diff --git a/latest/.buildinfo b/latest/.buildinfo index efb9551a..abb15885 100644 --- a/latest/.buildinfo +++ b/latest/.buildinfo @@ -1,4 +1,4 @@ # Sphinx build info version 1 # This file records the configuration used when building these files. When it is not found, a full rebuild will be done. -config: a07c1b2e14c6bb736c06f64dc25b9055 +config: f109e659416db4b7a31f6f42fb5f29d5 tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/latest/10min.html b/latest/10min.html index 2c19da4c..a7b412d3 100644 --- a/latest/10min.html +++ b/latest/10min.html @@ -6,7 +6,7 @@ - 10 Minutes to Modflow-setup — modflow-setup 0.5.0.post48+gccfbed8 documentation + 10 Minutes to Modflow-setup — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -441,7 +441,7 @@

5) Make a minimum working configuration file and model build script

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/_images/notebooks_Pleasant_lake_lgr_example_36_0.png b/latest/_images/notebooks_Pleasant_lake_lgr_example_36_0.png index 1da95b76..83113f37 100644 Binary files a/latest/_images/notebooks_Pleasant_lake_lgr_example_36_0.png and b/latest/_images/notebooks_Pleasant_lake_lgr_example_36_0.png differ diff --git a/latest/_modules/index.html b/latest/_modules/index.html index 3586f57c..a801cc91 100644 --- a/latest/_modules/index.html +++ b/latest/_modules/index.html @@ -5,7 +5,7 @@ - Overview: module code — modflow-setup 0.5.0.post48+gccfbed8 documentation + Overview: module code — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -14,7 +14,7 @@ - + @@ -117,7 +117,7 @@

All modules for which code is available

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/_modules/mfsetup/discretization.html b/latest/_modules/mfsetup/discretization.html index 78a5b068..0fb407b1 100644 --- a/latest/_modules/mfsetup/discretization.html +++ b/latest/_modules/mfsetup/discretization.html @@ -5,7 +5,7 @@ - mfsetup.discretization — modflow-setup 0.5.0.post48+gccfbed8 documentation + mfsetup.discretization — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -14,7 +14,7 @@ - + @@ -922,7 +922,7 @@

Source code for mfsetup.discretization

 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/fileio.html b/latest/_modules/mfsetup/fileio.html
index 7748147d..d3bca5b3 100644
--- a/latest/_modules/mfsetup/fileio.html
+++ b/latest/_modules/mfsetup/fileio.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.fileio — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.fileio — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1425,7 +1425,7 @@ 
Source code for mfsetup.fileio
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/grid.html b/latest/_modules/mfsetup/grid.html
index c230cf7c..3ab21c04 100644
--- a/latest/_modules/mfsetup/grid.html
+++ b/latest/_modules/mfsetup/grid.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.grid — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.grid — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1521,7 +1521,7 @@ 
Source code for mfsetup.grid
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/interpolate.html b/latest/_modules/mfsetup/interpolate.html
index c4004f13..c934a202 100644
--- a/latest/_modules/mfsetup/interpolate.html
+++ b/latest/_modules/mfsetup/interpolate.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.interpolate — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.interpolate — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -536,7 +536,7 @@ 
Source code for mfsetup.interpolate
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/mf6model.html b/latest/_modules/mfsetup/mf6model.html
index 9461ea4b..8de488c7 100644
--- a/latest/_modules/mfsetup/mf6model.html
+++ b/latest/_modules/mfsetup/mf6model.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.mf6model — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.mf6model — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1323,7 +1323,7 @@ 
Source code for mfsetup.mf6model
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/mfmodel.html b/latest/_modules/mfsetup/mfmodel.html
index 3e97deef..2a14efbb 100644
--- a/latest/_modules/mfsetup/mfmodel.html
+++ b/latest/_modules/mfsetup/mfmodel.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.mfmodel — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.mfmodel — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1981,7 +1981,7 @@ 
Source code for mfsetup.mfmodel
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/mfnwtmodel.html b/latest/_modules/mfsetup/mfnwtmodel.html
index 72debbb2..c332a9fc 100644
--- a/latest/_modules/mfsetup/mfnwtmodel.html
+++ b/latest/_modules/mfsetup/mfnwtmodel.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.mfnwtmodel — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.mfnwtmodel — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1036,7 +1036,7 @@ 
Source code for mfsetup.mfnwtmodel
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/tdis.html b/latest/_modules/mfsetup/tdis.html
index a2d6d6ac..306ff985 100644
--- a/latest/_modules/mfsetup/tdis.html
+++ b/latest/_modules/mfsetup/tdis.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.tdis — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.tdis — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1011,7 +1011,7 @@ 
Source code for mfsetup.tdis
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_modules/mfsetup/tmr.html b/latest/_modules/mfsetup/tmr.html
index 65cfcd65..72cae4e3 100644
--- a/latest/_modules/mfsetup/tmr.html
+++ b/latest/_modules/mfsetup/tmr.html
@@ -5,7 +5,7 @@
 
   
   
-  mfsetup.tmr — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.tmr — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -14,7 +14,7 @@
   
       
       
-      
+      
       
       
       
@@ -1097,7 +1097,7 @@ 
Source code for mfsetup.tmr
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/_sources/notebooks/Pleasant_lake_lgr_example.ipynb.txt b/latest/_sources/notebooks/Pleasant_lake_lgr_example.ipynb.txt
index 97af9c96..50a5e3ee 100644
--- a/latest/_sources/notebooks/Pleasant_lake_lgr_example.ipynb.txt
+++ b/latest/_sources/notebooks/Pleasant_lake_lgr_example.ipynb.txt
@@ -40,10 +40,10 @@
    "execution_count": 1,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:07.597546Z",
-     "iopub.status.busy": "2024-10-17T18:06:07.597385Z",
-     "iopub.status.idle": "2024-10-17T18:06:08.843484Z",
-     "shell.execute_reply": "2024-10-17T18:06:08.843059Z"
+     "iopub.execute_input": "2024-10-23T01:03:10.165325Z",
+     "iopub.status.busy": "2024-10-23T01:03:10.165165Z",
+     "iopub.status.idle": "2024-10-23T01:03:11.401847Z",
+     "shell.execute_reply": "2024-10-23T01:03:11.401324Z"
     }
    },
    "outputs": [],
@@ -81,10 +81,10 @@
    "execution_count": 2,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:08.845617Z",
-     "iopub.status.busy": "2024-10-17T18:06:08.845184Z",
-     "iopub.status.idle": "2024-10-17T18:06:09.501563Z",
-     "shell.execute_reply": "2024-10-17T18:06:09.501042Z"
+     "iopub.execute_input": "2024-10-23T01:03:11.403999Z",
+     "iopub.status.busy": "2024-10-23T01:03:11.403564Z",
+     "iopub.status.idle": "2024-10-23T01:03:12.046524Z",
+     "shell.execute_reply": "2024-10-23T01:03:12.046003Z"
     }
    },
    "outputs": [],
@@ -106,10 +106,10 @@
    "execution_count": 3,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:09.503627Z",
-     "iopub.status.busy": "2024-10-17T18:06:09.503294Z",
-     "iopub.status.idle": "2024-10-17T18:06:09.509200Z",
-     "shell.execute_reply": "2024-10-17T18:06:09.508605Z"
+     "iopub.execute_input": "2024-10-23T01:03:12.048684Z",
+     "iopub.status.busy": "2024-10-23T01:03:12.048248Z",
+     "iopub.status.idle": "2024-10-23T01:03:12.054281Z",
+     "shell.execute_reply": "2024-10-23T01:03:12.053761Z"
     }
    },
    "outputs": [
@@ -139,10 +139,10 @@
    "execution_count": 4,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:09.537000Z",
-     "iopub.status.busy": "2024-10-17T18:06:09.536825Z",
-     "iopub.status.idle": "2024-10-17T18:06:09.540863Z",
-     "shell.execute_reply": "2024-10-17T18:06:09.540482Z"
+     "iopub.execute_input": "2024-10-23T01:03:12.088518Z",
+     "iopub.status.busy": "2024-10-23T01:03:12.088113Z",
+     "iopub.status.idle": "2024-10-23T01:03:12.092554Z",
+     "shell.execute_reply": "2024-10-23T01:03:12.092088Z"
     }
    },
    "outputs": [
@@ -180,10 +180,10 @@
    "execution_count": 5,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:09.542495Z",
-     "iopub.status.busy": "2024-10-17T18:06:09.542174Z",
-     "iopub.status.idle": "2024-10-17T18:06:09.545364Z",
-     "shell.execute_reply": "2024-10-17T18:06:09.544973Z"
+     "iopub.execute_input": "2024-10-23T01:03:12.094102Z",
+     "iopub.status.busy": "2024-10-23T01:03:12.093851Z",
+     "iopub.status.idle": "2024-10-23T01:03:12.097304Z",
+     "shell.execute_reply": "2024-10-23T01:03:12.096849Z"
     }
    },
    "outputs": [
@@ -215,10 +215,10 @@
    "execution_count": 6,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:09.546981Z",
-     "iopub.status.busy": "2024-10-17T18:06:09.546660Z",
-     "iopub.status.idle": "2024-10-17T18:06:10.408628Z",
-     "shell.execute_reply": "2024-10-17T18:06:10.408184Z"
+     "iopub.execute_input": "2024-10-23T01:03:12.098856Z",
+     "iopub.status.busy": "2024-10-23T01:03:12.098567Z",
+     "iopub.status.idle": "2024-10-23T01:03:12.959853Z",
+     "shell.execute_reply": "2024-10-23T01:03:12.959367Z"
     }
    },
    "outputs": [
@@ -266,10 +266,10 @@
    "execution_count": 7,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:10.410193Z",
-     "iopub.status.busy": "2024-10-17T18:06:10.410016Z",
-     "iopub.status.idle": "2024-10-17T18:06:10.412809Z",
-     "shell.execute_reply": "2024-10-17T18:06:10.412325Z"
+     "iopub.execute_input": "2024-10-23T01:03:12.961475Z",
+     "iopub.status.busy": "2024-10-23T01:03:12.961303Z",
+     "iopub.status.idle": "2024-10-23T01:03:12.964215Z",
+     "shell.execute_reply": "2024-10-23T01:03:12.963728Z"
     }
    },
    "outputs": [],
@@ -289,10 +289,10 @@
    "execution_count": 8,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:10.414234Z",
-     "iopub.status.busy": "2024-10-17T18:06:10.414073Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.279522Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.279001Z"
+     "iopub.execute_input": "2024-10-23T01:03:12.965843Z",
+     "iopub.status.busy": "2024-10-23T01:03:12.965552Z",
+     "iopub.status.idle": "2024-10-23T01:03:22.962932Z",
+     "shell.execute_reply": "2024-10-23T01:03:22.962401Z"
     }
    },
    "outputs": [],
@@ -313,17 +313,17 @@
    "execution_count": 9,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.281497Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.281322Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.288336Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.287813Z"
+     "iopub.execute_input": "2024-10-23T01:03:22.965024Z",
+     "iopub.status.busy": "2024-10-23T01:03:22.964801Z",
+     "iopub.status.idle": "2024-10-23T01:03:22.971667Z",
+     "shell.execute_reply": "2024-10-23T01:03:22.971264Z"
     }
    },
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "Pleasant Lake test case version 0.1.post48+gccfbed8\n",
+       "Pleasant Lake test case version 0.1.post50+g346edf0\n",
        "Parent model: /home/runner/work/modflow-setup/modflow-setup/examples/data/pleasant/pleasant\n",
        "5 layer(s), 25 row(s), 25 column(s)\n",
        "delr: [200.00...200.00] undefined\n",
@@ -363,10 +363,10 @@
    "execution_count": 10,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.289907Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.289594Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.292908Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.292532Z"
+     "iopub.execute_input": "2024-10-23T01:03:22.973352Z",
+     "iopub.status.busy": "2024-10-23T01:03:22.973174Z",
+     "iopub.status.idle": "2024-10-23T01:03:22.976488Z",
+     "shell.execute_reply": "2024-10-23T01:03:22.976090Z"
     }
    },
    "outputs": [
@@ -397,10 +397,10 @@
    "execution_count": 11,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.294534Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.294228Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.298363Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.297898Z"
+     "iopub.execute_input": "2024-10-23T01:03:22.977971Z",
+     "iopub.status.busy": "2024-10-23T01:03:22.977811Z",
+     "iopub.status.idle": "2024-10-23T01:03:22.981646Z",
+     "shell.execute_reply": "2024-10-23T01:03:22.981194Z"
     }
    },
    "outputs": [
@@ -457,17 +457,17 @@
    "execution_count": 12,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.299807Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.299626Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.306275Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.305880Z"
+     "iopub.execute_input": "2024-10-23T01:03:22.983117Z",
+     "iopub.status.busy": "2024-10-23T01:03:22.982959Z",
+     "iopub.status.idle": "2024-10-23T01:03:22.990192Z",
+     "shell.execute_reply": "2024-10-23T01:03:22.989700Z"
     }
    },
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "{'plsnt_lgr_inset': plsnt_lgr_inset model version 0.5.0.post48+gccfbed8\n",
+       "{'plsnt_lgr_inset': plsnt_lgr_inset model version 0.5.0.post50+g346edf0\n",
        " Parent model: ./plsnt_lgr_parent\n",
        " 5 layer(s), 75 row(s), 85 column(s)\n",
        " delr: [40.00...40.00] undefined\n",
@@ -507,17 +507,17 @@
    "execution_count": 13,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.307688Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.307527Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.483445Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.482952Z"
+     "iopub.execute_input": "2024-10-23T01:03:22.991936Z",
+     "iopub.status.busy": "2024-10-23T01:03:22.991577Z",
+     "iopub.status.idle": "2024-10-23T01:03:23.162356Z",
+     "shell.execute_reply": "2024-10-23T01:03:23.161877Z"
     }
    },
    "outputs": [
     {
      "data": {
       "text/plain": [
-       ""
+       ""
       ]
      },
      "execution_count": 13,
@@ -575,10 +575,10 @@
    "execution_count": 14,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.485088Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.484927Z",
-     "iopub.status.idle": "2024-10-17T18:06:20.762935Z",
-     "shell.execute_reply": "2024-10-17T18:06:20.762419Z"
+     "iopub.execute_input": "2024-10-23T01:03:23.164072Z",
+     "iopub.status.busy": "2024-10-23T01:03:23.163753Z",
+     "iopub.status.idle": "2024-10-23T01:03:23.449621Z",
+     "shell.execute_reply": "2024-10-23T01:03:23.449089Z"
     }
    },
    "outputs": [
@@ -621,10 +621,10 @@
    "execution_count": 15,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:20.764583Z",
-     "iopub.status.busy": "2024-10-17T18:06:20.764423Z",
-     "iopub.status.idle": "2024-10-17T18:06:21.454423Z",
-     "shell.execute_reply": "2024-10-17T18:06:21.453929Z"
+     "iopub.execute_input": "2024-10-23T01:03:23.451504Z",
+     "iopub.status.busy": "2024-10-23T01:03:23.451103Z",
+     "iopub.status.idle": "2024-10-23T01:03:24.120480Z",
+     "shell.execute_reply": "2024-10-23T01:03:24.120076Z"
     }
    },
    "outputs": [
@@ -672,7 +672,7 @@
       "    writing package lak_0...\n",
       "    writing package obs_0...\n",
       "    writing package obs_1...\n",
-      "SFRmaker v. 0.11.2.post6+gb2233e6\n",
+      "SFRmaker v. 0.11.3.post10+g23088f1\n",
       "\n",
       "Running Flopy v. 3.9.0.dev2 diagnostics...\n",
       "passed.\n",
@@ -740,7 +740,7 @@
       "converting reach and segment data to package data...\n",
       "wrote /home/runner/work/modflow-setup/modflow-setup/examples/pleasant_lgr/external/plsnt_lgr_parent_packagedata.dat\n",
       "wrote /home/runner/work/modflow-setup/modflow-setup/examples/pleasant_lgr/plsnt_lgr_parent.sfr\n",
-      "SFRmaker v. 0.11.2.post6+gb2233e6\n",
+      "SFRmaker v. 0.11.3.post10+g23088f1\n",
       "\n",
       "Running Flopy v. 3.9.0.dev2 diagnostics...\n",
       "passed.\n",
@@ -802,13 +802,7 @@
       "\n",
       "wrote plsnt_lgr_inset_SFR.chk\n",
       "converting reach and segment data to package data...\n",
-      "wrote /home/runner/work/modflow-setup/modflow-setup/examples/pleasant_lgr/external/plsnt_lgr_inset_packagedata.dat\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
+      "wrote /home/runner/work/modflow-setup/modflow-setup/examples/pleasant_lgr/external/plsnt_lgr_inset_packagedata.dat\n",
       "wrote /home/runner/work/modflow-setup/modflow-setup/examples/pleasant_lgr/plsnt_lgr_inset.sfr\n"
      ]
     }
@@ -831,10 +825,10 @@
    "execution_count": 16,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:21.456351Z",
-     "iopub.status.busy": "2024-10-17T18:06:21.456014Z",
-     "iopub.status.idle": "2024-10-17T18:06:25.329400Z",
-     "shell.execute_reply": "2024-10-17T18:06:25.328907Z"
+     "iopub.execute_input": "2024-10-23T01:03:24.122377Z",
+     "iopub.status.busy": "2024-10-23T01:03:24.122048Z",
+     "iopub.status.idle": "2024-10-23T01:03:28.026052Z",
+     "shell.execute_reply": "2024-10-23T01:03:28.025656Z"
     }
    },
    "outputs": [
@@ -864,17 +858,11 @@
       "use of the software.\n",
       "\n",
       " \n",
-      " Run start date and time (yyyy/mm/dd hh:mm:ss): 2024/10/17 18:06:21\n",
+      " Run start date and time (yyyy/mm/dd hh:mm:ss): 2024/10/23  1:03:24\n",
       " \n",
       " Writing simulation list file: mfsim.lst\n",
       " Using Simulation name file: mfsim.nam\n",
-      " \n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
+      " \n",
       "    Solving:  Stress period:     1    Time step:     1\n"
      ]
     },
@@ -961,8 +949,8 @@
      "output_type": "stream",
      "text": [
       " \n",
-      " Run end date and time (yyyy/mm/dd hh:mm:ss): 2024/10/17 18:06:25\n",
-      " Elapsed run time:  3.864 Seconds\n",
+      " Run end date and time (yyyy/mm/dd hh:mm:ss): 2024/10/23  1:03:28\n",
+      " Elapsed run time:  3.895 Seconds\n",
       " \n",
       " Normal termination of simulation.\n"
      ]
@@ -994,10 +982,10 @@
    "execution_count": 17,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:25.331406Z",
-     "iopub.status.busy": "2024-10-17T18:06:25.330967Z",
-     "iopub.status.idle": "2024-10-17T18:06:25.346216Z",
-     "shell.execute_reply": "2024-10-17T18:06:25.345784Z"
+     "iopub.execute_input": "2024-10-23T01:03:28.027627Z",
+     "iopub.status.busy": "2024-10-23T01:03:28.027464Z",
+     "iopub.status.idle": "2024-10-23T01:03:28.041203Z",
+     "shell.execute_reply": "2024-10-23T01:03:28.040799Z"
     }
    },
    "outputs": [],
@@ -1034,10 +1022,10 @@
    "execution_count": 18,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:25.348053Z",
-     "iopub.status.busy": "2024-10-17T18:06:25.347713Z",
-     "iopub.status.idle": "2024-10-17T18:06:25.421492Z",
-     "shell.execute_reply": "2024-10-17T18:06:25.421016Z"
+     "iopub.execute_input": "2024-10-23T01:03:28.042695Z",
+     "iopub.status.busy": "2024-10-23T01:03:28.042539Z",
+     "iopub.status.idle": "2024-10-23T01:03:28.116777Z",
+     "shell.execute_reply": "2024-10-23T01:03:28.116239Z"
     }
    },
    "outputs": [],
@@ -1079,16 +1067,16 @@
    "execution_count": 19,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:25.423595Z",
-     "iopub.status.busy": "2024-10-17T18:06:25.423227Z",
-     "iopub.status.idle": "2024-10-17T18:06:26.610483Z",
-     "shell.execute_reply": "2024-10-17T18:06:26.609980Z"
+     "iopub.execute_input": "2024-10-23T01:03:28.118854Z",
+     "iopub.status.busy": "2024-10-23T01:03:28.118684Z",
+     "iopub.status.idle": "2024-10-23T01:03:29.281539Z",
+     "shell.execute_reply": "2024-10-23T01:03:29.280921Z"
     }
    },
    "outputs": [
     {
      "data": {
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",
+      "image/png": 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",
       "text/plain": [
        "
"
       ]
@@ -1191,10 +1179,10 @@
    "execution_count": 20,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:26.612104Z",
-     "iopub.status.busy": "2024-10-17T18:06:26.611950Z",
-     "iopub.status.idle": "2024-10-17T18:06:52.013010Z",
-     "shell.execute_reply": "2024-10-17T18:06:52.012506Z"
+     "iopub.execute_input": "2024-10-23T01:03:29.283255Z",
+     "iopub.status.busy": "2024-10-23T01:03:29.283084Z",
+     "iopub.status.idle": "2024-10-23T01:03:55.453490Z",
+     "shell.execute_reply": "2024-10-23T01:03:55.453041Z"
     }
    },
    "outputs": [
@@ -1293,16 +1281,16 @@
      "output_type": "stream",
      "text": [
       "wrote postproc/plsnt_lgr_parent/rasters/strt_lay3.tif\n",
-      "wrote postproc/plsnt_lgr_parent/rasters/strt_lay4.tif\n",
-      "\n",
-      "npf package...\n",
-      "icelltype:\n"
+      "wrote postproc/plsnt_lgr_parent/rasters/strt_lay4.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
+      "\n",
+      "npf package...\n",
+      "icelltype:\n",
       "wrote postproc/plsnt_lgr_parent/rasters/icelltype_lay0.tif\n",
       "wrote postproc/plsnt_lgr_parent/rasters/icelltype_lay1.tif\n"
      ]
@@ -1688,57 +1676,57 @@
      "output_type": "stream",
      "text": [
       "wrote postproc/plsnt_lgr_inset/rasters/k_lay4.tif\n",
-      "k33:\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay0.tif\n"
+      "k33:\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay1.tif\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay2.tif\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay0.tif\n",
+      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay1.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay3.tif\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay4.tif\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay2.tif\n",
+      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay3.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
+      "wrote postproc/plsnt_lgr_inset/rasters/k33_lay4.tif\n",
       "\n",
       "sto package...\n",
       "iconvert:\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay0.tif\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay1.tif\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay0.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay2.tif\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay3.tif\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay1.tif\n",
+      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay2.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay4.tif\n",
-      "ss:\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay3.tif\n",
+      "wrote postproc/plsnt_lgr_inset/rasters/iconvert_lay4.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
+      "ss:\n",
       "wrote postproc/plsnt_lgr_inset/rasters/ss_lay0.tif\n",
       "wrote postproc/plsnt_lgr_inset/rasters/ss_lay1.tif\n"
      ]
@@ -1756,30 +1744,30 @@
      "output_type": "stream",
      "text": [
       "wrote postproc/plsnt_lgr_inset/rasters/ss_lay4.tif\n",
-      "sy:\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay0.tif\n"
+      "sy:\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay1.tif\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay2.tif\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay0.tif\n",
+      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay1.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay3.tif\n",
-      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay4.tif\n"
+      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay2.tif\n",
+      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay3.tif\n"
      ]
     },
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
+      "wrote postproc/plsnt_lgr_inset/rasters/sy_lay4.tif\n",
       "\n",
       "rcha_0 package...\n",
       "irch:\n",
@@ -1830,10 +1818,10 @@
    "execution_count": 21,
    "metadata": {
     "execution": {
-     "iopub.execute_input": "2024-10-17T18:06:52.014963Z",
-     "iopub.status.busy": "2024-10-17T18:06:52.014554Z",
-     "iopub.status.idle": "2024-10-17T18:06:53.563064Z",
-     "shell.execute_reply": "2024-10-17T18:06:53.562573Z"
+     "iopub.execute_input": "2024-10-23T01:03:55.455060Z",
+     "iopub.status.busy": "2024-10-23T01:03:55.454894Z",
+     "iopub.status.idle": "2024-10-23T01:03:57.038555Z",
+     "shell.execute_reply": "2024-10-23T01:03:57.038045Z"
     }
    },
    "outputs": [
diff --git a/latest/_static/documentation_options.js b/latest/_static/documentation_options.js
index 91f040ea..7f131273 100644
--- a/latest/_static/documentation_options.js
+++ b/latest/_static/documentation_options.js
@@ -1,5 +1,5 @@
 const DOCUMENTATION_OPTIONS = {
-    VERSION: '0.5.0.post48+gccfbed8',
+    VERSION: '0.5.0.post50+g346edf0',
     LANGUAGE: 'en',
     COLLAPSE_INDEX: false,
     BUILDER: 'html',
diff --git a/latest/api/index.html b/latest/api/index.html
index e79a7f0f..214f493e 100644
--- a/latest/api/index.html
+++ b/latest/api/index.html
@@ -6,7 +6,7 @@
   
 
   
-  Code Reference — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Code Reference — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -349,7 +349,7 @@ 
Supporting modules
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.discretization.html b/latest/api/mfsetup.discretization.html
index b4f8f842..da10bfba 100644
--- a/latest/api/mfsetup.discretization.html
+++ b/latest/api/mfsetup.discretization.html
@@ -6,7 +6,7 @@
   
 
   
-  mfsetup.discretization module — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.discretization module — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -577,7 +577,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.fileio.html b/latest/api/mfsetup.fileio.html
index 1b8d671a..db6247b3 100644
--- a/latest/api/mfsetup.fileio.html
+++ b/latest/api/mfsetup.fileio.html
@@ -6,7 +6,7 @@
   
 
   
-  mfsetup.fileio module — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.fileio module — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -366,7 +366,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.grid.html b/latest/api/mfsetup.grid.html
index 318fd6f1..5daddf53 100644
--- a/latest/api/mfsetup.grid.html
+++ b/latest/api/mfsetup.grid.html
@@ -6,7 +6,7 @@
   
 
   
-  mfsetup.grid module — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.grid module — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -785,7 +785,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.interpolate.html b/latest/api/mfsetup.interpolate.html
index c22057d0..453eb241 100644
--- a/latest/api/mfsetup.interpolate.html
+++ b/latest/api/mfsetup.interpolate.html
@@ -6,7 +6,7 @@
   
 
   
-  mfsetup.interpolate module — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.interpolate module — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -338,7 +338,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.mf6model.html b/latest/api/mfsetup.mf6model.html
index e8954bcc..36fb8520 100644
--- a/latest/api/mfsetup.mf6model.html
+++ b/latest/api/mfsetup.mf6model.html
@@ -6,7 +6,7 @@
   
 
   
-  MF6model class — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  MF6model class — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -340,7 +340,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.mfmodel.html b/latest/api/mfsetup.mfmodel.html
index 61979fbe..c827f127 100644
--- a/latest/api/mfsetup.mfmodel.html
+++ b/latest/api/mfsetup.mfmodel.html
@@ -6,7 +6,7 @@
   
 
   
-  MFsetupMixin class — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  MFsetupMixin class — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -421,7 +421,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.mfnwtmodel.html b/latest/api/mfsetup.mfnwtmodel.html
index c4863018..2ba30e5a 100644
--- a/latest/api/mfsetup.mfnwtmodel.html
+++ b/latest/api/mfsetup.mfnwtmodel.html
@@ -6,7 +6,7 @@
   
 
   
-  MFnwtModel class — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  MFnwtModel class — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -233,7 +233,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.tdis.html b/latest/api/mfsetup.tdis.html
index bb0c53f5..59dd20f7 100644
--- a/latest/api/mfsetup.tdis.html
+++ b/latest/api/mfsetup.tdis.html
@@ -6,7 +6,7 @@
   
 
   
-  mfsetup.tdis module — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.tdis module — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -463,7 +463,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/api/mfsetup.tmr.html b/latest/api/mfsetup.tmr.html
index 27fee9bc..e922716d 100644
--- a/latest/api/mfsetup.tmr.html
+++ b/latest/api/mfsetup.tmr.html
@@ -6,7 +6,7 @@
   
 
   
-  mfsetup.tmr module — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  mfsetup.tmr module — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -209,7 +209,7 @@
 
   

     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/concepts/index.html b/latest/concepts/index.html
index 75438f1e..f7c26e3d 100644
--- a/latest/concepts/index.html
+++ b/latest/concepts/index.html
@@ -6,7 +6,7 @@
   
 
   
-  Modflow-setup concepts and methods — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Modflow-setup concepts and methods — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -129,7 +129,7 @@ 
Modflow-setup concepts and methods
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/concepts/interp.html b/latest/concepts/interp.html
index f1295492..c45263f5 100644
--- a/latest/concepts/interp.html
+++ b/latest/concepts/interp.html
@@ -6,7 +6,7 @@
   
 
   
-  Interpolating data to the model grid — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Interpolating data to the model grid — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -160,7 +160,7 @@ 
Interpolating data to the model grid
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/concepts/lgr.html b/latest/concepts/lgr.html
index c9b8d516..6b97392e 100644
--- a/latest/concepts/lgr.html
+++ b/latest/concepts/lgr.html
@@ -6,7 +6,7 @@
   
 
   
-  Local grid refinement — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Local grid refinement — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -216,7 +216,7 @@ 
Specification of vertical refinement
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/concepts/perimeter-bcs.html b/latest/concepts/perimeter-bcs.html
index ae6c48a8..587b311f 100644
--- a/latest/concepts/perimeter-bcs.html
+++ b/latest/concepts/perimeter-bcs.html
@@ -6,7 +6,7 @@
   
 
   
-  Specifying perimeter boundary conditions from another model — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Specifying perimeter boundary conditions from another model — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -227,7 +227,7 @@ 
Specifying the locations of perimeter boundary cells
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/config-file-defaults.html b/latest/config-file-defaults.html
index 9ffed78f..750be8ce 100644
--- a/latest/config-file-defaults.html
+++ b/latest/config-file-defaults.html
@@ -6,7 +6,7 @@
   
 
   
-  Configuration defaults — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Configuration defaults — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -641,7 +641,7 @@ 
MODFLOW-NWT configuration defaults
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/config-file-gallery.html b/latest/config-file-gallery.html
index 98d2e75e..f436d5bf 100644
--- a/latest/config-file-gallery.html
+++ b/latest/config-file-gallery.html
@@ -6,7 +6,7 @@
   
 
   
-  Configuration File Gallery — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Configuration File Gallery — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -408,7 +408,7 @@ 
Shellmound test case279    # or other options such as set_streambed_top_elevations_from_dem (see pleasant examples)
 280    # or to_riv (shellmound_tmr example)
 281    one_reach_per_cell: True #  consolidate SFR reaches to one per i, j location
-282    add_outlets: [17955371, 17956213]  # add outlets at these line numbers
+282    add_outlets: [17957815, 17956213]  # add outlets at these line numbers
 283    minimum_slope: 1.e-5
 284    to_riv: [18047206] # convert this line and all downstream lines to the RIV package
 285
@@ -1532,7 +1532,7 @@ 
Plainfield Lakes MODFLOW-NWT test case
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/config-file.html b/latest/config-file.html
index 70b0672e..15b7f2e7 100644
--- a/latest/config-file.html
+++ b/latest/config-file.html
@@ -6,7 +6,7 @@
   
 
   
-  The configuration file — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  The configuration file — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -282,7 +282,7 @@ 
Some additional notes on YAML
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
       

   

 
diff --git a/latest/contributing.html b/latest/contributing.html
index e1174845..0a872960 100644
--- a/latest/contributing.html
+++ b/latest/contributing.html
@@ -6,7 +6,7 @@
   
 
   
-  Contributing to modflow-setup — modflow-setup 0.5.0.post48+gccfbed8 documentation
+  Contributing to modflow-setup — modflow-setup 0.5.0.post50+g346edf0 documentation
       
       
       
@@ -15,7 +15,7 @@
   
       
       
-      
+      
       
       
       
@@ -422,7 +422,7 @@ 
7) Submitting a Pull Request
     
© Copyright 2019-2024, Modflow-setup developers |.
-      Last updated on Oct 17, 2024.
+      Last updated on Oct 23, 2024.
diff --git a/latest/examples.html b/latest/examples.html index 2d9b87fd..35cbb2f6 100644 --- a/latest/examples.html +++ b/latest/examples.html @@ -6,7 +6,7 @@ - Examples — modflow-setup 0.5.0.post48+gccfbed8 documentation + Examples — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -128,7 +128,7 @@

Examples

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/genindex.html b/latest/genindex.html index 543376ee..be2c9397 100644 --- a/latest/genindex.html +++ b/latest/genindex.html @@ -5,7 +5,7 @@ - Index — modflow-setup 0.5.0.post48+gccfbed8 documentation + Index — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -14,7 +14,7 @@ - + @@ -716,7 +716,7 @@

Y

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/index.html b/latest/index.html index a32a8108..1698605e 100644 --- a/latest/index.html +++ b/latest/index.html @@ -6,7 +6,7 @@ - modflow-setup 0.5.0.post48+gccfbed8 — modflow-setup 0.5.0.post48+gccfbed8 documentation + modflow-setup 0.5.0.post50+g346edf0 — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -92,7 +92,7 @@
diff --git a/latest/input/ic.html b/latest/input/ic.html index ef48c389..c90075bd 100644 --- a/latest/input/ic.html +++ b/latest/input/ic.html @@ -6,7 +6,7 @@ - Specifying Initial Conditions — modflow-setup 0.5.0.post48+gccfbed8 documentation + Specifying Initial Conditions — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -132,7 +132,7 @@

Specifying Initial Conditions

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/input/index.html b/latest/input/index.html index b82c9b4a..14739fa9 100644 --- a/latest/input/index.html +++ b/latest/input/index.html @@ -6,7 +6,7 @@ - Input instructions by package — modflow-setup 0.5.0.post48+gccfbed8 documentation + Input instructions by package — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -139,7 +139,7 @@

Input instructions by package

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/input/lak.html b/latest/input/lak.html index 53b5b326..21dde890 100644 --- a/latest/input/lak.html +++ b/latest/input/lak.html @@ -6,7 +6,7 @@ - The Lake (LAK) Package — modflow-setup 0.5.0.post48+gccfbed8 documentation + The Lake (LAK) Package — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -132,7 +132,7 @@

The Lake (LAK) Package

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/input/obs.html b/latest/input/obs.html index b88f2f20..db51a067 100644 --- a/latest/input/obs.html +++ b/latest/input/obs.html @@ -6,7 +6,7 @@ - Head observations — modflow-setup 0.5.0.post48+gccfbed8 documentation + Head observations — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -132,7 +132,7 @@

Head observations

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/input/oc.html b/latest/input/oc.html index 0a22ec31..10483176 100644 --- a/latest/input/oc.html +++ b/latest/input/oc.html @@ -6,7 +6,7 @@ - MODFLOW Output Control — modflow-setup 0.5.0.post48+gccfbed8 documentation + MODFLOW Output Control — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -173,7 +173,7 @@

Alternative stress period input formats

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/input/props.html b/latest/input/props.html index 5bdf3986..d396484c 100644 --- a/latest/input/props.html +++ b/latest/input/props.html @@ -6,7 +6,7 @@ - Specifying Aquifer Properties — modflow-setup 0.5.0.post48+gccfbed8 documentation + Specifying Aquifer Properties — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -132,7 +132,7 @@

Specifying Aquifer Properties

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/input/sfr.html b/latest/input/sfr.html index 68e790c5..0b3d6579 100644 --- a/latest/input/sfr.html +++ b/latest/input/sfr.html @@ -6,7 +6,7 @@ - The Streamflow Routing (SFR) Package — modflow-setup 0.5.0.post48+gccfbed8 documentation + The Streamflow Routing (SFR) Package — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -132,7 +132,7 @@

The Streamflow Routing (SFR) Package

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/installation.html b/latest/installation.html index 6c0919ef..5ab5c72c 100644 --- a/latest/installation.html +++ b/latest/installation.html @@ -6,7 +6,7 @@ - Installation — modflow-setup 0.5.0.post48+gccfbed8 documentation + Installation — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -15,7 +15,7 @@ - + @@ -396,7 +396,7 @@

If you are on the USGS network, using Windows, and you get this error messag

© Copyright 2019-2024, Modflow-setup developers |. - Last updated on Oct 17, 2024. + Last updated on Oct 23, 2024.

diff --git a/latest/notebooks/Pleasant_lake_lgr_example.html b/latest/notebooks/Pleasant_lake_lgr_example.html index 7f6c8a60..b6bf08a0 100644 --- a/latest/notebooks/Pleasant_lake_lgr_example.html +++ b/latest/notebooks/Pleasant_lake_lgr_example.html @@ -6,7 +6,7 @@ - Pleasant Lake Example — modflow-setup 0.5.0.post48+gccfbed8 documentation + Pleasant Lake Example — modflow-setup 0.5.0.post50+g346edf0 documentation @@ -16,7 +16,7 @@ - + @@ -138,7 +138,7 @@

Pleasant Lake Example -

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+

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Figure 1: The full Pleasant Lake model domain with location map, showing the relationship between the regional, intermediate and LGR inset models, as well as the irrigation wells considered.

Most details of the Fienen et al (2021) model are included here, but to reduce file sizes and execution time, a smaller Modflow-6 simulation domain is used. The smaller domain is for illustration purposes only, and is not intended to be adequate for representing pumping impacts or providing a sufficient distance to the perimeter boundaries.