 of 807; or 65. % Complete\n", - "+ Printing Diversion & Stream Summary 529 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 530 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 531 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 532 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 533 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 534 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 535 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 536 of 807; or 66. % Complete\n", - "+ Printing Diversion & Stream Summary 537 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 538 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 539 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 540 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 541 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 542 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 543 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 544 of 807; or 67. % Complete\n", - "+ Printing Diversion & Stream Summary 545 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 546 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 547 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 548 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 549 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 550 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 551 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 552 of 807; or 68. % Complete\n", - "+ Printing Diversion & Stream Summary 553 of 807; or 69. % 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Printing Diversion & Stream Summary 567 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 568 of 807; or 70. % Complete\n", - "+ Printing Diversion & Stream Summary 569 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 570 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 571 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 572 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 573 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 574 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 575 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 576 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 577 of 807; or 71. % Complete\n", - "+ Printing Diversion & Stream Summary 578 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 579 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 580 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 581 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 582 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 583 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 584 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 585 of 807; or 72. % Complete\n", - "+ Printing Diversion & Stream Summary 586 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 587 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 588 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 589 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 590 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 591 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 592 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 593 of 807; or 73. % Complete\n", - "+ Printing Diversion & Stream Summary 594 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 595 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 596 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 597 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 598 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 599 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 600 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 601 of 807; or 74. % Complete\n", - "+ Printing Diversion & Stream Summary 602 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 603 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 604 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 605 of 807; or 75. % Complete\n", - "+ Printing Diversion & Stream Summary 606 of 807; or 75. % 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Printing Diversion & Stream Summary 620 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 621 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 622 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 623 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 624 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 625 of 807; or 77. % Complete\n", - "+ Printing Diversion & Stream Summary 626 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 627 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 628 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 629 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 630 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 631 of 807; or 78. % Complete\n", - "+ Printing Diversion & Stream Summary 632 of 807; or 78. % Complete\n", - "+ Printing Diversion & 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Complete\n", - "+ Printing Structure Summary (*.xss) 36 of 443; or 8. % Complete\n", - "+ Printing Structure Summary (*.xss) 37 of 443; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 38 of 443; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 39 of 443; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 40 of 443; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 41 of 443; or 9. % Complete\n", - "+ Printing Structure Summary (*.xss) 42 of 443; or 10. % Complete\n", - "+ Printing Structure Summary (*.xss) 43 of 443; or 10. % Complete\n", - "+ Printing Structure Summary (*.xss) 44 of 443; or 10. % Complete\n", - "+ Printing Structure Summary (*.xss) 45 of 443; or 10. % Complete\n", - "+ Printing Structure Summary (*.xss) 46 of 443; or 11. % Complete\n", - "+ Printing Structure Summary (*.xss) 47 of 443; or 11. % Complete\n", - "+ Printing Structure Summary (*.xss) 48 of 443; or 11. % Complete\n", - "+ Printing Structure Summary (*.xss) 49 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(*.xss) 90 of 443; or 21. % Complete\n", - "+ Printing Structure Summary (*.xss) 91 of 443; or 21. % Complete\n", - "+ Printing Structure Summary (*.xss) 92 of 443; or 21. % Complete\n", - "+ Printing Structure Summary (*.xss) 93 of 443; or 21. % Complete\n", - "+ Printing Structure Summary (*.xss) 94 of 443; or 21. % Complete\n", - "+ Printing Structure Summary (*.xss) 95 of 443; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 96 of 443; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 97 of 443; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 98 of 443; or 22. % Complete\n", - "+ Printing Structure Summary (*.xss) 99 of 443; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 100 of 443; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 101 of 443; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 102 of 443; or 23. % Complete\n", - "+ Printing Structure Summary (*.xss) 103 of 443; or 23. % Complete\n", - "+ 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Printing Structure Summary (*.xss) 428 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 429 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 430 of 443; or 97. % Complete\n", - "+ Printing Structure Summary (*.xss) 431 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 432 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 433 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 434 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 435 of 443; or 98. % Complete\n", - "+ Printing Structure Summary (*.xss) 436 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 437 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 438 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 439 of 443; or 99. % Complete\n", - "+ Printing Structure Summary (*.xss) 440 of 443; or 100. % Complete\n", - "+ Printing Structure Summary (*.xss) 441 of 443; or 100. % Complete\n", - "+ Printing Structure Summary (*.xss) 442 of 443; or 100. % Complete\n", - "\n", - "________________________________________________________________________\n", - " Subroutine Outifr\n", - "\n", - "________________________________________________________________________\n", - " Subroutine OutPln \n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Run output files are:\n", - " \n", - " Diversion output: *.xdd\n", - " Reservoir output: *.xre\n", - " Operating Rule Info: *.xop\n", - " Instream Reach Info: *.xir\n", - " Structure Summary: *.xss\n", - " Call (Control) Summary: *.xca\n", - " Plan Output: *.xpl\n", - " Replacement Reesrvoir Output: *.xrp\n", - "\n", - "________________________________________________________________________\n", - " Execut; Successful Termination\n", - " Statem; See detailed messages in file: cm2015B_S0_1.log \n", - " Stop 0\n" - ] - } - ], + "outputs": [], "source": [ "# set realization and sample\n", "realization = 1\n", @@ -3155,134 +377,12 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "3852e116-c490-4fac-b8a2-34db27520917", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Archive: /home/8f04c5969ed54204a64388872dd1b557/data/Granby_Dataset.zip\n", - " creating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/\n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/cm2015B.xre \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_hist.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S0_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S10_1.csv \n", - " inflating: 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/home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S85_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S86_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S87_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S88_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S89_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S8_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S90_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S91_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S92_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S93_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S94_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S95_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S96_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S97_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S98_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S99_1.csv \n", - " inflating: /home/8f04c5969ed54204a64388872dd1b557/data/Upper_Colorado/Granby_xre_data_S9_1.csv \n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Example with Granby Lake\n", "zip_file_path = os.path.join(home_dir, 'data', 'Granby_Dataset.zip')\n", @@ -3313,23 +413,12 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "a757bb9c-8c95-4a84-a481-0b878eee6be2", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# using the output of the above `read_xre` function as inputs\n", "stm.plot_reservoir_boxes(granby_hmm, granby_hist, 'Lake Granby')" @@ -3370,7 +459,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.10.9" } }, "nbformat": 4, diff --git a/notebooks/Quickstarter_Notebook_5_Final.ipynb b/notebooks/Quickstarter_Notebook_5_Final.ipynb index ac32def..b09e13c 100644 --- a/notebooks/Quickstarter_Notebook_5_Final.ipynb +++ b/notebooks/Quickstarter_Notebook_5_Final.ipynb @@ -197,7 +197,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "id": "ff69ed3a-8a37-493a-93f6-c3f2fcd8417b", "metadata": { "tags": [] @@ -2974,7 +2974,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 1/1 [00:00<00:00, 280.48it/s]\n" + "100%|██████████| 1/1 [00:00<00:00, 56.70it/s]\n" ] } ], @@ -3057,7 +3057,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.10.9" } }, "nbformat": 4,