From 5bf3ea326acf90bc8b28561ed958bcfb53788ccb Mon Sep 17 00:00:00 2001
From: Jesper Sandvig Mariegaard
 <34088801+jsmariegaard@users.noreply.github.com>
Date: Mon, 20 Nov 2023 00:23:51 +0100
Subject: [PATCH] re-run notebook after fix

---
 notebooks/SW_DutchCoast.ipynb | 3751 ++++++++++++++++++++++++++++++++-
 1 file changed, 3691 insertions(+), 60 deletions(-)

diff --git a/notebooks/SW_DutchCoast.ipynb b/notebooks/SW_DutchCoast.ipynb
index 189a1b789..21d7ec2a5 100644
--- a/notebooks/SW_DutchCoast.ipynb
+++ b/notebooks/SW_DutchCoast.ipynb
@@ -11,28 +11,17 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 1,
    "metadata": {},
-   "outputs": [
-    {
-     "ename": "IndentationError",
-     "evalue": "unindent does not match any outer indentation level (__init__.py, line 56)",
-     "output_type": "error",
-     "traceback": [
-      "Traceback \u001b[0;36m(most recent call last)\u001b[0m:\n",
-      "\u001b[0m  File \u001b[1;32m~/.local/lib/python3.11/site-packages/IPython/core/interactiveshell.py:3433\u001b[0m in \u001b[1;35mrun_code\u001b[0m\n    exec(code_obj, self.user_global_ns, self.user_ns)\u001b[0m\n",
-      "\u001b[0;36m  Cell \u001b[0;32mIn[2], line 1\u001b[0;36m\n\u001b[0;31m    import modelskill as ms\u001b[0;36m\n",
-      "\u001b[0;36m  File \u001b[0;32m~/src/modelskill/modelskill/__init__.py:56\u001b[0;36m\u001b[0m\n\u001b[0;31m    return ComparerCollection.load(fn)\u001b[0m\n\u001b[0m                                      ^\u001b[0m\n\u001b[0;31mIndentationError\u001b[0m\u001b[0;31m:\u001b[0m unindent does not match any outer indentation level\n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
+    "import os\n",
     "import modelskill as ms"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -42,9 +31,26 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 3,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Dfsu2D\n",
+       "number of elements: 958\n",
+       "number of nodes: 570\n",
+       "projection: LONG/LAT\n",
+       "number of items: 15\n",
+       "time: 23 steps with dt=10800.0s\n",
+       "      2017-10-27 00:00:00 -- 2017-10-29 18:00:00"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "fn = '../tests/testdata/SW/HKZN_local_2017_DutchCoast.dfsu'\n",
     "mr = ms.ModelResult(fn, name='HKZN_local', item=0)\n",
@@ -60,7 +66,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 4,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -70,27 +76,451 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 5,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "o1.plot.hist();"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 6,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "o1.plot(); "
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 7,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+       "<defs>\n",
+       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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+       "</symbol>\n",
+       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
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+       "<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
+       "</symbol>\n",
+       "</defs>\n",
+       "</svg>\n",
+       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
+       " *\n",
+       " */\n",
+       "\n",
+       ":root {\n",
+       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
+       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
+       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
+       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
+       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+       "  --xr-background-color: var(--jp-layout-color0, white);\n",
+       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+       "}\n",
+       "\n",
+       "html[theme=dark],\n",
+       "body[data-theme=dark],\n",
+       "body.vscode-dark {\n",
+       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
+       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
+       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
+       "  --xr-border-color: #1F1F1F;\n",
+       "  --xr-disabled-color: #515151;\n",
+       "  --xr-background-color: #111111;\n",
+       "  --xr-background-color-row-even: #111111;\n",
+       "  --xr-background-color-row-odd: #313131;\n",
+       "}\n",
+       "\n",
+       ".xr-wrap {\n",
+       "  display: block !important;\n",
+       "  min-width: 300px;\n",
+       "  max-width: 700px;\n",
+       "}\n",
+       "\n",
+       ".xr-text-repr-fallback {\n",
+       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-header {\n",
+       "  padding-top: 6px;\n",
+       "  padding-bottom: 6px;\n",
+       "  margin-bottom: 4px;\n",
+       "  border-bottom: solid 1px var(--xr-border-color);\n",
+       "}\n",
+       "\n",
+       ".xr-header > div,\n",
+       ".xr-header > ul {\n",
+       "  display: inline;\n",
+       "  margin-top: 0;\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type,\n",
+       ".xr-array-name {\n",
+       "  margin-left: 2px;\n",
+       "  margin-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-obj-type {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-sections {\n",
+       "  padding-left: 0 !important;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input + label {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label {\n",
+       "  cursor: pointer;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-item input:enabled + label:hover {\n",
+       "  color: var(--xr-font-color0);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary {\n",
+       "  grid-column: 1;\n",
+       "  color: var(--xr-font-color2);\n",
+       "  font-weight: 500;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary > span {\n",
+       "  display: inline-block;\n",
+       "  padding-left: 0.5em;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label {\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in + label:before {\n",
+       "  display: inline-block;\n",
+       "  content: '►';\n",
+       "  font-size: 11px;\n",
+       "  width: 15px;\n",
+       "  text-align: center;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:disabled + label:before {\n",
+       "  color: var(--xr-disabled-color);\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label:before {\n",
+       "  content: '▼';\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked + label > span {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary,\n",
+       ".xr-section-inline-details {\n",
+       "  padding-top: 4px;\n",
+       "  padding-bottom: 4px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-inline-details {\n",
+       "  grid-column: 2 / -1;\n",
+       "}\n",
+       "\n",
+       ".xr-section-details {\n",
+       "  display: none;\n",
+       "  grid-column: 1 / -1;\n",
+       "  margin-bottom: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap {\n",
+       "  grid-column: 1 / -1;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 20px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-array-wrap > label {\n",
+       "  grid-column: 1;\n",
+       "  vertical-align: top;\n",
+       "}\n",
+       "\n",
+       ".xr-preview {\n",
+       "  color: var(--xr-font-color3);\n",
+       "}\n",
+       "\n",
+       ".xr-array-preview,\n",
+       ".xr-array-data {\n",
+       "  padding: 0 5px !important;\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-array-data,\n",
+       ".xr-array-in:checked ~ .xr-array-preview {\n",
+       "  display: none;\n",
+       "}\n",
+       "\n",
+       ".xr-array-in:checked ~ .xr-array-data,\n",
+       ".xr-array-preview {\n",
+       "  display: inline-block;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list {\n",
+       "  display: inline-block !important;\n",
+       "  list-style: none;\n",
+       "  padding: 0 !important;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li {\n",
+       "  display: inline-block;\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:before {\n",
+       "  content: '(';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list:after {\n",
+       "  content: ')';\n",
+       "}\n",
+       "\n",
+       ".xr-dim-list li:not(:last-child):after {\n",
+       "  content: ',';\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-has-index {\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list,\n",
+       ".xr-var-item {\n",
+       "  display: contents;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > div,\n",
+       ".xr-var-item label,\n",
+       ".xr-var-item > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-even);\n",
+       "  margin-bottom: 0;\n",
+       "}\n",
+       "\n",
+       ".xr-var-item > .xr-var-name:hover span {\n",
+       "  padding-right: 5px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-list > li:nth-child(odd) > div,\n",
+       ".xr-var-list > li:nth-child(odd) > label,\n",
+       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+       "  background-color: var(--xr-background-color-row-odd);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name {\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dims {\n",
+       "  grid-column: 2;\n",
+       "}\n",
+       "\n",
+       ".xr-var-dtype {\n",
+       "  grid-column: 3;\n",
+       "  text-align: right;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-preview {\n",
+       "  grid-column: 4;\n",
+       "}\n",
+       "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
+       ".xr-var-name,\n",
+       ".xr-var-dims,\n",
+       ".xr-var-dtype,\n",
+       ".xr-preview,\n",
+       ".xr-attrs dt {\n",
+       "  white-space: nowrap;\n",
+       "  overflow: hidden;\n",
+       "  text-overflow: ellipsis;\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name:hover,\n",
+       ".xr-var-dims:hover,\n",
+       ".xr-var-dtype:hover,\n",
+       ".xr-attrs dt:hover {\n",
+       "  overflow: visible;\n",
+       "  width: auto;\n",
+       "  z-index: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  display: none;\n",
+       "  background-color: var(--xr-background-color) !important;\n",
+       "  padding-bottom: 5px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
+       "  display: block;\n",
+       "}\n",
+       "\n",
+       ".xr-var-data > table {\n",
+       "  float: right;\n",
+       "}\n",
+       "\n",
+       ".xr-var-name span,\n",
+       ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
+       ".xr-attrs {\n",
+       "  padding-left: 25px !important;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs,\n",
+       ".xr-var-attrs,\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
+       "  grid-column: 1 / -1;\n",
+       "}\n",
+       "\n",
+       "dl.xr-attrs {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  display: grid;\n",
+       "  grid-template-columns: 125px auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt,\n",
+       ".xr-attrs dd {\n",
+       "  padding: 0;\n",
+       "  margin: 0;\n",
+       "  float: left;\n",
+       "  padding-right: 10px;\n",
+       "  width: auto;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt {\n",
+       "  font-weight: normal;\n",
+       "  grid-column: 1;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dt:hover span {\n",
+       "  display: inline-block;\n",
+       "  background: var(--xr-background-color);\n",
+       "  padding-right: 10px;\n",
+       "}\n",
+       "\n",
+       ".xr-attrs dd {\n",
+       "  grid-column: 2;\n",
+       "  white-space: pre-wrap;\n",
+       "  word-break: break-all;\n",
+       "}\n",
+       "\n",
+       ".xr-icon-database,\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
+       "  display: inline-block;\n",
+       "  vertical-align: middle;\n",
+       "  width: 1em;\n",
+       "  height: 1.5em !important;\n",
+       "  stroke-width: 0;\n",
+       "  stroke: currentColor;\n",
+       "  fill: currentColor;\n",
+       "}\n",
+       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+       "Dimensions:  (time: 5)\n",
+       "Coordinates:\n",
+       "  * time     (time) datetime64[ns] 2017-10-27T12:52:52.337000 ... 2017-10-27T...\n",
+       "    x        (time) float64 2.423 2.414 2.405 2.396 2.387\n",
+       "    y        (time) float64 51.25 51.31 51.37 51.42 51.48\n",
+       "    z        float64 nan\n",
+       "Data variables:\n",
+       "    c2       (time) float64 1.638 1.383 1.791 1.7 1.8\n",
+       "Attributes:\n",
+       "    gtype:    track</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-a7407c45-bd79-4ab7-8672-3660c20ed501' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a7407c45-bd79-4ab7-8672-3660c20ed501' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 5</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-bc3b5e7c-c501-44a8-a583-c11959649cf7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bc3b5e7c-c501-44a8-a583-c11959649cf7' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2017-10-27T12:52:52.337000 ... 2...</div><input id='attrs-97191277-c025-47ec-806b-3d0c67b96364' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-97191277-c025-47ec-806b-3d0c67b96364' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a590e00d-e5b9-482c-8ba3-b54076c36440' class='xr-var-data-in' type='checkbox'><label for='data-a590e00d-e5b9-482c-8ba3-b54076c36440' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2017-10-27T12:52:52.337000000&#x27;, &#x27;2017-10-27T12:52:53.280000000&#x27;,\n",
+       "       &#x27;2017-10-27T12:52:54.224000000&#x27;, &#x27;2017-10-27T12:52:55.167000000&#x27;,\n",
+       "       &#x27;2017-10-27T12:52:56.111000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>x</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.423 2.414 2.405 2.396 2.387</div><input id='attrs-7e649e78-9c25-407a-9d12-2d4343ed8f91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e649e78-9c25-407a-9d12-2d4343ed8f91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df021617-f8e4-4485-b1b6-5d6229643820' class='xr-var-data-in' type='checkbox'><label for='data-df021617-f8e4-4485-b1b6-5d6229643820' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>meter</dd><dt><span>eumType :</span></dt><dd>EUMType.Water_Level</dd><dt><span>eumUnit :</span></dt><dd>EUMUnit.meter</dd></dl></div><div class='xr-var-data'><pre>array([2.42285442, 2.4137888 , 2.40471053, 2.39561939, 2.38651562])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>y</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>51.25 51.31 51.37 51.42 51.48</div><input id='attrs-fcf48291-32de-44a9-b9c8-d850566efae8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fcf48291-32de-44a9-b9c8-d850566efae8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e9f35cd-62ac-4495-a2e2-e8a58f91c71b' class='xr-var-data-in' type='checkbox'><label for='data-0e9f35cd-62ac-4495-a2e2-e8a58f91c71b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>meter</dd><dt><span>eumType :</span></dt><dd>EUMType.Water_Level</dd><dt><span>eumUnit :</span></dt><dd>EUMUnit.meter</dd></dl></div><div class='xr-var-data'><pre>array([51.25335312, 51.3102684 , 51.36718369, 51.42409897, 51.48101425])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan</div><input id='attrs-543d7cef-8f91-4262-8e3d-9d9c9f088aa9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-543d7cef-8f91-4262-8e3d-9d9c9f088aa9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6eb637a4-a77e-4cb5-a2d4-7ef7a6a762fb' class='xr-var-data-in' type='checkbox'><label for='data-6eb637a4-a77e-4cb5-a2d4-7ef7a6a762fb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(nan)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a87981df-f6ae-4635-be0c-3ae5cce3f17b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a87981df-f6ae-4635-be0c-3ae5cce3f17b' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>c2</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.638 1.383 1.791 1.7 1.8</div><input id='attrs-a670aecb-8c8d-422c-97bb-b1c826fb0166' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a670aecb-8c8d-422c-97bb-b1c826fb0166' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e000da3-8281-46f5-8cbe-7c31d3555357' class='xr-var-data-in' type='checkbox'><label for='data-4e000da3-8281-46f5-8cbe-7c31d3555357' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>name :</span></dt><dd>swh</dd><dt><span>units :</span></dt><dd>meter</dd><dt><span>eumType :</span></dt><dd>EUMType.Significant_wave_height</dd><dt><span>eumUnit :</span></dt><dd>EUMUnit.meter</dd><dt><span>long_name :</span></dt><dd>Significant wave height</dd><dt><span>kind :</span></dt><dd>observation</dd><dt><span>color :</span></dt><dd>#d62728</dd><dt><span>weight :</span></dt><dd>1.0</dd></dl></div><div class='xr-var-data'><pre>array([1.63800013, 1.38300002, 1.79100013, 1.70000005, 1.80000007])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1b300e3a-a1dc-46e6-835d-ce6b28cf56ef' class='xr-section-summary-in' type='checkbox'  ><label for='section-1b300e3a-a1dc-46e6-835d-ce6b28cf56ef' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c523c799-713a-44af-884e-ec2c9f052221' class='xr-index-data-in' type='checkbox'/><label for='index-c523c799-713a-44af-884e-ec2c9f052221' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2017-10-27 12:52:52.337000&#x27;, &#x27;2017-10-27 12:52:53.280000&#x27;,\n",
+       "               &#x27;2017-10-27 12:52:54.224000&#x27;, &#x27;2017-10-27 12:52:55.167000&#x27;,\n",
+       "               &#x27;2017-10-27 12:52:56.111000&#x27;],\n",
+       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5f7bd6ed-6d9f-4cb8-85fe-7436a85105c7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5f7bd6ed-6d9f-4cb8-85fe-7436a85105c7' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>gtype :</span></dt><dd>track</dd></dl></div></li></ul></div></div>"
+      ],
+      "text/plain": [
+       "<xarray.Dataset>\n",
+       "Dimensions:  (time: 5)\n",
+       "Coordinates:\n",
+       "  * time     (time) datetime64[ns] 2017-10-27T12:52:52.337000 ... 2017-10-27T...\n",
+       "    x        (time) float64 2.423 2.414 2.405 2.396 2.387\n",
+       "    y        (time) float64 51.25 51.31 51.37 51.42 51.48\n",
+       "    z        float64 nan\n",
+       "Data variables:\n",
+       "    c2       (time) float64 1.638 1.383 1.791 1.7 1.8\n",
+       "Attributes:\n",
+       "    gtype:    track"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "o3 = ms.TrackObservation(\"../tests/testdata/SW/Alti_c2_Dutch.dfs0\", item=3, name=\"c2\")\n",
     "o3.data.head()"
@@ -98,27 +528,60 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 8,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "ms.plotting.spatial_overview([o1, o2, o3], mr);"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 9,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x200 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "ms.plotting.temporal_coverage([o1, o2, o3], mr);"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 10,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x200 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "ms.plotting.temporal_coverage([o1, o2, o3], mr, limit_to_model_period=False);"
    ]
@@ -132,7 +595,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -152,7 +615,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -161,9 +624,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 13,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<ComparerCollection>\n",
+       "Comparer: c2\n",
+       "Comparer: EPL\n",
+       "Comparer: HKNA"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "cc2 = ms.load(\"SW_DutchCoast.msk\")\n",
     "cc2"
@@ -171,83 +648,3237 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 14,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<style type=\"text/css\">\n",
+       "#T_8ab9d_row0_col1 {\n",
+       "  background-color: #a9c6fd;\n",
+       "  color: #000000;\n",
+       "}\n",
+       "#T_8ab9d_row0_col2, #T_8ab9d_row0_col3, #T_8ab9d_row0_col4, #T_8ab9d_row0_col6, #T_8ab9d_row0_col7, #T_8ab9d_row2_col5 {\n",
+       "  background-color: #fff7ec;\n",
+       "  color: #000000;\n",
+       "  text-decoration: underline;\n",
+       "  font-style: italic;\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "#T_8ab9d_row0_col5, #T_8ab9d_row1_col2, #T_8ab9d_row2_col2, #T_8ab9d_row2_col3, #T_8ab9d_row2_col4, #T_8ab9d_row2_col6, #T_8ab9d_row2_col7 {\n",
+       "  background-color: #7f0000;\n",
+       "  color: #f1f1f1;\n",
+       "}\n",
+       "#T_8ab9d_row1_col1 {\n",
+       "  background-color: #3b4cc0;\n",
+       "  color: #f1f1f1;\n",
+       "}\n",
+       "#T_8ab9d_row1_col3 {\n",
+       "  background-color: #f4734e;\n",
+       "  color: #f1f1f1;\n",
+       "}\n",
+       "#T_8ab9d_row1_col4 {\n",
+       "  background-color: #f26e4c;\n",
+       "  color: #f1f1f1;\n",
+       "}\n",
+       "#T_8ab9d_row1_col5 {\n",
+       "  background-color: #e0442f;\n",
+       "  color: #f1f1f1;\n",
+       "}\n",
+       "#T_8ab9d_row1_col6 {\n",
+       "  background-color: #fdd19b;\n",
+       "  color: #000000;\n",
+       "}\n",
+       "#T_8ab9d_row1_col7 {\n",
+       "  background-color: #c1120c;\n",
+       "  color: #f1f1f1;\n",
+       "}\n",
+       "#T_8ab9d_row2_col1 {\n",
+       "  background-color: #dcdddd;\n",
+       "  color: #000000;\n",
+       "  text-decoration: underline;\n",
+       "  font-style: italic;\n",
+       "  font-weight: bold;\n",
+       "}\n",
+       "</style>\n",
+       "<table id=\"T_8ab9d\">\n",
+       "  <thead>\n",
+       "    <tr>\n",
+       "      <th class=\"blank level0\" >&nbsp;</th>\n",
+       "      <th id=\"T_8ab9d_level0_col0\" class=\"col_heading level0 col0\" >n</th>\n",
+       "      <th id=\"T_8ab9d_level0_col1\" class=\"col_heading level0 col1\" >bias</th>\n",
+       "      <th id=\"T_8ab9d_level0_col2\" class=\"col_heading level0 col2\" >rmse</th>\n",
+       "      <th id=\"T_8ab9d_level0_col3\" class=\"col_heading level0 col3\" >urmse</th>\n",
+       "      <th id=\"T_8ab9d_level0_col4\" class=\"col_heading level0 col4\" >mae</th>\n",
+       "      <th id=\"T_8ab9d_level0_col5\" class=\"col_heading level0 col5\" >cc</th>\n",
+       "      <th id=\"T_8ab9d_level0_col6\" class=\"col_heading level0 col6\" >si</th>\n",
+       "      <th id=\"T_8ab9d_level0_col7\" class=\"col_heading level0 col7\" >r2</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th class=\"index_name level0\" >observation</th>\n",
+       "      <th class=\"blank col0\" >&nbsp;</th>\n",
+       "      <th class=\"blank col1\" >&nbsp;</th>\n",
+       "      <th class=\"blank col2\" >&nbsp;</th>\n",
+       "      <th class=\"blank col3\" >&nbsp;</th>\n",
+       "      <th class=\"blank col4\" >&nbsp;</th>\n",
+       "      <th class=\"blank col5\" >&nbsp;</th>\n",
+       "      <th class=\"blank col6\" >&nbsp;</th>\n",
+       "      <th class=\"blank col7\" >&nbsp;</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th id=\"T_8ab9d_level0_row0\" class=\"row_heading level0 row0\" >EPL</th>\n",
+       "      <td id=\"T_8ab9d_row0_col0\" class=\"data row0 col0\" >67</td>\n",
+       "      <td id=\"T_8ab9d_row0_col1\" class=\"data row0 col1\" >-0.067</td>\n",
+       "      <td id=\"T_8ab9d_row0_col2\" class=\"data row0 col2\" >0.224</td>\n",
+       "      <td id=\"T_8ab9d_row0_col3\" class=\"data row0 col3\" >0.213</td>\n",
+       "      <td id=\"T_8ab9d_row0_col4\" class=\"data row0 col4\" >0.189</td>\n",
+       "      <td id=\"T_8ab9d_row0_col5\" class=\"data row0 col5\" >0.970</td>\n",
+       "      <td id=\"T_8ab9d_row0_col6\" class=\"data row0 col6\" >0.083</td>\n",
+       "      <td id=\"T_8ab9d_row0_col7\" class=\"data row0 col7\" >0.933</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th id=\"T_8ab9d_level0_row1\" class=\"row_heading level0 row1\" >HKNA</th>\n",
+       "      <td id=\"T_8ab9d_row1_col0\" class=\"data row1 col0\" >386</td>\n",
+       "      <td id=\"T_8ab9d_row1_col1\" class=\"data row1 col1\" >-0.194</td>\n",
+       "      <td id=\"T_8ab9d_row1_col2\" class=\"data row1 col2\" >0.352</td>\n",
+       "      <td id=\"T_8ab9d_row1_col3\" class=\"data row1 col3\" >0.293</td>\n",
+       "      <td id=\"T_8ab9d_row1_col4\" class=\"data row1 col4\" >0.252</td>\n",
+       "      <td id=\"T_8ab9d_row1_col5\" class=\"data row1 col5\" >0.971</td>\n",
+       "      <td id=\"T_8ab9d_row1_col6\" class=\"data row1 col6\" >0.094</td>\n",
+       "      <td id=\"T_8ab9d_row1_col7\" class=\"data row1 col7\" >0.905</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th id=\"T_8ab9d_level0_row2\" class=\"row_heading level0 row2\" >c2</th>\n",
+       "      <td id=\"T_8ab9d_row2_col0\" class=\"data row2 col0\" >113</td>\n",
+       "      <td id=\"T_8ab9d_row2_col1\" class=\"data row2 col1\" >-0.001</td>\n",
+       "      <td id=\"T_8ab9d_row2_col2\" class=\"data row2 col2\" >0.352</td>\n",
+       "      <td id=\"T_8ab9d_row2_col3\" class=\"data row2 col3\" >0.352</td>\n",
+       "      <td id=\"T_8ab9d_row2_col4\" class=\"data row2 col4\" >0.295</td>\n",
+       "      <td id=\"T_8ab9d_row2_col5\" class=\"data row2 col5\" >0.974</td>\n",
+       "      <td id=\"T_8ab9d_row2_col6\" class=\"data row2 col6\" >0.128</td>\n",
+       "      <td id=\"T_8ab9d_row2_col7\" class=\"data row2 col7\" >0.900</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n"
+      ],
+      "text/plain": [
+       "<pandas.io.formats.style.Styler at 0x2494faeec20>"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "cc.skill().style()"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 15,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>n</th>\n",
+       "      <th>mean_absolute_error</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>observation</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>c2</th>\n",
+       "      <td>113</td>\n",
+       "      <td>0.294585</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "               n  mean_absolute_error\n",
+       "observation                          \n",
+       "c2           113             0.294585"
+      ]
+     },
+     "execution_count": 15,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "cc.save"
+    "cc[\"c2\"].skill(metrics=\"mean_absolute_error\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 16,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x500 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
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+              "outlinewidth": 0,
+              "ticks": ""
+             }
+            },
+            "type": "scatterternary"
+           }
+          ],
+          "surface": [
+           {
+            "colorbar": {
+             "outlinewidth": 0,
+             "ticks": ""
+            },
+            "colorscale": [
+             [
+              0,
+              "#0d0887"
+             ],
+             [
+              0.1111111111111111,
+              "#46039f"
+             ],
+             [
+              0.2222222222222222,
+              "#7201a8"
+             ],
+             [
+              0.3333333333333333,
+              "#9c179e"
+             ],
+             [
+              0.4444444444444444,
+              "#bd3786"
+             ],
+             [
+              0.5555555555555556,
+              "#d8576b"
+             ],
+             [
+              0.6666666666666666,
+              "#ed7953"
+             ],
+             [
+              0.7777777777777778,
+              "#fb9f3a"
+             ],
+             [
+              0.8888888888888888,
+              "#fdca26"
+             ],
+             [
+              1,
+              "#f0f921"
+             ]
+            ],
+            "type": "surface"
+           }
+          ],
+          "table": [
+           {
+            "cells": {
+             "fill": {
+              "color": "#EBF0F8"
+             },
+             "line": {
+              "color": "white"
+             }
+            },
+            "header": {
+             "fill": {
+              "color": "#C8D4E3"
+             },
+             "line": {
+              "color": "white"
+             }
+            },
+            "type": "table"
+           }
+          ]
+         },
+         "layout": {
+          "annotationdefaults": {
+           "arrowcolor": "#2a3f5f",
+           "arrowhead": 0,
+           "arrowwidth": 1
+          },
+          "autotypenumbers": "strict",
+          "coloraxis": {
+           "colorbar": {
+            "outlinewidth": 0,
+            "ticks": ""
+           }
+          },
+          "colorscale": {
+           "diverging": [
+            [
+             0,
+             "#8e0152"
+            ],
+            [
+             0.1,
+             "#c51b7d"
+            ],
+            [
+             0.2,
+             "#de77ae"
+            ],
+            [
+             0.3,
+             "#f1b6da"
+            ],
+            [
+             0.4,
+             "#fde0ef"
+            ],
+            [
+             0.5,
+             "#f7f7f7"
+            ],
+            [
+             0.6,
+             "#e6f5d0"
+            ],
+            [
+             0.7,
+             "#b8e186"
+            ],
+            [
+             0.8,
+             "#7fbc41"
+            ],
+            [
+             0.9,
+             "#4d9221"
+            ],
+            [
+             1,
+             "#276419"
+            ]
+           ],
+           "sequential": [
+            [
+             0,
+             "#0d0887"
+            ],
+            [
+             0.1111111111111111,
+             "#46039f"
+            ],
+            [
+             0.2222222222222222,
+             "#7201a8"
+            ],
+            [
+             0.3333333333333333,
+             "#9c179e"
+            ],
+            [
+             0.4444444444444444,
+             "#bd3786"
+            ],
+            [
+             0.5555555555555556,
+             "#d8576b"
+            ],
+            [
+             0.6666666666666666,
+             "#ed7953"
+            ],
+            [
+             0.7777777777777778,
+             "#fb9f3a"
+            ],
+            [
+             0.8888888888888888,
+             "#fdca26"
+            ],
+            [
+             1,
+             "#f0f921"
+            ]
+           ],
+           "sequentialminus": [
+            [
+             0,
+             "#0d0887"
+            ],
+            [
+             0.1111111111111111,
+             "#46039f"
+            ],
+            [
+             0.2222222222222222,
+             "#7201a8"
+            ],
+            [
+             0.3333333333333333,
+             "#9c179e"
+            ],
+            [
+             0.4444444444444444,
+             "#bd3786"
+            ],
+            [
+             0.5555555555555556,
+             "#d8576b"
+            ],
+            [
+             0.6666666666666666,
+             "#ed7953"
+            ],
+            [
+             0.7777777777777778,
+             "#fb9f3a"
+            ],
+            [
+             0.8888888888888888,
+             "#fdca26"
+            ],
+            [
+             1,
+             "#f0f921"
+            ]
+           ]
+          },
+          "colorway": [
+           "#636efa",
+           "#EF553B",
+           "#00cc96",
+           "#ab63fa",
+           "#FFA15A",
+           "#19d3f3",
+           "#FF6692",
+           "#B6E880",
+           "#FF97FF",
+           "#FECB52"
+          ],
+          "font": {
+           "color": "#2a3f5f"
+          },
+          "geo": {
+           "bgcolor": "white",
+           "lakecolor": "white",
+           "landcolor": "#E5ECF6",
+           "showlakes": true,
+           "showland": true,
+           "subunitcolor": "white"
+          },
+          "hoverlabel": {
+           "align": "left"
+          },
+          "hovermode": "closest",
+          "mapbox": {
+           "style": "light"
+          },
+          "paper_bgcolor": "white",
+          "plot_bgcolor": "#E5ECF6",
+          "polar": {
+           "angularaxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           },
+           "bgcolor": "#E5ECF6",
+           "radialaxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           }
+          },
+          "scene": {
+           "xaxis": {
+            "backgroundcolor": "#E5ECF6",
+            "gridcolor": "white",
+            "gridwidth": 2,
+            "linecolor": "white",
+            "showbackground": true,
+            "ticks": "",
+            "zerolinecolor": "white"
+           },
+           "yaxis": {
+            "backgroundcolor": "#E5ECF6",
+            "gridcolor": "white",
+            "gridwidth": 2,
+            "linecolor": "white",
+            "showbackground": true,
+            "ticks": "",
+            "zerolinecolor": "white"
+           },
+           "zaxis": {
+            "backgroundcolor": "#E5ECF6",
+            "gridcolor": "white",
+            "gridwidth": 2,
+            "linecolor": "white",
+            "showbackground": true,
+            "ticks": "",
+            "zerolinecolor": "white"
+           }
+          },
+          "shapedefaults": {
+           "line": {
+            "color": "#2a3f5f"
+           }
+          },
+          "ternary": {
+           "aaxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           },
+           "baxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           },
+           "bgcolor": "#E5ECF6",
+           "caxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           }
+          },
+          "title": {
+           "x": 0.05
+          },
+          "xaxis": {
+           "automargin": true,
+           "gridcolor": "white",
+           "linecolor": "white",
+           "ticks": "",
+           "title": {
+            "standoff": 15
+           },
+           "zerolinecolor": "white",
+           "zerolinewidth": 2
+          },
+          "yaxis": {
+           "automargin": true,
+           "gridcolor": "white",
+           "linecolor": "white",
+           "ticks": "",
+           "title": {
+            "standoff": 15
+           },
+           "zerolinecolor": "white",
+           "zerolinewidth": 2
+          }
+         }
+        },
+        "title": {
+         "text": "HKNA"
+        },
+        "width": 1000,
+        "yaxis": {
+         "title": {
+          "text": "Significant wave height [meter]"
+         }
+        }
+       }
+      }
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "cc[\"HKNA\"].plot.timeseries(figsize=(10,5));"
+    "cc[\"HKNA\"].plot.timeseries(width=1000, backend=\"plotly\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 18,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x800 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "cc[\"HKNA\"].plot.timeseries(width=1000, backend=\"plotly\")"
+    "cc[\"EPL\"].plot.scatter(figsize=(8,8), show_hist=True); "
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 19,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.plotly.v1+json": {
+       "config": {
+        "plotlyServerURL": "https://plot.ly"
+       },
+       "data": [
+        {
+         "line": {
+          "color": "blue"
+         },
+         "mode": "lines",
+         "name": "1:1",
+         "type": "scatter",
+         "x": [
+          0.7525000184774399,
+          4.437499979138375
+         ],
+         "y": [
+          0.7525000184774399,
+          4.437499979138375
+         ]
+        },
+        {
+         "line": {
+          "color": "red"
+         },
+         "mode": "lines",
+         "name": "Fit: y=0.98x-0.03",
+         "type": "scatter",
+         "x": [
+          0.7525000184774399,
+          4.437499979138375
+         ],
+         "y": [
+          0.714789077647557,
+          4.3417517944022865
+         ]
+        },
+        {
+         "colorbar": {
+          "title": {
+           "text": "# of points"
+          }
+         },
+         "colorscale": [
+          [
+           0,
+           "rgba(0,0,0,0)"
+          ],
+          [
+           0.1,
+           "purple"
+          ],
+          [
+           0.5,
+           "green"
+          ],
+          [
+           1,
+           "yellow"
+          ]
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+              "#d8576b"
+             ],
+             [
+              0.6666666666666666,
+              "#ed7953"
+             ],
+             [
+              0.7777777777777778,
+              "#fb9f3a"
+             ],
+             [
+              0.8888888888888888,
+              "#fdca26"
+             ],
+             [
+              1,
+              "#f0f921"
+             ]
+            ],
+            "type": "surface"
+           }
+          ],
+          "table": [
+           {
+            "cells": {
+             "fill": {
+              "color": "#EBF0F8"
+             },
+             "line": {
+              "color": "white"
+             }
+            },
+            "header": {
+             "fill": {
+              "color": "#C8D4E3"
+             },
+             "line": {
+              "color": "white"
+             }
+            },
+            "type": "table"
+           }
+          ]
+         },
+         "layout": {
+          "annotationdefaults": {
+           "arrowcolor": "#2a3f5f",
+           "arrowhead": 0,
+           "arrowwidth": 1
+          },
+          "autotypenumbers": "strict",
+          "coloraxis": {
+           "colorbar": {
+            "outlinewidth": 0,
+            "ticks": ""
+           }
+          },
+          "colorscale": {
+           "diverging": [
+            [
+             0,
+             "#8e0152"
+            ],
+            [
+             0.1,
+             "#c51b7d"
+            ],
+            [
+             0.2,
+             "#de77ae"
+            ],
+            [
+             0.3,
+             "#f1b6da"
+            ],
+            [
+             0.4,
+             "#fde0ef"
+            ],
+            [
+             0.5,
+             "#f7f7f7"
+            ],
+            [
+             0.6,
+             "#e6f5d0"
+            ],
+            [
+             0.7,
+             "#b8e186"
+            ],
+            [
+             0.8,
+             "#7fbc41"
+            ],
+            [
+             0.9,
+             "#4d9221"
+            ],
+            [
+             1,
+             "#276419"
+            ]
+           ],
+           "sequential": [
+            [
+             0,
+             "#0d0887"
+            ],
+            [
+             0.1111111111111111,
+             "#46039f"
+            ],
+            [
+             0.2222222222222222,
+             "#7201a8"
+            ],
+            [
+             0.3333333333333333,
+             "#9c179e"
+            ],
+            [
+             0.4444444444444444,
+             "#bd3786"
+            ],
+            [
+             0.5555555555555556,
+             "#d8576b"
+            ],
+            [
+             0.6666666666666666,
+             "#ed7953"
+            ],
+            [
+             0.7777777777777778,
+             "#fb9f3a"
+            ],
+            [
+             0.8888888888888888,
+             "#fdca26"
+            ],
+            [
+             1,
+             "#f0f921"
+            ]
+           ],
+           "sequentialminus": [
+            [
+             0,
+             "#0d0887"
+            ],
+            [
+             0.1111111111111111,
+             "#46039f"
+            ],
+            [
+             0.2222222222222222,
+             "#7201a8"
+            ],
+            [
+             0.3333333333333333,
+             "#9c179e"
+            ],
+            [
+             0.4444444444444444,
+             "#bd3786"
+            ],
+            [
+             0.5555555555555556,
+             "#d8576b"
+            ],
+            [
+             0.6666666666666666,
+             "#ed7953"
+            ],
+            [
+             0.7777777777777778,
+             "#fb9f3a"
+            ],
+            [
+             0.8888888888888888,
+             "#fdca26"
+            ],
+            [
+             1,
+             "#f0f921"
+            ]
+           ]
+          },
+          "colorway": [
+           "#636efa",
+           "#EF553B",
+           "#00cc96",
+           "#ab63fa",
+           "#FFA15A",
+           "#19d3f3",
+           "#FF6692",
+           "#B6E880",
+           "#FF97FF",
+           "#FECB52"
+          ],
+          "font": {
+           "color": "#2a3f5f"
+          },
+          "geo": {
+           "bgcolor": "white",
+           "lakecolor": "white",
+           "landcolor": "#E5ECF6",
+           "showlakes": true,
+           "showland": true,
+           "subunitcolor": "white"
+          },
+          "hoverlabel": {
+           "align": "left"
+          },
+          "hovermode": "closest",
+          "mapbox": {
+           "style": "light"
+          },
+          "paper_bgcolor": "white",
+          "plot_bgcolor": "#E5ECF6",
+          "polar": {
+           "angularaxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           },
+           "bgcolor": "#E5ECF6",
+           "radialaxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           }
+          },
+          "scene": {
+           "xaxis": {
+            "backgroundcolor": "#E5ECF6",
+            "gridcolor": "white",
+            "gridwidth": 2,
+            "linecolor": "white",
+            "showbackground": true,
+            "ticks": "",
+            "zerolinecolor": "white"
+           },
+           "yaxis": {
+            "backgroundcolor": "#E5ECF6",
+            "gridcolor": "white",
+            "gridwidth": 2,
+            "linecolor": "white",
+            "showbackground": true,
+            "ticks": "",
+            "zerolinecolor": "white"
+           },
+           "zaxis": {
+            "backgroundcolor": "#E5ECF6",
+            "gridcolor": "white",
+            "gridwidth": 2,
+            "linecolor": "white",
+            "showbackground": true,
+            "ticks": "",
+            "zerolinecolor": "white"
+           }
+          },
+          "shapedefaults": {
+           "line": {
+            "color": "#2a3f5f"
+           }
+          },
+          "ternary": {
+           "aaxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           },
+           "baxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           },
+           "bgcolor": "#E5ECF6",
+           "caxis": {
+            "gridcolor": "white",
+            "linecolor": "white",
+            "ticks": ""
+           }
+          },
+          "title": {
+           "x": 0.05
+          },
+          "xaxis": {
+           "automargin": true,
+           "gridcolor": "white",
+           "linecolor": "white",
+           "ticks": "",
+           "title": {
+            "standoff": 15
+           },
+           "zerolinecolor": "white",
+           "zerolinewidth": 2
+          },
+          "yaxis": {
+           "automargin": true,
+           "gridcolor": "white",
+           "linecolor": "white",
+           "ticks": "",
+           "title": {
+            "standoff": 15
+           },
+           "zerolinecolor": "white",
+           "zerolinewidth": 2
+          }
+         }
+        },
+        "title": {
+         "text": "HKZN_local vs EPL",
+         "x": 0.5,
+         "xanchor": "center",
+         "y": 0.9,
+         "yanchor": "top"
+        },
+        "width": 600,
+        "xaxis": {
+         "range": [
+          0.7525000184774399,
+          4.437499979138375
+         ],
+         "title": {
+          "text": "Observation, Significant wave height [meter]"
+         }
+        },
+        "yaxis": {
+         "range": [
+          0.7525000184774399,
+          4.437499979138375
+         ],
+         "scaleanchor": "x",
+         "scaleratio": 1,
+         "title": {
+          "text": "Model, Significant wave height [meter]"
+         }
+        }
+       }
+      }
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "cc[\"EPL\"].plot.scatter(figsize=(8,8), show_hist=True); "
+    "cc[\"EPL\"].plot.scatter(show_hist=True, backend='plotly', width=600, height=600); #,xlim=[-1,11])"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 20,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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bt8eaNWvU65qZmRX4Qz48PBx37tzBTz/9hNzcXOTm5kKhUMDf3x9Xr15FZGQk5s+fDwB48uSJer3s7OwiY3769CmEEBoxr1+/HitXrsTNmzfh6emJqVOn4t1331Uvf/jwIebNm4e4uDhkZWXB29sb8+bNQ/fu3XHv3j1Mnz4dx48fx/379+Hl5YWwsDC89dZb6vXz8vKQm5tbovc4NzcXT548wZEjR5CXl6ex7PDhw8Ue52WMpvjJzs7GqVOnkJycjPfffx/A/1eIZmZmOHDgADp37lxgvfDwcISFhalfZ2Vlwd3dHd26dYOdnV25xV8YhUKB+Ph4BAYG6vWeBoYmhTyZo2lgjuXj6dOnuH79OmxtbWFlZaVut7S01M0GhEBObi4sLSyAIg57leb3gLm5OczMzAqsm/8HdZUqVdT/P3fuHIYMGYIBAwbgs88+K/JePKtXr8a2bdtw6NAhNGjQQGN7lpaWWLhwIQYPHoxp06ahVq1asLa2VvepUqVKkYf3rKysIJPJ1DHv2bMH4eHhWLZsGbp06YIffvgB77//Pl555RV06tQJKpUKwcHByM7OxldffYU6derg/PnzkMvlsLOzQ3Z2Ntq2bYvZs2fDzs4OcXFxGDduHBo1aoQ2bdoAeFbgWlhYlOg9fvr0KaytrdGxY0f15yL/89qpU6dij/MyRlP82NnZ4dy5cxpt0dHR+Omnn7Bz5054e3trXc/S0lLrN5O5uXmF+sFW0eLRlX8+f3YlX55MBrjXwsMNMTDTwW7t6hPeL/MY+mKqc/k85mgaDJmjUqmETCZDpUqVNAoCXV3qrP4pI5MVOWZpbgwok8nwww8/FPilnn9vmudz6tevH/r374/o6Ogixzxy5AimTJmC6OhovPbaawW2J5PJ0K9fP3z66aeIjIzE+vXrC7xvReWSvyz/36VLlyIkJATjx48HANSvXx8nTpzA0qVL0aVLFxw8eBC//vorUlNT1UdbfHx81OO5u7tj+vTp6tcTJ07E/v37sWvXLo2LkV4Wl7Y4ZTKZ1s+mLj+rBi1+Hj16hL/++kv9+urVq0hJSYGjoyM8PDwQHh6OmzdvYtOmTahUqRIaN26ssX6NGjVgZWVVoJ2IiEifOnXqhNWrV2u0nThxAoMHD9Zo6927N/bs2YOjR4+iQ4cOWsdKS0vDW2+9hTFjxmDUqFFFbnfRokXo3Lkzpk6dWqb4U1NTMWbMGI229u3bY8WKFQCAlJQU1KpVq9DTTJRKJT7++GNs374dN2/eVJ9fW7ly5TLFVV4Meqn7qVOn0KJFC7Ro0QIAEBYWhhYtWmDu3LkAgPT0dKSlpRkyRCIiogIqV64MHx8fja+aNWsW6Ld27VoMGDAAwcHBWq/sevLkCfr27YtGjRph+fLlL91ux44dERQUhA8++KDMOby4R0wIoW57/pCaNkuWLMGyZcswY8YM/PTTT0hJSUFQUFCBE7grKoPu+QkICCjyzP7Y2Ngi14+IiEBERIRugyIiItIRmUyGtWvXQi6Xo0ePHvjhhx8QEBCgXj5q1Cjcu3cP+/fvL/ZVzB9//DGaN29eoot/XtSgQQP8/PPPGDp0qLotKSlJfa5R06ZNcePGDVy8eFHrdo4ePYrevXur93SpVCpcunRJ41ylisxozvkhIiIyRjKZDNHR0ZDL5ejZsyf27duHzp07Y/HixdixYwf27duHvLw8ZGRkaKxnb2+vdQ9MkyZNMGjQIHz++eeljmn69Ol455130LJlS3Tp0gX79u3D7t27cfDgQQCAv78/OnbsiH79+mHp0qXw8fHBn3/+CZlMhu7du8PHxwe7du1CUlISHBwcsHTpUmRkZBhN8cMHmxIREemZTCbDypUrMWrUKLz++us4ePAgoqOjoVAo0L17d7i6uhb42r59e6Hjffjhh2W6J1KfPn2wYsUKLF68GI0aNcLatWsRExOjsVdq165daN26NQYMGICGDRtixowZ6pO658yZg5YtWyIoKAgBAQFwcXFBnz59Sh1PeeOeHyIiqjBKc8dlbVQqFbKysmBnZ1eqK7qKUtgpGc+fylHYaR0rVqxQn1R89erVUm/P09MTT58+Vef5MiEhIQgJCdFoe++99/Dee+8Vuo6joyM2bNhQ6LKXPYw8ISHhpXEZCvf8EBERkaSw+CEiIjJyPXr0gK2trdavhQsXGjq8CoeHvYiIiIzcF198UeijQRwdHcs5moqPxQ8REZGRq1mzps7PbTJlfKeIiIhIUlj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8REZEeeHl5FetJ7cYiISEBMpkMDx48MHQoZcZL3YmIqML45/OVOhlHCIGcnBzkWlpCJpMV2q/6hPdLNf7169cRERGB//73v8jMzISrqyv69OmDuXPnwsnJqbRhVxgBAQFo3ry5RvHWrl07pKenw97e3nCB6Qj3/BAREZXAlStX0KpVK1y8eBFbt27FX3/9hTVr1uDQoUPw8/PDvXv3DBKXUqmESqXS2/gWFhZwcXEpspg0Fix+iIiISmD8+PGwsLDAgQMH4O/vDw8PDwQHB+PgwYO4efMmZs+ere6bnZ2NgQMHwtbWFm5ubvj88881xoqIiICHhwcsLS3h5uaGiRMnqpfl5uZixowZqFmzJipXrow2bdpoPCw0NjYWjo6O+PHHH9G4cWNYWlriiy++gJWVVYFDUxMnToS/vz8A4O7duxgwYABq1aoFGxsbNGnSBFu3blX3DQkJQWJiIlasWAGZTAaZTIZr165pPey1a9cuNGrUCJaWlvDy8sKSJUs0tuvl5YWFCxdixIgRqFKlCjw8PLBu3brSvvU6w+KHiIiomO7du4f9+/cjNDQU1tbWGstcXFwwaNAgbN++Xf1E98WLF6Np06Y4c+YMwsPDMWXKFMTHxwMAdu7ciWXLlmHt2rW4dOkS9u7diyZNmqjHGz58OI4dO4Zt27bh7NmzePvtt9G9e3dcunRJ3efx48dYtmwZ1q1bhz/++AODBw9G1apVsWvXLnUfpVKJb775BoMGDQIAPH36FL6+vvj+++/x+++/Y8yYMRgyZAhOnDgB4NmT5/38/DB69Gikp6cjPT0d7u7uBd6L06dP45133sG7776Lc+fOISIiAnPmzCnwFPolS5agVatWSE5ORmhoKN577z38+eefZZiFsuM5P0RERMV06dIlCCHQoEEDrcsbNGiA+/fv459//gEAtG/fHrNmzQIA1K1bF8eOHcOyZcsQGBiItLQ0uLi4oGvXrjA3N4eHhwdeffVVAMDly5exdetW3LhxA25ubgCAadOm4ccff0RMTIz6YaUKhQKffvop2rVrp368Rf/+/bFlyxaMHDkSAHDo0CHcv38fb7/9NoBnj8KYNm2aOuYJEybgxx9/xI4dO9CmTRvY29vDwsICNjY2cHFxKfS9WLp0Kbp06YI5c+ao8zt//jwWL16MkJAQdb8ePXogNDQUADBz5kwsW7YMCQkJqF+/fgneed3inh8iIiIdyd/jk39ejJ+fn8ZyPz8/pKamAgDefvttPHnyBLVr18bo0aOxZ88e5OXlAQDOnDkDIQTq1q2r8YT2xMREXL58WT2ehYUFGjdurLGNQYMGISEhAbdu3QIAbN68GT169ICDgwOAZ3uCPvroIzRt2hROTk6wtbXFgQMHkJaWVqJcU1NT0b59e4229u3b49KlS1Aqleq2pk2bqv8vk8ng4uKCO3fulGhbusbih4iIqJh8fHwgk8lw/vx5rcv//PNPODg4oFq1aoWOkV8Yubu748KFC1i1ahWsra0RGhqKjh07QqFQQKVSQS6X4/Tp00hJSVF/paamYsWKFeqxrK2tC5yA/Oqrr6JOnTrYtm0bnjx5gj179mDw4MHq5UuWLMGyZcswY8YM/PTTT0hJSUFQUBByc3NL9F4IIQpsO7/4e565uXmB/PV5YnZx8LAXERFRMTk5OSEwMBDR0dGYMmWKxnk/GRkZ2Lx5M4YOHaouCo4fP66x/vHjxzUO91hbW+ONN97AG2+8gfHjx6N+/fo4d+4cWrRoAaVSiTt37qBDhw4ljnPgwIHYvHkzatWqhUqVKqFnz57qZUePHkXv3r3VBZFKpcKlS5c0DuVZWFho7L3RpmHDhvj555812pKSklC3bl3I5fISx1yeuOeHiIioBFauXImcnBwEBQXhyJEjuH79On788UcEBgaiZs2a+Oijj9R9jx07hk8++QQXL17EqlWrsGPHDkyaNAnAs6u11q9fj99//x1XrlzBV199BWtra3h6eqJu3boYNGgQhg4dit27d+Pq1as4efIkFi1ahLi4uJfGOGjQIJw5cwYfffQR3nrrLVhZWamX+fj4ID4+HklJSUhNTcXYsWORkZGhsb6XlxdOnDiBa9euITMzU+uemqlTp+LQoUP48MMPcfHiRWzcuBErV67UOJ+oomLxQ0REVAKvvPIKTp06hTp16qB///6oU6cOxowZg06dOuGXX36Bo6Ojuu/UqVNx+vRptGjRAh9++CGWLFmCoKAgAEDVqlXxxRdfoH379mjatCkOHTqEffv2qW+SGBMTg6FDh2Lq1KmoV68e3njjDZw4cULrlVfaYmzdujXOnj2rvsor35w5c9CyZUsEBQUhICAALi4u6NOnj0afadOmQS6Xo2HDhqhevbrW84FatmyJb775Btu2bUPjxo0xd+5czJ8/X+Nk54qKh72IiKjCKO0dl1+kUqmQlZUFOzs79VVQuuTp6YmYmJgi+1y7dq3I5X369ClQdDzP3NwckZGRiIyM1Lo8JCQEQ4cORVZWltblv/76q9Z2R0dH7N27t8jY6tati19++UWjzcvLq8A5Pf369UO/fv0KHUfbe5CSklLktssD9/wQERGRpLD4ISIiIklh8UNERESSwuKHiIiIJIXFDxERGYy2m+KRdJXX54HFDxERlbv8u/4+fvzYwJFQRZJ/l2l93ySRl7oTEVG5k8vlqFq1qvoZTzY2NgUelVAWKpUKubm5ePr0qV4uda8oTClPlUqFf/75BzY2NjAz0295wuKHiIgMIv+J4fp4yKUQAk+ePNH67CtTYmp5VqpUCR4eHnrPhcUPEREZhEwmg6urK2rUqAGFQqHTsRUKBY4cOYKOHTsWeLCmKTG1PC0sLMplDxaLHyIiMii5XK7zczzkcjny8vJgZWVlEkVBYaSSp64Z9wFCIiIiohJi8UNERESSwuKHiIiIJIXFDxEREUkKix8iIiKSFBY/REREJCkGLX6OHDmCXr16wc3NDTKZDHv37i2y/+7duxEYGIjq1avDzs4Ofn5+2L9/f/kES0RERCbBoMXPv//+i2bNmmHlypXF6n/kyBEEBgYiLi4Op0+fRqdOndCrVy8kJyfrOVIiIiIyFQa9yWFwcDCCg4OL3X/58uUarxcuXIhvv/0W+/btQ4sWLXQcHREREZkio77Ds0qlQnZ2NhwdHQvtk5OTg5ycHPXrrKwsAM9uCa7r26mXRn4MFSEWfcj73/NZlC/8W1YV8f0y9bkEmKOpYI6mQwp56iNHmRBC6Gy0MpDJZNizZw/69OlT7HUWL16Mjz/+GKmpqahRo4bWPhEREYiMjCzQvmXLFtjY2JQ2XCIiIipHjx8/xsCBA/Hw4UPY2dmVaSyjLX62bt2KUaNG4dtvv0XXrl0L7adtz4+7uzsyMzPL/ObpgkKhQHx8PAIDA03yuSyZa9cBeLbH53StmvC9cRNyHXzkqo0dU+YxdM3U5xJgjqaCOZoOKeSZn2ObNm3g6uqqk+LHKA97bd++HSNHjsSOHTuKLHwAwNLSEpaWlgXazc3NK9QHpaLFoytmLxQ6ciEKtJVGRX6vTHUun8ccTQNzNB1SyFOX+RndfX62bt2KkJAQbNmyBT179jR0OERERGRkDLrn59GjR/jrr7/Ur69evYqUlBQ4OjrCw8MD4eHhuHnzJjZt2gTgWeEzdOhQrFixAm3btkVGRgYAwNraGvb29gbJgYiIiIyLQff8nDp1Ci1atFBfph4WFoYWLVpg7ty5AID09HSkpaWp+69duxZ5eXkYP348XF1d1V+TJk0ySPxERERkfAy65ycgIABFnW8dGxur8TohIUG/AREREZHJM7pzfoiIiIjKgsUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSTFo8XPkyBH06tULbm5ukMlk2Lt370vXSUxMhK+vL6ysrFC7dm2sWbNG/4ESERGRyTBo8fPvv/+iWbNmWLlyZbH6X716FT169ECHDh2QnJyMDz74ABMnTsSuXbv0HCkRERGZCjNDbjw4OBjBwcHF7r9mzRp4eHhg+fLlAIAGDRrg1KlT+PTTT9GvXz89RUlERESmxKjO+fnll1/QrVs3jbagoCCcOnUKCoXCQFERERGRMTHonp+SysjIgLOzs0abs7Mz8vLykJmZCVdX1wLr5OTkICcnR/06KysLAKBQKCpEwZQfQ0WIRR/yZDIAgPKFf8uqIr5fpj6XAHM0FczRdEghT33kaFTFDwDIXvjlKYTQ2p4vKioKkZGRBdoPHDgAGxsb3QdYSvHx8YYOQT/ca2m8PF2rpm7GjYvTzTh6YLJz+RzmaBqYo+mQQp6HDx/W2VhGVfy4uLggIyNDo+3OnTswMzODk5OT1nXCw8MRFhamfp2VlQV3d3d069YNdnZ2eo23OBQKBeLj4xEYGAhzc3NDh6NzmWvXAXi2x+d0rZrwvXET8v8VrGVRbeyYMo+ha6Y+lwBzNBXM0XRIIc/8HDt16qSzMY2q+PHz88O+ffs02g4cOIBWrVoVOumWlpawtLQs0G5ubl6hPigVLR5dMXuh0JELUaCtNCrye2Wqc/k85mgamKPpkEKeuszPoCc8P3r0CCkpKUhJSQHw7FL2lJQUpKWlAXi212bo0KHq/uPGjcPff/+NsLAwpKamYsOGDVi/fj2mTZtmiPCJiIjICBl0z8+pU6c0dmPlH54aNmwYYmNjkZ6eri6EAMDb2xtxcXGYMmUKVq1aBTc3N3z22We8zJ2IiIiKzaDFT0BAgPqEZW1iY2MLtPn7++PMmTN6jIqIiIhMmVHd54eIiIiorFj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpLH6IiIhIUlj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCTFoE91l4JlBy8WuVwmlPAGsCrhLwiZvNjjTulat4yRERERSRP3/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUM0MHQKWz7OBFnY85pWtdnY9JRERU0XDPDxEREUkKix8iIiKSlFIVPwkJCToOg4iIiKh8lKr46d69O+rUqYMFCxbg+vXrZQogOjoa3t7esLKygq+vL44ePVpk/82bN6NZs2awsbGBq6srhg8fjrt375YpBiIiIpKOUhU/t27dwqRJk7B79254e3sjKCgI33zzDXJzc0s0zvbt2zF58mTMnj0bycnJ6NChA4KDg5GWlqa1/88//4yhQ4di5MiR+OOPP7Bjxw6cPHkSo0aNKk0aREREJEGlutrL0dEREydOxMSJE5GSkoINGzZg/PjxeO+99zBo0CCMHDkSzZo1e+k4S5cuxciRI9XFy/Lly7F//36sXr0aUVFRBfofP34cXl5emDhxIgDA29sbY8eOxSeffFKaNOh/fH7YCgD4J9XJwJEQERHpX5kvdW/evDlmzZoFR0dHfPzxx9iwYQOio6Ph5+eHNWvWoFGjRlrXy83NxenTpzFr1iyN9m7duiEpKUnrOu3atcPs2bMRFxeH4OBg3LlzBzt37kTPnj0LjS8nJwc5OTnq11lZWQAAhUIBhUJR0nRLTCaUxVr+sn76JOTPdgDmyWR624byf2MrdbSN8pi7ksqPqSLGpivM0TQwR9MhhTz1kaNMCCFKG8y3336LDRs2ID4+Hq1atcLIkSMxYMAA3Lt3DzNnzkRKSgrOnz+vdf1bt26hZs2aOHbsGNq1a6duX7hwITZu3IgLFy5oXW/nzp0YPnw4nj59iry8PLzxxhvYuXMnzM3NtfaPiIhAZGRkgfYtW7bAxsamFJkTERFReXv8+DEGDhyIhw8fws7Orkxjlar4mTBhArZufXaoZPDgwRg1ahQaN26s0SctLQ1eXl5QqVRax8gvfpKSkuDn56du/+ijj/DVV1/hzz//LLDO+fPn0bVrV0yZMgVBQUFIT0/H9OnT0bp1a6xfv17rdrTt+XF3d0dmZmaZ37ziWJXwV5HLZUIJryeXcc26DoRMrvd4tKm9fycAoLWXo962oZTJcLpWTfjeuAl56eptDdXGjtFBVLqlUCgQHx+PwMDAQotxY8ccTQNzNB1SyDM/xzZt2sDV1VUnxU+pDnudP38en3/+Ofr16wcLCwutfdzc3HD48OFCx6hWrRrkcjkyMjI02u/cuQNnZ2et60RFRaF9+/aYPn06AKBp06aoXLkyOnTogAULFsDV1bXAOpaWlrC0tCzQbm5uXi4flOIWNEImN1jxI1M+K1DNdFCUvIxcCJ1spyJ/k5fXZ8uQmKNpYI6mQwp56jK/Ul3tNW/ePLz99tsFCp+8vDwcOXIEAGBmZgZ/f/9Cx7CwsICvry/i4+M12uPj4zUOgz3v8ePHqFRJM2S5/FnBUMqjd0RERCQxpdrz06lTJ6Snp6NGjRoa7Q8fPkSnTp2gVBbv5N2wsDAMGTIErVq1gp+fH9atW4e0tDSMGzcOABAeHo6bN29i06ZNAIBevXph9OjRWL16tfqw1+TJk/Hqq6/Czc2tNKlQOTh+5e6zk6rda+HktXvqPU1l8dfBi3wWGRERlUqpih8hBGRartq5e/cuKleuXOxx+vfvj7t372L+/PlIT09H48aNERcXB09PTwBAenq6xj1/QkJCkJ2djZUrV2Lq1KmoWrUqOnfujEWLFpUmDSIiIpKgEhU/b775JgBAJpMhJCRE41wapVKJs2fPFnrIqjChoaEIDQ3Vuiw2NrZA24QJEzBhwoQSbYOIiIgoX4mKH3t7ewDP9vxUqVIF1tbW6mUWFhZo27YtRo8erdsIiYiIiHSoRMVPTEwMAMDLywvTpk0r0SEuIiIiooqgVOf8zJs3T9dxEBEREZWLYhc/LVu2xKFDh+Dg4IAWLVpoPeE535kzZ3QSHBEREZGuFbv46d27t/oE5z59+ugrHiIiIiK9Knbx8/yhLh72IiIiImNVqjs8X79+HTdu3FC//vXXXzF58mSsW7dOZ4ERERER6UOpip+BAweqn9uVkZGBrl274tdff8UHH3yA+fPn6zRAIiIiIl0qVfHz+++/49VXXwUAfPPNN2jSpAmSkpKwZcsWrTcmJCIiIqooSlX8KBQK9cnPBw8exBtvvAEAqF+/PtLT03UXHREREZGOlar4adSoEdasWYOjR48iPj4e3bt3BwDcunULTk5OOg2QiIiISJdKVfwsWrQIa9euRUBAAAYMGIBmzZoBAL777jv14TAiIiKiiqhUd3gOCAhAZmYmsrKy4ODgoG4fM2YMbGxsdBYcERERka6VqvgBALlcrlH4AM+e+UVERERUkZXqsNft27cxZMgQuLm5wczMDHK5XOOLiIiIqKIq1Z6fkJAQpKWlYc6cOXB1dS3yOV9EREREFUmpip+ff/4ZR48eRfPmzXUcDhEREZF+leqwl7u7O4QQuo6FiIiISO9KVfwsX74cs2bNwrVr13QcDhEREZF+leqwV//+/fH48WPUqVMHNjY2MDc311h+7949nQRHREREpGulKn6WL1+u4zCIiIiIykepip9hw4bpOg4iIiKiclGqc34A4PLly/jPf/6DAQMG4M6dOwCAH3/8EX/88YfOgiMiIiLStVIVP4mJiWjSpAlOnDiB3bt349GjRwCAs2fPYt68eToNkIiIiEiXSlX8zJo1CwsWLEB8fDwsLCzU7Z06dcIvv/yis+CIiIiIdK1Uxc+5c+fQt2/fAu3Vq1fH3bt3yxwUERERkb6UqvipWrUq0tPTC7QnJyejZs2aZQ6KiIiISF9KVfwMHDgQM2fOREZGBmQyGVQqFY4dO4Zp06Zh6NChuo6RiIiISGdKVfx89NFH8PDwQM2aNfHo0SM0bNgQHTp0QLt27fCf//xH1zESERER6Uyp7vNjbm6OzZs348MPP8SZM2egUqnQokULvPLKK7qOj4iIiEinil38hIWFFbn8+PHj6v8vXbq09BERERER6VGxi5/k5GSN16dPn4ZSqUS9evUAABcvXoRcLoevr69uIyQiIiLSoWIXP4cPH1b/f+nSpahSpQo2btwIBwcHAMD9+/cxfPhwdOjQQfdREhEREelIqU54XrJkCaKiotSFDwA4ODhgwYIFWLJkic6CIyIiItK1UhU/WVlZuH37doH2O3fuIDs7u8xBEREREelLqYqfvn37Yvjw4di5cydu3LiBGzduYOfOnRg5ciTefPNNXcdIREREpDOlutR9zZo1mDZtGgYPHgyFQvFsIDMzjBw5EosXL9ZpgERERES6VKrix8bGBtHR0Vi8eDEuX74MIQR8fHxQuXJlXcdHpJXPD1vxT6qTXsauPuF9vYxLREQVQ6mKn3yVK1dG06ZNdRULERERkd6V6pwfIiIiImNl8OInOjoa3t7esLKygq+vL44ePVpk/5ycHMyePRuenp6wtLREnTp1sGHDhnKKloiIiIxdmQ57ldX27dsxefJkREdHo3379li7di2Cg4Nx/vx5eHh4aF3nnXfewe3bt7F+/Xr4+Pjgzp07yMvLK+fIiYiIyFgZtPhZunQpRo4ciVGjRgEAli9fjv3792P16tWIiooq0P/HH39EYmIirly5AkdHRwCAl5dXeYZMRERERs5gxU9ubi5Onz6NWbNmabR369YNSUlJWtf57rvv0KpVK3zyySf46quvULlyZbzxxhv48MMPYW1trXWdnJwc5OTkqF9nZWUBABQKhfoyfX2SCWWxlr+snz4J+bOjn3kymd7Gz99G/r+6oK94S/u5yF+vPD5XhsIcTQNzNB1SyFMfOcqEEEJno5XArVu3ULNmTRw7dgzt2rVTty9cuBAbN27EhQsXCqzTvXt3JCQkoGvXrpg7dy4yMzMRGhqKzp07F3reT0REBCIjIwu0b9myBTY2NrpLiIiIiPTm8ePHGDhwIB4+fAg7O7syjWXQw14AIHvhr3chRIG2fCqVCjKZDJs3b4a9vT2AZ4fO3nrrLaxatUrr3p/w8HCEhYWpX2dlZcHd3R3dunUr85tXHKsS/ipyuUwo4fXkMq5Z14GQyfUejza19+/U+zaEvBLQrjGQ9DtkSpVOxmzt5aiTcV5UbeyYUq2nUCgQHx+PwMBAmJub6ziqioE5mgbmaDqkkGd+jp06ddLZmAYrfqpVqwa5XI6MjAyN9jt37sDZ2VnrOq6urqhZs6a68AGABg0aQAiBGzdu4JVXXimwjqWlJSwtLQu0m5ubl8sHpbgFjZDJDVb86KoYeRnxv23pantmetppWdbPRXl9tgyJOZoG5mg6pJCnLvMz2KXuFhYW8PX1RXx8vEZ7fHy8xmGw57Vv3x63bt3Co0eP1G0XL15EpUqVUKtWLb3GS0RERKbBoPf5CQsLw5dffokNGzYgNTUVU6ZMQVpaGsaNGwfg2SGroUOHqvsPHDgQTk5OGD58OM6fP48jR45g+vTpGDFiRKEnPBMRERE9z6Dn/PTv3x93797F/PnzkZ6ejsaNGyMuLg6enp4AgPT0dKSlpan729raIj4+HhMmTECrVq3g5OSEd955BwsWLDBUCkRERGRkDH7Cc2hoKEJDQ7Uui42NLdBWv379AofKiIiIiIrL4I+3ICIiIipPLH6IiIhIUlj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpLH6IiIhIUlj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpLH6IiIhIUlj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpLH6IiIhIUlj8EBERkaSw+CEiIiJJMTN0AERERKR7yw5e1Mu4U7rW1cu45Yl7foiIiEhSWPwQERGRpLD4ISIiIklh8UNERESSwuKHiIiIJIXFDxEREUkKix8iIiKSFBY/REREJCksfoiIiEhSWPwQERGRpBi8+ImOjoa3tzesrKzg6+uLo0ePFmu9Y8eOwczMDM2bN9dvgERERGRSDFr8bN++HZMnT8bs2bORnJyMDh06IDg4GGlpaUWu9/DhQwwdOhRdunQpp0iJiIjIVBi0+Fm6dClGjhyJUaNGoUGDBli+fDnc3d2xevXqItcbO3YsBg4cCD8/v3KKlIiIiEyFwYqf3NxcnD59Gt26ddNo79atG5KSkgpdLyYmBpcvX8a8efP0HSIRERGZIDNDbTgzMxNKpRLOzs4a7c7OzsjIyNC6zqVLlzBr1iwcPXoUZmbFCz0nJwc5OTnq11lZWQAAhUIBhUJRyuiLTyaUxVr+sn76JOT6r4Hzt6HLbeXJZDob63ml/Vzkr1cenytDYY6mgTmajqLy1NfvlfJ+T/UxlwYrfvLJXvgFJoQo0AYASqUSAwcORGRkJOrWrVvs8aOiohAZGVmg/cCBA7CxsSl5wCXkXcx+Xk8u6zWOoogOTctvY+0aQ+hoqF91NE4BcXFlWj0+Pl5HgVRczNE0MEfToS3P4v7+Kam4uIt6Grlohw8f1tlYMiGErn4XlUhubi5sbGywY8cO9O3bV90+adIkpKSkIDExUaP/gwcP4ODgALlcrm5TqVQQQkAul+PAgQPo3Llzge1o2/Pj7u6OzMxM2NnZ6SEzTasS/ipyuUwo4fXkMq5Z14GQyYvsqy+19+/U+zaEvBLQrjGQ9DtkSpVOxmzt5aiTcV5UbeyYUq2nUCgQHx+PwMBAmJub6ziqioE5mgbmaDqKyvNlv39Ka3yAj17GLUx+jm3atIGrqysePnxY5t/fBtvzY2FhAV9fX8THx2sUP/Hx8ejdu3eB/nZ2djh37pxGW3R0NH766Sfs3LkT3t7aa1xLS0tYWloWaDc3Ny+Xb4jiFjRCJjdY8aOrYuRlxP+2pavtmempbi/r56K8PluGxBxNA3M0Hdry1NfvFEO9n7rcrkEPe4WFhWHIkCFo1aoV/Pz8sG7dOqSlpWHcuHEAgPDwcNy8eRObNm1CpUqV0LhxY431a9SoASsrqwLtRERERIUxaPHTv39/3L17F/Pnz0d6ejoaN26MuLg4eHp6AgDS09Nfes8fIiIiopIw+AnPoaGhCA0N1bosNja2yHUjIiIQERGh+6CIiIjIZBn88RZERERE5YnFDxEREUkKix8iIiKSFBY/REREJCksfoiIiEhSWPwQERGRpLD4ISIiIklh8UNERESSwuKHiIiIJIXFDxEREUkKix8iIiKSFBY/REREJCksfoiIiEhSDP5Ud6LSOn7lrl7G7aWXUYnI2C07eFEv407pWlcv41LhuOeHiIiIJIXFDxEREUkKix8iIiKSFBY/REREJCksfoiIiEhSWPwQERGRpLD4ISIiIklh8UNERESSwuKHiIiIJIXFDxEREUkKix8iIiKSFBY/REREJCksfoiIiEhS+FR3I+Hzw1ZDh0BEVC7++XxlmcfIk8kA91rIXLsOZkKo26tPeL/MY2tTlp/R/6Q6FblcXzFLGff8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpLH6IiIhIUniTQyKicrbs4EW9jDula129jKsvhb0PPlfulmnctrWLvmkgEff8EBERkaRwzw8RkQnT9qiIwh79UFJ87AIZK+75ISIiIkkxePETHR0Nb29vWFlZwdfXF0ePHi207+7duxEYGIjq1avDzs4Ofn5+2L9/fzlGS0RERMbOoMXP9u3bMXnyZMyePRvJycno0KEDgoODkZaWprX/kSNHEBgYiLi4OJw+fRqdOnVCr169kJycXM6RExERkbEyaPGzdOlSjBw5EqNGjUKDBg2wfPlyuLu7Y/Xq1Vr7L1++HDNmzEDr1q3xyiuvYOHChXjllVewb9++co6ciIiIjJXBTnjOzc3F6dOnMWvWLI32bt26ISkpqVhjqFQqZGdnw9HRsdA+OTk5yMnJUb/OysoCACgUCigUilJEXjIyoSzW8pf1E3KDH6Esk/z4jSGP0n4u8tcrj8+VoTBH3XjZ93tpaYs5TyYr0Kb8X5tSy7Kybq8kCnsfyvpzIk8mKzTHssRc1LyVJWZtc/S8omIu6vNanp8zfdLH96RMiDKc6l8Gt27dQs2aNXHs2DG0a9dO3b5w4UJs3LgRFy5ceOkYixcvxscff4zU1FTUqFFDa5+IiAhERkYWaN+yZQtsbGxKnwARERGVm8ePH2PgwIF4+PAh7OzsyjSWwS91l71Q8QohCrRps3XrVkRERODbb78ttPABgPDwcISFhalfZ2Vlwd3dHd26dSvzm1ccqxL+KnK5TCjh9eQyrlnXgZDJC+1Xe/9OXYdWroS8EtCuMZD0O2RKlaHDKVJw1KyXd9JCoVAgPj4egYGBMDc313FUFQNz1I2X/VworfEBPgXaMteuK9CmlMlwulZN+N64CXkZ/v6tNnZMqdcFCn8fyvrzrrWXY6E5liXmouatLDG39ir86AVQdMxFfV7L83OmT/k5durUSWdjGqz4qVatGuRyOTIyMjTa79y5A2dn5yLX3b59O0aOHIkdO3aga9euRfa1tLSEpaVlgXZzc/Ny+eFdVEHzYr+i+lb0gqE4BJ7lUdFzKevnorw+W4bEHMumuD8XSkpbvEXdx0cuRJnu81PW96ew96GsPyOez+nFHMsSs75+Rr9sDooTs7bPa3l+zsqDLrdrsBMwLCws4Ovri/j4eI32+Ph4jcNgL9q6dStCQkKwZcsW9OzZU99hEhERkYkx6GGvsLAwDBkyBK1atYKfnx/WrVuHtLQ0jBs3DsCzQ1Y3b97Epk2bADwrfIYOHYoVK1agbdu26r1G1tbWsLe3N1geREQVgbZnZWl7TpaQVwLca+HktXvF2mPBZ2Xp1/GXPMvsryKeBScTSnjj2SEufe3pMUUGLX769++Pu3fvYv78+UhPT0fjxo0RFxcHT09PAEB6errGPX/Wrl2LvLw8jB8/HuPHj1e3Dxs2DLGxseUdPhGRpGl7dEZJlPUBpqVRlpgNES/ph8FPeA4NDUVoaKjWZS8WNAkJCfoPiIiIiExaxb/pChEREZEOsfghIiIiSWHxQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSTH44y1MzYvPjXnZs2CEvBJEh6aovX9nsR4wSPpX2mf/5MlkgHstZK5dBzMhCiyvPuH9soZGxVDW5029bB514cWfC3/1HKCX7RCRdtzzQ0RERJLC4oeIiIgkhcUPERERSQqLHyIiIpIUFj9EREQkKSx+iIiISFJY/BAREZGksPghIiIiSWHxQ0RERJLCOzwTUbladvCiXsad0rWuXsYlItPD4oeICvXioyJ08eiH/Ec78JEORMXj88PWQpeV5RFJUv4e5GEvIiIikhQWP0RERCQpLH6IiIhIUlj8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpfLwFUTl58VERRKQfx6/chZBXAtxr4eS1eyV+7INUFPXYjKL8k+r00j7VJ7xfqrHLC/f8EBERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhSDFz/R0dHw9vaGlZUVfH19cfTo0SL7JyYmwtfXF1ZWVqhduzbWrFlTTpESERGRKTBo8bN9+3ZMnjwZs2fPRnJyMjp06IDg4GCkpaVp7X/16lX06NEDHTp0QHJyMj744ANMnDgRu3btKufIiYiIyFgZtPhZunQpRo4ciVGjRqFBgwZYvnw53N3dsXr1aq3916xZAw8PDyxfvhwNGjTAqFGjMGLECHz66aflHDkREREZK4MVP7m5uTh9+jS6deum0d6tWzckJSVpXeeXX34p0D8oKAinTp2CQqHQW6xERERkOgz2eIvMzEwolUo4OztrtDs7OyMjI0PrOhkZGVr75+XlITMzE66urgXWycnJQU5Ojvr1w4cPAQD37t3TS8F0/+lTjdf/5uUW2V+ISsDjx0Berknfgt2Y8nxxDotLKZPh8ePHePD0KeRC6DiqikEXOeZ/T+Q8eqjL0HD37l0ApZ+/fOUxjy/+XND1e1HUtoCSfz+W9T0tzMt+PpaFMf3MKQtD5Fmcz0Ol/30/6oJCocDjx49x7949AIDQwfelwZ/tJZPJNF4LIQq0vay/tvZ8UVFRiIyMLNDu7e1d0lCJSJdWLtTpcOE6Ha2c6fi9IDK4GdP1NnR2djbs7e3LNIbBip9q1apBLpcX2Mtz586dAnt38rm4uGjtb2ZmBicn7Q9aCw8PR1hYmPq1SqXCvXv34OTkVGSRVV6ysrLg7u6O69evw87OztDh6I0U8mSOpoE5mgYp5AhII8/8HNPS0iCTyeDm5lbmMQ1W/FhYWMDX1xfx8fHo27evuj0+Ph69e/fWuo6fnx/27dun0XbgwAG0atUK5ubmWtextLSEpaWlRlvVqlXLFrwe2NnZmewH93lSyJM5mgbmaBqkkCMgjTzt7e11lqNBr/YKCwvDl19+iQ0bNiA1NRVTpkxBWloaxo0bB+DZXpuhQ4eq+48bNw5///03wsLCkJqaig0bNmD9+vWYNm2aoVIgIiIiI2PQc3769++Pu3fvYv78+UhPT0fjxo0RFxcHT09PAEB6errGPX+8vb0RFxeHKVOmYNWqVXBzc8Nnn32Gfv36GSoFIiIiMjIGP+E5NDQUoaGhWpfFxsYWaPP398eZM2f0HFX5sbS0xLx58wocmjM1UsiTOZoG5mgapJAjII089ZGjTOjimjEiIiIiI2HwZ3sRERERlScWP0RERCQpLH6IiIhIUlj8EBERkaSw+NGzI0eOoFevXnBzc4NMJsPevXuL7J+QkACZTFbg688//yyfgEsoKioKrVu3RpUqVVCjRg306dMHFy5ceOl6iYmJ8PX1hZWVFWrXro01a9aUQ7SlV5o8jW0uV69ejaZNm6pvlubn54f//ve/Ra5jbPNY0hyNbQ61iYqKgkwmw+TJk4vsZ2xz+bzi5GiMcxkREVEgXhcXlyLXMbZ5LGmOuppHg1/qbur+/fdfNGvWDMOHDy/R/YguXLigcSfL6tWr6yO8MktMTMT48ePRunVr5OXlYfbs2ejWrRvOnz+PypUra13n6tWr6NGjB0aPHo2vv/4ax44dQ2hoKKpXr15h79lUmjzzGctc1qpVCx9//DF8fHwAABs3bkTv3r2RnJyMRo0aFehvjPNY0hzzGcscvujkyZNYt24dmjZtWmQ/Y5zLfMXNMZ+xzWWjRo1w8OBB9Wu5XF5oX2Odx5LkmK/M8yio3AAQe/bsKbLP4cOHBQBx//79colJ1+7cuSMAiMTExEL7zJgxQ9SvX1+jbezYsaJt27b6Dk9nipOnsc+lEEI4ODiIL7/8UusyU5hHIYrO0ZjnMDs7W7zyyisiPj5e+Pv7i0mTJhXa11jnsiQ5GuNczps3TzRr1qzY/Y1xHkuao67mkYe9KqgWLVrA1dUVXbp0weHDhw0dTrE9fPgQAODo6Fhon19++QXdunXTaAsKCsKpU6egUCj0Gp+uFCfPfMY4l0qlEtu2bcO///4LPz8/rX2MfR6Lk2M+Y5zD8ePHo2fPnujatetL+xrrXJYkx3zGNpeXLl2Cm5sbvL298e677+LKlSuF9jXWeSxJjvnKOo887FXBuLq6Yt26dfD19UVOTg6++uordOnSBQkJCejYsaOhwyuSEAJhYWF47bXX0Lhx40L7ZWRkwNnZWaPN2dkZeXl5yMzMhKurq75DLZPi5mmMc3nu3Dn4+fnh6dOnsLW1xZ49e9CwYUOtfY11HkuSozHOIQBs27YNZ86cwcmTJ4vV3xjnsqQ5GuNctmnTBps2bULdunVx+/ZtLFiwAO3atcMff/wBJyenAv2NcR5LmqOu5pHFTwVTr1491KtXT/3az88P169fx6efflphv0Hzvf/++zh79ix+/vnnl/aVyWQar8X/bjT+YntFVNw8jXEu69Wrh5SUFDx48AC7du3CsGHDkJiYWGhxYIzzWJIcjXEOr1+/jkmTJuHAgQOwsrIq9nrGNJelydEY5zI4OFj9/yZNmsDPzw916tTBxo0bERYWpnUdY5pHoOQ56moeedjLCLRt2xaXLl0ydBhFmjBhAr777jscPnwYtWrVKrKvi4sLMjIyNNru3LkDMzMzrZV+RVKSPLWp6HNpYWEBHx8ftGrVClFRUWjWrBlWrFihta+xzmNJctSmos/h6dOncefOHfj6+sLMzAxmZmZITEzEZ599BjMzMyiVygLrGNtcliZHbSr6XL6ocuXKaNKkSaExG9s8avOyHLUpzTxyz48RSE5OrpC7K4Fnf1VMmDABe/bsQUJCAry9vV+6jp+fH/bt26fRduDAAbRq1Qrm5ub6CrVMSpOnNhV5LrURQiAnJ0frMmOcR22KylGbij6HXbp0wblz5zTahg8fjvr162PmzJlar6QxtrksTY7aVPS5fFFOTg5SU1PRoUMHrcuNbR61eVmO2pRqHst0ujS9VHZ2tkhOThbJyckCgFi6dKlITk4Wf//9txBCiFmzZokhQ4ao+y9btkzs2bNHXLx4Ufz+++9i1qxZAoDYtWuXoVIo0nvvvSfs7e1FQkKCSE9PV389fvxY3efFHK9cuSJsbGzElClTxPnz58X69euFubm52LlzpyFSKJbS5GlscxkeHi6OHDkirl69Ks6ePSs++OADUalSJXHgwAEhhGnMY0lzNLY5LMyLV0KZwly+6GU5GuNcTp06VSQkJIgrV66I48ePi9dff11UqVJFXLt2TQhhGvNY0hx1NY8sfvQs/7K8F7+GDRsmhBBi2LBhwt/fX91/0aJFok6dOsLKyko4ODiI1157Tfzwww+GCb4YtOUGQMTExKj7vJijEEIkJCSIFi1aCAsLC+Hl5SVWr15dvoGXUGnyNLa5HDFihPD09BQWFhaievXqokuXLuqiQAjTmMeS5mhsc1iYFwsDU5jLF70sR2Ocy/79+wtXV1dhbm4u3NzcxJtvvin++OMP9XJTmMeS5qireZQJ8b+zoYiIiIgkgCc8ExERkaSw+CEiIiJJYfFDREREksLih4iIiCSFxQ8RERFJCosfIiIikhQWP0RERCQpLH6Iykgmk2Hv3r06HTMiIgLNmzcv0Obs7KzeXkhICPr06aPT7UpJQEAAJk+eXKYxtM1TeWwXAK5duwaZTAaZTFbiGCqCgIAAdfwpKSmGDockhsUPURHu3LmDsWPHwsPDA5aWlnBxcUFQUBB++eUXdZ/09HSNJxPrwrRp03Do0CH169TUVERGRmLt2rXq7a1YsQKxsbE63e7L6OoXt6l4cZ50pSQF9cGDB/USw4t0XWzv3r0bv/76q87GIyoJPtiUqAj9+vWDQqHAxo0bUbt2bdy+fRuHDh3CvXv31H1cXFx0vl1bW1vY2tqqX1++fBkA0Lt3b8hkMgCApaWlzrdLJfPiPBmCk5OT0TyxGwByc3NhYWEBR0dHZGVlGTockiju+SEqxIMHD/Dzzz9j0aJF6NSpEzw9PfHqq68iPDwcPXv2VPd78a/0pKQkNG/eHFZWVmjVqhX27t2rsWs/ISEBMpkMhw4dQqtWrWBjY4N27drhwoUL6jGeP5wSERGBXr16AQAqVaqkLn5e/EtcpVJh0aJF8PHxgaWlJTw8PPDRRx+pl8+cORN169aFjY0NateujTlz5kChUBTY5ldffQUvLy/Y29vj3XffRXZ2tnp7iYmJWLFihfpwxbVr1wq8b59//jmaNGmifp2f/6pVq9RtQUFBCA8PB/CssOvduzecnZ1ha2uL1q1b4+DBg+q+4eHhaNu2bYHtNG3aFPPmzVO/jomJQYMGDWBlZYX69esjOjq6wDovUqlUmDFjBhwdHeHi4oKIiAiN5Q8fPsSYMWNQo0YN2NnZoXPnzvjtt98KvGf58vLyMHHiRFStWhVOTk6YOXMmhg0bVmCPSVHb9fLyAgD07dsXMplM/bq48j8XCxcuhLOzM6pWrYrIyEjk5eVh+vTpcHR0RK1atbBhwwaN9W7evIn+/fvDwcEBTk5O6N27t3p+IyIisHHjRnz77bfquU9ISHjpes/HExUVBTc3N9StW7dE+RDpA4sfokLk/1W/d+9e5OTkFGud7Oxs9OrVC02aNMGZM2fw4YcfYubMmVr7zp49G0uWLMGpU6dgZmaGESNGaO03bdo0xMTEAHh2iC09PV1rv/DwcCxatAhz5szB+fPnsWXLFjg7O6uXV6lSBbGxsTh//jxWrFiBL774AsuWLdMY4/Lly9i7dy++//57fP/990hMTMTHH38MAFixYgX8/PwwevRodRzu7u4F4ggICMAff/yBzMxMAEBiYiKqVauGxMREAM8KhKSkJPj7+wMAHj16hB49euDgwYNITk5GUFAQevXqhbS0NADAoEGDcOLECfXeLwD4448/cO7cOQwaNAgA8MUXX2D27Nn46KOPkJqaioULF2LOnDnYuHGj1vcq38aNG1G5cmWcOHECn3zyCebPn4/4+HgAgBACPXv2REZGBuLi4nD69Gm0bNkSXbp00djz97xFixZh8+bNiImJwbFjx5CVlaX18FVR2z158iSAZ8Vcenq6+nVJ/PTTT7h16xaOHDmCpUuXIiIiAq+//jocHBxw4sQJjBs3DuPGjcP169cBAI8fP0anTp1ga2uLI0eO4Oeff4atrS26d++O3NxcTJs2De+88w66d++unvt27dq9dL18hw4dQmpqKuLj4/H999+XOB8inSvzI1mJTNjOnTuFg4ODsLKyEu3atRPh4eHit99+0+gDQOzZs0cIIcTq1auFk5OTePLkiXr5F198IQCI5ORkIYQQhw8fFgDEwYMH1X1++OEHAUC93rx580SzZs3Uy/fs2SNe/HYdNmyY6N27txBCiKysLGFpaSm++OKLYuf2ySefCF9fX/XrefPmCRsbG5GVlaVumz59umjTpo369YtPztZGpVKJatWqiZ07dwohhGjevLmIiooSNWrUEEIIkZSUJMzMzER2dnahYzRs2FB8/vnn6tdNmzYV8+fPV78ODw8XrVu3Vr92d3cXW7Zs0Rjjww8/FH5+foVuw9/fX7z22msaba1btxYzZ84UQghx6NAhYWdnJ54+farRp06dOmLt2rVCiILz5OzsLBYvXqx+nZeXJzw8PNTzVJztCqH5mSrM1atXNT5X+YYNGyY8PT2FUqlUt9WrV0906NBBI67KlSuLrVu3CiGEWL9+vahXr55QqVTqPjk5OcLa2lrs379fPe7zeZRkPWdnZ5GTk1PsHIj0jXt+iIrQr18/3Lp1C9999x2CgoKQkJCAli1bFnqi8YULF9C0aVNYWVmp21599VWtfZs2bar+v6urK4BnJ1iXRmpqKnJyctClS5dC++zcuROvvfYaXFxcYGtrizlz5qj3ruTz8vJClSpVNOIqaUwymQwdO3ZEQkICHjx4gD/++APjxo2DUqlEamqq+j3MP1fm33//xYwZM9CwYUNUrVoVtra2+PPPPzViGzRoEDZv3gzg2R6ZrVu3qvf6/PPPP7h+/TpGjhyp3ltna2uLBQsWaOwt0ub5OXgx39OnT+PRo0dwcnLSGPfq1atax3348CFu376tMd9yuRy+vr4l2q4uNGrUCJUq/f+Pd2dnZ41DkXK5HE5OThq5/vXXX6hSpYo6T0dHRzx9+rTI97C46zVp0gQWFhY6y4+orHjCM9FLWFlZITAwEIGBgZg7dy5GjRqFefPmISQkpEBfIYT6nJzn27QxNzdX/z9/HZVKVaoYra2ti1x+/PhxvPvuu4iMjERQUBDs7e2xbds2LFmypNCY8uMqTUwBAQFYt24djh49imbNmqFq1aro2LEjEhMTkZCQgICAAHXf6dOnY//+/fj000/h4+MDa2trvPXWWxqHTQYOHIhZs2bhzJkzePLkCa5fv453330XwP+/Z1988QXatGmjEYdcLi8yzqLyValUcHV1VZ/b8ryqVasWOmZx5l9X73NhtI3/slx9fX3VBebzqlevXuh2irte5cqVSxQ/kb6x+CEqoYYNGxZ6GXL9+vWxefNm5OTkqK/GOnXqlN5jeuWVV2BtbY1Dhw5h1KhRBZYfO3YMnp6emD17trrt77//LvF2LCwsoFQqX9ovICAAkyZNws6dO9WFjr+/Pw4ePIikpCRMmjRJ3ffo0aMICQlB3759ATw7B+jFE6lr1aqFjh07YvPmzXjy5Am6du2qPp/J2dkZNWvWxJUrV9R7g3ShZcuWyMjIgJmZWbFOOra3t4ezszN+/fVXdOjQAQCgVCqRnJxc4vvwmJubF+t91pWWLVti+/bt6hO7tdE298VZj6gi4mEvokLcvXsXnTt3xtdff42zZ8/i6tWr2LFjBz755BP07t1b6zoDBw6ESqXCmDFjkJqaqt6jARTcI6BLVlZWmDlzJmbMmIFNmzbh8uXLOH78ONavXw8A8PHxQVpaGrZt24bLly/js88+w549e0q8HS8vL5w4cQLXrl1DZmZmoXsrGjduDCcnJ2zevFld/AQEBGDv3r148uQJXnvtNXVfHx8f7N69GykpKfjtt9/U7+GLBg0ahG3btmHHjh0YPHiwxrKIiAhERUVhxYoVuHjxIs6dO4eYmBgsXbq0xDnm69q1K/z8/NCnTx/s378f165dQ1JSEv7zn/8UWtBOmDABUVFR+Pbbb3HhwgVMmjQJ9+/fL/Hce3l54dChQ8jIyMD9+/dLnUNxDRo0CNWqVUPv3r1x9OhRXL16FYmJiZg0aRJu3Lihjuns2bO4cOECMjMzoVAoirUeUUXE4oeoELa2tmjTpg2WLVuGjh07onHjxpgzZw5Gjx6NlStXal3Hzs4O+/btQ0pKCpo3b47Zs2dj7ty5AKBxHpA+zJkzB1OnTsXcuXPRoEED9O/fX31OR+/evTFlyhS8//77aN68OZKSkjBnzpwSb2PatGmQy+Vo2LAhqlevXuCcoXwymUx9NVf+XpCmTZvC3t4eLVq00NhLsGzZMjg4OKBdu3bo1asXgoKC0LJlywJjvv3227h79y4eP35c4NLxUaNG4csvv0RsbCyaNGkCf39/xMbGwtvbu8Q5Pp9DXFwcOnbsiBEjRqBu3bp49913ce3aNY2r6J43c+ZMDBgwAEOHDoWfnx9sbW0RFBRU4rlfsmQJ4uPj4e7ujhYtWpQ6h+KysbHBkSNH4OHhgTfffBMNGjTAiBEj8OTJE/VcjR49GvXq1UOrVq1QvXp1HDt2rFjrEVVEMlHYCQlEpBObN2/G8OHD8fDhw5eem0OmRaVSoUGDBnjnnXfw4Ycf6nTsa9euwdvbu1SH1SoKU8iBjBPP+SHSsU2bNqF27dqoWbMmfvvtN8ycORPvvPMOCx8J+Pvvv3HgwAH4+/sjJycHK1euxNWrVzFw4EC9bbNdu3bqvXnGJDg4GEeOHDF0GCRRLH6IdCwjIwNz585FRkYGXF1d8fbbb2vcaZlMV6VKlRAbG4tp06ZBCIHGjRvj4MGDaNCggc63VatWLVy6dAmAcT7q5Msvv8STJ08AAB4eHgaOhqSGh72IiIhIUnjCMxEREUkKix8iIiKSFBY/REREJCksfoiIiEhSWPwQERGRpLD4ISIiIklh8UNERESSwuKHiIiIJIXFDxEREUnK/wF0H0/2cBFSjQAAAABJRU5ErkJggg==",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "cc[\"EPL\"].plot.scatter(show_hist=True, backend='plotly', width=600, height=600); #,xlim=[-1,11])"
+    "cc[\"c2\"].plot.hist(bins=20);"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 21,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x800 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "cc[\"c2\"].hist(bins=20);"
+    "cc[\"HKNA\"].plot.scatter(bins=0.25, cmap=\"viridis\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Clean up"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 22,
    "metadata": {},
    "outputs": [],
    "source": [
-    "cc[\"HKNA\"].plot.scatter(bins=0.25, cmap=\"viridis\");"
+    "os.remove(\"SW_DutchCoast.msk\")"
    ]
   }
  ],
@@ -267,7 +3898,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.11.1"
+   "version": "3.10.12"
   },
   "vscode": {
    "interpreter": {