diff --git a/Through_Rosario.ipynb b/Through_Rosario.ipynb
deleted file mode 100644
index c597cae..0000000
--- a/Through_Rosario.ipynb
+++ /dev/null
@@ -1,2946 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import numpy as np\n",
-    "import matplotlib.pyplot as plt\n",
-    "import arrow\n",
-    "import datetime\n",
-    "import xarray as xr\n",
-    "import os\n",
-    "import cmocean.cm as cm\n",
-    "import matplotlib.cm as cma\n",
-    "import scipy.interpolate as interp\n",
-    "from matplotlib.collections import PatchCollection\n",
-    "import matplotlib.dates as mpl_dates\n",
-    "from matplotlib.ticker import ScalarFormatter\n",
-    "from matplotlib.ticker import FormatStrFormatter\n",
-    "import datetime as dt\n",
-    "import pandas as pd\n",
-    "import matplotlib.dates as mpl_dates\n",
-    "import scipy.stats as stats\n",
-    "from matplotlib.ticker import StrMethodFormatter"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Functions"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "#Function to extract data from 1 section\n",
-    "def get_secdata(datafile,sectionnum):\n",
-    "    \n",
-    "    variables = ['final_salt','final_transp','final_lon','final_lat','final_depth','final_section','final_z','final_temp','init_lon','init_z','init_salt','init_temp','init_transp','final_age']\n",
-    "    \n",
-    "    dict_var = {}\n",
-    "    \n",
-    "    idx = np.where(datafile['final_section']==sectionnum)\n",
-    "    \n",
-    "    for var in variables:\n",
-    "        if var == 'final_age':\n",
-    "            agetd = datafile[var].values\n",
-    "            agehr = agetd.astype('float64')/(10**9*3600)\n",
-    "            age = agehr[idx]\n",
-    "            dict_var[var] = age\n",
-    "        else:\n",
-    "            data_sec = datafile[var]\n",
-    "            dict_var[var] = data_sec[idx]\n",
-    "        \n",
-    "    \n",
-    "    return dict_var\n",
-    "\n",
-    "def plotCS(axv,lonsec,zsec,transpsec,lonW,lonE,latgridi,depi,vmax,time,title,cblabel,ylabel):\n",
-    "    \n",
-    "    latgridf = latgridi-1\n",
-    "    fmask = mesh.fmask[0, :, latgridf]\n",
-    "    tmask = mesh.tmask[0]\n",
-    "    \n",
-    "    lons = data.init_lon[(data.final_section != 0)]\n",
-    "    \n",
-    "    f_lons = mesh.glamf[0, latgridf]\n",
-    "    u_lons = mesh.glamv[0, latgridf]\n",
-    "    w_depths = mesh.gdepw_1d\n",
-    "\n",
-    "    m2lon = ((u_lons[lonE]-u_lons[lonW])/(mesh.e2f[0, latgridi, lonW:lonE].sum())).values #degrees/m\n",
-    "    \n",
-    "    cmap = cm.deep\n",
-    "    \n",
-    "    arr,xe,ye,im = axv.hist2d(lonsec/m2lon,df(zsec)[0],weights=transpsec,cmap=cmap,bins=[np.array(f_lons[lonW:lonE:1]/m2lon),w_depths[0,0:depi]],\n",
-    "                              density=True,vmax=vmax\n",
-    "                                )\n",
-    "    \n",
-    "    X,Y = np.meshgrid(xe,ye)\n",
-    "    \n",
-    "    im = axv.pcolormesh(X,Y,arr.T*np.sum(transpsec/time).values,cmap=cmap,vmax=vmax)\n",
-    "    \n",
-    "    axv.invert_yaxis()\n",
-    "    axv.set_title(title)\n",
-    "    axv.set_xlabel('Longitude (°E)')\n",
-    "    axv.set_xticks(np.linspace(f_lons[lonW+2]/m2lon,f_lons[lonE-2]/m2lon,2))\n",
-    "    axv.xaxis.set_major_formatter(FormatStrFormatter(f\"%.{2}f\"))\n",
-    "    axv.set_xticklabels(['{:.2f}'.format(label) for label in np.linspace(f_lons[lonW+2],f_lons[lonE-2],2)])\n",
-    "    axv.set_xticklabels(np.round(np.linspace(f_lons[lonW+2],f_lons[lonE-2],2),2))\n",
-    "    \n",
-    "    pc = draw_patches(fmask, lonW, lonE, np.array(u_lons), np.array(w_depths[0]),m2lon)\n",
-    "    axv.add_collection(pc)\n",
-    "\n",
-    "    if cblabel == True:\n",
-    "        cb = fig.colorbar(im,ax=axv)\n",
-    "        cb.set_label('Transport (m/s)')\n",
-    "    \n",
-    "    if ylabel == True:\n",
-    "        axv.set_ylabel('Depth (m)')\n",
-    "        \n",
-    "    else: \n",
-    "        axv.set_yticklabels([])\n",
-    "\n",
-    "def plotTS(axn,var,lonsec,zsec,varsec,lonW,lonE,latgridi,depi,time,title,cblabel,ylabel,vmin=None,vmax=None):\n",
-    "    \n",
-    "    latgridf = latgridi-1\n",
-    "    fmask = mesh.fmask[0, :, latgridf]\n",
-    "    tmask = mesh.tmask[0]\n",
-    "    \n",
-    "    lons = data.init_lon[(data.final_section != 0)]\n",
-    "    \n",
-    "    f_lons = mesh.glamf[0, latgridf]\n",
-    "    u_lons = mesh.glamv[0, latgridf]\n",
-    "    w_depths = mesh.gdepw_1d\n",
-    "\n",
-    "    m2lon = ((u_lons[lonE]-u_lons[lonW])/(mesh.e2f[0, latgridi, lonW:lonE].sum())).values #degrees/m\n",
-    "    \n",
-    "    cmap = cm.deep\n",
-    "    \n",
-    "    m2lon = ((u_lons[lonE]-u_lons[lonW])/(mesh.e2f[0, latgridi, lonW:lonE].sum())).values #degrees/m\n",
-    "    \n",
-    "    arrw,xe,ye,im = axn.hist2d(lonsec/m2lon,df(zsec)[0],weights=varsec,cmap=cmap,bins=[np.array(f_lons[lonW:lonE:1]/m2lon),w_depths[0,0:depi]])\n",
-    "    arrnw,xe2,ye2,im2 = axn.hist2d(lonsec/m2lon,df(zsec)[0],cmap=cmap,bins=[np.array(f_lons[lonW:lonE:1]/m2lon),w_depths[0,0:depi]])\n",
-    "    \n",
-    "    arr3 = arrw/arrnw\n",
-    "    \n",
-    "    X,Y = np.meshgrid(xe,ye)\n",
-    "    \n",
-    "    im = axn.pcolormesh(X,Y,arr3.T,vmin=vmin,vmax=vmax)\n",
-    "    axn.set_xlabel('Longitude (°E)')\n",
-    "    axn.set_title(title)\n",
-    "    axn.invert_yaxis()\n",
-    "    axn.set_xticks(np.linspace(f_lons[lonW]/m2lon,f_lons[lonE-1]/m2lon,2))\n",
-    "    axn.set_xticklabels(['{:.2f}'.format(label) for label in np.linspace(f_lons[lonW],f_lons[lonE-1],2)])\n",
-    "    \n",
-    "    if cblabel == True:\n",
-    "        cb = fig.colorbar(im,ax=axn)\n",
-    "        \n",
-    "        if var == 'temp':\n",
-    "            cb.set_label('Temperature (°C)')\n",
-    "        if var == 'sal':\n",
-    "            cb.set_label('Salinity (g/kg)')\n",
-    "            \n",
-    "    if ylabel == True:\n",
-    "        axn.set_ylabel('Depth (m)')\n",
-    "    else:\n",
-    "        axn.set_yticks([])\n",
-    "        \n",
-    "def get_datat(datafile,section, starttime, endtime):\n",
-    "    final_section = datafile.final_section\n",
-    "    final_transport = datafile.final_transp\n",
-    "    transports = np.sum(np.where(final_section == section, final_transport, 0)) \n",
-    "    return transports/(endtime-starttime+1)\n",
-    "\n",
-    "def running_mean(data, window_size):\n",
-    "    cumsum = np.cumsum(data)\n",
-    "    cumsum[window_size:] = cumsum[window_size:] - cumsum[:-window_size]\n",
-    "    return cumsum[window_size - 1:] / window_size\n",
-    "\n",
-    "def draw_patches(fmask, ll, ul, u_lons, w_depths,m2lon):\n",
-    "    topo = []\n",
-    "    for i in range(ll, ul):\n",
-    "        for j in range(39):\n",
-    "            if fmask[j, i] == 0:\n",
-    "                try:\n",
-    "                    rect = Rectangle((u_lons[i]/m2lon, w_depths[j+1]), u_lons[i+1]/m2lon-u_lons[i]/m2lon, w_depths[j+2]-w_depths[j+1])\n",
-    "                    topo.append(rect)\n",
-    "                except:\n",
-    "                    pass\n",
-    "\n",
-    "    pc = PatchCollection(topo, facecolors='lightgray', edgecolors='none')\n",
-    "    return(pc)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def plotCSNS(axv,lonsec,zsec,transpsec,lonW,lonE,latgridi,depi,vmax,time,title,cblabel,ylabel):\n",
-    "    \n",
-    "    latgridf = latgridi-1 #actually lon\n",
-    "    fmask = mesh.fmask[0,:,:,latgridf] # Giving mask of longitudes\n",
-    "    tmask = mesh.tmask[0]\n",
-    "    \n",
-    "    lons = data.init_lat[(data.final_section != 0)]\n",
-    "    \n",
-    "    f_lons = mesh.gphif[0,:, latgridf]\n",
-    "    u_lons = mesh.gphiv[0,:, latgridf]\n",
-    "    w_depths = mesh.gdepw_1d\n",
-    "\n",
-    "    m2lon = ((u_lons[lonE]-u_lons[lonW])/(mesh.e2f[0, latgridi, lonW:lonE].sum())).values #degrees/m\n",
-    "    \n",
-    "    cmap = cm.deep\n",
-    "    \n",
-    "    arr,xe,ye,im = axv.hist2d(lonsec/m2lon,df(zsec)[0],weights=transpsec,cmap=cmap,bins=[np.array(f_lons[lonW:lonE:1]/m2lon),w_depths[0,0:depi]],\n",
-    "                              density=True,vmax=vmax\n",
-    "                                )\n",
-    "    \n",
-    "    X,Y = np.meshgrid(xe,ye)\n",
-    "    \n",
-    "    im = axv.pcolormesh(X,Y,arr.T*np.sum(transpsec/time).values,cmap=cmap,vmax=vmax)\n",
-    "    \n",
-    "    axv.invert_yaxis()\n",
-    "    axv.set_title(title)\n",
-    "    axv.set_xlabel('Latitude (°W)')\n",
-    "    axv.set_xticks(np.linspace(f_lons[lonW+2]/m2lon,f_lons[lonE-2]/m2lon,2))\n",
-    "    axv.xaxis.set_major_formatter(FormatStrFormatter(f\"%.{2}f\"))\n",
-    "    axv.set_xticklabels(['{:.2f}'.format(label) for label in np.linspace(f_lons[lonW+2],f_lons[lonE-2],2)])\n",
-    "    axv.set_xticklabels(np.round(np.linspace(f_lons[lonW+2],f_lons[lonE-2],2),2))\n",
-    "    \n",
-    "    pc = draw_patches(fmask, lonW, lonE, np.array(u_lons), np.array(w_depths[0]),m2lon)\n",
-    "    axv.add_collection(pc)\n",
-    "\n",
-    "    if cblabel == True:\n",
-    "        cb = fig.colorbar(im,ax=axv)\n",
-    "        cb.set_label('Transport (m/s)')\n",
-    "    \n",
-    "    if ylabel == True:\n",
-    "        axv.set_ylabel('Depth (m)')\n",
-    "        \n",
-    "    else: \n",
-    "        axv.set_yticklabels([])"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Import data"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "data = xr.open_dataset('/ocean/cstang/MOAD/analysis-camryn/Ariane/for_jan18/for_straight_01jan18_s7t28/ariane_positions_quantitative.nc')\n",
-    "mesh = xr.open_dataset('/home/sallen/MEOPAR/grid/mesh_mask202108.nc')\n",
-    "\n",
-    "lonW = 308\n",
-    "lonE = 327\n",
-    "latgridi = 300\n",
-    "latgridf = latgridi-1\n",
-    "fmask = mesh.fmask[0, :, latgridi]\n",
-    "tmask = mesh.tmask[0]\n",
-    "    \n",
-    "lons = data.init_lon[(data.final_section != 0)]\n",
-    "    \n",
-    "f_lons = mesh.glamf[0, latgridi]\n",
-    "u_lons = mesh.glamv[0, latgridi]\n",
-    "w_depths = mesh.gdepw_1d\n",
-    "\n",
-    "m2lon = ((u_lons[lonE]-u_lons[lonW])/(mesh.e2f[0, latgridi, lonW:lonE].sum())).values #degrees/m\n",
-    "\n",
-    "df = interp.interp1d(mesh.z,mesh.gdepw_1d) # Interpolate to get same binning scheme as SalishSeaCast"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "#Importing data and calculating section transport \n",
-    "import warnings\n",
-    "warnings.filterwarnings('ignore', category=RuntimeWarning)\n",
-    "\n",
-    "files = ['forpr_ros3','backadm_ros3','backvs_ros3']\n",
-    "namen = ['datafvs']\n",
-    "\n",
-    "starttime = 1\n",
-    "endtime = 24\n",
-    "sectionnum = [0,1,2,3,4,5,6,7,8]\n",
-    "\n",
-    "date = dt.datetime(2016,12,10)\n",
-    "enddate = dt.datetime(2021,12,27)\n",
-    "\n",
-    "dates = []\n",
-    "datelist_vs = []\n",
-    "\n",
-    "while date <= enddate:\n",
-    "    dates.append(date.strftime('%d%b%y').lower())\n",
-    "    datelist_vs.append(date)\n",
-    "    date+=dt.timedelta(days=1)\n",
-    "     \n",
-    "dicts = {}\n",
-    "\n",
-    "for i,file in enumerate(files):\n",
-    "    dict_i = {}\n",
-    "    \n",
-    "    for date in dates:\n",
-    "        name = '/ocean/cstang/MOAD/analysis-camryn/Ariane/' + file + '/' + date + '_s1t50/ariane_positions_quantitative.nc'\n",
-    "        \n",
-    "        if os.path.isfile(name):\n",
-    "            dict_i[date] = xr.open_dataset(name)\n",
-    "        \n",
-    "    dicts[file] = dict_i\n",
-    "    \n",
-    "dict_sectiontransp = {}\n",
-    "\n",
-    "for file in files:\n",
-    "    st_dict = {}\n",
-    "    for var in dicts[file].keys():\n",
-    "        if var not in st_dict:\n",
-    "            st_dict[var] = []\n",
-    "        for section in sectionnum:\n",
-    "            st_dict[var].append(get_datat(dicts[file][var],section,starttime,endtime))\n",
-    "        dict_sectiontransp[file] = st_dict\n",
-    "\n",
-    "dict_age = {}\n",
-    "\n",
-    "for file in files:\n",
-    "    a_dict = {}\n",
-    "    \n",
-    "    for date in dicts[file].keys():\n",
-    "        if date not in a_dict:\n",
-    "            a_dict[date] = []\n",
-    "        for section in sectionnum:\n",
-    "            allvar = get_secdata(dicts[file][date],section)\n",
-    "            a_dict[date].append(np.mean(allvar['final_age'][allvar['final_age']>=24]))\n",
-    "    dict_age[file] = a_dict\n",
-    "\n",
-    "age_2018 = {}\n",
-    "\n",
-    "for file in files:\n",
-    "    \n",
-    "    if file not in age_2018:\n",
-    "        age_2018[file] = {}\n",
-    "    \n",
-    "    for section in sectionnum:\n",
-    "        \n",
-    "        if section not in age_2018[file]:\n",
-    "            \n",
-    "            age_2018[file][section] = []\n",
-    "            \n",
-    "        for date in dicts[file].keys():\n",
-    "            \n",
-    "            age_2018[file][section].append(dict_age[file][date][section])\n",
-    "            \n",
-    "transp_2018 = {}\n",
-    "\n",
-    "for file in files:\n",
-    "    \n",
-    "    transp_2018[file] = []\n",
-    "    \n",
-    "    for date in dates:\n",
-    "        try:\n",
-    "            transp_2018[file].append(np.sum(dict_sectiontransp[file][date][2:]))\n",
-    "        except:\n",
-    "            pass\n",
-    "        \n",
-    "sectransp_2018 = {}\n",
-    "\n",
-    "for file in files:\n",
-    "    sectransp_2018[file] = {}\n",
-    "    \n",
-    "    for section in sectionnum:\n",
-    "        if section not in sectransp_2018[file]:\n",
-    "            sectransp_2018[file][section] = []\n",
-    "            \n",
-    "        for date in dates:\n",
-    "            try:\n",
-    "                sectransp_2018[file][section].append(dict_sectiontransp[file][date][section])\n",
-    "            except:\n",
-    "                print(date)\n",
-    "                pass\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "dict_secdata = {}\n",
-    "\n",
-    "for file in files:\n",
-    "    \n",
-    "    if file not in dict_secdata:\n",
-    "        dict_secdata[file] = {}\n",
-    "    \n",
-    "    \n",
-    "    for section in sectionnum:\n",
-    "        \n",
-    "        if section not in dict_secdata[file]:\n",
-    "            \n",
-    "            dict_secdata[file][section] = {}\n",
-    "            \n",
-    "        for date in dicts[file].keys():\n",
-    "            \n",
-    "            dict_secdata[file][section] = get_secdata(dicts[file][date],section)\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Shifting functions"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def shift_time(dfr,dfr_age,datelist,base,factor):\n",
-    "    shifted_time = [date + dt.timedelta(days=base+factor*dfr_age[i]/24) for i,date in enumerate(datelist)]\n",
-    "    dfr = pd.DataFrame({'Transport':dfr.values,'Shifted_Time': shifted_time},index=dfr.index)\n",
-    "    return dfr\n",
-    "\n",
-    "def merge(dfr,dfr2):\n",
-    "    \"\"\"Aligns shifted dateframes to calculate correlation\n",
-    "\n",
-    "    Args:\n",
-    "        dfr : Forward dataframe\n",
-    "        dfr2 (_type_): Backward dataframe\n",
-    "\n",
-    "    Returns:\n",
-    "        _type_: Aligned, shifted dataframes and correlation between the 2.\n",
-    "    \"\"\"\n",
-    "    \n",
-    "    oidx = dfr.index\n",
-    "    ndfr = dfr.set_index('Shifted_Time')\n",
-    "    nidx = ndfr.index\n",
-    "    \n",
-    "    step1 = ndfr.reindex(nidx.union(oidx)) # Creates dataframe with row of each old and new index ( no overlap - 128 rows now)\n",
-    "    step2 = step1.sort_index() # Sorts into chronological order\n",
-    "    step3 = step2.interpolate(axis=0) # Interpolates in between (since dates dont line up)\n",
-    "    fdfr = step3\n",
-    "    \n",
-    "    #Same for 2nd dataframe\n",
-    "    oidx2 = dfr2.index\n",
-    "    ndfr2 = dfr2.set_index('Shifted_Time')\n",
-    "    nidx2 = ndfr2.index\n",
-    "    \n",
-    "    step1 = ndfr2.reindex(nidx2.union(oidx2))\n",
-    "    step2 = step1.sort_index()\n",
-    "    step3 = step2.interpolate(axis=0)\n",
-    "    fdfr2 = step3\n",
-    "    \n",
-    "    corr = fdfr.Transport.corr(fdfr2.Transport) #Correlation ignores nan values\n",
-    "    \n",
-    "    avg = 0.5*(fdfr.Transport + fdfr2.Transport)\n",
-    "    return fdfr,fdfr2,corr,avg"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Import density data"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2557\n",
-      "(2557,)\n",
-      "2557\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Importing density and tidal data\n",
-    "\n",
-    "density_ros = pd.read_csv('/ocean/cstang/MOAD/analysis-camryn/notebooks/sigma_2016-22_rosarioNS.csv')\n",
-    "dens_diff_ros = np.array(density_ros.south - density_ros.north)\n",
-    "\n",
-    "tides_1d = pd.read_csv('../notebooks/day_avg_tide_BP_16-22.csv')\n",
-    "tides = tides_1d['vozocrtx'].rolling(4, center=True).mean()\n",
-    "# tides_ros = pd.read_csv('low_pass_tide_18-22.csv')\n",
-    "\n",
-    "date = dt.datetime(2016,1,1)\n",
-    "enddate = dt.datetime(2022,12,31)\n",
-    "datelist_tides = []\n",
-    "\n",
-    "while date <= enddate:\n",
-    "    datelist_tides.append(date)\n",
-    "    date+=dt.timedelta(days=1)\n",
-    "\n",
-    "#Confirm dates are same length\n",
-    "\n",
-    "print(len(datelist_tides))\n",
-    "print(tides.shape)   \n",
-    " \n",
-    "date = dt.datetime(2016,1,1)\n",
-    "enddate = dt.datetime(2022,12,31)\n",
-    "datelist_dens = []\n",
-    "\n",
-    "while date <= enddate:\n",
-    "    datelist_dens.append(date)\n",
-    "    date+=dt.timedelta(days=1)\n",
-    "    \n",
-    "dens_diff_ros\n",
-    "print(len(datelist_dens),)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "wind = pd.read_csv('../notebooks/day_avg_wind_16-22.csv')\n",
-    "x = wind['time']\n",
-    "y = wind['wind']\n",
-    "\n",
-    "date = dt.datetime(2016,1,1)\n",
-    "enddate = dt.datetime(2022,12,31)\n",
-    "datelist_winds = []\n",
-    "\n",
-    "while date <= enddate:\n",
-    "    datelist_winds.append(date)\n",
-    "    date+=dt.timedelta(days=1)\n",
-    "    \n",
-    "y_mean4 = y.rolling(window=4, center=True).mean()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "(2557, 2557)"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "len(datelist_winds),len(y_mean4)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Rosario to adm"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "PRtoadm_rosl = sectransp_2018['forpr_ros3'][2]\n",
-    "PRtoadm_rosbl = sectransp_2018['backadm_ros3'][4]\n",
-    "\n",
-    "PRtoadm_ros = pd.Series(PRtoadm_rosl,index=datelist_vs)\n",
-    "PRtoadm_rosb = pd.Series(PRtoadm_rosbl,index=datelist_vs)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 12,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.20000000000000107 0.6134471870019035\n",
-      "-0.95 0.20000000000000107 0.6141062033508613\n",
-      "-0.8999999999999999 0.15000000000000102 0.5965995191035859\n",
-      "-0.8999999999999999 0.20000000000000107 0.616563403904645\n",
-      "-0.8499999999999999 0.15000000000000102 0.5999588917771589\n",
-      "-0.8499999999999999 0.20000000000000107 0.6161236947301135\n",
-      "-0.7999999999999998 0.15000000000000102 0.6019642837149143\n",
-      "-0.7999999999999998 0.20000000000000107 0.6178875089820812\n",
-      "-0.7499999999999998 0.15000000000000102 0.6045028892284918\n",
-      "-0.7499999999999998 0.20000000000000107 0.618635247621217\n",
-      "-0.6999999999999997 0.15000000000000102 0.6019911757426618\n",
-      "-0.6999999999999997 0.20000000000000107 0.6161185260978407\n",
-      "-0.6499999999999997 0.15000000000000102 0.603446973695985\n",
-      "-0.6499999999999997 0.20000000000000107 0.6160302631219547\n",
-      "-0.5999999999999996 0.15000000000000102 0.6019456104774005\n",
-      "-0.5999999999999996 0.20000000000000107 0.6094896528860785\n",
-      "-0.5499999999999996 0.15000000000000102 0.5987353183162476\n",
-      "-0.5499999999999996 0.20000000000000107 0.6076285143990238\n",
-      "-0.49999999999999956 0.15000000000000102 0.6025204148799234\n",
-      "-0.49999999999999956 0.20000000000000107 0.6044594692484322\n",
-      "-0.4499999999999995 0.15000000000000102 0.6021586487062406\n",
-      "-0.4499999999999995 0.20000000000000107 0.6016722798657231\n",
-      "-0.39999999999999947 0.15000000000000102 0.6054568846351679\n",
-      "-0.39999999999999947 0.20000000000000107 0.5987340137739919\n",
-      "-0.3499999999999994 0.15000000000000102 0.6106270625096573\n",
-      "-0.3499999999999994 0.20000000000000107 0.595471205534291\n",
-      "-0.2999999999999994 0.15000000000000102 0.6117048157137647\n",
-      "-0.24999999999999933 0.15000000000000102 0.610844327872914\n",
-      "-0.1999999999999993 0.15000000000000102 0.609047069368267\n",
-      "-0.14999999999999925 0.15000000000000102 0.6128644400697542\n",
-      "-0.0999999999999992 0.15000000000000102 0.61315808965894\n",
-      "-0.049999999999999156 0.15000000000000102 0.6148162035196612\n",
-      "8.881784197001252e-16 0.15000000000000102 0.615402827609878\n",
-      "0.05000000000000093 0.15000000000000102 0.6148789996527163\n",
-      "0.10000000000000098 0.10000000000000098 0.6006771116090173\n",
-      "0.10000000000000098 0.15000000000000102 0.6174544833734916\n",
-      "0.15000000000000102 0.10000000000000098 0.59982324966565\n",
-      "0.15000000000000102 0.15000000000000102 0.617056326377762\n",
-      "0.20000000000000107 0.10000000000000098 0.6000471386096684\n",
-      "0.20000000000000107 0.15000000000000102 0.6155806206416827\n",
-      "0.2500000000000011 0.10000000000000098 0.5992929101109543\n",
-      "0.2500000000000011 0.15000000000000102 0.6109689999584118\n",
-      "0.30000000000000115 0.10000000000000098 0.5958150604250556\n",
-      "0.30000000000000115 0.15000000000000102 0.6042997554506696\n",
-      "0.3500000000000012 0.10000000000000098 0.5962414392018324\n",
-      "0.3500000000000012 0.15000000000000102 0.6025974322791925\n",
-      "0.40000000000000124 0.10000000000000098 0.5965465962438201\n",
-      "0.40000000000000124 0.15000000000000102 0.5961509281026667\n",
-      "0.4500000000000013 0.10000000000000098 0.5999951452516449\n",
-      "0.5000000000000013 0.10000000000000098 0.5984473934183548\n",
-      "0.5500000000000014 0.10000000000000098 0.6000182244793014\n",
-      "0.6000000000000014 0.10000000000000098 0.6011014162258869\n",
-      "0.6500000000000015 0.10000000000000098 0.6043596251473078\n",
-      "0.7000000000000015 0.10000000000000098 0.6035372314219348\n",
-      "0.7500000000000016 0.10000000000000098 0.6078260405219497\n",
-      "0.8000000000000016 0.10000000000000098 0.6111802330624263\n",
-      "0.8500000000000016 0.10000000000000098 0.6115260992326671\n",
-      "0.9000000000000017 0.10000000000000098 0.6101833960607618\n",
-      "0.9500000000000017 0.10000000000000098 0.613322401465926\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtoadm_ros,age_2018['forpr_ros3'][2],datelist_vs,base,factor)\n",
-    "        dfr2 = shift_time(PRtoadm_rosb,age_2018['backadm_ros3'][4],datelist_vs,-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.595:\n",
-    "            print (base, factor, corr_arr[i, j])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[-0.75] [0.2]\n"
-     ]
-    }
-   ],
-   "source": [
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.618635247621217\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c2f5f6d0>]"
-      ]
-     },
-     "execution_count": 14,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtoadm_ros_sh = shift_time(PRtoadm_ros,age_2018['forpr_ros3'][2],datelist_vs,base_adm[0],factor_adm[0])\n",
-    "PRtoadm_rosb_sh = shift_time(PRtoadm_rosb,age_2018['backadm_ros3'][4],datelist_vs,-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtoadm_ros_m,PRtoadm_rosb_m,c,PRtoadm_ros_avg = merge(PRtoadm_ros_sh,PRtoadm_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtoadm_ros_m.Transport)\n",
-    "plt.plot(PRtoadm_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Split into single years"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Only 2017"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.15000000000000102 0.6822607053092881\n",
-      "-1.0 0.20000000000000107 0.7024470443652207\n",
-      "-1.0 0.2500000000000011 0.6527367718418796\n",
-      "-0.95 0.15000000000000102 0.6815343528077523\n",
-      "-0.95 0.20000000000000107 0.7021170463876445\n",
-      "-0.95 0.2500000000000011 0.650945497492129\n",
-      "-0.95 0.9500000000000017 0.6510911090813857\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-0.8999999999999999 0.15000000000000102 0.6942969499898561\n",
-      "-0.8999999999999999 0.20000000000000107 0.6996713995571741\n",
-      "-0.8999999999999999 0.9500000000000017 0.6543688347800473\n",
-      "-0.8499999999999999 0.15000000000000102 0.6942181648274368\n",
-      "-0.8499999999999999 0.20000000000000107 0.6970079666614348\n",
-      "-0.8499999999999999 0.9500000000000017 0.6504381551130786\n",
-      "-0.7999999999999998 0.15000000000000102 0.6907577733506078\n",
-      "-0.7999999999999998 0.20000000000000107 0.6965526602468409\n",
-      "-0.7499999999999998 0.15000000000000102 0.6890934323506804\n",
-      "-0.7499999999999998 0.20000000000000107 0.6982884658800252\n",
-      "-0.7499999999999998 0.9500000000000017 0.6618792344362406\n",
-      "-0.6999999999999997 0.15000000000000102 0.6875685515573651\n",
-      "-0.6999999999999997 0.20000000000000107 0.6935700703229921\n",
-      "-0.6999999999999997 0.9500000000000017 0.6603040878574578\n",
-      "-0.6499999999999997 0.15000000000000102 0.6943345937185988\n",
-      "-0.6499999999999997 0.20000000000000107 0.6922200693702013\n",
-      "-0.6499999999999997 0.9500000000000017 0.6547876500823443\n",
-      "-0.5999999999999996 0.15000000000000102 0.6862758541887553\n",
-      "-0.5999999999999996 0.20000000000000107 0.68341444549233\n",
-      "-0.5999999999999996 0.9500000000000017 0.6612902763547788\n",
-      "-0.5499999999999996 0.15000000000000102 0.6889960772011853\n",
-      "-0.5499999999999996 0.20000000000000107 0.6857949795085274\n",
-      "-0.5499999999999996 0.9500000000000017 0.6633005181596846\n",
-      "-0.49999999999999956 0.15000000000000102 0.6918909629777626\n",
-      "-0.49999999999999956 0.20000000000000107 0.6790323619067957\n",
-      "-0.49999999999999956 0.9500000000000017 0.6631347998490609\n",
-      "-0.4499999999999995 0.15000000000000102 0.6840386427622973\n",
-      "-0.4499999999999995 0.20000000000000107 0.6701470377465835\n",
-      "-0.4499999999999995 0.9500000000000017 0.6758989681461618\n",
-      "-0.39999999999999947 0.15000000000000102 0.686041037853959\n",
-      "-0.39999999999999947 0.20000000000000107 0.6734815229873333\n",
-      "-0.39999999999999947 0.9500000000000017 0.6604619004511156\n",
-      "-0.3499999999999994 0.15000000000000102 0.6918346968896009\n",
-      "-0.3499999999999994 0.20000000000000107 0.6734949390865768\n",
-      "-0.3499999999999994 0.9500000000000017 0.661191414156077\n",
-      "-0.2999999999999994 0.15000000000000102 0.6914089651776555\n",
-      "-0.2999999999999994 0.20000000000000107 0.6580689153956092\n",
-      "-0.2999999999999994 0.9500000000000017 0.6614622978715714\n",
-      "-0.24999999999999933 0.10000000000000098 0.6511901799287845\n",
-      "-0.24999999999999933 0.15000000000000102 0.687297764916739\n",
-      "-0.24999999999999933 0.20000000000000107 0.6526216776020372\n",
-      "-0.24999999999999933 0.9500000000000017 0.6615604326335219\n",
-      "-0.1999999999999993 0.10000000000000098 0.6588702481834986\n",
-      "-0.1999999999999993 0.15000000000000102 0.6848518433243045\n",
-      "-0.1999999999999993 0.20000000000000107 0.6519424608108428\n",
-      "-0.1999999999999993 0.9500000000000017 0.6635747262282012\n",
-      "-0.14999999999999925 0.10000000000000098 0.6592904444752932\n",
-      "-0.14999999999999925 0.15000000000000102 0.6818793693567285\n",
-      "-0.14999999999999925 0.9500000000000017 0.6622132241372766\n",
-      "-0.0999999999999992 0.10000000000000098 0.661070421141625\n",
-      "-0.0999999999999992 0.15000000000000102 0.6820113051840397\n",
-      "-0.0999999999999992 0.9500000000000017 0.653252262491323\n",
-      "-0.049999999999999156 0.10000000000000098 0.6756752519087845\n",
-      "-0.049999999999999156 0.15000000000000102 0.6878746984772199\n",
-      "-0.049999999999999156 0.9000000000000017 0.6503099544877934\n",
-      "8.881784197001252e-16 0.10000000000000098 0.6780913138706787\n",
-      "8.881784197001252e-16 0.15000000000000102 0.6918251077842904\n",
-      "8.881784197001252e-16 0.9000000000000017 0.6637269480618068\n",
-      "8.881784197001252e-16 0.9500000000000017 0.6529244092053744\n",
-      "0.05000000000000093 0.10000000000000098 0.6845180305445575\n",
-      "0.05000000000000093 0.15000000000000102 0.6899585325374525\n",
-      "0.05000000000000093 0.9000000000000017 0.6636900891954952\n",
-      "0.10000000000000098 0.10000000000000098 0.6899232520315526\n",
-      "0.10000000000000098 0.15000000000000102 0.6975040373770982\n",
-      "0.10000000000000098 0.9000000000000017 0.6610887663743933\n",
-      "0.15000000000000102 0.10000000000000098 0.6846665827263533\n",
-      "0.15000000000000102 0.15000000000000102 0.699289842529472\n",
-      "0.15000000000000102 0.9000000000000017 0.6612401372712366\n",
-      "0.20000000000000107 0.10000000000000098 0.687305393528637\n",
-      "0.20000000000000107 0.15000000000000102 0.6991202902885255\n",
-      "0.20000000000000107 0.9000000000000017 0.6561669488681616\n",
-      "0.2500000000000011 0.10000000000000098 0.6912116373149787\n",
-      "0.2500000000000011 0.15000000000000102 0.6883060864713882\n",
-      "0.2500000000000011 0.9000000000000017 0.6670952072337369\n",
-      "0.30000000000000115 0.10000000000000098 0.6861281833575383\n",
-      "0.30000000000000115 0.15000000000000102 0.6813409721576789\n",
-      "0.30000000000000115 0.9000000000000017 0.6692607285761888\n",
-      "0.3500000000000012 0.10000000000000098 0.6862376222059937\n",
-      "0.3500000000000012 0.15000000000000102 0.6779875734302367\n",
-      "0.3500000000000012 0.9000000000000017 0.6690969167169721\n",
-      "0.40000000000000124 0.10000000000000098 0.6815508233711426\n",
-      "0.40000000000000124 0.15000000000000102 0.6651980323125575\n",
-      "0.40000000000000124 0.9000000000000017 0.6686371613806448\n",
-      "0.40000000000000124 0.9500000000000017 0.6527608072402264\n",
-      "0.4500000000000013 0.10000000000000098 0.6757505742397824\n",
-      "0.4500000000000013 0.15000000000000102 0.6652838900531893\n",
-      "0.4500000000000013 0.9000000000000017 0.6655498928451781\n",
-      "0.5000000000000013 0.10000000000000098 0.671275579070154\n",
-      "0.5000000000000013 0.15000000000000102 0.6627944377334996\n",
-      "0.5000000000000013 0.9000000000000017 0.6616078168354829\n",
-      "0.5500000000000014 0.10000000000000098 0.6667968499498468\n",
-      "0.5500000000000014 0.9000000000000017 0.6544412881960214\n",
-      "0.6000000000000014 0.10000000000000098 0.659403056748561\n",
-      "0.6500000000000015 0.10000000000000098 0.6636300821754338\n",
-      "0.7000000000000015 0.10000000000000098 0.6645164912916616\n",
-      "0.7500000000000016 0.10000000000000098 0.6720636912797863\n",
-      "0.8000000000000016 0.10000000000000098 0.6772959878975802\n",
-      "0.8500000000000016 0.10000000000000098 0.6766560857034589\n",
-      "0.8500000000000016 0.8500000000000016 0.6502200358567785\n",
-      "0.9000000000000017 0.05000000000000093 0.6587509057892883\n",
-      "0.9000000000000017 0.10000000000000098 0.6770785876881324\n",
-      "0.9500000000000017 0.05000000000000093 0.6608917661772469\n",
-      "0.9500000000000017 0.10000000000000098 0.6869455922410117\n",
-      "0.9500000000000017 0.8500000000000016 0.6567410563449035\n",
-      "[-1.] [0.2]\n",
-      "0.7024470443652207\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c336a2f0>]"
-      ]
-     },
-     "execution_count": 15,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtoadm2017_rosl = sectransp_2018['forpr_ros3'][2][0:365]\n",
-    "PRtoadm2017_rosbl = sectransp_2018['backadm_ros3'][4][0:365]\n",
-    "\n",
-    "PRtoadm2017_ros = pd.Series(PRtoadm2017_rosl,index=datelist_vs[0:365])\n",
-    "PRtoadm2017_rosb = pd.Series(PRtoadm2017_rosbl,index=datelist_vs[0:365])\n",
-    "\n",
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtoadm2017_ros,age_2018['forpr_ros3'][2][0:365],datelist_vs[0:365],base,factor)\n",
-    "        dfr2 = shift_time(PRtoadm2017_rosb,age_2018['backadm_ros3'][4][0:365],datelist_vs[0:365],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.65:\n",
-    "            print (base, factor, corr_arr[i, j])\n",
-    "            \n",
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)\n",
-    "\n",
-    "PRtoadm2017_ros_sh = shift_time(PRtoadm2017_ros,age_2018['forpr_ros3'][2][0:365],datelist_vs[0:365],base_adm[0],factor_adm[0])\n",
-    "PRtoadm2017_rosb_sh = shift_time(PRtoadm2017_rosb,age_2018['backadm_ros3'][4][0:365],datelist_vs[0:365],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtoadm2017_ros_m,PRtoadm2017_rosb_m,c,PRtoadm2017_ros_avg = merge(PRtoadm2017_ros_sh,PRtoadm2017_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtoadm2017_ros_m.Transport)\n",
-    "plt.plot(PRtoadm2017_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now do this same for only 2018"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "PRtoadm2018_rosl = sectransp_2018['forpr_ros3'][2][365:750]\n",
-    "PRtoadm2018_rosbl = sectransp_2018['backadm_ros3'][4][365:750]\n",
-    "\n",
-    "PRtoadm2018_ros = pd.Series(PRtoadm2018_rosl,index=datelist_vs[365:750])\n",
-    "PRtoadm2018_rosb = pd.Series(PRtoadm2018_rosbl,index=datelist_vs[365:750])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtoadm2018_ros,age_2018['forpr_ros3'][2][365:750],datelist_vs[365:750],base,factor)\n",
-    "        dfr2 = shift_time(PRtoadm2018_rosb,age_2018['backadm_ros3'][4][365:750],datelist_vs[365:750],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.8:\n",
-    "            print (base, factor, corr_arr[i, j])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[-0.8] [0.15]\n"
-     ]
-    }
-   ],
-   "source": [
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 19,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.6550074656313384\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c36369b0>]"
-      ]
-     },
-     "execution_count": 19,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtoadm2018_ros_sh = shift_time(PRtoadm2018_ros,age_2018['forpr_ros3'][2][365:750],datelist_vs[365:750],base_adm[0],factor_adm[0])\n",
-    "PRtoadm2018_rosb_sh = shift_time(PRtoadm2018_rosb,age_2018['backadm_ros3'][4][365:750],datelist_vs[365:750],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtoadm2018_ros_m,PRtoadm2018_rosb_m,c,PRtoadm2018_ros_avg = merge(PRtoadm2018_ros_sh,PRtoadm2018_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtoadm2018_ros_m.Transport)\n",
-    "plt.plot(PRtoadm2018_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now do this for only 2019"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 20,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "PRtoadm2019_rosl = sectransp_2018['forpr_ros3'][2][750:1110]\n",
-    "PRtoadm2019_rosbl = sectransp_2018['backadm_ros3'][4][750:1110]\n",
-    "\n",
-    "PRtoadm2019_ros = pd.Series(PRtoadm2019_rosl,index=datelist_vs[750:1110])\n",
-    "PRtoadm2019_rosb = pd.Series(PRtoadm2019_rosbl,index=datelist_vs[750:1110])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 21,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.3500000000000012 0.5762973272730353\n",
-      "-0.95 0.3500000000000012 0.5772148908053214\n",
-      "-0.95 0.40000000000000124 0.5711493272782864\n",
-      "-0.8999999999999999 0.3500000000000012 0.5777127981753594\n",
-      "-0.8499999999999999 0.3500000000000012 0.5717322542979335\n",
-      "-0.7499999999999998 0.3500000000000012 0.5758560027660321\n",
-      "-0.6999999999999997 0.3500000000000012 0.5708110013816076\n",
-      "-0.6499999999999997 0.3500000000000012 0.5768378802871007\n",
-      "-0.5999999999999996 0.3500000000000012 0.570875670845368\n",
-      "-0.49999999999999956 0.3500000000000012 0.5749281616465954\n",
-      "-0.4499999999999995 0.3500000000000012 0.579613943595951\n",
-      "-0.39999999999999947 0.3500000000000012 0.5738270850140776\n",
-      "-0.3499999999999994 0.3500000000000012 0.5778686135893547\n",
-      "-0.2999999999999994 0.3500000000000012 0.5788510131111585\n",
-      "-0.24999999999999933 0.3500000000000012 0.5758464559731834\n",
-      "-0.1999999999999993 0.30000000000000115 0.5704286483682088\n",
-      "-0.1999999999999993 0.3500000000000012 0.5730421755092\n",
-      "-0.14999999999999925 0.30000000000000115 0.5731959205107653\n",
-      "-0.14999999999999925 0.3500000000000012 0.5776964763783452\n",
-      "-0.0999999999999992 0.30000000000000115 0.576753978972669\n",
-      "-0.0999999999999992 0.3500000000000012 0.5730285822333547\n",
-      "-0.049999999999999156 0.30000000000000115 0.5768535672988253\n",
-      "8.881784197001252e-16 0.30000000000000115 0.5776992639698083\n",
-      "0.05000000000000093 0.30000000000000115 0.5713987065200502\n",
-      "0.10000000000000098 0.30000000000000115 0.5770859698349676\n",
-      "0.15000000000000102 0.30000000000000115 0.5705681742544122\n",
-      "0.2500000000000011 0.30000000000000115 0.575431179847962\n",
-      "0.30000000000000115 0.30000000000000115 0.5845297055367664\n",
-      "0.3500000000000012 0.30000000000000115 0.5759539794968648\n",
-      "0.40000000000000124 0.30000000000000115 0.5717484573865378\n",
-      "0.4500000000000013 0.30000000000000115 0.581969577968639\n",
-      "0.5000000000000013 0.30000000000000115 0.5858650199277835\n",
-      "0.5500000000000014 0.30000000000000115 0.585937588817407\n",
-      "0.6000000000000014 0.30000000000000115 0.5833414982945496\n",
-      "0.6500000000000015 0.30000000000000115 0.5808809399617746\n",
-      "0.7000000000000015 0.30000000000000115 0.5779385239618353\n",
-      "0.7500000000000016 0.30000000000000115 0.5776399246420116\n",
-      "0.8000000000000016 0.30000000000000115 0.578570346523993\n",
-      "0.8500000000000016 0.30000000000000115 0.5801150712353219\n",
-      "0.9000000000000017 0.30000000000000115 0.5818931893406027\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtoadm2019_ros,age_2018['forpr_ros3'][2][750:1110],datelist_vs[750:1110],base,factor)\n",
-    "        dfr2 = shift_time(PRtoadm2019_rosb,age_2018['backadm_ros3'][4][750:1110],datelist_vs[750:1110],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.57:\n",
-    "            print (base, factor, corr_arr[i, j])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 22,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[0.55] [0.3]\n"
-     ]
-    }
-   ],
-   "source": [
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 23,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.585937588817407\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c3912710>]"
-      ]
-     },
-     "execution_count": 23,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtoadm2019_ros_sh = shift_time(PRtoadm2019_ros,age_2018['forpr_ros3'][2][750:1110],datelist_vs[750:1110],base_adm[0],factor_adm[0])\n",
-    "PRtoadm2019_rosb_sh = shift_time(PRtoadm2019_rosb,age_2018['backadm_ros3'][4][750:1110],datelist_vs[750:1110],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtoadm2019_ros_m,PRtoadm2019_rosb_m,c,PRtoadm2019_ros_avg = merge(PRtoadm2019_ros_sh,PRtoadm2019_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtoadm2019_ros_m.Transport)\n",
-    "plt.plot(PRtoadm2019_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now for 2020"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 24,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.20000000000000107 0.6209366878136215\n",
-      "-1.0 0.2500000000000011 0.6603419037308395\n",
-      "-1.0 0.30000000000000115 0.6506753008996614\n",
-      "-1.0 0.3500000000000012 0.5987796774813878\n",
-      "-1.0 0.40000000000000124 0.5706705668893272\n",
-      "-0.95 0.20000000000000107 0.6270608267971052\n",
-      "-0.95 0.2500000000000011 0.6483629464328978\n",
-      "-0.95 0.30000000000000115 0.646469131980799\n",
-      "-0.95 0.3500000000000012 0.5952257255738935\n",
-      "-0.8999999999999999 0.20000000000000107 0.6310598446377154\n",
-      "-0.8999999999999999 0.2500000000000011 0.6498182448550357\n",
-      "-0.8999999999999999 0.30000000000000115 0.6406121296592753\n",
-      "-0.8999999999999999 0.3500000000000012 0.5999334753115627\n",
-      "-0.8499999999999999 0.20000000000000107 0.6268682661903421\n",
-      "-0.8499999999999999 0.2500000000000011 0.643134145167998\n",
-      "-0.8499999999999999 0.30000000000000115 0.6362855282202504\n",
-      "-0.8499999999999999 0.3500000000000012 0.5981421255925088\n",
-      "-0.7999999999999998 0.20000000000000107 0.6383125113374131\n",
-      "-0.7999999999999998 0.2500000000000011 0.6487446449236278\n",
-      "-0.7999999999999998 0.30000000000000115 0.638796302306431\n",
-      "-0.7999999999999998 0.3500000000000012 0.572288270497447\n",
-      "-0.7499999999999998 0.15000000000000102 0.5746032564992278\n",
-      "-0.7499999999999998 0.20000000000000107 0.6450236937566444\n",
-      "-0.7499999999999998 0.2500000000000011 0.6495521864016116\n",
-      "-0.7499999999999998 0.30000000000000115 0.6264524626177032\n",
-      "-0.6999999999999997 0.15000000000000102 0.5774602344308429\n",
-      "-0.6999999999999997 0.20000000000000107 0.6542071107868557\n",
-      "-0.6999999999999997 0.2500000000000011 0.658911975736395\n",
-      "-0.6999999999999997 0.30000000000000115 0.6258489685923662\n",
-      "-0.6499999999999997 0.15000000000000102 0.573093603736793\n",
-      "-0.6499999999999997 0.20000000000000107 0.6586170626873646\n",
-      "-0.6499999999999997 0.2500000000000011 0.6525722654352833\n",
-      "-0.6499999999999997 0.30000000000000115 0.6025660739475568\n",
-      "-0.5999999999999996 0.15000000000000102 0.5789102403329368\n",
-      "-0.5999999999999996 0.20000000000000107 0.6614760183516918\n",
-      "-0.5999999999999996 0.2500000000000011 0.651373758580484\n",
-      "-0.5999999999999996 0.30000000000000115 0.6075015725934022\n",
-      "-0.5499999999999996 0.15000000000000102 0.5795604018705935\n",
-      "-0.5499999999999996 0.20000000000000107 0.6619111621475333\n",
-      "-0.5499999999999996 0.2500000000000011 0.6456573997145908\n",
-      "-0.5499999999999996 0.30000000000000115 0.610164278545215\n",
-      "-0.49999999999999956 0.15000000000000102 0.5844999611632332\n",
-      "-0.49999999999999956 0.20000000000000107 0.6532178385970144\n",
-      "-0.49999999999999956 0.2500000000000011 0.6551318541482445\n",
-      "-0.49999999999999956 0.30000000000000115 0.6118899851391412\n",
-      "-0.4499999999999995 0.15000000000000102 0.6062314770900578\n",
-      "-0.4499999999999995 0.20000000000000107 0.658893160470332\n",
-      "-0.4499999999999995 0.2500000000000011 0.6513097812870688\n",
-      "-0.4499999999999995 0.30000000000000115 0.6101482701909444\n",
-      "-0.39999999999999947 0.15000000000000102 0.6172480160878915\n",
-      "-0.39999999999999947 0.20000000000000107 0.6545064247329283\n",
-      "-0.39999999999999947 0.2500000000000011 0.6467138351286362\n",
-      "-0.39999999999999947 0.30000000000000115 0.6052043899081931\n",
-      "-0.3499999999999994 0.15000000000000102 0.6154992869019132\n",
-      "-0.3499999999999994 0.20000000000000107 0.6455096341077095\n",
-      "-0.3499999999999994 0.2500000000000011 0.6498786526574998\n",
-      "-0.3499999999999994 0.30000000000000115 0.606097033324637\n",
-      "-0.2999999999999994 0.15000000000000102 0.6228235505914316\n",
-      "-0.2999999999999994 0.20000000000000107 0.6378027090681426\n",
-      "-0.2999999999999994 0.2500000000000011 0.650827019671446\n",
-      "-0.2999999999999994 0.30000000000000115 0.6033213388205837\n",
-      "-0.24999999999999933 0.15000000000000102 0.6296468155364582\n",
-      "-0.24999999999999933 0.20000000000000107 0.6505515767660417\n",
-      "-0.24999999999999933 0.2500000000000011 0.6452813912755151\n",
-      "-0.24999999999999933 0.30000000000000115 0.5888850235648398\n",
-      "-0.1999999999999993 0.15000000000000102 0.6344010773824443\n",
-      "-0.1999999999999993 0.20000000000000107 0.6494376307995928\n",
-      "-0.1999999999999993 0.2500000000000011 0.6391757603182476\n",
-      "-0.1999999999999993 0.30000000000000115 0.5886466113771045\n",
-      "-0.14999999999999925 0.15000000000000102 0.6392942265285023\n",
-      "-0.14999999999999925 0.20000000000000107 0.6425157835325924\n",
-      "-0.14999999999999925 0.2500000000000011 0.6299148921563658\n",
-      "-0.14999999999999925 0.30000000000000115 0.591783338857761\n",
-      "-0.0999999999999992 0.15000000000000102 0.6445400106667352\n",
-      "-0.0999999999999992 0.20000000000000107 0.6418361093248031\n",
-      "-0.0999999999999992 0.2500000000000011 0.6333066202973986\n",
-      "-0.0999999999999992 0.30000000000000115 0.5757524244065138\n",
-      "-0.049999999999999156 0.15000000000000102 0.649276905911593\n",
-      "-0.049999999999999156 0.20000000000000107 0.6430837580691724\n",
-      "-0.049999999999999156 0.2500000000000011 0.6242443784640596\n",
-      "-0.049999999999999156 0.30000000000000115 0.5760089057062823\n",
-      "8.881784197001252e-16 0.15000000000000102 0.6561766620437173\n",
-      "8.881784197001252e-16 0.20000000000000107 0.6503732118922431\n",
-      "8.881784197001252e-16 0.2500000000000011 0.6245946567083963\n",
-      "0.05000000000000093 0.15000000000000102 0.6567745883738875\n",
-      "0.05000000000000093 0.20000000000000107 0.6497500195037954\n",
-      "0.05000000000000093 0.2500000000000011 0.6114832904852996\n",
-      "0.10000000000000098 0.15000000000000102 0.6551525784337355\n",
-      "0.10000000000000098 0.20000000000000107 0.6476511611355644\n",
-      "0.10000000000000098 0.2500000000000011 0.614909356751783\n",
-      "0.15000000000000102 0.15000000000000102 0.6580475625119654\n",
-      "0.15000000000000102 0.20000000000000107 0.6437827440567685\n",
-      "0.15000000000000102 0.2500000000000011 0.605349006043457\n",
-      "0.20000000000000107 0.10000000000000098 0.5758566514315098\n",
-      "0.20000000000000107 0.15000000000000102 0.6602813796163117\n",
-      "0.20000000000000107 0.20000000000000107 0.6557320717411308\n",
-      "0.20000000000000107 0.2500000000000011 0.6082303909530083\n",
-      "0.2500000000000011 0.10000000000000098 0.5765452915720264\n",
-      "0.2500000000000011 0.15000000000000102 0.6587888750186432\n",
-      "0.2500000000000011 0.20000000000000107 0.6526739309552197\n",
-      "0.2500000000000011 0.2500000000000011 0.6100019331589304\n",
-      "0.30000000000000115 0.10000000000000098 0.5783719639283104\n",
-      "0.30000000000000115 0.15000000000000102 0.6539530573014741\n",
-      "0.30000000000000115 0.20000000000000107 0.653294957603076\n",
-      "0.30000000000000115 0.2500000000000011 0.606232303822532\n",
-      "0.3500000000000012 0.10000000000000098 0.5844336429025377\n",
-      "0.3500000000000012 0.15000000000000102 0.6476639638849524\n",
-      "0.3500000000000012 0.20000000000000107 0.6557390499698648\n",
-      "0.3500000000000012 0.2500000000000011 0.6017180627381901\n",
-      "0.40000000000000124 0.10000000000000098 0.607757868003395\n",
-      "0.40000000000000124 0.15000000000000102 0.6469349066973884\n",
-      "0.40000000000000124 0.20000000000000107 0.6505184974051474\n",
-      "0.40000000000000124 0.2500000000000011 0.5943255226196095\n",
-      "0.4500000000000013 0.10000000000000098 0.6193339499586508\n",
-      "0.4500000000000013 0.15000000000000102 0.6453044941436409\n",
-      "0.4500000000000013 0.20000000000000107 0.6541087490633555\n",
-      "0.4500000000000013 0.2500000000000011 0.5876255652467532\n",
-      "0.5000000000000013 0.10000000000000098 0.6325586645425377\n",
-      "0.5000000000000013 0.15000000000000102 0.6446976404680539\n",
-      "0.5000000000000013 0.20000000000000107 0.6394585513892608\n",
-      "0.5000000000000013 0.2500000000000011 0.5884625964589358\n",
-      "0.5500000000000014 0.10000000000000098 0.6456370869851665\n",
-      "0.5500000000000014 0.15000000000000102 0.6630744659242892\n",
-      "0.5500000000000014 0.20000000000000107 0.6374336751894645\n",
-      "0.5500000000000014 0.2500000000000011 0.5837296647571921\n",
-      "0.6000000000000014 0.10000000000000098 0.655059998932338\n",
-      "0.6000000000000014 0.15000000000000102 0.6690411633623314\n",
-      "0.6000000000000014 0.20000000000000107 0.6312345432542148\n",
-      "0.6500000000000015 0.10000000000000098 0.6704442170197593\n",
-      "0.6500000000000015 0.15000000000000102 0.658401850746278\n",
-      "0.6500000000000015 0.20000000000000107 0.623032853990986\n",
-      "0.7000000000000015 0.10000000000000098 0.6753283325199141\n",
-      "0.7000000000000015 0.15000000000000102 0.6544793663972567\n",
-      "0.7000000000000015 0.20000000000000107 0.6117846350278383\n",
-      "0.7500000000000016 0.10000000000000098 0.6766759758445638\n",
-      "0.7500000000000016 0.15000000000000102 0.6539800112764788\n",
-      "0.7500000000000016 0.20000000000000107 0.6098899915468676\n",
-      "0.8000000000000016 0.10000000000000098 0.6808523830688374\n",
-      "0.8000000000000016 0.15000000000000102 0.65585274689531\n",
-      "0.8000000000000016 0.20000000000000107 0.6139039767590512\n",
-      "0.8500000000000016 0.10000000000000098 0.6722637200791803\n",
-      "0.8500000000000016 0.15000000000000102 0.6551273837782818\n",
-      "0.8500000000000016 0.20000000000000107 0.6030171874275839\n",
-      "0.9000000000000017 0.10000000000000098 0.668266455962702\n",
-      "0.9000000000000017 0.15000000000000102 0.6610083086577857\n",
-      "0.9000000000000017 0.20000000000000107 0.5925448753765921\n",
-      "0.9500000000000017 0.10000000000000098 0.6655829230683471\n",
-      "0.9500000000000017 0.15000000000000102 0.6551660270770615\n",
-      "0.9500000000000017 0.20000000000000107 0.602821321525448\n",
-      "[0.8] [0.1]\n"
-     ]
-    }
-   ],
-   "source": [
-    "PRtoadm2020_rosl = sectransp_2018['forpr_ros3'][2][1110:1460]\n",
-    "PRtoadm2020_rosbl = sectransp_2018['backadm_ros3'][4][1110:1460]\n",
-    "\n",
-    "PRtoadm2020_ros = pd.Series(PRtoadm2020_rosl,index=datelist_vs[1110:1460])\n",
-    "PRtoadm2020_rosb = pd.Series(PRtoadm2020_rosbl,index=datelist_vs[1110:1460])\n",
-    "\n",
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtoadm2020_ros,age_2018['forpr_ros3'][2][1110:1460],datelist_vs[1110:1460],base,factor)\n",
-    "        dfr2 = shift_time(PRtoadm2020_rosb,age_2018['backadm_ros3'][4][1110:1460],datelist_vs[1110:1460],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.57:\n",
-    "            print (base, factor, corr_arr[i, j])\n",
-    "            \n",
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 25,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.6808523830688374\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c3bd2e30>]"
-      ]
-     },
-     "execution_count": 25,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtoadm2020_ros_sh = shift_time(PRtoadm2020_ros,age_2018['forpr_ros3'][2][1110:1460],datelist_vs[1110:1460],base_adm[0],factor_adm[0])\n",
-    "PRtoadm2020_rosb_sh = shift_time(PRtoadm2020_rosb,age_2018['backadm_ros3'][4][1110:1460],datelist_vs[1110:1460],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtoadm2020_ros_m,PRtoadm2020_rosb_m,c,PRtoadm2020_ros_avg = merge(PRtoadm2020_ros_sh,PRtoadm2020_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtoadm2020_ros_m.Transport)\n",
-    "plt.plot(PRtoadm2020_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now for 2021"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 26,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.20000000000000107 0.5729763819284602\n",
-      "-0.95 0.20000000000000107 0.5799883611944041\n",
-      "-0.8999999999999999 0.15000000000000102 0.5709275022174856\n",
-      "-0.8999999999999999 0.20000000000000107 0.5838827625420333\n",
-      "-0.8499999999999999 0.15000000000000102 0.5760436113006984\n",
-      "-0.8499999999999999 0.20000000000000107 0.5926740794875357\n",
-      "-0.7999999999999998 0.15000000000000102 0.5721840263938961\n",
-      "-0.7999999999999998 0.20000000000000107 0.5940202998606867\n",
-      "-0.7499999999999998 0.20000000000000107 0.5825203536847657\n",
-      "-0.6999999999999997 0.20000000000000107 0.5793864448343177\n",
-      "-0.6499999999999997 0.15000000000000102 0.571783048061966\n",
-      "-0.6499999999999997 0.20000000000000107 0.5786549080110281\n",
-      "-0.5999999999999996 0.15000000000000102 0.5708992650753353\n",
-      "-0.5999999999999996 0.20000000000000107 0.5709602073570669\n",
-      "-0.3499999999999994 0.15000000000000102 0.5736169583149043\n",
-      "-0.2999999999999994 0.15000000000000102 0.5790558315472552\n",
-      "-0.24999999999999933 0.15000000000000102 0.5820032352776671\n",
-      "-0.1999999999999993 0.15000000000000102 0.5951439991322349\n",
-      "-0.14999999999999925 0.15000000000000102 0.5983610391386281\n",
-      "-0.0999999999999992 0.15000000000000102 0.5906995846120602\n",
-      "-0.049999999999999156 0.15000000000000102 0.5863897242329847\n",
-      "8.881784197001252e-16 0.15000000000000102 0.5776507593830092\n",
-      "0.10000000000000098 0.10000000000000098 0.5729828509486387\n",
-      "0.10000000000000098 0.15000000000000102 0.5773079062974903\n",
-      "0.15000000000000102 0.15000000000000102 0.5729998537977001\n",
-      "0.6000000000000014 0.10000000000000098 0.5703873789624044\n",
-      "0.8500000000000016 0.10000000000000098 0.5730906980157032\n",
-      "0.9000000000000017 0.10000000000000098 0.5757355722620058\n",
-      "0.9500000000000017 0.10000000000000098 0.5764754881596109\n",
-      "[-0.15] [0.15]\n"
-     ]
-    }
-   ],
-   "source": [
-    "PRtoadm2021_rosl = sectransp_2018['forpr_ros3'][2][1460:]\n",
-    "PRtoadm2021_rosbl = sectransp_2018['backadm_ros3'][4][1460:]\n",
-    "\n",
-    "PRtoadm2021_ros = pd.Series(PRtoadm2021_rosl,index=datelist_vs[1460:])\n",
-    "PRtoadm2021_rosb = pd.Series(PRtoadm2021_rosbl,index=datelist_vs[1460:])\n",
-    "\n",
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtoadm2021_ros,age_2018['forpr_ros3'][2][1460:],datelist_vs[1460:],base,factor)\n",
-    "        dfr2 = shift_time(PRtoadm2021_rosb,age_2018['backadm_ros3'][4][1460:],datelist_vs[1460:],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.57:\n",
-    "            print (base, factor, corr_arr[i, j])\n",
-    "            \n",
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 27,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.5983610391386281\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c40beb90>]"
-      ]
-     },
-     "execution_count": 27,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtoadm2021_ros_sh = shift_time(PRtoadm2021_ros,age_2018['forpr_ros3'][2][1460:],datelist_vs[1460:],base_adm[0],factor_adm[0])\n",
-    "PRtoadm2021_rosb_sh = shift_time(PRtoadm2021_rosb,age_2018['backadm_ros3'][4][1460:],datelist_vs[1460:],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtoadm2021_ros_m,PRtoadm2021_rosb_m,c,PRtoadm2021_ros_avg = merge(PRtoadm2021_ros_sh,PRtoadm2021_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtoadm2021_ros_m.Transport)\n",
-    "plt.plot(PRtoadm2021_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### PR to VicSill"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 28,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "PRtovs_rosl = sectransp_2018['forpr_ros3'][4]\n",
-    "PRtovs_rosbl = sectransp_2018['backvs_ros3'][4]\n",
-    "\n",
-    "PRtovs_ros = pd.Series(PRtovs_rosl,index=datelist_vs)\n",
-    "PRtovs_rosb = pd.Series(PRtovs_rosbl,index=datelist_vs)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 29,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.2500000000000011 0.7325336247425104\n",
-      "-1.0 0.30000000000000115 0.7179785434184929\n",
-      "-0.95 0.2500000000000011 0.7310162412347257\n",
-      "-0.95 0.30000000000000115 0.7103502039954206\n",
-      "-0.8999999999999999 0.20000000000000107 0.6838486549566245\n",
-      "-0.8999999999999999 0.2500000000000011 0.7310166769936179\n",
-      "-0.8999999999999999 0.30000000000000115 0.7061260427139905\n",
-      "-0.8499999999999999 0.20000000000000107 0.6893627421980109\n",
-      "-0.8499999999999999 0.2500000000000011 0.7291223295972036\n",
-      "-0.8499999999999999 0.30000000000000115 0.7040888935453391\n",
-      "-0.7999999999999998 0.20000000000000107 0.6936035140457749\n",
-      "-0.7999999999999998 0.2500000000000011 0.7320561670492404\n",
-      "-0.7999999999999998 0.30000000000000115 0.7027620914408726\n",
-      "-0.7499999999999998 0.20000000000000107 0.6972364300202912\n",
-      "-0.7499999999999998 0.2500000000000011 0.7344922554226359\n",
-      "-0.7499999999999998 0.30000000000000115 0.6964307996002491\n",
-      "-0.6999999999999997 0.20000000000000107 0.6979842814440604\n",
-      "-0.6999999999999997 0.2500000000000011 0.7322324237547829\n",
-      "-0.6999999999999997 0.30000000000000115 0.690544522420751\n",
-      "-0.6499999999999997 0.20000000000000107 0.7014203929968549\n",
-      "-0.6499999999999997 0.2500000000000011 0.733748596636165\n",
-      "-0.6499999999999997 0.30000000000000115 0.687238479405159\n",
-      "-0.5999999999999996 0.20000000000000107 0.7043790242497208\n",
-      "-0.5999999999999996 0.2500000000000011 0.7304990749318522\n",
-      "-0.5999999999999996 0.30000000000000115 0.6807628715937897\n",
-      "-0.5499999999999996 0.20000000000000107 0.7066982856358374\n",
-      "-0.5499999999999996 0.2500000000000011 0.7286937091727042\n",
-      "-0.49999999999999956 0.20000000000000107 0.7084580098801286\n",
-      "-0.49999999999999956 0.2500000000000011 0.7288237205950263\n",
-      "-0.4499999999999995 0.20000000000000107 0.7149251389718005\n",
-      "-0.4499999999999995 0.2500000000000011 0.7255055743200186\n",
-      "-0.39999999999999947 0.20000000000000107 0.7167935138542023\n",
-      "-0.39999999999999947 0.2500000000000011 0.7211947346461045\n",
-      "-0.3499999999999994 0.20000000000000107 0.7143936748381661\n",
-      "-0.3499999999999994 0.2500000000000011 0.7217557675336087\n",
-      "-0.2999999999999994 0.20000000000000107 0.7191396494195313\n",
-      "-0.2999999999999994 0.2500000000000011 0.7159983346926986\n",
-      "-0.24999999999999933 0.20000000000000107 0.7221071706116291\n",
-      "-0.24999999999999933 0.2500000000000011 0.7137592610504193\n",
-      "-0.1999999999999993 0.20000000000000107 0.7234063521027351\n",
-      "-0.1999999999999993 0.2500000000000011 0.7131481580703717\n",
-      "-0.14999999999999925 0.20000000000000107 0.7221969866044176\n",
-      "-0.14999999999999925 0.2500000000000011 0.7108181227334015\n",
-      "-0.0999999999999992 0.20000000000000107 0.7254474707378091\n",
-      "-0.0999999999999992 0.2500000000000011 0.7068727595001775\n",
-      "-0.049999999999999156 0.20000000000000107 0.7217565608483292\n",
-      "-0.049999999999999156 0.2500000000000011 0.7011754064001211\n",
-      "8.881784197001252e-16 0.20000000000000107 0.72463670696527\n",
-      "8.881784197001252e-16 0.2500000000000011 0.7013690144812598\n",
-      "0.05000000000000093 0.15000000000000102 0.6823148301925093\n",
-      "0.05000000000000093 0.20000000000000107 0.7263606881722853\n",
-      "0.05000000000000093 0.2500000000000011 0.6911996948768194\n",
-      "0.10000000000000098 0.15000000000000102 0.6850140387343174\n",
-      "0.10000000000000098 0.20000000000000107 0.7270321278088812\n",
-      "0.10000000000000098 0.2500000000000011 0.6877302096284532\n",
-      "0.15000000000000102 0.15000000000000102 0.6913700645721974\n",
-      "0.15000000000000102 0.20000000000000107 0.7269336805539016\n",
-      "0.15000000000000102 0.2500000000000011 0.6802804562792131\n",
-      "0.20000000000000107 0.15000000000000102 0.6981921339456836\n",
-      "0.20000000000000107 0.20000000000000107 0.729037224345361\n",
-      "0.2500000000000011 0.15000000000000102 0.6967765377948619\n",
-      "0.2500000000000011 0.20000000000000107 0.726102741394\n",
-      "0.30000000000000115 0.15000000000000102 0.7032043587788751\n",
-      "0.30000000000000115 0.20000000000000107 0.7235888523023783\n",
-      "0.3500000000000012 0.15000000000000102 0.7067184943848992\n",
-      "0.3500000000000012 0.20000000000000107 0.7216531278667537\n",
-      "0.40000000000000124 0.15000000000000102 0.7066881183449742\n",
-      "0.40000000000000124 0.20000000000000107 0.7192177612703803\n",
-      "0.4500000000000013 0.15000000000000102 0.7104106276304415\n",
-      "0.4500000000000013 0.20000000000000107 0.7179053052335396\n",
-      "0.5000000000000013 0.15000000000000102 0.7117471471329082\n",
-      "0.5000000000000013 0.20000000000000107 0.7151470160387371\n",
-      "0.5500000000000014 0.15000000000000102 0.7140263764042599\n",
-      "0.5500000000000014 0.20000000000000107 0.7087052617204681\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.6000000000000014 0.15000000000000102 0.7152139105812118\n",
-      "0.6000000000000014 0.20000000000000107 0.7061567638316034\n",
-      "0.6500000000000015 0.15000000000000102 0.716255068402869\n",
-      "0.6500000000000015 0.20000000000000107 0.7021538882085243\n",
-      "0.7000000000000015 0.15000000000000102 0.7146966293927175\n",
-      "0.7000000000000015 0.20000000000000107 0.69815315448332\n",
-      "0.7500000000000016 0.15000000000000102 0.7153894748729244\n",
-      "0.7500000000000016 0.20000000000000107 0.6963356410962004\n",
-      "0.8000000000000016 0.15000000000000102 0.7183714639332015\n",
-      "0.8000000000000016 0.20000000000000107 0.6946231937908636\n",
-      "0.8500000000000016 0.15000000000000102 0.718503511153968\n",
-      "0.8500000000000016 0.20000000000000107 0.6863819790159288\n",
-      "0.9000000000000017 0.15000000000000102 0.7192940613349493\n",
-      "0.9000000000000017 0.20000000000000107 0.6848046488243436\n",
-      "0.9500000000000017 0.15000000000000102 0.7170428313733768\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtovs_ros,age_2018['forpr_ros3'][4],datelist_vs,base,factor)\n",
-    "        dfr2 = shift_time(PRtovs_rosb,age_2018['backvs_ros3'][4],datelist_vs,-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.68:\n",
-    "            print (base, factor, corr_arr[i, j])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 30,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[-0.75] [0.25]\n"
-     ]
-    }
-   ],
-   "source": [
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 31,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.7344922554226359\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c44a1540>]"
-      ]
-     },
-     "execution_count": 31,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtovs_ros_sh = shift_time(PRtovs_ros,age_2018['forpr_ros3'][4],datelist_vs,base_adm[0],factor_adm[0])\n",
-    "PRtovs_rosb_sh = shift_time(PRtovs_rosb,age_2018['backvs_ros3'][4],datelist_vs,-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtovs_ros_m,PRtovs_rosb_m,c,PRtovs_ros_avg = merge(PRtovs_ros_sh,PRtovs_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtovs_ros_m.Transport)\n",
-    "plt.plot(PRtovs_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Split into years"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### 2017"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 32,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.20000000000000107 0.7610843511718882\n",
-      "-1.0 0.2500000000000011 0.7763198426842873\n",
-      "-0.95 0.20000000000000107 0.7615233814859687\n",
-      "-0.95 0.2500000000000011 0.7630359475334424\n",
-      "-0.8999999999999999 0.20000000000000107 0.7648934420523167\n",
-      "-0.8999999999999999 0.2500000000000011 0.758683328570182\n",
-      "-0.8499999999999999 0.20000000000000107 0.7628555302688944\n",
-      "-0.8499999999999999 0.2500000000000011 0.7541300583776663\n",
-      "-0.7999999999999998 0.20000000000000107 0.7582768697304704\n",
-      "-0.7999999999999998 0.2500000000000011 0.7523415587675286\n",
-      "-0.7499999999999998 0.20000000000000107 0.7555752947107308\n",
-      "-0.7499999999999998 0.2500000000000011 0.7507323016133077\n",
-      "-0.6999999999999997 0.20000000000000107 0.7510759894839689\n",
-      "-0.6999999999999997 0.2500000000000011 0.7443611153684692\n",
-      "-0.6499999999999997 0.20000000000000107 0.7624439880334823\n",
-      "-0.6499999999999997 0.2500000000000011 0.7449211531184489\n",
-      "-0.5999999999999996 0.20000000000000107 0.7717712498882352\n",
-      "-0.5999999999999996 0.2500000000000011 0.741380026546958\n",
-      "-0.5499999999999996 0.20000000000000107 0.7682497240542593\n",
-      "-0.5499999999999996 0.2500000000000011 0.7377610018811687\n",
-      "-0.49999999999999956 0.20000000000000107 0.7739842730708687\n",
-      "-0.49999999999999956 0.2500000000000011 0.7321828489212299\n",
-      "-0.4499999999999995 0.20000000000000107 0.7739980942191206\n",
-      "-0.39999999999999947 0.20000000000000107 0.7759078841752908\n",
-      "-0.3499999999999994 0.20000000000000107 0.774938697405976\n",
-      "-0.2999999999999994 0.20000000000000107 0.7812226916622822\n",
-      "-0.24999999999999933 0.15000000000000102 0.7431601894712391\n",
-      "-0.24999999999999933 0.20000000000000107 0.7797223644039087\n",
-      "-0.1999999999999993 0.15000000000000102 0.7453673181041695\n",
-      "-0.1999999999999993 0.20000000000000107 0.7794033214591324\n",
-      "-0.14999999999999925 0.15000000000000102 0.7511178502147978\n",
-      "-0.14999999999999925 0.20000000000000107 0.7711022713874807\n",
-      "-0.0999999999999992 0.15000000000000102 0.7469361063651985\n",
-      "-0.0999999999999992 0.20000000000000107 0.7696503672614626\n",
-      "-0.049999999999999156 0.15000000000000102 0.7454082991110782\n",
-      "-0.049999999999999156 0.20000000000000107 0.7611487528368115\n",
-      "8.881784197001252e-16 0.15000000000000102 0.7536011919448963\n",
-      "8.881784197001252e-16 0.20000000000000107 0.757206252729834\n",
-      "0.05000000000000093 0.15000000000000102 0.754874329630136\n",
-      "0.05000000000000093 0.20000000000000107 0.7552855409683068\n",
-      "0.10000000000000098 0.15000000000000102 0.7555980588710765\n",
-      "0.10000000000000098 0.20000000000000107 0.7575324654038729\n",
-      "0.15000000000000102 0.15000000000000102 0.7516208003603199\n",
-      "0.15000000000000102 0.20000000000000107 0.7428010130696078\n",
-      "0.20000000000000107 0.15000000000000102 0.7504950668288501\n",
-      "0.20000000000000107 0.20000000000000107 0.7386980074346546\n",
-      "0.2500000000000011 0.15000000000000102 0.7459921603630827\n",
-      "0.30000000000000115 0.15000000000000102 0.7565940786353018\n",
-      "0.3500000000000012 0.15000000000000102 0.7590791230280717\n",
-      "0.40000000000000124 0.15000000000000102 0.7592478636773391\n",
-      "0.4500000000000013 0.15000000000000102 0.7633422605536261\n",
-      "0.5000000000000013 0.15000000000000102 0.7678794107846661\n",
-      "0.5500000000000014 0.10000000000000098 0.7317844965264909\n",
-      "0.5500000000000014 0.15000000000000102 0.7708238206628453\n",
-      "0.6000000000000014 0.15000000000000102 0.7698405628066535\n",
-      "0.6500000000000015 0.15000000000000102 0.7652302283347914\n",
-      "0.7000000000000015 0.10000000000000098 0.7303645242673386\n",
-      "0.7000000000000015 0.15000000000000102 0.7579628580490599\n",
-      "0.7500000000000016 0.15000000000000102 0.7582475405202487\n",
-      "0.8000000000000016 0.15000000000000102 0.7602248612154017\n",
-      "0.8500000000000016 0.15000000000000102 0.7577374004118355\n",
-      "0.9000000000000017 0.10000000000000098 0.7303694964128754\n",
-      "0.9000000000000017 0.15000000000000102 0.749947009001578\n",
-      "0.9500000000000017 0.10000000000000098 0.7323044863315087\n",
-      "0.9500000000000017 0.15000000000000102 0.7404459075520212\n",
-      "[-0.3] [0.2]\n",
-      "0.7812226916622822\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c43c8ac0>]"
-      ]
-     },
-     "execution_count": 32,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtovs2017_rosl = sectransp_2018['forpr_ros3'][4][0:365]\n",
-    "PRtovs2017_rosbl = sectransp_2018['backvs_ros3'][4][0:365]\n",
-    "\n",
-    "PRtovs2017_ros = pd.Series(PRtovs2017_rosl,index=datelist_vs[0:365])\n",
-    "PRtovs2017_rosb = pd.Series(PRtovs2017_rosbl,index=datelist_vs[0:365])\n",
-    "\n",
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtovs2017_ros,age_2018['forpr_ros3'][4][0:365],datelist_vs[0:365],base,factor)\n",
-    "        dfr2 = shift_time(PRtovs2017_rosb,age_2018['backvs_ros3'][4][0:365],datelist_vs[0:365],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.73:\n",
-    "            print (base, factor, corr_arr[i, j])\n",
-    "            \n",
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)\n",
-    "\n",
-    "PRtovs2017_ros_sh = shift_time(PRtovs2017_ros,age_2018['forpr_ros3'][4][0:365],datelist_vs[0:365],base_adm[0],factor_adm[0])\n",
-    "PRtovs2017_rosb_sh = shift_time(PRtovs2017_rosb,age_2018['backvs_ros3'][4][0:365],datelist_vs[0:365],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtovs2017_ros_m,PRtovs2017_rosb_m,c,PRtovs2017_ros_avg = merge(PRtovs2017_ros_sh,PRtovs2017_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtovs2017_ros_m.Transport)\n",
-    "plt.plot(PRtovs2017_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now do this for only 2018"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 33,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "PRtovs2018_rosl = sectransp_2018['forpr_ros3'][4][365:750]\n",
-    "PRtovs2018_rosbl = sectransp_2018['backvs_ros3'][4][365:750]\n",
-    "\n",
-    "PRtovs2018_ros = pd.Series(PRtovs2018_rosl,index=datelist_vs[365:750])\n",
-    "PRtovs2018_rosb = pd.Series(PRtovs2018_rosbl,index=datelist_vs[365:750])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 34,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.30000000000000115 0.7383132790320881\n",
-      "-0.7499999999999998 0.2500000000000011 0.7303184671278201\n",
-      "-0.6499999999999997 0.2500000000000011 0.7314656453815972\n",
-      "-0.5999999999999996 0.2500000000000011 0.7307758320789479\n",
-      "-0.39999999999999947 0.2500000000000011 0.730445030017987\n",
-      "-0.3499999999999994 0.2500000000000011 0.7342245171321492\n",
-      "0.15000000000000102 0.20000000000000107 0.7317687809152374\n",
-      "0.20000000000000107 0.20000000000000107 0.7339911066854953\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtovs2018_ros,age_2018['forpr_ros3'][4][365:750],datelist_vs[365:750],base,factor)\n",
-    "        dfr2 = shift_time(PRtovs2018_rosb,age_2018['backvs_ros3'][4][365:750],datelist_vs[365:750],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.73:\n",
-    "            print (base, factor, corr_arr[i, j])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 35,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[-1.] [0.3]\n"
-     ]
-    }
-   ],
-   "source": [
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 36,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.7383132790320881\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c5194940>]"
-      ]
-     },
-     "execution_count": 36,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtovs2018_ros_sh = shift_time(PRtovs2018_ros,age_2018['forpr_ros3'][4][365:750],datelist_vs[365:750],base_adm[0],factor_adm[0])\n",
-    "PRtovs2018_rosb_sh = shift_time(PRtovs2018_rosb,age_2018['backvs_ros3'][4][365:750],datelist_vs[365:750],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtovs2018_ros_m,PRtovs2018_rosb_m,c,PRtovs2018_ros_avg = merge(PRtovs2018_ros_sh,PRtovs2018_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtovs2018_ros_m.Transport)\n",
-    "plt.plot(PRtovs2018_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now do this for 2019"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 37,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "PRtovs2019_rosl = sectransp_2018['forpr_ros3'][4][750:1110]\n",
-    "PRtovs2019_rosbl = sectransp_2018['backvs_ros3'][4][750:1110]\n",
-    "\n",
-    "PRtovs2019_ros = pd.Series(PRtovs2019_rosl,index=datelist_vs[750:1110])\n",
-    "PRtovs2019_rosb = pd.Series(PRtovs2019_rosbl,index=datelist_vs[750:1110])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 38,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.30000000000000115 0.6075211384337889\n",
-      "-0.95 0.30000000000000115 0.5934285748119174\n",
-      "-0.8999999999999999 0.30000000000000115 0.5876971535653234\n",
-      "-0.8499999999999999 0.2500000000000011 0.5715248251737987\n",
-      "-0.8499999999999999 0.30000000000000115 0.5889254336422473\n",
-      "-0.7999999999999998 0.2500000000000011 0.5838706505899163\n",
-      "-0.7999999999999998 0.30000000000000115 0.5860876576449532\n",
-      "-0.7499999999999998 0.2500000000000011 0.5881843768809776\n",
-      "-0.7499999999999998 0.30000000000000115 0.5763112030109387\n",
-      "-0.6999999999999997 0.2500000000000011 0.5905018505811089\n",
-      "-0.6999999999999997 0.30000000000000115 0.5745533726522075\n",
-      "-0.6499999999999997 0.2500000000000011 0.5917824028232308\n",
-      "-0.6499999999999997 0.30000000000000115 0.5776125998124596\n",
-      "-0.5999999999999996 0.2500000000000011 0.5925020515621047\n",
-      "-0.5999999999999996 0.30000000000000115 0.5803866724311335\n",
-      "-0.5499999999999996 0.2500000000000011 0.5914653219695614\n",
-      "-0.49999999999999956 0.2500000000000011 0.60028901117714\n",
-      "-0.4499999999999995 0.2500000000000011 0.5990790703408619\n",
-      "-0.39999999999999947 0.2500000000000011 0.5957072814943288\n",
-      "-0.3499999999999994 0.2500000000000011 0.5944241947219709\n",
-      "-0.2999999999999994 0.2500000000000011 0.5852784737496278\n",
-      "-0.24999999999999933 0.2500000000000011 0.5798813486129121\n",
-      "-0.1999999999999993 0.2500000000000011 0.5866234463937334\n",
-      "-0.14999999999999925 0.2500000000000011 0.5924223152852254\n",
-      "-0.0999999999999992 0.2500000000000011 0.5935991111290394\n",
-      "-0.049999999999999156 0.2500000000000011 0.5875645505722309\n",
-      "8.881784197001252e-16 0.2500000000000011 0.5921108649312974\n",
-      "0.05000000000000093 0.20000000000000107 0.5784524146183654\n",
-      "0.05000000000000093 0.2500000000000011 0.5821941575051804\n",
-      "0.10000000000000098 0.20000000000000107 0.5821196605874457\n",
-      "0.10000000000000098 0.2500000000000011 0.5842801930114659\n",
-      "0.15000000000000102 0.20000000000000107 0.5873609301628936\n",
-      "0.15000000000000102 0.2500000000000011 0.581806457891098\n",
-      "0.20000000000000107 0.20000000000000107 0.5885574213155912\n",
-      "0.20000000000000107 0.2500000000000011 0.5770000239613042\n",
-      "0.2500000000000011 0.20000000000000107 0.5974010350850825\n",
-      "0.2500000000000011 0.2500000000000011 0.5723859692536498\n",
-      "0.30000000000000115 0.20000000000000107 0.5919862953398796\n",
-      "0.3500000000000012 0.20000000000000107 0.5825184193435442\n",
-      "0.40000000000000124 0.20000000000000107 0.5867242168168006\n",
-      "0.4500000000000013 0.20000000000000107 0.585334837706524\n",
-      "0.5000000000000013 0.20000000000000107 0.5797377539226234\n",
-      "0.5500000000000014 0.20000000000000107 0.5859858748089308\n",
-      "0.6000000000000014 0.20000000000000107 0.58435190924537\n",
-      "0.6500000000000015 0.20000000000000107 0.5899513379549092\n",
-      "0.7000000000000015 0.20000000000000107 0.5843487665655233\n",
-      "0.7500000000000016 0.20000000000000107 0.5822855968245153\n",
-      "0.8000000000000016 0.20000000000000107 0.5760773890916607\n",
-      "0.9000000000000017 0.20000000000000107 0.5779651174866303\n",
-      "0.9500000000000017 0.20000000000000107 0.5742452146786886\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtovs2019_ros,age_2018['forpr_ros3'][4][750:1110],datelist_vs[750:1110],base,factor)\n",
-    "        dfr2 = shift_time(PRtovs2019_rosb,age_2018['backvs_ros3'][4][750:1110],datelist_vs[750:1110],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.57:\n",
-    "            print (base, factor, corr_arr[i, j])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 39,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[-1.] [0.3]\n"
-     ]
-    }
-   ],
-   "source": [
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 40,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.6075211384337889\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c45df970>]"
-      ]
-     },
-     "execution_count": 40,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtovs2019_ros_sh = shift_time(PRtovs2019_ros,age_2018['forpr_ros3'][4][750:1110],datelist_vs[750:1110],base_adm[0],factor_adm[0])\n",
-    "PRtovs2019_rosb_sh = shift_time(PRtovs2019_rosb,age_2018['backvs_ros3'][4][750:1110],datelist_vs[750:1110],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtovs2019_ros_m,PRtovs2019_rosb_m,c,PRtovs2019_ros_avg = merge(PRtovs2019_ros_sh,PRtovs2019_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtovs2019_ros_m.Transport)\n",
-    "plt.plot(PRtovs2019_rosb_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now this for 2020"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 41,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.15000000000000102 0.5777372008991812\n",
-      "-1.0 0.20000000000000107 0.7235128021885254\n",
-      "-1.0 0.2500000000000011 0.8179089506000462\n",
-      "-1.0 0.30000000000000115 0.7909405145146315\n",
-      "-1.0 0.3500000000000012 0.6719771739841168\n",
-      "-0.95 0.15000000000000102 0.5777823554010787\n",
-      "-0.95 0.20000000000000107 0.7375340915786697\n",
-      "-0.95 0.2500000000000011 0.8184372337250301\n",
-      "-0.95 0.30000000000000115 0.786491465703274\n",
-      "-0.95 0.3500000000000012 0.6734633970430354\n",
-      "-0.8999999999999999 0.15000000000000102 0.5787356048095568\n",
-      "-0.8999999999999999 0.20000000000000107 0.7451338022394541\n",
-      "-0.8999999999999999 0.2500000000000011 0.8202240288090273\n",
-      "-0.8999999999999999 0.30000000000000115 0.7826189888483195\n",
-      "-0.8999999999999999 0.3500000000000012 0.6681729009386236\n",
-      "-0.8499999999999999 0.15000000000000102 0.5942466286999506\n",
-      "-0.8499999999999999 0.20000000000000107 0.7522822875244594\n",
-      "-0.8499999999999999 0.2500000000000011 0.819421588915242\n",
-      "-0.8499999999999999 0.30000000000000115 0.7776565147506596\n",
-      "-0.8499999999999999 0.3500000000000012 0.659141858296467\n",
-      "-0.7999999999999998 0.15000000000000102 0.6216202232038099\n",
-      "-0.7999999999999998 0.20000000000000107 0.7601304104017305\n",
-      "-0.7999999999999998 0.2500000000000011 0.8199640205557011\n",
-      "-0.7999999999999998 0.30000000000000115 0.7728940939531389\n",
-      "-0.7999999999999998 0.3500000000000012 0.638701289324003\n",
-      "-0.7499999999999998 -0.3499999999999994 0.570908366845876\n",
-      "-0.7499999999999998 0.15000000000000102 0.6215623268510893\n",
-      "-0.7499999999999998 0.20000000000000107 0.7681165096163465\n",
-      "-0.7499999999999998 0.2500000000000011 0.8240852710771298\n",
-      "-0.7499999999999998 0.30000000000000115 0.7613713794496071\n",
-      "-0.7499999999999998 0.3500000000000012 0.6265437821224827\n",
-      "-0.6999999999999997 0.15000000000000102 0.6300881977113866\n",
-      "-0.6999999999999997 0.20000000000000107 0.7780602955557813\n",
-      "-0.6999999999999997 0.2500000000000011 0.8207444021345284\n",
-      "-0.6999999999999997 0.30000000000000115 0.7452186544450031\n",
-      "-0.6999999999999997 0.3500000000000012 0.6067853198273051\n",
-      "-0.6499999999999997 0.15000000000000102 0.6373847180686955\n",
-      "-0.6499999999999997 0.20000000000000107 0.7824314757720724\n",
-      "-0.6499999999999997 0.2500000000000011 0.8212644820798304\n",
-      "-0.6499999999999997 0.30000000000000115 0.7374561101627982\n",
-      "-0.6499999999999997 0.3500000000000012 0.5932718415301743\n",
-      "-0.5999999999999996 0.15000000000000102 0.6444550197217422\n",
-      "-0.5999999999999996 0.20000000000000107 0.7816831979561507\n",
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-      "0.6500000000000015 0.05000000000000093 0.5877200322841888\n",
-      "0.6500000000000015 0.10000000000000098 0.7296841095706974\n",
-      "0.6500000000000015 0.15000000000000102 0.7901161459470074\n",
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-      "0.7000000000000015 0.10000000000000098 0.7313766757917227\n",
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-      "0.7500000000000016 0.10000000000000098 0.7339970480308671\n",
-      "0.7500000000000016 0.15000000000000102 0.7943149282566074\n",
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-      "0.8000000000000016 0.15000000000000102 0.8018340149084169\n",
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-      "0.8500000000000016 0.05000000000000093 0.5959046999276375\n",
-      "0.8500000000000016 0.10000000000000098 0.7560254669770804\n",
-      "0.8500000000000016 0.15000000000000102 0.7998574946788642\n",
-      "0.8500000000000016 0.20000000000000107 0.7250620340579427\n",
-      "0.8500000000000016 0.2500000000000011 0.6114483335594927\n",
-      "0.9000000000000017 0.05000000000000093 0.5985871764035643\n",
-      "0.9000000000000017 0.10000000000000098 0.7567892750806688\n",
-      "0.9000000000000017 0.15000000000000102 0.8016468894286215\n",
-      "0.9000000000000017 0.20000000000000107 0.7160864949447079\n",
-      "0.9000000000000017 0.2500000000000011 0.5997437282685627\n",
-      "0.9500000000000017 -0.4499999999999995 0.5733939116125794\n",
-      "0.9500000000000017 0.05000000000000093 0.5966214560854918\n",
-      "0.9500000000000017 0.10000000000000098 0.759851928283673\n",
-      "0.9500000000000017 0.15000000000000102 0.7955260669688491\n",
-      "0.9500000000000017 0.20000000000000107 0.7078981920563516\n",
-      "[-0.75] [0.25]\n"
-     ]
-    }
-   ],
-   "source": [
-    "PRtovs2020_rosl = sectransp_2018['forpr_ros3'][4][1110:1460]\n",
-    "PRtovs2020_rosbl = sectransp_2018['backvs_ros3'][4][1110:1460]\n",
-    "\n",
-    "PRtovs2020_ros = pd.Series(PRtovs2020_rosl,index=datelist_vs[1110:1460])\n",
-    "PRtovs2020_rosb = pd.Series(PRtovs2020_rosbl,index=datelist_vs[1110:1460])\n",
-    "\n",
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtovs2020_ros,age_2018['forpr_ros3'][4][1110:1460],datelist_vs[1110:1460],base,factor)\n",
-    "        dfr2 = shift_time(PRtovs2020_rosb,age_2018['backvs_ros3'][4][1110:1460],datelist_vs[1110:1460],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.57:\n",
-    "            print (base, factor, corr_arr[i, j])\n",
-    "            \n",
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 42,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.8240852710771298\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c426e800>]"
-      ]
-     },
-     "execution_count": 42,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtovs2020_ros_sh = shift_time(PRtovs2020_ros,age_2018['forpr_ros3'][4][1110:1460],datelist_vs[1110:1460],base_adm[0],factor_adm[0])\n",
-    "PRtovs2020_rosb_sh = shift_time(PRtovs2020_rosb,age_2018['backvs_ros3'][4][1110:1460],datelist_vs[1110:1460],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtovs2020_ros_m,PRtovs2020_rosb_m,c,PRtovs2020_ros_avg = merge(PRtovs2020_ros_sh,PRtovs2020_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtovs2020_ros_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Now for 2021"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 43,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "-1.0 0.15000000000000102 0.5746431334328468\n",
-      "-1.0 0.20000000000000107 0.6588634608325544\n",
-      "-1.0 0.2500000000000011 0.6987159890164342\n",
-      "-1.0 0.30000000000000115 0.6927351707953536\n",
-      "-1.0 0.3500000000000012 0.6280027152299006\n",
-      "-0.95 0.15000000000000102 0.580675311420146\n",
-      "-0.95 0.20000000000000107 0.6561114586429424\n",
-      "-0.95 0.2500000000000011 0.7013669316289\n",
-      "-0.95 0.30000000000000115 0.6877956954337254\n",
-      "-0.95 0.3500000000000012 0.6318229646626421\n",
-      "-0.8999999999999999 0.15000000000000102 0.5966212787720768\n",
-      "-0.8999999999999999 0.20000000000000107 0.6537619611705109\n",
-      "-0.8999999999999999 0.2500000000000011 0.7041142268384987\n",
-      "-0.8999999999999999 0.30000000000000115 0.6802387962689193\n",
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-      "0.9000000000000017 0.20000000000000107 0.6561727742611129\n",
-      "0.9000000000000017 0.2500000000000011 0.6156507285560062\n",
-      "0.9000000000000017 0.30000000000000115 0.5788394662754348\n",
-      "0.9500000000000017 0.05000000000000093 0.5714859201386515\n",
-      "0.9500000000000017 0.10000000000000098 0.6492192406075703\n",
-      "0.9500000000000017 0.15000000000000102 0.6852773955306292\n",
-      "0.9500000000000017 0.20000000000000107 0.6450636439478757\n",
-      "0.9500000000000017 0.2500000000000011 0.6154632625210867\n",
-      "0.9500000000000017 0.30000000000000115 0.5751162612118781\n",
-      "[0.25] [0.2]\n"
-     ]
-    }
-   ],
-   "source": [
-    "PRtovs2021_rosl = sectransp_2018['forpr_ros3'][4][1460:]\n",
-    "PRtovs2021_rosbl = sectransp_2018['backvs_ros3'][4][1460:]\n",
-    "\n",
-    "PRtovs2021_ros = pd.Series(PRtovs2021_rosl,index=datelist_vs[1460:])\n",
-    "PRtovs2021_rosb = pd.Series(PRtovs2021_rosbl,index=datelist_vs[1460:])\n",
-    "\n",
-    "# Loop through different base and factors to find which combination maximizes the correlation\n",
-    "\n",
-    "factor_arr = np.arange(-1,1,0.05)\n",
-    "base_arr = np.arange(-1,1,0.05)\n",
-    "\n",
-    "corr_arr = np.zeros([len(base_arr),len(factor_arr)])\n",
-    "\n",
-    "for i,base in enumerate(base_arr):\n",
-    "    for j,factor in enumerate(factor_arr):\n",
-    "        dfr1 = shift_time(PRtovs2021_ros,age_2018['forpr_ros3'][4][1460:],datelist_vs[1460:],base,factor)\n",
-    "        dfr2 = shift_time(PRtovs2021_rosb,age_2018['backvs_ros3'][4][1460:],datelist_vs[1460:],-base,-factor)\n",
-    "        dfr1_sh,dfr2_sh,corr_arr[i,j],a = merge(dfr1,dfr2)\n",
-    "        if corr_arr[i,j] > 0.57:\n",
-    "            print (base, factor, corr_arr[i, j])\n",
-    "            \n",
-    "i_base_adm,i_factor_adm = np.where(corr_arr==np.max(corr_arr))\n",
-    "\n",
-    "base_adm = base_arr[i_base_adm]\n",
-    "factor_adm = factor_arr[i_factor_adm]\n",
-    "\n",
-    "print(base_adm,factor_adm)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 44,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "0.7089597479508083\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7f87c4cc0760>]"
-      ]
-     },
-     "execution_count": 44,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "PRtovs2021_ros_sh = shift_time(PRtovs2021_ros,age_2018['forpr_ros3'][4][1460:],datelist_vs[1460:],base_adm[0],factor_adm[0])\n",
-    "PRtovs2021_rosb_sh = shift_time(PRtovs2021_rosb,age_2018['backvs_ros3'][4][1460:],datelist_vs[1460:],-base_adm[0],-factor_adm[0])\n",
-    "\n",
-    "PRtovs2021_ros_m,PRtovs2021_rosb_m,c,PRtovs2021_ros_avg = merge(PRtovs2021_ros_sh,PRtovs2021_rosb_sh)\n",
-    "print(c)\n",
-    "\n",
-    "plt.plot(PRtovs2021_ros_m.Transport)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Flow south through Rosario"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 45,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "2017: 0.8026360800109054\n",
-      "2018: 0.8292558573214036\n",
-      "2019: 0.6999855275351025\n",
-      "2020: 0.7782638846760945\n",
-      "2021: 0.7886338537636968\n"
-     ]
-    }
-   ],
-   "source": [
-    "#Separate for each year\n",
-    "## 2017\n",
-    "rostosouth_2017 = PRtovs2017_ros_avg + PRtoadm2017_ros_avg\n",
-    "date2017_rossh = list(rostosouth_2017.dropna().index)\n",
-    "\n",
-    "mask = np.isin(datelist_dens,date2017_rossh)\n",
-    "densdiff_ros2017 = dens_diff_ros[mask]\n",
-    "date_dens_2017sh = np.array(datelist_dens)[mask]\n",
-    "\n",
-    "corr_rostosouth2017,p = stats.spearmanr(densdiff_ros2017,rostosouth_2017.dropna())\n",
-    "print('2017:',corr_rostosouth2017)\n",
-    "\n",
-    "## 2018\n",
-    "rostosouth_2018 = PRtovs2018_ros_avg + PRtoadm2018_ros_avg\n",
-    "date2018_rossh = list(rostosouth_2018.dropna().index)\n",
-    "\n",
-    "mask = np.isin(datelist_dens,date2018_rossh)\n",
-    "densdiff_ros2018 = dens_diff_ros[mask]\n",
-    "date_dens_2018sh = np.array(datelist_dens)[mask]\n",
-    "\n",
-    "corr_rostosouth2018,p = stats.spearmanr(densdiff_ros2018,rostosouth_2018.dropna())\n",
-    "print('2018:',corr_rostosouth2018)\n",
-    "\n",
-    "##2019\n",
-    "rostosouth_2019 = PRtovs2019_ros_avg.dropna() + PRtoadm2019_ros_avg.dropna()\n",
-    "date2019_rossh = list(rostosouth_2019.dropna().index)\n",
-    "\n",
-    "mask = np.isin(datelist_dens,date2019_rossh)\n",
-    "densdiff_ros2019 = dens_diff_ros[mask]\n",
-    "date_dens_2019sh = np.array(datelist_dens)[mask]\n",
-    "\n",
-    "corr_rostosouth2019,p = stats.spearmanr(densdiff_ros2019,rostosouth_2019.dropna())\n",
-    "print('2019:',corr_rostosouth2019)\n",
-    "\n",
-    "##2020\n",
-    "rostosouth_2020 = PRtovs2020_ros_avg.dropna() + PRtoadm2020_ros_avg.dropna()\n",
-    "date2020_rossh = list(rostosouth_2020.dropna().index)\n",
-    "\n",
-    "mask = np.isin(datelist_dens,date2020_rossh)\n",
-    "densdiff_ros2020 = dens_diff_ros[mask]\n",
-    "date_dens_2020sh = np.array(datelist_dens)[mask]\n",
-    "\n",
-    "corr_rostosouth2020,p = stats.spearmanr(densdiff_ros2020,rostosouth_2020.dropna())\n",
-    "print('2020:',corr_rostosouth2020)\n",
-    "\n",
-    "##2021\n",
-    "rostosouth_2021 = PRtovs2021_ros_avg.dropna() + PRtoadm2021_ros_avg.dropna()\n",
-    "date2021_rossh = list(rostosouth_2021.dropna().index)\n",
-    "\n",
-    "mask = np.isin(datelist_dens,date2021_rossh)\n",
-    "densdiff_ros2021 = dens_diff_ros[mask]\n",
-    "date_dens_2021sh = np.array(datelist_dens)[mask]\n",
-    "\n",
-    "corr_rostosouth2021,p = stats.spearmanr(densdiff_ros2021,rostosouth_2021.dropna())\n",
-    "print('2021:',corr_rostosouth2021)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 46,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "rostosouth = PRtovs_ros_avg + PRtoadm_ros_avg\n",
-    "date_rossh = list(rostosouth.dropna().index)\n",
-    "\n",
-    "mask = np.isin(datelist_dens,date_rossh)\n",
-    "densdiff_ros = dens_diff_ros[mask]\n",
-    "# densdiff_ros2 = dens_diff_rosVS[mask]\n",
-    "date_dens_sh = np.array(datelist_dens)[mask]\n",
-    "\n",
-    "corr_rostosouth,p = stats.spearmanr(densdiff_ros,rostosouth.dropna())\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 47,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# PRtoadm2018_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm2018_ros_avg.csv',index_label='Date')\n",
-    "# rostosouth_2017.dropna().to_csv('combined2timeseries/rostosouth_2017.csv',index_label='Date')\n",
-    "# rostosouth_2018.dropna().to_csv('combined2timeseries/rostosouth_2018.csv',index_label='Date')\n",
-    "# rostosouth_2019.dropna().to_csv('combined2timeseries/rostosouth_2019.csv',index_label='Date')\n",
-    "# rostosouth_2020.dropna().to_csv('combined2timeseries/rostosouth_2020.csv',index_label='Date')\n",
-    "# rostosouth_2021.dropna().to_csv('combined2timeseries/rostosouth_2021.csv',index_label='Date')\n",
-    "# rostosouth.dropna().to_csv('combined2timeseries/rostosouth17-21.csv',index_label='Date')\n",
-    "# PRtovs2017_ros_avg.dropna().to_csv('combined2timeseries/PRtovs2017_ros_avg.csv',index_label='Date')\n",
-    "# PRtovs2018_ros_avg.dropna().to_csv('combined2timeseries/PRtovs2018_ros_avg.csv',index_label='Date')\n",
-    "# PRtovs2019_ros_avg.dropna().to_csv('combined2timeseries/PRtovs2019_ros_avg.csv',index_label='Date')\n",
-    "# PRtovs2020_ros_avg.dropna().to_csv('combined2timeseries/PRtovs2020_ros_avg.csv',index_label='Date')\n",
-    "# PRtovs2021_ros_avg.dropna().to_csv('combined2timeseries/PRtovs2021_ros_avg.csv',index_label='Date')\n",
-    "# PRtovs_ros_avg.dropna().to_csv('combined2timeseries/PRtovs_ros_avg.csv',index_label='Date')\n",
-    "# PRtoadm2017_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm2017_ros_avg.csv',index_label='Date')\n",
-    "# PRtoadm2018_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm2018_ros_avg.csv',index_label='Date')\n",
-    "# PRtoadm2019_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm2019_ros_avg.csv',index_label='Date')\n",
-    "# PRtoadm2020_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm2020_ros_avg.csv',index_label='Date')\n",
-    "# PRtoadm2021_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm2021_ros_avg.csv',index_label='Date')\n",
-    "# PRtoadm_ros_avg.dropna().to_csv('combined2timeseries/PRtoadm_ros_avg.csv',index_label='Date')\n",
-    "# harotosouth.dropna().to_csv('combined2timeseries/harotosouth18-21.csv')"
-   ]
-  }
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