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hrrr-icechunk.ipynb
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| { | |
| "cells": [ | |
| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "id": "e3eac1f6-1ea9-44e2-994e-21577de0e855", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "import icechunk\n", | |
| "import xarray as xr\n", | |
| "import matplotlib.pyplot as plt\n", | |
| "import cartopy.crs as ccrs" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 2, | |
| "id": "8cf82b36-68b8-4a5b-b68e-00761d655bb9", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "# Icechunk internal chunk store\n", | |
| "scheme = \"s3://\"\n", | |
| "bucket = \"noaa-hrrr-bdp-pds\"\n", | |
| "\n", | |
| "s3_chunk_store = icechunk.s3_store(\n", | |
| " region=\"us-east-1\",\n", | |
| ")\n", | |
| "config = icechunk.RepositoryConfig.default()\n", | |
| "config.set_virtual_chunk_container(\n", | |
| " icechunk.VirtualChunkContainer(\n", | |
| " f\"{scheme}{bucket}/\",\n", | |
| " s3_chunk_store\n", | |
| " )\n", | |
| ")\n", | |
| "credentials = icechunk.containers_credentials(\n", | |
| " {f\"{scheme}{bucket}/\": icechunk.s3_anonymous_credentials()}\n", | |
| ")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 3, | |
| "id": "c43415ec-e015-4b2f-85a6-f21c27450a65", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "storage = icechunk.s3_storage(\n", | |
| " bucket=\"icechunk-hrrr\", \n", | |
| " region=\"us-east-1\",\n", | |
| " prefix=\"test\",\n", | |
| " anonymous=True,\n", | |
| ")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 4, | |
| "id": "999debe2-8fc2-4c08-b299-fe5e0d0a9740", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "from zarr.registry import register_codec\n", | |
| "from hrrrparser.codecs import CODEC_ID, HRRRGribberishCodec\n", | |
| "register_codec(CODEC_ID, HRRRGribberishCodec)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 5, | |
| "id": "e176ec29-3b16-49d2-90aa-d0b99bd3fe70", | |
| "metadata": {}, | |
| "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", | |
| "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n", | |
| "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n", | |
| "</symbol>\n", | |
| "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n", | |
| "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n", | |
| "<path d=\"M23 26h-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 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(\n", | |
| " --jp-content-font-color0,\n", | |
| " var(--pst-color-text-base rgba(0, 0, 0, 1))\n", | |
| " );\n", | |
| " --xr-font-color2: var(\n", | |
| " --jp-content-font-color2,\n", | |
| " var(--pst-color-text-base, rgba(0, 0, 0, 0.54))\n", | |
| " );\n", | |
| " --xr-font-color3: var(\n", | |
| " --jp-content-font-color3,\n", | |
| " var(--pst-color-text-base, rgba(0, 0, 0, 0.38))\n", | |
| " );\n", | |
| " --xr-border-color: var(\n", | |
| " --jp-border-color2,\n", | |
| " hsl(from var(--pst-color-on-background, white) h s calc(l - 10))\n", | |
| " );\n", | |
| " --xr-disabled-color: var(\n", | |
| " --jp-layout-color3,\n", | |
| " hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n", | |
| " );\n", | |
| " --xr-background-color: var(\n", | |
| " --jp-layout-color0,\n", | |
| " var(--pst-color-on-background, white)\n", | |
| " );\n", | |
| " --xr-background-color-row-even: var(\n", | |
| " --jp-layout-color1,\n", | |
| " hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n", | |
| " );\n", | |
| " --xr-background-color-row-odd: var(\n", | |
| " --jp-layout-color2,\n", | |
| " hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n", | |
| " );\n", | |
| "}\n", | |
| "\n", | |
| "html[theme=\"dark\"],\n", | |
| "html[data-theme=\"dark\"],\n", | |
| "body[data-theme=\"dark\"],\n", | |
| "body.vscode-dark {\n", | |
| " --xr-font-color0: var(\n", | |
| " --jp-content-font-color0,\n", | |
| " var(--pst-color-text-base, rgba(255, 255, 255, 1))\n", | |
| " );\n", | |
| " --xr-font-color2: var(\n", | |
| " --jp-content-font-color2,\n", | |
| " var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n", | |
| " );\n", | |
| " --xr-font-color3: var(\n", | |
| " --jp-content-font-color3,\n", | |
| " var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n", | |
| " );\n", | |
| " --xr-border-color: var(\n", | |
| " --jp-border-color2,\n", | |
| " hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n", | |
| " );\n", | |
| " --xr-disabled-color: var(\n", | |
| " --jp-layout-color3,\n", | |
| " hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n", | |
| " );\n", | |
| " --xr-background-color: var(\n", | |
| " --jp-layout-color0,\n", | |
| " var(--pst-color-on-background, #111111)\n", | |
| " );\n", | |
| " --xr-background-color-row-even: var(\n", | |
| " --jp-layout-color1,\n", | |
| " hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n", | |
| " );\n", | |
| " --xr-background-color-row-odd: var(\n", | |
| " --jp-layout-color2,\n", | |
| " hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n", | |
| " );\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 0 20px 0 20px;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-section-item {\n", | |
| " display: contents;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-section-item input {\n", | |
| " display: inline-block;\n", | |
| " opacity: 0;\n", | |
| " height: 0;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-section-item input + label {\n", | |
| " color: var(--xr-disabled-color);\n", | |
| " border: 2px solid transparent !important;\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:focus + label {\n", | |
| " border: 2px solid var(--xr-font-color0) !important;\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", | |
| " border-color: var(--xr-background-color-row-odd);\n", | |
| " margin-bottom: 0;\n", | |
| " padding-top: 2px;\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", | |
| " border-color: var(--xr-background-color-row-even);\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", | |
| " border-top: 2px dotted var(--xr-background-color);\n", | |
| " padding-bottom: 20px !important;\n", | |
| " padding-top: 10px !important;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-attrs-in + label,\n", | |
| ".xr-var-data-in + label,\n", | |
| ".xr-index-data-in + label {\n", | |
| " padding: 0 1px;\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-data > pre,\n", | |
| ".xr-index-data > pre,\n", | |
| ".xr-var-data > table > tbody > tr {\n", | |
| " background-color: transparent !important;\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", | |
| "\n", | |
| ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n", | |
| ".xr-var-data-in:checked + label > .xr-icon-database,\n", | |
| ".xr-index-data-in:checked + label > .xr-icon-database {\n", | |
| " color: var(--xr-font-color0);\n", | |
| " filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n", | |
| " stroke-width: 0.8px;\n", | |
| "}\n", | |
| "</style><pre class='xr-text-repr-fallback'><xarray.Dataset> Size: 26TB\n", | |
| "Dimensions: (adiabatic_condensation_lifted: 1,\n", | |
| " atm: 1, clb: 1, time: 170, step: 49,\n", | |
| " sfc: 1, y: 1059, x: 1799, clt: 1,\n", | |
| " bndry_cloud: 1, cld_ceiling: 1, hag: 8,\n", | |
| " isobar: 7, entire_atm: 1, eqm: 1,\n", | |
| " hcl: 1, sigma: 1, htfl: 1,\n", | |
| " zero_deg_isotherm: 1, lfc: 1,\n", | |
| " isotherm: 2, lcl: 1, mcl: 1)\n", | |
| "Coordinates: (12/23)\n", | |
| " * adiabatic_condensation_lifted (adiabatic_condensation_lifted) float64 8B ...\n", | |
| " * atm (atm) float64 8B 0.0\n", | |
| " * clb (clb) float64 8B 0.0\n", | |
| " * clt (clt) float64 8B 0.0\n", | |
| " * bndry_cloud (bndry_cloud) float64 8B 0.0\n", | |
| " * cld_ceiling (cld_ceiling) float64 8B 0.0\n", | |
| " ... ...\n", | |
| " * mcl (mcl) float64 8B 0.0\n", | |
| " * sfc (sfc) float64 8B 0.0\n", | |
| " * sigma (sigma) float64 8B 0.1\n", | |
| " * step (step) timedelta64[s] 392B 00:00:00 .....\n", | |
| " * time (time) datetime64[ns] 1kB 2025-07-10T2...\n", | |
| " * zero_deg_isotherm (zero_deg_isotherm) float64 8B 0.0\n", | |
| "Dimensions without coordinates: y, x\n", | |
| "Data variables: (12/69)\n", | |
| " cicep_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " apcp_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " asnow_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " cfrzr_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " cpofp_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " dpt_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " ... ...\n", | |
| " vstm_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " vis_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " vgrd_isobar (time, step, isobar, y, x) float64 889GB ...\n", | |
| " tcolg_entire_atm (time, step, entire_atm, y, x) float64 127GB ...\n", | |
| " wind_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " utsm_hag (time, step, hag, y, x) float64 1TB ...</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-b7e0106b-f81d-4224-82b4-ceb803cae54e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b7e0106b-f81d-4224-82b4-ceb803cae54e' 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'>adiabatic_condensation_lifted</span>: 1</li><li><span class='xr-has-index'>atm</span>: 1</li><li><span class='xr-has-index'>clb</span>: 1</li><li><span class='xr-has-index'>time</span>: 170</li><li><span class='xr-has-index'>step</span>: 49</li><li><span class='xr-has-index'>sfc</span>: 1</li><li><span>y</span>: 1059</li><li><span>x</span>: 1799</li><li><span class='xr-has-index'>clt</span>: 1</li><li><span class='xr-has-index'>bndry_cloud</span>: 1</li><li><span class='xr-has-index'>cld_ceiling</span>: 1</li><li><span class='xr-has-index'>hag</span>: 8</li><li><span class='xr-has-index'>isobar</span>: 7</li><li><span class='xr-has-index'>entire_atm</span>: 1</li><li><span class='xr-has-index'>eqm</span>: 1</li><li><span class='xr-has-index'>hcl</span>: 1</li><li><span class='xr-has-index'>sigma</span>: 1</li><li><span class='xr-has-index'>htfl</span>: 1</li><li><span class='xr-has-index'>zero_deg_isotherm</span>: 1</li><li><span class='xr-has-index'>lfc</span>: 1</li><li><span class='xr-has-index'>isotherm</span>: 2</li><li><span class='xr-has-index'>lcl</span>: 1</li><li><span class='xr-has-index'>mcl</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-17c9b1a3-8766-44e4-87a7-60bd8dd4cf3d' class='xr-section-summary-in' type='checkbox' checked><label for='section-17c9b1a3-8766-44e4-87a7-60bd8dd4cf3d' class='xr-section-summary' >Coordinates: <span>(23)</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'>adiabatic_condensation_lifted</span></div><div class='xr-var-dims'>(adiabatic_condensation_lifted)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-1167a5d5-15ac-4adf-bfd3-a70e4a4b55c6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1167a5d5-15ac-4adf-bfd3-a70e4a4b55c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29dddd84-3ac8-4626-9967-e878e497f865' class='xr-var-data-in' type='checkbox'><label for='data-29dddd84-3ac8-4626-9967-e878e497f865' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>atm</span></div><div class='xr-var-dims'>(atm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-24ab96aa-0bfc-424e-b09f-2d37bde1b85e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-24ab96aa-0bfc-424e-b09f-2d37bde1b85e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a3df11b-c97a-4f32-bf9e-12fc9dabc30b' class='xr-var-data-in' type='checkbox'><label for='data-3a3df11b-c97a-4f32-bf9e-12fc9dabc30b' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>clb</span></div><div class='xr-var-dims'>(clb)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-e38828aa-b9c0-4881-8c56-9c6f0166a336' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e38828aa-b9c0-4881-8c56-9c6f0166a336' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-614076e8-4969-471e-a8b6-f6b3bf4eb0c5' class='xr-var-data-in' type='checkbox'><label for='data-614076e8-4969-471e-a8b6-f6b3bf4eb0c5' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>clt</span></div><div class='xr-var-dims'>(clt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-fe2d6a28-b004-4768-8a17-f89a0b6312ad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fe2d6a28-b004-4768-8a17-f89a0b6312ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a23dc070-2ecf-4d1c-83b7-de7ed13726fc' class='xr-var-data-in' type='checkbox'><label for='data-a23dc070-2ecf-4d1c-83b7-de7ed13726fc' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>bndry_cloud</span></div><div class='xr-var-dims'>(bndry_cloud)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-8e9dabba-c06f-4e41-b8c3-7d885a9bf606' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8e9dabba-c06f-4e41-b8c3-7d885a9bf606' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d9a78711-fc77-4b86-967a-8a6ec3c14e1d' class='xr-var-data-in' type='checkbox'><label for='data-d9a78711-fc77-4b86-967a-8a6ec3c14e1d' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cld_ceiling</span></div><div class='xr-var-dims'>(cld_ceiling)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-b8ef3162-da64-4e9a-b1f6-02fba4df321e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b8ef3162-da64-4e9a-b1f6-02fba4df321e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8cb08ed-f1e4-4c53-972b-db524a676c37' class='xr-var-data-in' type='checkbox'><label for='data-d8cb08ed-f1e4-4c53-972b-db524a676c37' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>entire_atm</span></div><div class='xr-var-dims'>(entire_atm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-aabaa18f-0573-4008-822c-e9438eb5ce26' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aabaa18f-0573-4008-822c-e9438eb5ce26' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e0e833d-6a87-4462-beda-1fc33fabe2d9' class='xr-var-data-in' type='checkbox'><label for='data-1e0e833d-6a87-4462-beda-1fc33fabe2d9' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>eqm</span></div><div class='xr-var-dims'>(eqm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-2dc98716-2da3-41d5-a944-ee0e7d7936e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2dc98716-2da3-41d5-a944-ee0e7d7936e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61afbaf4-9e56-4962-9f49-7ece5a8281ea' class='xr-var-data-in' type='checkbox'><label for='data-61afbaf4-9e56-4962-9f49-7ece5a8281ea' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>hag</span></div><div class='xr-var-dims'>(hag)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 1e+03 2e+03 4e+03</div><input id='attrs-a484d633-8705-4608-8b72-505bda20349d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a484d633-8705-4608-8b72-505bda20349d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69563a2d-6f4c-40e3-88e5-8f5271b98246' class='xr-var-data-in' type='checkbox'><label for='data-69563a2d-6f4c-40e3-88e5-8f5271b98246' 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([0.e+00, 1.e+00, 2.e+00, 1.e+01, 8.e+01, 1.e+03, 2.e+03, 4.e+03])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>hcl</span></div><div class='xr-var-dims'>(hcl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-f1f966b0-5225-4da0-8ee4-bcfc11a9e21f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f1f966b0-5225-4da0-8ee4-bcfc11a9e21f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc255656-884b-4e94-a6b7-4d3714365677' class='xr-var-data-in' type='checkbox'><label for='data-dc255656-884b-4e94-a6b7-4d3714365677' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>htfl</span></div><div class='xr-var-dims'>(htfl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-5ab7e0a5-87f6-4c98-9806-e2f6018a05e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5ab7e0a5-87f6-4c98-9806-e2f6018a05e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-451de5e9-7067-4679-bf93-fa533de7ba9c' class='xr-var-data-in' type='checkbox'><label for='data-451de5e9-7067-4679-bf93-fa533de7ba9c' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>isotherm</span></div><div class='xr-var-dims'>(isotherm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>253.0 263.0</div><input id='attrs-2d0b89d4-59c7-4c37-be9f-02301cb4398a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2d0b89d4-59c7-4c37-be9f-02301cb4398a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-629158f9-876e-445d-b026-f0fc4aa41997' class='xr-var-data-in' type='checkbox'><label for='data-629158f9-876e-445d-b026-f0fc4aa41997' 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([253., 263.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>isobar</span></div><div class='xr-var-dims'>(isobar)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.5e+04 3e+04 ... 9.25e+04 1e+05</div><input id='attrs-76d062ab-6c3a-476a-9218-bcf7389bef1b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-76d062ab-6c3a-476a-9218-bcf7389bef1b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-30a6361f-8792-4ecf-b672-26a9c9040b06' class='xr-var-data-in' type='checkbox'><label for='data-30a6361f-8792-4ecf-b672-26a9c9040b06' 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([ 25000., 30000., 50000., 70000., 85000., 92500., 100000.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lcl</span></div><div class='xr-var-dims'>(lcl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-f4071f30-c0e2-4fe7-b88f-40007b9d2758' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4071f30-c0e2-4fe7-b88f-40007b9d2758' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e65b2c8d-b9e7-442d-8433-f3d8fff4aa74' class='xr-var-data-in' type='checkbox'><label for='data-e65b2c8d-b9e7-442d-8433-f3d8fff4aa74' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e9d936f1-9747-4e3c-adc6-94c3089d9220' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9d936f1-9747-4e3c-adc6-94c3089d9220' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eee3f7f5-e8a2-4782-8c51-e66eedc398a3' class='xr-var-data-in' type='checkbox'><label for='data-eee3f7f5-e8a2-4782-8c51-e66eedc398a3' 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>[1905141 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lfc</span></div><div class='xr-var-dims'>(lfc)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-ee990021-8f7c-49e9-b5bc-0531007526c6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee990021-8f7c-49e9-b5bc-0531007526c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-05e0628f-e00b-49cf-84f7-cd27c493e6bf' class='xr-var-data-in' type='checkbox'><label for='data-05e0628f-e00b-49cf-84f7-cd27c493e6bf' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6026f278-86d4-45ca-9c75-e571616741a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6026f278-86d4-45ca-9c75-e571616741a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3db0482c-c906-4393-8893-aad3bac8e7a5' class='xr-var-data-in' type='checkbox'><label for='data-3db0482c-c906-4393-8893-aad3bac8e7a5' 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>[1905141 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>mcl</span></div><div class='xr-var-dims'>(mcl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-8261feff-d8fe-4365-9000-4745a6d7dec4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8261feff-d8fe-4365-9000-4745a6d7dec4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c8177fa-0bed-4e51-bf46-e04e8d194f15' class='xr-var-data-in' type='checkbox'><label for='data-1c8177fa-0bed-4e51-bf46-e04e8d194f15' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>sfc</span></div><div class='xr-var-dims'>(sfc)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-ed87d3d3-a27f-4dd2-838e-30c61ab1c5c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ed87d3d3-a27f-4dd2-838e-30c61ab1c5c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f73013dc-baee-437d-bfa2-46c4d05591c5' class='xr-var-data-in' type='checkbox'><label for='data-f73013dc-baee-437d-bfa2-46c4d05591c5' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>sigma</span></div><div class='xr-var-dims'>(sigma)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.1</div><input id='attrs-8876dc06-868c-4aa9-8a85-7cf9ce3b4960' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8876dc06-868c-4aa9-8a85-7cf9ce3b4960' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cfa82c96-3fb2-41b2-ac2a-2997f6b86923' class='xr-var-data-in' type='checkbox'><label for='data-cfa82c96-3fb2-41b2-ac2a-2997f6b86923' 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([0.1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>step</span></div><div class='xr-var-dims'>(step)</div><div class='xr-var-dtype'>timedelta64[s]</div><div class='xr-var-preview xr-preview'>00:00:00 ... 2 days 00:00:00</div><input id='attrs-17300103-77bd-4b79-a58b-afe061840378' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-17300103-77bd-4b79-a58b-afe061840378' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a820a98-27bf-4294-b62f-b7e72367b53c' class='xr-var-data-in' type='checkbox'><label for='data-9a820a98-27bf-4294-b62f-b7e72367b53c' 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([ 0, 3600, 7200, 10800, 14400, 18000, 21600, 25200, 28800,\n", | |
| " 32400, 36000, 39600, 43200, 46800, 50400, 54000, 57600, 61200,\n", | |
| " 64800, 68400, 72000, 75600, 79200, 82800, 86400, 90000, 93600,\n", | |
| " 97200, 100800, 104400, 108000, 111600, 115200, 118800, 122400, 126000,\n", | |
| " 129600, 133200, 136800, 140400, 144000, 147600, 151200, 154800, 158400,\n", | |
| " 162000, 165600, 169200, 172800], dtype='timedelta64[s]')</pre></div></li><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'>2025-07-10T22:00:00 ... 2025-09-...</div><input id='attrs-a86bad44-db8e-4ee0-b6da-bd1bb28cfda3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a86bad44-db8e-4ee0-b6da-bd1bb28cfda3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96e358af-f5f4-42af-8741-d8960521acda' class='xr-var-data-in' type='checkbox'><label for='data-96e358af-f5f4-42af-8741-d8960521acda' 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(['2025-07-10T22:00:00.000000000', '2025-09-12T15:00:00.000000000',\n", | |
| " '2025-09-12T16:00:00.000000000', '2025-09-12T17:00:00.000000000',\n", | |
| " '2025-09-12T18:00:00.000000000', '2025-09-12T19:00:00.000000000',\n", | |
| " '2025-09-12T20:00:00.000000000', '2025-09-12T21:00:00.000000000',\n", | |
| " '2025-09-12T22:00:00.000000000', '2025-09-12T23:00:00.000000000',\n", | |
| " '2025-09-13T00:00:00.000000000', '2025-09-13T01:00:00.000000000',\n", | |
| " '2025-09-13T02:00:00.000000000', '2025-09-13T03:00:00.000000000',\n", | |
| " '2025-09-13T04:00:00.000000000', '2025-09-13T05:00:00.000000000',\n", | |
| " '2025-09-13T06:00:00.000000000', '2025-09-13T07:00:00.000000000',\n", | |
| " '2025-09-13T08:00:00.000000000', '2025-09-13T09:00:00.000000000',\n", | |
| " '2025-09-13T10:00:00.000000000', '2025-09-13T11:00:00.000000000',\n", | |
| " '2025-09-13T12:00:00.000000000', '2025-09-13T13:00:00.000000000',\n", | |
| " '2025-09-13T14:00:00.000000000', '2025-09-13T15:00:00.000000000',\n", | |
| " '2025-09-13T16:00:00.000000000', '2025-09-13T17:00:00.000000000',\n", | |
| " '2025-09-13T18:00:00.000000000', '2025-09-13T19:00:00.000000000',\n", | |
| " '2025-09-13T20:00:00.000000000', '2025-09-13T21:00:00.000000000',\n", | |
| " '2025-09-13T22:00:00.000000000', '2025-09-13T23:00:00.000000000',\n", | |
| " '2025-09-14T00:00:00.000000000', '2025-09-14T01:00:00.000000000',\n", | |
| " '2025-09-14T02:00:00.000000000', '2025-09-14T03:00:00.000000000',\n", | |
| " '2025-09-14T04:00:00.000000000', '2025-09-14T05:00:00.000000000',\n", | |
| " '2025-09-14T06:00:00.000000000', '2025-09-14T07:00:00.000000000',\n", | |
| " '2025-09-14T08:00:00.000000000', '2025-09-14T09:00:00.000000000',\n", | |
| " '2025-09-14T10:00:00.000000000', '2025-09-14T11:00:00.000000000',\n", | |
| " '2025-09-14T12:00:00.000000000', '2025-09-14T13:00:00.000000000',\n", | |
| " '2025-09-14T14:00:00.000000000', '2025-09-14T15:00:00.000000000',\n", | |
| " '2025-09-14T16:00:00.000000000', '2025-09-14T17:00:00.000000000',\n", | |
| " '2025-09-14T18:00:00.000000000', '2025-09-14T19:00:00.000000000',\n", | |
| " '2025-09-14T20:00:00.000000000', '2025-09-14T21:00:00.000000000',\n", | |
| " '2025-09-14T22:00:00.000000000', '2025-09-14T23:00:00.000000000',\n", | |
| " '2025-09-15T00:00:00.000000000', '2025-09-15T01:00:00.000000000',\n", | |
| " '2025-09-15T02:00:00.000000000', '2025-09-15T03:00:00.000000000',\n", | |
| " '2025-09-15T04:00:00.000000000', '2025-09-15T05:00:00.000000000',\n", | |
| " '2025-09-15T06:00:00.000000000', '2025-09-15T07:00:00.000000000',\n", | |
| " '2025-09-15T08:00:00.000000000', '2025-09-15T09:00:00.000000000',\n", | |
| " '2025-09-15T10:00:00.000000000', '2025-09-15T11:00:00.000000000',\n", | |
| " '2025-09-15T12:00:00.000000000', '2025-09-15T13:00:00.000000000',\n", | |
| " '2025-09-15T14:00:00.000000000', '2025-09-15T15:00:00.000000000',\n", | |
| " '2025-09-15T16:00:00.000000000', '2025-09-15T17:00:00.000000000',\n", | |
| " '2025-09-15T18:00:00.000000000', '2025-09-15T19:00:00.000000000',\n", | |
| " '2025-09-15T20:00:00.000000000', '2025-09-15T21:00:00.000000000',\n", | |
| " '2025-09-15T22:00:00.000000000', '2025-09-15T23:00:00.000000000',\n", | |
| " '2025-09-16T00:00:00.000000000', '2025-09-16T01:00:00.000000000',\n", | |
| " '2025-09-16T02:00:00.000000000', '2025-09-16T03:00:00.000000000',\n", | |
| " '2025-09-16T04:00:00.000000000', '2025-09-16T05:00:00.000000000',\n", | |
| " '2025-09-16T06:00:00.000000000', '2025-09-16T07:00:00.000000000',\n", | |
| " '2025-09-16T08:00:00.000000000', '2025-09-16T09:00:00.000000000',\n", | |
| " '2025-09-16T10:00:00.000000000', '2025-09-16T11:00:00.000000000',\n", | |
| " '2025-09-16T12:00:00.000000000', '2025-09-16T13:00:00.000000000',\n", | |
| " '2025-09-16T14:00:00.000000000', '2025-09-16T15:00:00.000000000',\n", | |
| " '2025-09-16T16:00:00.000000000', '2025-09-16T17:00:00.000000000',\n", | |
| " '2025-09-16T18:00:00.000000000', '2025-09-16T19:00:00.000000000',\n", | |
| " '2025-09-16T20:00:00.000000000', '2025-09-16T21:00:00.000000000',\n", | |
| " '2025-09-16T22:00:00.000000000', '2025-09-16T23:00:00.000000000',\n", | |
| " '2025-09-17T00:00:00.000000000', '2025-09-17T01:00:00.000000000',\n", | |
| " '2025-09-17T02:00:00.000000000', '2025-09-17T03:00:00.000000000',\n", | |
| " '2025-09-17T04:00:00.000000000', '2025-09-17T05:00:00.000000000',\n", | |
| " '2025-09-17T06:00:00.000000000', '2025-09-17T07:00:00.000000000',\n", | |
| " '2025-09-17T08:00:00.000000000', '2025-09-17T09:00:00.000000000',\n", | |
| " '2025-09-17T10:00:00.000000000', '2025-09-17T11:00:00.000000000',\n", | |
| " '2025-09-17T12:00:00.000000000', '2025-09-17T13:00:00.000000000',\n", | |
| " '2025-09-17T14:00:00.000000000', '2025-09-17T15:00:00.000000000',\n", | |
| " '2025-09-17T16:00:00.000000000', '2025-09-17T17:00:00.000000000',\n", | |
| " '2025-09-17T18:00:00.000000000', '2025-09-17T19:00:00.000000000',\n", | |
| " '2025-09-17T20:00:00.000000000', '2025-09-17T21:00:00.000000000',\n", | |
| " '2025-09-17T22:00:00.000000000', '2025-09-17T23:00:00.000000000',\n", | |
| " '2025-09-18T00:00:00.000000000', '2025-09-18T01:00:00.000000000',\n", | |
| " '2025-09-18T02:00:00.000000000', '2025-09-18T03:00:00.000000000',\n", | |
| " '2025-09-18T04:00:00.000000000', '2025-09-18T05:00:00.000000000',\n", | |
| " '2025-09-18T06:00:00.000000000', '2025-09-18T07:00:00.000000000',\n", | |
| " '2025-09-18T08:00:00.000000000', '2025-09-18T09:00:00.000000000',\n", | |
| " '2025-09-18T10:00:00.000000000', '2025-09-18T11:00:00.000000000',\n", | |
| " '2025-09-18T12:00:00.000000000', '2025-09-18T13:00:00.000000000',\n", | |
| " '2025-09-18T14:00:00.000000000', '2025-09-18T15:00:00.000000000',\n", | |
| " '2025-09-18T16:00:00.000000000', '2025-09-18T17:00:00.000000000',\n", | |
| " '2025-09-18T18:00:00.000000000', '2025-09-18T19:00:00.000000000',\n", | |
| " '2025-09-18T20:00:00.000000000', '2025-09-18T21:00:00.000000000',\n", | |
| " '2025-09-18T22:00:00.000000000', '2025-09-18T23:00:00.000000000',\n", | |
| " '2025-09-19T00:00:00.000000000', '2025-09-19T01:00:00.000000000',\n", | |
| " '2025-09-19T02:00:00.000000000', '2025-09-19T03:00:00.000000000',\n", | |
| " '2025-09-19T04:00:00.000000000', '2025-09-19T05:00:00.000000000',\n", | |
| " '2025-09-19T06:00:00.000000000', '2025-09-19T07:00:00.000000000',\n", | |
| " '2025-09-19T08:00:00.000000000', '2025-09-19T09:00:00.000000000',\n", | |
| " '2025-09-19T10:00:00.000000000', '2025-09-19T11:00:00.000000000',\n", | |
| " '2025-09-19T12:00:00.000000000', '2025-09-19T13:00:00.000000000',\n", | |
| " '2025-09-19T14:00:00.000000000', '2025-09-19T15:00:00.000000000'],\n", | |
| " dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>zero_deg_isotherm</span></div><div class='xr-var-dims'>(zero_deg_isotherm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-eabd5bf6-b19e-46c6-95b3-2bcd8ab9dd33' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eabd5bf6-b19e-46c6-95b3-2bcd8ab9dd33' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b71f9654-9fb2-460a-a3b7-ef277dc94467' class='xr-var-data-in' type='checkbox'><label for='data-b71f9654-9fb2-460a-a3b7-ef277dc94467' 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([0.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-da57f7eb-30f2-48fc-8d8d-ec1ea8a45c3d' class='xr-section-summary-in' type='checkbox' ><label for='section-da57f7eb-30f2-48fc-8d8d-ec1ea8a45c3d' class='xr-section-summary' >Data variables: <span>(69)</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>cicep_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8120b64b-c2c8-40ca-ae71-a0426db0e40b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8120b64b-c2c8-40ca-ae71-a0426db0e40b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5e2cfd3-41e7-427c-ad7e-c7af766ba98c' class='xr-var-data-in' type='checkbox'><label for='data-c5e2cfd3-41e7-427c-ad7e-c7af766ba98c' 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>standard_name :</span></dt><dd>categoricalicepellets</dd><dt><span>long_name :</span></dt><dd>categoricalicepellets</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>apcp_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0afcd517-3285-4c45-88c5-c834f85200f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0afcd517-3285-4c45-88c5-c834f85200f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1000426-ead7-4333-b9ca-fa120db77e7e' class='xr-var-data-in' type='checkbox'><label for='data-f1000426-ead7-4333-b9ca-fa120db77e7e' 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>standard_name :</span></dt><dd>totalprecipitation</dd><dt><span>long_name :</span></dt><dd>totalprecipitation</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>asnow_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-344eff98-6dfa-4ea3-bdca-7b5fb4d9b924' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-344eff98-6dfa-4ea3-bdca-7b5fb4d9b924' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-adaea9c0-ac21-41f6-9f44-7ed8fa0202d0' class='xr-var-data-in' type='checkbox'><label for='data-adaea9c0-ac21-41f6-9f44-7ed8fa0202d0' 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>standard_name :</span></dt><dd>totalsnowfall</dd><dt><span>long_name :</span></dt><dd>totalsnowfall</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'lon_0': 262.5, 'b': 6371229.0, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cfrzr_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-69aa9ded-3287-4ee2-a68f-106efc880ba5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69aa9ded-3287-4ee2-a68f-106efc880ba5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c2a0a39-b018-4b12-b02a-d246832ba2ea' class='xr-var-data-in' type='checkbox'><label for='data-5c2a0a39-b018-4b12-b02a-d246832ba2ea' 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>standard_name :</span></dt><dd>categoricalfreezingrain</dd><dt><span>long_name :</span></dt><dd>categoricalfreezingrain</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'b': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cpofp_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d99ad8da-57e1-4802-9407-7b4b3e7d248b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d99ad8da-57e1-4802-9407-7b4b3e7d248b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f031793b-8c98-44ec-8d89-d57483498d82' class='xr-var-data-in' type='checkbox'><label for='data-f031793b-8c98-44ec-8d89-d57483498d82' 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>standard_name :</span></dt><dd>percentfrozenprecipitation</dd><dt><span>long_name :</span></dt><dd>percentfrozenprecipitation</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'a': 6371229.0, 'lat_0': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dpt_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9d1951a8-7d62-48c6-a27c-d844ef8765db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9d1951a8-7d62-48c6-a27c-d844ef8765db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2270d14-6d7a-443f-961e-14ae12c544f7' class='xr-var-data-in' type='checkbox'><label for='data-f2270d14-6d7a-443f-961e-14ae12c544f7' 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>standard_name :</span></dt><dd>dewpointtemperature</dd><dt><span>long_name :</span></dt><dd>dewpointtemperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dpt_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5cc70d9f-278a-4e43-aad8-4894c934ad14' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5cc70d9f-278a-4e43-aad8-4894c934ad14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31f02def-cfbe-486f-8dac-8ddcb7bb049d' class='xr-var-data-in' type='checkbox'><label for='data-31f02def-cfbe-486f-8dac-8ddcb7bb049d' 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>standard_name :</span></dt><dd>dewpointtemperature</dd><dt><span>long_name :</span></dt><dd>dewpointtemperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>50000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>csnow_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8a3ba31f-05ef-4425-b043-68a141a6175a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a3ba31f-05ef-4425-b043-68a141a6175a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f841475-13d4-442d-873f-ee15c862b416' class='xr-var-data-in' type='checkbox'><label for='data-7f841475-13d4-442d-873f-ee15c862b416' 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>standard_name :</span></dt><dd>categoricalsnow</dd><dt><span>long_name :</span></dt><dd>categoricalsnow</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lat_2': 38.5, 'b': 6371229.0, 'lat_0': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>frzr_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8be670d9-68a3-42c1-a7d8-f7bd2aea608c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8be670d9-68a3-42c1-a7d8-f7bd2aea608c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd4cd4c0-5f4c-4a87-be3d-21b8c7ce1815' class='xr-var-data-in' type='checkbox'><label for='data-fd4cd4c0-5f4c-4a87-be3d-21b8c7ce1815' 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>standard_name :</span></dt><dd>freezingrain</dd><dt><span>long_name :</span></dt><dd>freezingrain</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>frozr_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bd8ecc71-f3ea-41f0-acf5-e463870aad68' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd8ecc71-f3ea-41f0-acf5-e463870aad68' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9175abe8-db6a-4c2e-930e-aefcf9db0ffc' class='xr-var-data-in' type='checkbox'><label for='data-9175abe8-db6a-4c2e-930e-aefcf9db0ffc' 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>standard_name :</span></dt><dd>frozenrain</dd><dt><span>long_name :</span></dt><dd>frozenrain</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gust_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-98ad67a0-cc9b-4791-8202-96e8623e1d84' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-98ad67a0-cc9b-4791-8202-96e8623e1d84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cfb22362-e497-45f5-83e0-bfc8437f788d' class='xr-var-data-in' type='checkbox'><label for='data-cfb22362-e497-45f5-83e0-bfc8437f788d' 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>standard_name :</span></dt><dd>windgust</dd><dt><span>long_name :</span></dt><dd>windgust</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>crain_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f8fbff7c-50f7-44d7-8b8b-21dbf153a7fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f8fbff7c-50f7-44d7-8b8b-21dbf153a7fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d1594a8-5338-4e8c-a7b9-7964b0b1c2dd' class='xr-var-data-in' type='checkbox'><label for='data-7d1594a8-5338-4e8c-a7b9-7964b0b1c2dd' 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>standard_name :</span></dt><dd>categoricalrain</dd><dt><span>long_name :</span></dt><dd>categoricalrain</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hail_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3e44c953-0d69-4482-8192-078f4abf2daa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e44c953-0d69-4482-8192-078f4abf2daa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a8ee742-cc32-4a1e-bde4-9e1f20f0258c' class='xr-var-data-in' type='checkbox'><label for='data-3a8ee742-cc32-4a1e-bde4-9e1f20f0258c' 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>standard_name :</span></dt><dd>hail</dd><dt><span>long_name :</span></dt><dd>hail</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'lat_2': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hcdc_hcl</span></div><div class='xr-var-dims'>(time, step, hcl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0f21ec2e-4415-48bf-a55d-2f395af0cec6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0f21ec2e-4415-48bf-a55d-2f395af0cec6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27fe2a65-baab-4e1f-80a5-5b31f621309d' class='xr-var-data-in' type='checkbox'><label for='data-27fe2a65-baab-4e1f-80a5-5b31f621309d' 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>standard_name :</span></dt><dd>highcloudcover</dd><dt><span>long_name :</span></dt><dd>highcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>high cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hcl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_clb</span></div><div class='xr-var-dims'>(time, step, clb, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-686f8288-2075-41ab-a216-b18c5fe16c5e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-686f8288-2075-41ab-a216-b18c5fe16c5e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67be259b-bca2-4bb8-bd0f-4a93a1fa0175' class='xr-var-data-in' type='checkbox'><label for='data-67be259b-bca2-4bb8-bd0f-4a93a1fa0175' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud base level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clb</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hail_sigma</span></div><div class='xr-var-dims'>(time, step, sigma, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-55d14b74-96e5-49a4-89d4-bb3f578569d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55d14b74-96e5-49a4-89d4-bb3f578569d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b8b48ec-696c-4198-9e9f-bdffbe367a08' class='xr-var-data-in' type='checkbox'><label for='data-4b8b48ec-696c-4198-9e9f-bdffbe367a08' 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>standard_name :</span></dt><dd>hail</dd><dt><span>long_name :</span></dt><dd>hail</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>sigma level</dd><dt><span>fixed_surface_value :</span></dt><dd>0.1</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sigma</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hail_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8c239a63-243b-497d-a15d-f4fee5b4bed0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8c239a63-243b-497d-a15d-f4fee5b4bed0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b9ad462-356a-4db1-acfa-00cb5ce63e4c' class='xr-var-data-in' type='checkbox'><label for='data-0b9ad462-356a-4db1-acfa-00cb5ce63e4c' 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>standard_name :</span></dt><dd>hail</dd><dt><span>long_name :</span></dt><dd>hail</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'a': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_adiabatic_condensation_lifted</span></div><div class='xr-var-dims'>(time, step, adiabatic_condensation_lifted, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-df4b6d88-41b7-421d-b0d8-f39ff0c28d63' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df4b6d88-41b7-421d-b0d8-f39ff0c28d63' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f62201d-2e96-4d96-a730-34cf6f742555' class='xr-var-data-in' type='checkbox'><label for='data-2f62201d-2e96-4d96-a730-34cf6f742555' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>level of adiabatic condensation lifted from the surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>adiabatic_condensation_lifted</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_eqm</span></div><div class='xr-var-dims'>(time, step, eqm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-10340546-acd9-41c7-bef5-4eeda4bde883' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-10340546-acd9-41c7-bef5-4eeda4bde883' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b1aac4a-07c1-44ec-a32f-472723b07d57' class='xr-var-data-in' type='checkbox'><label for='data-1b1aac4a-07c1-44ec-a32f-472723b07d57' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>equilibrium level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>eqm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_clt</span></div><div class='xr-var-dims'>(time, step, clt, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ddd6563e-1548-4431-bc88-df25ba91003c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddd6563e-1548-4431-bc88-df25ba91003c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75217b24-3cf1-4a74-b025-f7ac01bad752' class='xr-var-data-in' type='checkbox'><label for='data-75217b24-3cf1-4a74-b025-f7ac01bad752' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud tops level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clt</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_cld_ceiling</span></div><div class='xr-var-dims'>(time, step, cld_ceiling, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fee04b31-faee-41e0-9ae2-8c83404a7d13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fee04b31-faee-41e0-9ae2-8c83404a7d13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-147788e8-e800-474a-b2dc-a59434276375' class='xr-var-data-in' type='checkbox'><label for='data-147788e8-e800-474a-b2dc-a59434276375' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud ceiling</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>cld_ceiling</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5, 'lat_0': 38.5, 'lon_0': 262.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c0c54498-8067-47b9-ba95-e30122198844' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0c54498-8067-47b9-ba95-e30122198844' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a36e2f0f-fd29-4954-8a33-ba96170f1bf2' class='xr-var-data-in' type='checkbox'><label for='data-a36e2f0f-fd29-4954-8a33-ba96170f1bf2' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>50000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5, 'a': 6371229.0, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_zero_deg_isotherm</span></div><div class='xr-var-dims'>(time, step, zero_deg_isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-37e4d8b5-deee-49a2-ad26-36c76dba02e9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37e4d8b5-deee-49a2-ad26-36c76dba02e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3b23211-e46b-42c8-a949-4f277d3cb040' class='xr-var-data-in' type='checkbox'><label for='data-a3b23211-e46b-42c8-a949-4f277d3cb040' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>level of 0oc isotherm</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>zero_deg_isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_lfc</span></div><div class='xr-var-dims'>(time, step, lfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0e514d1c-7ce1-4f9c-9d6c-723ccc812fe7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e514d1c-7ce1-4f9c-9d6c-723ccc812fe7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ade64b74-8d24-45be-94e9-84891a9cf221' class='xr-var-data-in' type='checkbox'><label for='data-ade64b74-8d24-45be-94e9-84891a9cf221' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>level of free convection</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>lfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_htfl</span></div><div class='xr-var-dims'>(time, step, htfl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fc279394-27a6-444c-ab86-652642afd211' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fc279394-27a6-444c-ab86-652642afd211' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3bf67855-6ab1-4243-969e-169014b218a3' class='xr-var-data-in' type='checkbox'><label for='data-3bf67855-6ab1-4243-969e-169014b218a3' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>highest tropospheric freezing level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>htfl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-546b73ee-ba3d-4c70-b4ee-6fabd199f2ac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-546b73ee-ba3d-4c70-b4ee-6fabd199f2ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8a27055-015a-4293-b72a-258b7aea3f68' class='xr-var-data-in' type='checkbox'><label for='data-d8a27055-015a-4293-b72a-258b7aea3f68' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lon_0': 262.5, 'a': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>land_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-58800648-551a-45ee-a529-9378b5abdf83' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-58800648-551a-45ee-a529-9378b5abdf83' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bbd8a4ac-d466-4d89-b27d-7a89cfe62531' class='xr-var-data-in' type='checkbox'><label for='data-bbd8a4ac-d466-4d89-b27d-7a89cfe62531' 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>standard_name :</span></dt><dd>landcover</dd><dt><span>long_name :</span></dt><dd>landcover</dd><dt><span>unit :</span></dt><dd>proportion</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'b': 6371229.0, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lcdc_lcl</span></div><div class='xr-var-dims'>(time, step, lcl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6f377c09-f8f3-480f-8d98-6d77880722ec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6f377c09-f8f3-480f-8d98-6d77880722ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fbf4621c-dfc5-42eb-9420-855e63253e22' class='xr-var-data-in' type='checkbox'><label for='data-fbf4621c-dfc5-42eb-9420-855e63253e22' 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>standard_name :</span></dt><dd>lowcloudcover</dd><dt><span>long_name :</span></dt><dd>lowcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>low cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>lcl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>icec_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-945b9065-fd2d-41b0-8887-997da1462bdb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-945b9065-fd2d-41b0-8887-997da1462bdb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba7af746-0c31-427c-9a54-078a7b0b2c02' class='xr-var-data-in' type='checkbox'><label for='data-ba7af746-0c31-427c-9a54-078a7b0b2c02' 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>standard_name :</span></dt><dd>icecover</dd><dt><span>long_name :</span></dt><dd>icecover</dd><dt><span>unit :</span></dt><dd>porportion</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_isotherm</span></div><div class='xr-var-dims'>(time, step, isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f80252ba-21f9-4295-96f2-58b5d34edae8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f80252ba-21f9-4295-96f2-58b5d34edae8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9081e9e4-80e4-4086-a89b-16cd56c5e61f' class='xr-var-data-in' type='checkbox'><label for='data-9081e9e4-80e4-4086-a89b-16cd56c5e61f' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>isothermal level</dd><dt><span>fixed_surface_value :</span></dt><dd>263</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[31739649060 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ltng_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fc761d7b-32c2-4a1a-8eae-11f2f39cd3c0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fc761d7b-32c2-4a1a-8eae-11f2f39cd3c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d30fd553-654e-4cb1-81a9-dadda536d0a8' class='xr-var-data-in' type='checkbox'><label for='data-d30fd553-654e-4cb1-81a9-dadda536d0a8' 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>standard_name :</span></dt><dd>lightning</dd><dt><span>long_name :</span></dt><dd>lightning</dd><dt><span>unit :</span></dt><dd>nondim</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ltngsd_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-08068158-c877-4f5c-885c-9e7c8914f61d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08068158-c877-4f5c-885c-9e7c8914f61d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9c6f16e-942d-439c-9341-1344e1395ae6' class='xr-var-data-in' type='checkbox'><label for='data-b9c6f16e-942d-439c-9341-1344e1395ae6' 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>standard_name :</span></dt><dd>lightingstrikedensity</dd><dt><span>long_name :</span></dt><dd>lightingstrikedensity</dd><dt><span>unit :</span></dt><dd>m-2 s-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>1</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_1': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prate_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5e32a04d-a6c3-43ee-a6e2-9ac5ce4996fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5e32a04d-a6c3-43ee-a6e2-9ac5ce4996fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2122ab4e-48cd-41e6-a413-b122a30f36b4' class='xr-var-data-in' type='checkbox'><label for='data-2122ab4e-48cd-41e6-a413-b122a30f36b4' 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>standard_name :</span></dt><dd>precipitationrate</dd><dt><span>long_name :</span></dt><dd>precipitationrate</dd><dt><span>unit :</span></dt><dd>kgm-2s-1</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maxuw_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00a31794-23bb-4a06-8f49-d357ead7cea3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00a31794-23bb-4a06-8f49-d357ead7cea3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb7fc758-fec9-44ab-9f09-6cde9bd6857f' class='xr-var-data-in' type='checkbox'><label for='data-cb7fc758-fec9-44ab-9f09-6cde9bd6857f' 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>standard_name :</span></dt><dd>ucomponenthourlymaximumwindspeed</dd><dt><span>long_name :</span></dt><dd>ucomponenthourlymaximumwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>10</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_0': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mcdc_mcl</span></div><div class='xr-var-dims'>(time, step, mcl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5738e123-b940-4aed-8ff1-58c432a8573d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5738e123-b940-4aed-8ff1-58c432a8573d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6fb6fc09-295a-4ac7-a2d3-d80f232aeee0' class='xr-var-data-in' type='checkbox'><label for='data-6fb6fc09-295a-4ac7-a2d3-d80f232aeee0' 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>standard_name :</span></dt><dd>mediumcloudcover</dd><dt><span>long_name :</span></dt><dd>mediumcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>middle cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>mcl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'a': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maxvw_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-382e5ee2-055f-4be1-ad0e-7f443b569925' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-382e5ee2-055f-4be1-ad0e-7f443b569925' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5cd96ba-73ff-4f96-b516-a8d6c8e71b2b' class='xr-var-data-in' type='checkbox'><label for='data-c5cd96ba-73ff-4f96-b516-a8d6c8e71b2b' 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>standard_name :</span></dt><dd>vcomponenthourlymaximumwindspeed</dd><dt><span>long_name :</span></dt><dd>vcomponenthourlymaximumwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>10</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pot_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ecf73e36-988f-4508-a200-62d2d564022f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ecf73e36-988f-4508-a200-62d2d564022f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1fbbbab1-4b44-41c9-9567-18b4dca316b3' class='xr-var-data-in' type='checkbox'><label for='data-1fbbbab1-4b44-41c9-9567-18b4dca316b3' 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>standard_name :</span></dt><dd>potentialtemperature</dd><dt><span>long_name :</span></dt><dd>potentialtemperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refc_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e9e61015-fc87-43a6-98cc-c85994154d81' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e9e61015-fc87-43a6-98cc-c85994154d81' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f883635-2683-4154-af05-566e3cc1ad42' class='xr-var-data-in' type='checkbox'><label for='data-5f883635-2683-4154-af05-566e3cc1ad42' 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>standard_name :</span></dt><dd>compositereflectivity</dd><dt><span>long_name :</span></dt><dd>compositereflectivity</dd><dt><span>unit :</span></dt><dd>dB</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pwat_entire_atm</span></div><div class='xr-var-dims'>(time, step, entire_atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a9d7738f-4dd7-4742-8c5b-bb8ac085092e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a9d7738f-4dd7-4742-8c5b-bb8ac085092e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7436d16f-e93b-436d-8324-8a843d0403e1' class='xr-var-data-in' type='checkbox'><label for='data-7436d16f-e93b-436d-8324-8a843d0403e1' 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>standard_name :</span></dt><dd>precipitablewater</dd><dt><span>long_name :</span></dt><dd>precipitablewater</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere as a single layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>entire_atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d4e6bd7d-37a0-4fec-a9aa-28ce9536c4e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d4e6bd7d-37a0-4fec-a9aa-28ce9536c4e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1855331-a481-4d72-9aad-a88551e93bde' class='xr-var-data-in' type='checkbox'><label for='data-b1855331-a481-4d72-9aad-a88551e93bde' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_htfl</span></div><div class='xr-var-dims'>(time, step, htfl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a0f5f5d4-a19c-4c44-b9b9-b820ed63e95b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a0f5f5d4-a19c-4c44-b9b9-b820ed63e95b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac144d84-e919-401d-ad3e-99df67fb1318' class='xr-var-data-in' type='checkbox'><label for='data-ac144d84-e919-401d-ad3e-99df67fb1318' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>highest tropospheric freezing level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>htfl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_zero_deg_isotherm</span></div><div class='xr-var-dims'>(time, step, zero_deg_isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7f71624b-0234-42f0-aed2-64ef72fac521' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f71624b-0234-42f0-aed2-64ef72fac521' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e4e1c64-2933-4fd0-9efd-866eb55f8eb4' class='xr-var-data-in' type='checkbox'><label for='data-7e4e1c64-2933-4fd0-9efd-866eb55f8eb4' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>level of 0oc isotherm</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>zero_deg_isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_clb</span></div><div class='xr-var-dims'>(time, step, clb, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3f7ecff8-cf9a-43a1-8323-3e8b0555d62e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3f7ecff8-cf9a-43a1-8323-3e8b0555d62e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b53219e-af75-41fb-ac88-5b9595321113' class='xr-var-data-in' type='checkbox'><label for='data-6b53219e-af75-41fb-ac88-5b9595321113' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud base level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clb</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_clt</span></div><div class='xr-var-dims'>(time, step, clt, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e25bc18d-5a4a-464d-bdc6-48f1210a200c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e25bc18d-5a4a-464d-bdc6-48f1210a200c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b9a5bac-43b6-4406-8fca-306dc71972d6' class='xr-var-data-in' type='checkbox'><label for='data-7b9a5bac-43b6-4406-8fca-306dc71972d6' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud tops level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clt</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refd_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3abcf615-cbd2-4cdc-8717-24b0c9d428ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3abcf615-cbd2-4cdc-8717-24b0c9d428ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90273a96-67f9-4a8f-a65a-1741e1bbafb7' class='xr-var-data-in' type='checkbox'><label for='data-90273a96-67f9-4a8f-a65a-1741e1bbafb7' 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>standard_name :</span></dt><dd>reflectivity</dd><dt><span>long_name :</span></dt><dd>reflectivity</dd><dt><span>unit :</span></dt><dd>dB</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>1000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>retop_clt</span></div><div class='xr-var-dims'>(time, step, clt, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d670e391-cf79-48ab-8e24-44f5093292b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d670e391-cf79-48ab-8e24-44f5093292b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07d79b04-25a0-4012-96d6-dd8d18528bb0' class='xr-var-data-in' type='checkbox'><label for='data-07d79b04-25a0-4012-96d6-dd8d18528bb0' 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>standard_name :</span></dt><dd>echotop</dd><dt><span>long_name :</span></dt><dd>echotop</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud tops level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clt</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_2': 38.5, 'b': 6371229.0, 'a': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rh_htfl</span></div><div class='xr-var-dims'>(time, step, htfl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9b138b76-93bb-4cd5-ad58-1611133d053a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9b138b76-93bb-4cd5-ad58-1611133d053a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-118e0faf-fb06-4534-9b1d-be9c8512d99a' class='xr-var-data-in' type='checkbox'><label for='data-118e0faf-fb06-4534-9b1d-be9c8512d99a' 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>standard_name :</span></dt><dd>relativehumidity</dd><dt><span>long_name :</span></dt><dd>relativehumidity</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>highest tropospheric freezing level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>htfl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'a': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refd_isotherm</span></div><div class='xr-var-dims'>(time, step, isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8465971f-205f-4c2d-9fbb-46012f47676d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8465971f-205f-4c2d-9fbb-46012f47676d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d71bfd58-0052-4052-8c1a-6bad87d81851' class='xr-var-data-in' type='checkbox'><label for='data-d71bfd58-0052-4052-8c1a-6bad87d81851' 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>standard_name :</span></dt><dd>reflectivity</dd><dt><span>long_name :</span></dt><dd>reflectivity</dd><dt><span>unit :</span></dt><dd>dB</dd><dt><span>fixed_surface_type :</span></dt><dd>isothermal level</dd><dt><span>fixed_surface_value :</span></dt><dd>263</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[31739649060 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>relv_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-eadc3aa3-e607-4c06-8fd8-8796d3c0bddb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eadc3aa3-e607-4c06-8fd8-8796d3c0bddb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29fa866c-b0b8-4d6c-828d-c067e8b98ed4' class='xr-var-data-in' type='checkbox'><label for='data-29fa866c-b0b8-4d6c-828d-c067e8b98ed4' 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>standard_name :</span></dt><dd>relativevorticity</dd><dt><span>long_name :</span></dt><dd>relativevorticity</dd><dt><span>unit :</span></dt><dd>s-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rh_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-be1e728b-92f7-4000-b6ca-228b65bb9b99' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be1e728b-92f7-4000-b6ca-228b65bb9b99' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d193c374-486e-4702-9531-c1b20096c293' class='xr-var-data-in' type='checkbox'><label for='data-d193c374-486e-4702-9531-c1b20096c293' 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>standard_name :</span></dt><dd>relativehumidity</dd><dt><span>long_name :</span></dt><dd>relativehumidity</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5, 'b': 6371229.0, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rh_zero_deg_isotherm</span></div><div class='xr-var-dims'>(time, step, zero_deg_isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4ddea25d-58a2-422b-9a60-5bd2ad2ec403' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ddea25d-58a2-422b-9a60-5bd2ad2ec403' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66ffd33b-ba22-48ef-8306-4da028534424' class='xr-var-data-in' type='checkbox'><label for='data-66ffd33b-ba22-48ef-8306-4da028534424' 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>standard_name :</span></dt><dd>relativehumidity</dd><dt><span>long_name :</span></dt><dd>relativehumidity</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>level of 0oc isotherm</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>zero_deg_isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>snowc_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-927a0283-ec15-4aee-bf77-dcddc89bd91a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-927a0283-ec15-4aee-bf77-dcddc89bd91a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db193693-c582-4983-8b4a-8e47c740ebd2' class='xr-var-data-in' type='checkbox'><label for='data-db193693-c582-4983-8b4a-8e47c740ebd2' 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>standard_name :</span></dt><dd>snowcover</dd><dt><span>long_name :</span></dt><dd>snowcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'b': 6371229.0, 'a': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcdc_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-751b56f6-fa0f-4e56-99e1-cac85ff74b80' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-751b56f6-fa0f-4e56-99e1-cac85ff74b80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0946c6f5-4c4c-4357-b1c5-55a909c42de0' class='xr-var-data-in' type='checkbox'><label for='data-0946c6f5-4c4c-4357-b1c5-55a909c42de0' 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>standard_name :</span></dt><dd>totalcloudcover</dd><dt><span>long_name :</span></dt><dd>totalcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>snod_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a2402e60-cb25-4a30-a9ab-4fe84afae145' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a2402e60-cb25-4a30-a9ab-4fe84afae145' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c42519e-7c9c-4e02-96c6-30d7ca6a8046' class='xr-var-data-in' type='checkbox'><label for='data-6c42519e-7c9c-4e02-96c6-30d7ca6a8046' 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>standard_name :</span></dt><dd>snowdepth</dd><dt><span>long_name :</span></dt><dd>snowdepth</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spfh_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b8123178-9638-481e-90d7-50458bcc5a20' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8123178-9638-481e-90d7-50458bcc5a20' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec5060a4-e18a-48fc-9218-599234efa1f8' class='xr-var-data-in' type='checkbox'><label for='data-ec5060a4-e18a-48fc-9218-599234efa1f8' 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>standard_name :</span></dt><dd>specifichumidity</dd><dt><span>long_name :</span></dt><dd>specifichumidity</dd><dt><span>unit :</span></dt><dd>kgkg-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tmp_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-95ea1f63-0119-4cc3-90cb-0ff2314922d8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-95ea1f63-0119-4cc3-90cb-0ff2314922d8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d6fd4b7e-1277-4872-9f40-336d82a9cd12' class='xr-var-data-in' type='checkbox'><label for='data-d6fd4b7e-1277-4872-9f40-336d82a9cd12' 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>standard_name :</span></dt><dd>temperature</dd><dt><span>long_name :</span></dt><dd>temperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcdc_bndry_cloud</span></div><div class='xr-var-dims'>(time, step, bndry_cloud, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-19d7f053-d651-45ab-9638-c465c8d6f1d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-19d7f053-d651-45ab-9638-c465c8d6f1d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d4b995a-4e26-4841-998f-a5d55719db04' class='xr-var-data-in' type='checkbox'><label for='data-4d4b995a-4e26-4841-998f-a5d55719db04' 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>standard_name :</span></dt><dd>totalcloudcover</dd><dt><span>long_name :</span></dt><dd>totalcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>boundary layer cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>bndry_cloud</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ugrd_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-73184935-726e-43c6-a741-95882831b982' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-73184935-726e-43c6-a741-95882831b982' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-989330fb-c8b4-45f2-a05b-485104553e94' class='xr-var-data-in' type='checkbox'><label for='data-989330fb-c8b4-45f2-a05b-485104553e94' 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>standard_name :</span></dt><dd>ucomponentwindspeed</dd><dt><span>long_name :</span></dt><dd>ucomponentwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>80</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ugrd_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-49135ea2-e7a0-449d-b146-fe33a5a360aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-49135ea2-e7a0-449d-b146-fe33a5a360aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c50cdb03-373d-4a70-9fde-7816935fecce' class='xr-var-data-in' type='checkbox'><label for='data-c50cdb03-373d-4a70-9fde-7816935fecce' 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>standard_name :</span></dt><dd>ucomponentwindspeed</dd><dt><span>long_name :</span></dt><dd>ucomponentwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>25000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tmp_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c2374df8-8e73-4043-832e-3d8aa1d9e9cf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2374df8-8e73-4043-832e-3d8aa1d9e9cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f54cf034-f577-44d0-972d-9725f902c39e' class='xr-var-data-in' type='checkbox'><label for='data-f54cf034-f577-44d0-972d-9725f902c39e' 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>standard_name :</span></dt><dd>temperature</dd><dt><span>long_name :</span></dt><dd>temperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>50000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'b': 6371229.0, 'lat_0': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tmp_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-06d96fbb-df68-4fd9-86ac-a37254975489' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-06d96fbb-df68-4fd9-86ac-a37254975489' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e871111-bac6-4db3-a643-3c829ae3730b' class='xr-var-data-in' type='checkbox'><label for='data-9e871111-bac6-4db3-a643-3c829ae3730b' 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>standard_name :</span></dt><dd>temperature</dd><dt><span>long_name :</span></dt><dd>temperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lat_2': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>weasd_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cd44c54d-b9d1-44cb-838e-1c9361d17673' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd44c54d-b9d1-44cb-838e-1c9361d17673' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b708500a-6745-4f08-b803-06d0ac8fbd97' class='xr-var-data-in' type='checkbox'><label for='data-b708500a-6745-4f08-b803-06d0ac8fbd97' 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>standard_name :</span></dt><dd>waterequavalentsnowdepth</dd><dt><span>long_name :</span></dt><dd>waterequavalentsnowdepth</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vgrd_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5d103d1f-8e9e-407f-9cc1-16858f94d3ef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d103d1f-8e9e-407f-9cc1-16858f94d3ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14080bff-7064-4bb9-9cec-2cb39df8fd74' class='xr-var-data-in' type='checkbox'><label for='data-14080bff-7064-4bb9-9cec-2cb39df8fd74' 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>standard_name :</span></dt><dd>vcomponentwindspeed</dd><dt><span>long_name :</span></dt><dd>vcomponentwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>80</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vstm_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-11679987-bf01-4f2c-8172-8888e88e109e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-11679987-bf01-4f2c-8172-8888e88e109e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5e6e5da-a071-479d-9ed8-bb425b4a51dc' class='xr-var-data-in' type='checkbox'><label for='data-e5e6e5da-a071-479d-9ed8-bb425b4a51dc' 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>standard_name :</span></dt><dd>vcomponentstormmotion</dd><dt><span>long_name :</span></dt><dd>vcomponentstormmotion</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vis_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dc17802d-6cc2-4e1b-a7fb-425ae2e62d7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc17802d-6cc2-4e1b-a7fb-425ae2e62d7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c1831e7-ae12-4935-927c-ce758ccb4287' class='xr-var-data-in' type='checkbox'><label for='data-9c1831e7-ae12-4935-927c-ce758ccb4287' 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>standard_name :</span></dt><dd>visibility</dd><dt><span>long_name :</span></dt><dd>visibility</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vgrd_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9a4d8c54-4987-4eda-8729-93928cc7d5d8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a4d8c54-4987-4eda-8729-93928cc7d5d8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c464d99e-5a66-4548-91f9-09902aef9276' class='xr-var-data-in' type='checkbox'><label for='data-c464d99e-5a66-4548-91f9-09902aef9276' 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>standard_name :</span></dt><dd>vcomponentwindspeed</dd><dt><span>long_name :</span></dt><dd>vcomponentwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>25000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcolg_entire_atm</span></div><div class='xr-var-dims'>(time, step, entire_atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cfce7a84-6470-4e80-927d-4e5a53728aa9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cfce7a84-6470-4e80-927d-4e5a53728aa9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04b99f5b-27c6-4b4d-9479-0fdeb821f0e1' class='xr-var-data-in' type='checkbox'><label for='data-04b99f5b-27c6-4b4d-9479-0fdeb821f0e1' 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>standard_name :</span></dt><dd>totalcolumnintegratedgraupel</dd><dt><span>long_name :</span></dt><dd>totalcolumnintegratedgraupel</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere as a single layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>entire_atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wind_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ad845099-47e5-45ca-9f15-e79c4493dc13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ad845099-47e5-45ca-9f15-e79c4493dc13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fbff00f2-3521-4d5d-9340-c64e9c182a45' class='xr-var-data-in' type='checkbox'><label for='data-fbff00f2-3521-4d5d-9340-c64e9c182a45' 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>standard_name :</span></dt><dd>windspeed</dd><dt><span>long_name :</span></dt><dd>windspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>10</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>utsm_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2665b5c5-56f1-4030-b8dd-46537ccffcba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2665b5c5-56f1-4030-b8dd-46537ccffcba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e3f78ac0-bb48-40bc-b153-fcf3cbf522bd' class='xr-var-data-in' type='checkbox'><label for='data-e3f78ac0-bb48-40bc-b153-fcf3cbf522bd' 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>standard_name :</span></dt><dd>ucomponentstormmotion</dd><dt><span>long_name :</span></dt><dd>ucomponentstormmotion</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cfdec278-f8cf-4fb2-9d01-69ddbc385227' class='xr-section-summary-in' type='checkbox' ><label for='section-cfdec278-f8cf-4fb2-9d01-69ddbc385227' class='xr-section-summary' >Indexes: <span>(21)</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>adiabatic_condensation_lifted</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-1fa641d4-c78d-4e16-a931-f91b6f68d198' class='xr-index-data-in' type='checkbox'/><label for='index-1fa641d4-c78d-4e16-a931-f91b6f68d198' 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(Index([0.0], dtype='float64', name='adiabatic_condensation_lifted'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>atm</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-cb33a6ba-2da5-40a3-bcea-3daa41d7f109' class='xr-index-data-in' type='checkbox'/><label for='index-cb33a6ba-2da5-40a3-bcea-3daa41d7f109' 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(Index([0.0], dtype='float64', name='atm'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>clb</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-2d2ed977-37fc-44fe-a3d4-e52e09c8fd73' class='xr-index-data-in' type='checkbox'/><label for='index-2d2ed977-37fc-44fe-a3d4-e52e09c8fd73' 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(Index([0.0], dtype='float64', name='clb'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>clt</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-6214d6a8-c0d3-4d0a-b020-854394913cea' class='xr-index-data-in' type='checkbox'/><label for='index-6214d6a8-c0d3-4d0a-b020-854394913cea' 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(Index([0.0], dtype='float64', name='clt'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>bndry_cloud</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-555258aa-35ca-4579-a2a8-8a37b7666760' class='xr-index-data-in' type='checkbox'/><label for='index-555258aa-35ca-4579-a2a8-8a37b7666760' 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(Index([0.0], dtype='float64', name='bndry_cloud'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>cld_ceiling</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-c505ea31-1b1c-46d3-8d6f-b1e6c3859061' class='xr-index-data-in' type='checkbox'/><label for='index-c505ea31-1b1c-46d3-8d6f-b1e6c3859061' 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(Index([0.0], dtype='float64', name='cld_ceiling'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>entire_atm</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-ece167db-9d91-4ea3-b43f-f6f7a596f000' class='xr-index-data-in' type='checkbox'/><label for='index-ece167db-9d91-4ea3-b43f-f6f7a596f000' 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(Index([0.0], dtype='float64', name='entire_atm'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>eqm</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-7cb5aa5f-e0e1-4357-9c6f-5c8eedff8d7f' class='xr-index-data-in' type='checkbox'/><label for='index-7cb5aa5f-e0e1-4357-9c6f-5c8eedff8d7f' 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(Index([0.0], dtype='float64', name='eqm'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>hag</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-6cdcbdfd-6c15-4218-947b-28c1c8dfedc8' class='xr-index-data-in' type='checkbox'/><label for='index-6cdcbdfd-6c15-4218-947b-28c1c8dfedc8' 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(Index([0.0, 1.0, 2.0, 10.0, 80.0, 1000.0, 2000.0, 4000.0], dtype='float64', name='hag'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>hcl</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-dde7cab4-820c-419d-9d53-514253c7c24f' class='xr-index-data-in' type='checkbox'/><label for='index-dde7cab4-820c-419d-9d53-514253c7c24f' 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(Index([0.0], dtype='float64', name='hcl'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>htfl</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-823be8a9-973a-4fd5-ac75-bb4b4866d45c' class='xr-index-data-in' type='checkbox'/><label for='index-823be8a9-973a-4fd5-ac75-bb4b4866d45c' 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(Index([0.0], dtype='float64', name='htfl'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>isotherm</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-edcf3dc0-47a6-47c6-9653-68bd6fd39571' class='xr-index-data-in' type='checkbox'/><label for='index-edcf3dc0-47a6-47c6-9653-68bd6fd39571' 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(Index([253.0, 263.0], dtype='float64', name='isotherm'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>isobar</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-d578ba53-437b-4dd3-b8b9-a3f24d898957' class='xr-index-data-in' type='checkbox'/><label for='index-d578ba53-437b-4dd3-b8b9-a3f24d898957' 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(Index([25000.0, 30000.0, 50000.0, 70000.0, 85000.0, 92500.0, 100000.0], dtype='float64', name='isobar'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lcl</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-65880e65-53fe-4651-a8fa-8fcdb68f7b0d' class='xr-index-data-in' type='checkbox'/><label for='index-65880e65-53fe-4651-a8fa-8fcdb68f7b0d' 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(Index([0.0], dtype='float64', name='lcl'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lfc</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-286ac8f7-e12b-4fc2-b495-e8563e3b4865' class='xr-index-data-in' type='checkbox'/><label for='index-286ac8f7-e12b-4fc2-b495-e8563e3b4865' 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(Index([0.0], dtype='float64', name='lfc'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>mcl</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-45b360e7-383e-499b-9cc4-e2d17a7cd63a' class='xr-index-data-in' type='checkbox'/><label for='index-45b360e7-383e-499b-9cc4-e2d17a7cd63a' 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(Index([0.0], dtype='float64', name='mcl'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>sfc</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-0554882c-4f25-4b01-b0fa-6ca61a46bfac' class='xr-index-data-in' type='checkbox'/><label for='index-0554882c-4f25-4b01-b0fa-6ca61a46bfac' 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(Index([0.0], dtype='float64', name='sfc'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>sigma</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-073edc39-04e9-4b1b-b12b-d8c5dd863689' class='xr-index-data-in' type='checkbox'/><label for='index-073edc39-04e9-4b1b-b12b-d8c5dd863689' 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(Index([0.1], dtype='float64', name='sigma'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>step</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-2c2d7b1f-ceb2-4116-9136-547778e6f25c' class='xr-index-data-in' type='checkbox'/><label for='index-2c2d7b1f-ceb2-4116-9136-547778e6f25c' 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(TimedeltaIndex(['0 days 00:00:00', '0 days 01:00:00', '0 days 02:00:00',\n", | |
| " '0 days 03:00:00', '0 days 04:00:00', '0 days 05:00:00',\n", | |
| " '0 days 06:00:00', '0 days 07:00:00', '0 days 08:00:00',\n", | |
| " '0 days 09:00:00', '0 days 10:00:00', '0 days 11:00:00',\n", | |
| " '0 days 12:00:00', '0 days 13:00:00', '0 days 14:00:00',\n", | |
| " '0 days 15:00:00', '0 days 16:00:00', '0 days 17:00:00',\n", | |
| " '0 days 18:00:00', '0 days 19:00:00', '0 days 20:00:00',\n", | |
| " '0 days 21:00:00', '0 days 22:00:00', '0 days 23:00:00',\n", | |
| " '1 days 00:00:00', '1 days 01:00:00', '1 days 02:00:00',\n", | |
| " '1 days 03:00:00', '1 days 04:00:00', '1 days 05:00:00',\n", | |
| " '1 days 06:00:00', '1 days 07:00:00', '1 days 08:00:00',\n", | |
| " '1 days 09:00:00', '1 days 10:00:00', '1 days 11:00:00',\n", | |
| " '1 days 12:00:00', '1 days 13:00:00', '1 days 14:00:00',\n", | |
| " '1 days 15:00:00', '1 days 16:00:00', '1 days 17:00:00',\n", | |
| " '1 days 18:00:00', '1 days 19:00:00', '1 days 20:00:00',\n", | |
| " '1 days 21:00:00', '1 days 22:00:00', '1 days 23:00:00',\n", | |
| " '2 days 00:00:00'],\n", | |
| " dtype='timedelta64[s]', name='step', freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-4aa24669-b2cf-4dfe-b81b-3c376b2a12c6' class='xr-index-data-in' type='checkbox'/><label for='index-4aa24669-b2cf-4dfe-b81b-3c376b2a12c6' 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(['2025-07-10 22:00:00', '2025-09-12 15:00:00',\n", | |
| " '2025-09-12 16:00:00', '2025-09-12 17:00:00',\n", | |
| " '2025-09-12 18:00:00', '2025-09-12 19:00:00',\n", | |
| " '2025-09-12 20:00:00', '2025-09-12 21:00:00',\n", | |
| " '2025-09-12 22:00:00', '2025-09-12 23:00:00',\n", | |
| " ...\n", | |
| " '2025-09-19 06:00:00', '2025-09-19 07:00:00',\n", | |
| " '2025-09-19 08:00:00', '2025-09-19 09:00:00',\n", | |
| " '2025-09-19 10:00:00', '2025-09-19 11:00:00',\n", | |
| " '2025-09-19 12:00:00', '2025-09-19 13:00:00',\n", | |
| " '2025-09-19 14:00:00', '2025-09-19 15:00:00'],\n", | |
| " dtype='datetime64[ns]', name='time', length=170, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>zero_deg_isotherm</div></div><div class='xr-index-preview'>PandasIndex</div><input type='checkbox' disabled/><label></label><input id='index-7e7612fb-3115-43d6-8d5f-47fda7f812df' class='xr-index-data-in' type='checkbox'/><label for='index-7e7612fb-3115-43d6-8d5f-47fda7f812df' 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(Index([0.0], dtype='float64', name='zero_deg_isotherm'))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-237fed5d-cfb5-4c5d-9e0c-2bef43788d6d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-237fed5d-cfb5-4c5d-9e0c-2bef43788d6d' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>" | |
| ], | |
| "text/plain": [ | |
| "<xarray.Dataset> Size: 26TB\n", | |
| "Dimensions: (adiabatic_condensation_lifted: 1,\n", | |
| " atm: 1, clb: 1, time: 170, step: 49,\n", | |
| " sfc: 1, y: 1059, x: 1799, clt: 1,\n", | |
| " bndry_cloud: 1, cld_ceiling: 1, hag: 8,\n", | |
| " isobar: 7, entire_atm: 1, eqm: 1,\n", | |
| " hcl: 1, sigma: 1, htfl: 1,\n", | |
| " zero_deg_isotherm: 1, lfc: 1,\n", | |
| " isotherm: 2, lcl: 1, mcl: 1)\n", | |
| "Coordinates: (12/23)\n", | |
| " * adiabatic_condensation_lifted (adiabatic_condensation_lifted) float64 8B ...\n", | |
| " * atm (atm) float64 8B 0.0\n", | |
| " * clb (clb) float64 8B 0.0\n", | |
| " * clt (clt) float64 8B 0.0\n", | |
| " * bndry_cloud (bndry_cloud) float64 8B 0.0\n", | |
| " * cld_ceiling (cld_ceiling) float64 8B 0.0\n", | |
| " ... ...\n", | |
| " * mcl (mcl) float64 8B 0.0\n", | |
| " * sfc (sfc) float64 8B 0.0\n", | |
| " * sigma (sigma) float64 8B 0.1\n", | |
| " * step (step) timedelta64[s] 392B 00:00:00 .....\n", | |
| " * time (time) datetime64[ns] 1kB 2025-07-10T2...\n", | |
| " * zero_deg_isotherm (zero_deg_isotherm) float64 8B 0.0\n", | |
| "Dimensions without coordinates: y, x\n", | |
| "Data variables: (12/69)\n", | |
| " cicep_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " apcp_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " asnow_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " cfrzr_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " cpofp_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " dpt_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " ... ...\n", | |
| " vstm_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " vis_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " vgrd_isobar (time, step, isobar, y, x) float64 889GB ...\n", | |
| " tcolg_entire_atm (time, step, entire_atm, y, x) float64 127GB ...\n", | |
| " wind_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " utsm_hag (time, step, hag, y, x) float64 1TB ..." | |
| ] | |
| }, | |
| "execution_count": 5, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "repo = icechunk.Repository.open(\n", | |
| " storage=storage,\n", | |
| " config=config,\n", | |
| " authorize_virtual_chunk_access=credentials\n", | |
| ")\n", | |
| "session = repo.readonly_session(\"main\")\n", | |
| "ds = xr.open_zarr(session.store, group=\"/\", zarr_format=3, consolidated=False)\n", | |
| "ds\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 6, | |
| "id": "46bc2027-5242-4e4d-af7a-8aa348f48b20", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "da = ds[\"wind_hag\"].sel(time=\"2025-09-17T00:00:00.000000000\").isel(step=10).sel(hag=10)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 7, | |
| "id": "82b788c1-6907-4551-a1a1-cb6ee321871d", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<matplotlib.collections.QuadMesh at 0x117cd5d30>" | |
| ] | |
| }, | |
| "execution_count": 7, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 640x480 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "da.plot.pcolormesh(x=\"longitude\", y=\"latitude\")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 8, | |
| "id": "006ff92d-1e8a-47d4-a1d6-5ed3d5baa11a", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "# More explicit approach using the coordinate arrays directly:\n", | |
| "def select_bbox(ds, min_lon, min_lat, max_lon, max_lat):\n", | |
| " \"\"\"\n", | |
| " Explicitly use the latitude and longitude coordinate arrays for selection\n", | |
| " \"\"\"\n", | |
| " \n", | |
| " # Create boolean mask using the coordinate arrays\n", | |
| " lat_mask = (ds.coords['latitude'] >= min_lat) & (ds.coords['latitude'] <= max_lat)\n", | |
| " lon_mask = (ds.coords['longitude'] >= min_lon) & (ds.coords['longitude'] <= max_lon)\n", | |
| " \n", | |
| " combined_mask = lat_mask & lon_mask\n", | |
| " # Apply mask and drop NaN values\n", | |
| " subset = ds.where(combined_mask, drop=True)\n", | |
| " \n", | |
| " return subset" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 9, | |
| "id": "a2e25ffb-76a2-4bdd-9934-54f36c1b31a6", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "da = select_bbox(da, -110, 30, -80, 45)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 10, | |
| "id": "82059821-271a-4b7a-85d2-9ba601fe82fb", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "<matplotlib.collections.QuadMesh at 0x117e64b90>" | |
| ] | |
| }, | |
| "execution_count": 10, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| }, | |
| { | |
| "data": { | |
| "image/png": 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| |
| "text/plain": [ | |
| "<Figure size 640x480 with 2 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "da.plot.pcolormesh(x=\"longitude\", y=\"latitude\")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 11, | |
| "id": "7cbf8aa6-402c-47b4-98a3-d497eef581af", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/html": [ | |
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| "<defs>\n", | |
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| " );\n", | |
| " --xr-border-color: var(\n", | |
| " --jp-border-color2,\n", | |
| " hsl(from var(--pst-color-on-background, white) h s calc(l - 10))\n", | |
| " );\n", | |
| " --xr-disabled-color: var(\n", | |
| " --jp-layout-color3,\n", | |
| " hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n", | |
| " );\n", | |
| " --xr-background-color: var(\n", | |
| " --jp-layout-color0,\n", | |
| " var(--pst-color-on-background, white)\n", | |
| " );\n", | |
| " --xr-background-color-row-even: var(\n", | |
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| " );\n", | |
| " --xr-background-color-row-odd: var(\n", | |
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| " hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n", | |
| " );\n", | |
| "}\n", | |
| "\n", | |
| "html[theme=\"dark\"],\n", | |
| "html[data-theme=\"dark\"],\n", | |
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| " );\n", | |
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| " --jp-content-font-color2,\n", | |
| " var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n", | |
| " );\n", | |
| " --xr-font-color3: var(\n", | |
| " --jp-content-font-color3,\n", | |
| " var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n", | |
| " );\n", | |
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| " hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n", | |
| " );\n", | |
| " --xr-background-color: var(\n", | |
| " --jp-layout-color0,\n", | |
| " var(--pst-color-on-background, #111111)\n", | |
| " );\n", | |
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| " );\n", | |
| " --xr-background-color-row-odd: var(\n", | |
| " --jp-layout-color2,\n", | |
| " hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n", | |
| " );\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 0 20px 0 20px;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-section-item {\n", | |
| " display: contents;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-section-item input {\n", | |
| " display: inline-block;\n", | |
| " opacity: 0;\n", | |
| " height: 0;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-section-item input + label {\n", | |
| " color: var(--xr-disabled-color);\n", | |
| " border: 2px solid transparent !important;\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:focus + label {\n", | |
| " border: 2px solid var(--xr-font-color0) !important;\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", | |
| " border-color: var(--xr-background-color-row-odd);\n", | |
| " margin-bottom: 0;\n", | |
| " padding-top: 2px;\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", | |
| " border-color: var(--xr-background-color-row-even);\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", | |
| " border-top: 2px dotted var(--xr-background-color);\n", | |
| " padding-bottom: 20px !important;\n", | |
| " padding-top: 10px !important;\n", | |
| "}\n", | |
| "\n", | |
| ".xr-var-attrs-in + label,\n", | |
| ".xr-var-data-in + label,\n", | |
| ".xr-index-data-in + label {\n", | |
| " padding: 0 1px;\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-data > pre,\n", | |
| ".xr-index-data > pre,\n", | |
| ".xr-var-data > table > tbody > tr {\n", | |
| " background-color: transparent !important;\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", | |
| "\n", | |
| ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n", | |
| ".xr-var-data-in:checked + label > .xr-icon-database,\n", | |
| ".xr-index-data-in:checked + label > .xr-icon-database {\n", | |
| " color: var(--xr-font-color0);\n", | |
| " filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n", | |
| " stroke-width: 0.8px;\n", | |
| "}\n", | |
| "</style><pre class='xr-text-repr-fallback'><xarray.Dataset> Size: 26TB\n", | |
| "Dimensions: (adiabatic_condensation_lifted: 1,\n", | |
| " atm: 1, clb: 1, time: 170, step: 49,\n", | |
| " sfc: 1, y: 1059, x: 1799, clt: 1,\n", | |
| " bndry_cloud: 1, cld_ceiling: 1, hag: 8,\n", | |
| " isobar: 7, entire_atm: 1, eqm: 1,\n", | |
| " hcl: 1, sigma: 1, htfl: 1,\n", | |
| " zero_deg_isotherm: 1, lfc: 1,\n", | |
| " isotherm: 2, lcl: 1, mcl: 1)\n", | |
| "Coordinates: (12/24)\n", | |
| " * adiabatic_condensation_lifted (adiabatic_condensation_lifted) float64 8B ...\n", | |
| " * atm (atm) float64 8B 0.0\n", | |
| " * clb (clb) float64 8B 0.0\n", | |
| " * clt (clt) float64 8B 0.0\n", | |
| " * bndry_cloud (bndry_cloud) float64 8B 0.0\n", | |
| " * cld_ceiling (cld_ceiling) float64 8B 0.0\n", | |
| " ... ...\n", | |
| " * sfc (sfc) float64 8B 0.0\n", | |
| " * sigma (sigma) float64 8B 0.1\n", | |
| " * step (step) timedelta64[s] 392B 00:00:00 .....\n", | |
| " * time (time) datetime64[ns] 1kB 2025-07-10T2...\n", | |
| " * zero_deg_isotherm (zero_deg_isotherm) float64 8B 0.0\n", | |
| " valid_time (time, step) datetime64[ns] 67kB 2025-...\n", | |
| "Dimensions without coordinates: y, x\n", | |
| "Data variables: (12/69)\n", | |
| " cicep_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " apcp_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " asnow_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " cfrzr_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " cpofp_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " dpt_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " ... ...\n", | |
| " vstm_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " vis_sfc (time, step, sfc, y, x) float64 127GB ...\n", | |
| " vgrd_isobar (time, step, isobar, y, x) float64 889GB ...\n", | |
| " tcolg_entire_atm (time, step, entire_atm, y, x) float64 127GB ...\n", | |
| " wind_hag (time, step, hag, y, x) float64 1TB ...\n", | |
| " utsm_hag (time, step, hag, y, x) float64 1TB ...</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-4a65d2fc-84d3-4176-8ca4-4016cc1a0f81' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4a65d2fc-84d3-4176-8ca4-4016cc1a0f81' 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'>adiabatic_condensation_lifted</span>: 1</li><li><span class='xr-has-index'>atm</span>: 1</li><li><span class='xr-has-index'>clb</span>: 1</li><li><span class='xr-has-index'>time</span>: 170</li><li><span class='xr-has-index'>step</span>: 49</li><li><span class='xr-has-index'>sfc</span>: 1</li><li><span>y</span>: 1059</li><li><span>x</span>: 1799</li><li><span class='xr-has-index'>clt</span>: 1</li><li><span class='xr-has-index'>bndry_cloud</span>: 1</li><li><span class='xr-has-index'>cld_ceiling</span>: 1</li><li><span class='xr-has-index'>hag</span>: 8</li><li><span class='xr-has-index'>isobar</span>: 7</li><li><span class='xr-has-index'>entire_atm</span>: 1</li><li><span class='xr-has-index'>eqm</span>: 1</li><li><span class='xr-has-index'>hcl</span>: 1</li><li><span class='xr-has-index'>sigma</span>: 1</li><li><span class='xr-has-index'>htfl</span>: 1</li><li><span class='xr-has-index'>zero_deg_isotherm</span>: 1</li><li><span class='xr-has-index'>lfc</span>: 1</li><li><span class='xr-has-index'>isotherm</span>: 2</li><li><span class='xr-has-index'>lcl</span>: 1</li><li><span class='xr-has-index'>mcl</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2a1cd30f-9df1-4d76-a661-350a1c0a7ee2' class='xr-section-summary-in' type='checkbox' checked><label for='section-2a1cd30f-9df1-4d76-a661-350a1c0a7ee2' class='xr-section-summary' >Coordinates: <span>(24)</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'>adiabatic_condensation_lifted</span></div><div class='xr-var-dims'>(adiabatic_condensation_lifted)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-864c0ed1-582c-4444-aaa4-d47ee8e3273e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-864c0ed1-582c-4444-aaa4-d47ee8e3273e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-56f7047c-b19b-4d8b-8622-74d62c89467e' class='xr-var-data-in' type='checkbox'><label for='data-56f7047c-b19b-4d8b-8622-74d62c89467e' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>atm</span></div><div class='xr-var-dims'>(atm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-249db8a5-6c70-48c2-99ec-3978232b7946' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-249db8a5-6c70-48c2-99ec-3978232b7946' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6dd5a04-7954-4b84-aa44-18bb6cb06615' class='xr-var-data-in' type='checkbox'><label for='data-f6dd5a04-7954-4b84-aa44-18bb6cb06615' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>clb</span></div><div class='xr-var-dims'>(clb)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-62ba00f0-0d24-450b-b877-6f3ccdb0384d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-62ba00f0-0d24-450b-b877-6f3ccdb0384d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e68b08f-91d0-48ed-8b22-3c59b2b1885c' class='xr-var-data-in' type='checkbox'><label for='data-6e68b08f-91d0-48ed-8b22-3c59b2b1885c' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>clt</span></div><div class='xr-var-dims'>(clt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-ea1c3d71-2737-4f34-abbc-d66e351891cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ea1c3d71-2737-4f34-abbc-d66e351891cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea8758ac-8a9d-44b0-aacb-af60f5f41087' class='xr-var-data-in' type='checkbox'><label for='data-ea8758ac-8a9d-44b0-aacb-af60f5f41087' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>bndry_cloud</span></div><div class='xr-var-dims'>(bndry_cloud)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-1a18638a-18e5-4f28-a419-f0e08977b66e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a18638a-18e5-4f28-a419-f0e08977b66e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c81a5be3-fa5d-4f04-a7d9-e8b5191bf210' class='xr-var-data-in' type='checkbox'><label for='data-c81a5be3-fa5d-4f04-a7d9-e8b5191bf210' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>cld_ceiling</span></div><div class='xr-var-dims'>(cld_ceiling)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-1631f978-de60-4e91-a134-748f9fd74e3a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1631f978-de60-4e91-a134-748f9fd74e3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-903cc5f3-33cb-42e0-8561-f0caf03f107e' class='xr-var-data-in' type='checkbox'><label for='data-903cc5f3-33cb-42e0-8561-f0caf03f107e' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>entire_atm</span></div><div class='xr-var-dims'>(entire_atm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-5d7c2b40-39cd-4e11-bd5b-808ba01aa6dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5d7c2b40-39cd-4e11-bd5b-808ba01aa6dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b051119-f8f5-4080-a910-7967eac26aa7' class='xr-var-data-in' type='checkbox'><label for='data-6b051119-f8f5-4080-a910-7967eac26aa7' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>eqm</span></div><div class='xr-var-dims'>(eqm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-8d097a63-40ae-4ef0-8396-117584c5a915' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8d097a63-40ae-4ef0-8396-117584c5a915' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d632ff25-d596-4e2d-b019-0f4211fb6a9c' class='xr-var-data-in' type='checkbox'><label for='data-d632ff25-d596-4e2d-b019-0f4211fb6a9c' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>hag</span></div><div class='xr-var-dims'>(hag)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 1e+03 2e+03 4e+03</div><input id='attrs-ad26915d-e025-4f53-b9b2-f74d45b78469' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ad26915d-e025-4f53-b9b2-f74d45b78469' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f2b1578-7706-419f-ad97-8b94241844ba' class='xr-var-data-in' type='checkbox'><label for='data-5f2b1578-7706-419f-ad97-8b94241844ba' 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([0.e+00, 1.e+00, 2.e+00, 1.e+01, 8.e+01, 1.e+03, 2.e+03, 4.e+03])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>hcl</span></div><div class='xr-var-dims'>(hcl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-bdf8b54d-c1da-445d-9a43-4947f18c6d5d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bdf8b54d-c1da-445d-9a43-4947f18c6d5d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbb592e2-142d-4f07-9833-e47f36e9fad6' class='xr-var-data-in' type='checkbox'><label for='data-cbb592e2-142d-4f07-9833-e47f36e9fad6' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>htfl</span></div><div class='xr-var-dims'>(htfl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-e6ded88d-d00b-4ff6-9677-9fcc266acc04' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e6ded88d-d00b-4ff6-9677-9fcc266acc04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2f0abd2-8211-413d-94cf-2af92eb4127c' class='xr-var-data-in' type='checkbox'><label for='data-b2f0abd2-8211-413d-94cf-2af92eb4127c' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>isotherm</span></div><div class='xr-var-dims'>(isotherm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>253.0 263.0</div><input id='attrs-1cf21b3c-81a9-4781-b131-870243e7254e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1cf21b3c-81a9-4781-b131-870243e7254e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a31e97a-2b33-498c-9201-e6cdee60abdc' class='xr-var-data-in' type='checkbox'><label for='data-7a31e97a-2b33-498c-9201-e6cdee60abdc' 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([253., 263.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>isobar</span></div><div class='xr-var-dims'>(isobar)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.5e+04 3e+04 ... 9.25e+04 1e+05</div><input id='attrs-b1f030e9-4531-418d-b491-4bf0d78b77e0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b1f030e9-4531-418d-b491-4bf0d78b77e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b146c86-f922-4921-b2f5-4b577ff51839' class='xr-var-data-in' type='checkbox'><label for='data-1b146c86-f922-4921-b2f5-4b577ff51839' 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([ 25000., 30000., 50000., 70000., 85000., 92500., 100000.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lcl</span></div><div class='xr-var-dims'>(lcl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-466615df-df32-481e-8598-c14e724b3bc3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-466615df-df32-481e-8598-c14e724b3bc3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-568f367b-d234-41e8-a80f-f40156eaea98' class='xr-var-data-in' type='checkbox'><label for='data-568f367b-d234-41e8-a80f-f40156eaea98' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>21.14 21.15 21.15 ... 47.85 47.84</div><input id='attrs-f21bd1fe-ae0d-404b-b920-324ebc1d37d6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f21bd1fe-ae0d-404b-b920-324ebc1d37d6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ecc271a4-624c-4809-b88d-b6cb07cbfc92' class='xr-var-data-in' type='checkbox'><label for='data-ecc271a4-624c-4809-b88d-b6cb07cbfc92' 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([[21.138123, 21.14511 , 21.15209 , ..., 21.154509, 21.147531, 21.140547],\n", | |
| " [21.162995, 21.169984, 21.176967, ..., 21.179387, 21.172407, 21.165419],\n", | |
| " [21.187869, 21.194861, 21.201847, ..., 21.204268, 21.197285, 21.190294],\n", | |
| " ...,\n", | |
| " [47.789559, 47.799849, 47.810129, ..., 47.813691, 47.803415, 47.793128],\n", | |
| " [47.814093, 47.824386, 47.834669, ..., 47.838233, 47.827953, 47.817664],\n", | |
| " [47.838623, 47.84892 , 47.859206, ..., 47.862771, 47.852488, 47.842195]],\n", | |
| " shape=(1059, 1799))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lfc</span></div><div class='xr-var-dims'>(lfc)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-1bdee8d4-90c4-4e03-b114-7b1eef572ac1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1bdee8d4-90c4-4e03-b114-7b1eef572ac1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4a61d62-a42f-4ffd-a15d-a07492f17ff0' class='xr-var-data-in' type='checkbox'><label for='data-e4a61d62-a42f-4ffd-a15d-a07492f17ff0' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-122.7 -122.7 ... -60.95 -60.92</div><input id='attrs-5b9b738a-6a9d-4557-9303-720f02b27cae' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5b9b738a-6a9d-4557-9303-720f02b27cae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23c506a3-0ce1-4999-8bbc-4251f16489f1' class='xr-var-data-in' type='checkbox'><label for='data-23c506a3-0ce1-4999-8bbc-4251f16489f1' 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([[-122.719528, -122.692861, -122.66619 , ..., -72.343059, -72.316387,\n", | |
| " -72.289718],\n", | |
| " [-122.727025, -122.700351, -122.673673, ..., -72.335579, -72.308899,\n", | |
| " -72.282224],\n", | |
| " [-122.734526, -122.707845, -122.68116 , ..., -72.328094, -72.301408,\n", | |
| " -72.274725],\n", | |
| " ...,\n", | |
| " [-134.06481 , -134.028284, -133.991747, ..., -61.020926, -60.984384,\n", | |
| " -60.947855],\n", | |
| " [-134.080139, -134.043601, -134.007052, ..., -61.005625, -60.969071,\n", | |
| " -60.93253 ],\n", | |
| " [-134.09548 , -134.05893 , -134.022369, ..., -60.990312, -60.953746,\n", | |
| " -60.917193]], shape=(1059, 1799))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>mcl</span></div><div class='xr-var-dims'>(mcl)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-cc282ad7-7a22-4761-8bd7-5c47aac8ecdf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc282ad7-7a22-4761-8bd7-5c47aac8ecdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5fec7e6-fba8-4fda-ba2d-548fe587eac5' class='xr-var-data-in' type='checkbox'><label for='data-b5fec7e6-fba8-4fda-ba2d-548fe587eac5' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>sfc</span></div><div class='xr-var-dims'>(sfc)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-fafd986c-9f85-4ca5-bd98-d186553e440d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fafd986c-9f85-4ca5-bd98-d186553e440d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca941837-7a52-408f-b9b4-7e2b0d476812' class='xr-var-data-in' type='checkbox'><label for='data-ca941837-7a52-408f-b9b4-7e2b0d476812' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>sigma</span></div><div class='xr-var-dims'>(sigma)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.1</div><input id='attrs-aec8914c-5600-464d-bd78-91fb2ec5bee3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aec8914c-5600-464d-bd78-91fb2ec5bee3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21872401-869d-4c25-82c0-115fa9988175' class='xr-var-data-in' type='checkbox'><label for='data-21872401-869d-4c25-82c0-115fa9988175' 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([0.1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>step</span></div><div class='xr-var-dims'>(step)</div><div class='xr-var-dtype'>timedelta64[s]</div><div class='xr-var-preview xr-preview'>00:00:00 ... 2 days 00:00:00</div><input id='attrs-c052e90a-e678-476f-98ec-0a93fed596fc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c052e90a-e678-476f-98ec-0a93fed596fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-01ebf6f8-834f-4ac5-9b8f-cc1399f0f88a' class='xr-var-data-in' type='checkbox'><label for='data-01ebf6f8-834f-4ac5-9b8f-cc1399f0f88a' 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([ 0, 3600, 7200, 10800, 14400, 18000, 21600, 25200, 28800,\n", | |
| " 32400, 36000, 39600, 43200, 46800, 50400, 54000, 57600, 61200,\n", | |
| " 64800, 68400, 72000, 75600, 79200, 82800, 86400, 90000, 93600,\n", | |
| " 97200, 100800, 104400, 108000, 111600, 115200, 118800, 122400, 126000,\n", | |
| " 129600, 133200, 136800, 140400, 144000, 147600, 151200, 154800, 158400,\n", | |
| " 162000, 165600, 169200, 172800], dtype='timedelta64[s]')</pre></div></li><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'>2025-07-10T22:00:00 ... 2025-09-...</div><input id='attrs-0e994dbb-b098-48e3-83bc-3252cb7a375e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0e994dbb-b098-48e3-83bc-3252cb7a375e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbefed0b-934b-4e65-9480-28bc85c9471c' class='xr-var-data-in' type='checkbox'><label for='data-cbefed0b-934b-4e65-9480-28bc85c9471c' 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(['2025-07-10T22:00:00.000000000', '2025-09-12T15:00:00.000000000',\n", | |
| " '2025-09-12T16:00:00.000000000', '2025-09-12T17:00:00.000000000',\n", | |
| " '2025-09-12T18:00:00.000000000', '2025-09-12T19:00:00.000000000',\n", | |
| " '2025-09-12T20:00:00.000000000', '2025-09-12T21:00:00.000000000',\n", | |
| " '2025-09-12T22:00:00.000000000', '2025-09-12T23:00:00.000000000',\n", | |
| " '2025-09-13T00:00:00.000000000', '2025-09-13T01:00:00.000000000',\n", | |
| " '2025-09-13T02:00:00.000000000', '2025-09-13T03:00:00.000000000',\n", | |
| " '2025-09-13T04:00:00.000000000', '2025-09-13T05:00:00.000000000',\n", | |
| " '2025-09-13T06:00:00.000000000', '2025-09-13T07:00:00.000000000',\n", | |
| " '2025-09-13T08:00:00.000000000', '2025-09-13T09:00:00.000000000',\n", | |
| " '2025-09-13T10:00:00.000000000', '2025-09-13T11:00:00.000000000',\n", | |
| " '2025-09-13T12:00:00.000000000', '2025-09-13T13:00:00.000000000',\n", | |
| " '2025-09-13T14:00:00.000000000', '2025-09-13T15:00:00.000000000',\n", | |
| " '2025-09-13T16:00:00.000000000', '2025-09-13T17:00:00.000000000',\n", | |
| " '2025-09-13T18:00:00.000000000', '2025-09-13T19:00:00.000000000',\n", | |
| " '2025-09-13T20:00:00.000000000', '2025-09-13T21:00:00.000000000',\n", | |
| " '2025-09-13T22:00:00.000000000', '2025-09-13T23:00:00.000000000',\n", | |
| " '2025-09-14T00:00:00.000000000', '2025-09-14T01:00:00.000000000',\n", | |
| " '2025-09-14T02:00:00.000000000', '2025-09-14T03:00:00.000000000',\n", | |
| " '2025-09-14T04:00:00.000000000', '2025-09-14T05:00:00.000000000',\n", | |
| " '2025-09-14T06:00:00.000000000', '2025-09-14T07:00:00.000000000',\n", | |
| " '2025-09-14T08:00:00.000000000', '2025-09-14T09:00:00.000000000',\n", | |
| " '2025-09-14T10:00:00.000000000', '2025-09-14T11:00:00.000000000',\n", | |
| " '2025-09-14T12:00:00.000000000', '2025-09-14T13:00:00.000000000',\n", | |
| " '2025-09-14T14:00:00.000000000', '2025-09-14T15:00:00.000000000',\n", | |
| " '2025-09-14T16:00:00.000000000', '2025-09-14T17:00:00.000000000',\n", | |
| " '2025-09-14T18:00:00.000000000', '2025-09-14T19:00:00.000000000',\n", | |
| " '2025-09-14T20:00:00.000000000', '2025-09-14T21:00:00.000000000',\n", | |
| " '2025-09-14T22:00:00.000000000', '2025-09-14T23:00:00.000000000',\n", | |
| " '2025-09-15T00:00:00.000000000', '2025-09-15T01:00:00.000000000',\n", | |
| " '2025-09-15T02:00:00.000000000', '2025-09-15T03:00:00.000000000',\n", | |
| " '2025-09-15T04:00:00.000000000', '2025-09-15T05:00:00.000000000',\n", | |
| " '2025-09-15T06:00:00.000000000', '2025-09-15T07:00:00.000000000',\n", | |
| " '2025-09-15T08:00:00.000000000', '2025-09-15T09:00:00.000000000',\n", | |
| " '2025-09-15T10:00:00.000000000', '2025-09-15T11:00:00.000000000',\n", | |
| " '2025-09-15T12:00:00.000000000', '2025-09-15T13:00:00.000000000',\n", | |
| " '2025-09-15T14:00:00.000000000', '2025-09-15T15:00:00.000000000',\n", | |
| " '2025-09-15T16:00:00.000000000', '2025-09-15T17:00:00.000000000',\n", | |
| " '2025-09-15T18:00:00.000000000', '2025-09-15T19:00:00.000000000',\n", | |
| " '2025-09-15T20:00:00.000000000', '2025-09-15T21:00:00.000000000',\n", | |
| " '2025-09-15T22:00:00.000000000', '2025-09-15T23:00:00.000000000',\n", | |
| " '2025-09-16T00:00:00.000000000', '2025-09-16T01:00:00.000000000',\n", | |
| " '2025-09-16T02:00:00.000000000', '2025-09-16T03:00:00.000000000',\n", | |
| " '2025-09-16T04:00:00.000000000', '2025-09-16T05:00:00.000000000',\n", | |
| " '2025-09-16T06:00:00.000000000', '2025-09-16T07:00:00.000000000',\n", | |
| " '2025-09-16T08:00:00.000000000', '2025-09-16T09:00:00.000000000',\n", | |
| " '2025-09-16T10:00:00.000000000', '2025-09-16T11:00:00.000000000',\n", | |
| " '2025-09-16T12:00:00.000000000', '2025-09-16T13:00:00.000000000',\n", | |
| " '2025-09-16T14:00:00.000000000', '2025-09-16T15:00:00.000000000',\n", | |
| " '2025-09-16T16:00:00.000000000', '2025-09-16T17:00:00.000000000',\n", | |
| " '2025-09-16T18:00:00.000000000', '2025-09-16T19:00:00.000000000',\n", | |
| " '2025-09-16T20:00:00.000000000', '2025-09-16T21:00:00.000000000',\n", | |
| " '2025-09-16T22:00:00.000000000', '2025-09-16T23:00:00.000000000',\n", | |
| " '2025-09-17T00:00:00.000000000', '2025-09-17T01:00:00.000000000',\n", | |
| " '2025-09-17T02:00:00.000000000', '2025-09-17T03:00:00.000000000',\n", | |
| " '2025-09-17T04:00:00.000000000', '2025-09-17T05:00:00.000000000',\n", | |
| " '2025-09-17T06:00:00.000000000', '2025-09-17T07:00:00.000000000',\n", | |
| " '2025-09-17T08:00:00.000000000', '2025-09-17T09:00:00.000000000',\n", | |
| " '2025-09-17T10:00:00.000000000', '2025-09-17T11:00:00.000000000',\n", | |
| " '2025-09-17T12:00:00.000000000', '2025-09-17T13:00:00.000000000',\n", | |
| " '2025-09-17T14:00:00.000000000', '2025-09-17T15:00:00.000000000',\n", | |
| " '2025-09-17T16:00:00.000000000', '2025-09-17T17:00:00.000000000',\n", | |
| " '2025-09-17T18:00:00.000000000', '2025-09-17T19:00:00.000000000',\n", | |
| " '2025-09-17T20:00:00.000000000', '2025-09-17T21:00:00.000000000',\n", | |
| " '2025-09-17T22:00:00.000000000', '2025-09-17T23:00:00.000000000',\n", | |
| " '2025-09-18T00:00:00.000000000', '2025-09-18T01:00:00.000000000',\n", | |
| " '2025-09-18T02:00:00.000000000', '2025-09-18T03:00:00.000000000',\n", | |
| " '2025-09-18T04:00:00.000000000', '2025-09-18T05:00:00.000000000',\n", | |
| " '2025-09-18T06:00:00.000000000', '2025-09-18T07:00:00.000000000',\n", | |
| " '2025-09-18T08:00:00.000000000', '2025-09-18T09:00:00.000000000',\n", | |
| " '2025-09-18T10:00:00.000000000', '2025-09-18T11:00:00.000000000',\n", | |
| " '2025-09-18T12:00:00.000000000', '2025-09-18T13:00:00.000000000',\n", | |
| " '2025-09-18T14:00:00.000000000', '2025-09-18T15:00:00.000000000',\n", | |
| " '2025-09-18T16:00:00.000000000', '2025-09-18T17:00:00.000000000',\n", | |
| " '2025-09-18T18:00:00.000000000', '2025-09-18T19:00:00.000000000',\n", | |
| " '2025-09-18T20:00:00.000000000', '2025-09-18T21:00:00.000000000',\n", | |
| " '2025-09-18T22:00:00.000000000', '2025-09-18T23:00:00.000000000',\n", | |
| " '2025-09-19T00:00:00.000000000', '2025-09-19T01:00:00.000000000',\n", | |
| " '2025-09-19T02:00:00.000000000', '2025-09-19T03:00:00.000000000',\n", | |
| " '2025-09-19T04:00:00.000000000', '2025-09-19T05:00:00.000000000',\n", | |
| " '2025-09-19T06:00:00.000000000', '2025-09-19T07:00:00.000000000',\n", | |
| " '2025-09-19T08:00:00.000000000', '2025-09-19T09:00:00.000000000',\n", | |
| " '2025-09-19T10:00:00.000000000', '2025-09-19T11:00:00.000000000',\n", | |
| " '2025-09-19T12:00:00.000000000', '2025-09-19T13:00:00.000000000',\n", | |
| " '2025-09-19T14:00:00.000000000', '2025-09-19T15:00:00.000000000'],\n", | |
| " dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>zero_deg_isotherm</span></div><div class='xr-var-dims'>(zero_deg_isotherm)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-5b749062-fb64-4f90-9299-e5c88ba357a6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5b749062-fb64-4f90-9299-e5c88ba357a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c3d24e1-be78-4057-a837-7e68153a92b9' class='xr-var-data-in' type='checkbox'><label for='data-5c3d24e1-be78-4057-a837-7e68153a92b9' 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([0.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>(time, step)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2025-07-10T22:00:00 ... 2025-09-...</div><input id='attrs-2f24c719-dfa5-45f7-9808-119ce1a20809' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2f24c719-dfa5-45f7-9808-119ce1a20809' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9921284-0182-43af-8eba-99d8c6a288f9' class='xr-var-data-in' type='checkbox'><label for='data-e9921284-0182-43af-8eba-99d8c6a288f9' 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([['2025-07-10T22:00:00.000000000', '2025-07-10T23:00:00.000000000',\n", | |
| " '2025-07-11T00:00:00.000000000', ...,\n", | |
| " '2025-07-12T20:00:00.000000000', '2025-07-12T21:00:00.000000000',\n", | |
| " '2025-07-12T22:00:00.000000000'],\n", | |
| " ['2025-09-12T15:00:00.000000000', '2025-09-12T16:00:00.000000000',\n", | |
| " '2025-09-12T17:00:00.000000000', ...,\n", | |
| " '2025-09-14T13:00:00.000000000', '2025-09-14T14:00:00.000000000',\n", | |
| " '2025-09-14T15:00:00.000000000'],\n", | |
| " ['2025-09-12T16:00:00.000000000', '2025-09-12T17:00:00.000000000',\n", | |
| " '2025-09-12T18:00:00.000000000', ...,\n", | |
| " '2025-09-14T14:00:00.000000000', '2025-09-14T15:00:00.000000000',\n", | |
| " '2025-09-14T16:00:00.000000000'],\n", | |
| " ...,\n", | |
| " ['2025-09-19T13:00:00.000000000', '2025-09-19T14:00:00.000000000',\n", | |
| " '2025-09-19T15:00:00.000000000', ...,\n", | |
| " '2025-09-21T11:00:00.000000000', '2025-09-21T12:00:00.000000000',\n", | |
| " '2025-09-21T13:00:00.000000000'],\n", | |
| " ['2025-09-19T14:00:00.000000000', '2025-09-19T15:00:00.000000000',\n", | |
| " '2025-09-19T16:00:00.000000000', ...,\n", | |
| " '2025-09-21T12:00:00.000000000', '2025-09-21T13:00:00.000000000',\n", | |
| " '2025-09-21T14:00:00.000000000'],\n", | |
| " ['2025-09-19T15:00:00.000000000', '2025-09-19T16:00:00.000000000',\n", | |
| " '2025-09-19T17:00:00.000000000', ...,\n", | |
| " '2025-09-21T13:00:00.000000000', '2025-09-21T14:00:00.000000000',\n", | |
| " '2025-09-21T15:00:00.000000000']],\n", | |
| " shape=(170, 49), dtype='datetime64[ns]')</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-289e5864-6564-42b7-a0f7-134b788d2f1f' class='xr-section-summary-in' type='checkbox' ><label for='section-289e5864-6564-42b7-a0f7-134b788d2f1f' class='xr-section-summary' >Data variables: <span>(69)</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>cicep_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8827e375-981f-4062-a59f-04492ee33540' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8827e375-981f-4062-a59f-04492ee33540' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f9926f8-be04-4b24-a35d-1676e57fa2b0' class='xr-var-data-in' type='checkbox'><label for='data-6f9926f8-be04-4b24-a35d-1676e57fa2b0' 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>standard_name :</span></dt><dd>categoricalicepellets</dd><dt><span>long_name :</span></dt><dd>categoricalicepellets</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>apcp_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-64209b34-5186-45ce-8af1-602d290cf2f6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-64209b34-5186-45ce-8af1-602d290cf2f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b1a35c3-e3df-45f6-aecc-32c8d5e3081b' class='xr-var-data-in' type='checkbox'><label for='data-5b1a35c3-e3df-45f6-aecc-32c8d5e3081b' 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>standard_name :</span></dt><dd>totalprecipitation</dd><dt><span>long_name :</span></dt><dd>totalprecipitation</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>asnow_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2ce4ae12-7213-4226-b05a-d53d499792ce' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2ce4ae12-7213-4226-b05a-d53d499792ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b2f0740-85cf-43e8-bb2f-2e1e481bffca' class='xr-var-data-in' type='checkbox'><label for='data-2b2f0740-85cf-43e8-bb2f-2e1e481bffca' 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>standard_name :</span></dt><dd>totalsnowfall</dd><dt><span>long_name :</span></dt><dd>totalsnowfall</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'lon_0': 262.5, 'b': 6371229.0, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cfrzr_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-16922021-f007-4620-99e9-ca62ebd4a850' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16922021-f007-4620-99e9-ca62ebd4a850' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3774e06f-75d6-4fc2-ae49-7e9449740879' class='xr-var-data-in' type='checkbox'><label for='data-3774e06f-75d6-4fc2-ae49-7e9449740879' 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>standard_name :</span></dt><dd>categoricalfreezingrain</dd><dt><span>long_name :</span></dt><dd>categoricalfreezingrain</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'b': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>cpofp_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-16e0d8a5-86aa-4cf1-a76d-3883b3bbcf6b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16e0d8a5-86aa-4cf1-a76d-3883b3bbcf6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2a55b20-f640-4f3b-a231-3774e7a2ce54' class='xr-var-data-in' type='checkbox'><label for='data-f2a55b20-f640-4f3b-a231-3774e7a2ce54' 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>standard_name :</span></dt><dd>percentfrozenprecipitation</dd><dt><span>long_name :</span></dt><dd>percentfrozenprecipitation</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'a': 6371229.0, 'lat_0': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dpt_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b10b73ff-a91a-4b0a-a62c-06632dc0d687' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b10b73ff-a91a-4b0a-a62c-06632dc0d687' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3485b459-4822-4f9b-b4e9-4610f03e1ae0' class='xr-var-data-in' type='checkbox'><label for='data-3485b459-4822-4f9b-b4e9-4610f03e1ae0' 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>standard_name :</span></dt><dd>dewpointtemperature</dd><dt><span>long_name :</span></dt><dd>dewpointtemperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dpt_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-37466be0-dde4-476f-8182-550147a60186' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37466be0-dde4-476f-8182-550147a60186' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e49d8573-d335-4581-a7a9-6d52f4f61a6f' class='xr-var-data-in' type='checkbox'><label for='data-e49d8573-d335-4581-a7a9-6d52f4f61a6f' 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>standard_name :</span></dt><dd>dewpointtemperature</dd><dt><span>long_name :</span></dt><dd>dewpointtemperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>50000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>csnow_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-65376536-c557-4fef-96b4-fc98b5990a19' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-65376536-c557-4fef-96b4-fc98b5990a19' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b22e1c7c-bf1a-4858-b125-1deab7858bef' class='xr-var-data-in' type='checkbox'><label for='data-b22e1c7c-bf1a-4858-b125-1deab7858bef' 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>standard_name :</span></dt><dd>categoricalsnow</dd><dt><span>long_name :</span></dt><dd>categoricalsnow</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lat_2': 38.5, 'b': 6371229.0, 'lat_0': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>frzr_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-88f50dfa-39ea-41a4-9f22-1057dbe8b334' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88f50dfa-39ea-41a4-9f22-1057dbe8b334' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5bd6e1e4-6638-49d6-a194-15786dd19f01' class='xr-var-data-in' type='checkbox'><label for='data-5bd6e1e4-6638-49d6-a194-15786dd19f01' 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>standard_name :</span></dt><dd>freezingrain</dd><dt><span>long_name :</span></dt><dd>freezingrain</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>frozr_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2e4de941-211d-4008-96e1-f3af68205fd2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2e4de941-211d-4008-96e1-f3af68205fd2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e139298-2bf4-4c3a-90e3-fb55bc3c80d7' class='xr-var-data-in' type='checkbox'><label for='data-8e139298-2bf4-4c3a-90e3-fb55bc3c80d7' 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>standard_name :</span></dt><dd>frozenrain</dd><dt><span>long_name :</span></dt><dd>frozenrain</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>accumulation</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gust_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0b55ee71-ca4d-4e86-b6ba-e4f3a8b26eb5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b55ee71-ca4d-4e86-b6ba-e4f3a8b26eb5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae5d0635-f1f7-433b-a71b-9593ac2ca273' class='xr-var-data-in' type='checkbox'><label for='data-ae5d0635-f1f7-433b-a71b-9593ac2ca273' 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>standard_name :</span></dt><dd>windgust</dd><dt><span>long_name :</span></dt><dd>windgust</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>crain_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3d039b3c-91b5-4cba-86b7-360c9e63ce69' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3d039b3c-91b5-4cba-86b7-360c9e63ce69' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf78c098-6690-42d6-9f35-d6887257fa1a' class='xr-var-data-in' type='checkbox'><label for='data-bf78c098-6690-42d6-9f35-d6887257fa1a' 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>standard_name :</span></dt><dd>categoricalrain</dd><dt><span>long_name :</span></dt><dd>categoricalrain</dd><dt><span>unit :</span></dt><dd>BOOL</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hail_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f7552095-7bcb-47dd-89a3-4be9c851d9ad' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7552095-7bcb-47dd-89a3-4be9c851d9ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9796968f-f29b-47a7-9479-4d335bdd5d33' class='xr-var-data-in' type='checkbox'><label for='data-9796968f-f29b-47a7-9479-4d335bdd5d33' 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>standard_name :</span></dt><dd>hail</dd><dt><span>long_name :</span></dt><dd>hail</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'lat_2': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hcdc_hcl</span></div><div class='xr-var-dims'>(time, step, hcl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ba12e25f-abfe-4b47-b7b5-33e3577c870f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ba12e25f-abfe-4b47-b7b5-33e3577c870f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e62a7eb6-0919-4723-a746-7bc7a949501b' class='xr-var-data-in' type='checkbox'><label for='data-e62a7eb6-0919-4723-a746-7bc7a949501b' 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>standard_name :</span></dt><dd>highcloudcover</dd><dt><span>long_name :</span></dt><dd>highcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>high cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hcl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_clb</span></div><div class='xr-var-dims'>(time, step, clb, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-be84a42d-b5c7-45d4-bcec-3d5869629613' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be84a42d-b5c7-45d4-bcec-3d5869629613' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a18d0dd6-8b1d-4a28-b5ac-ce1690723393' class='xr-var-data-in' type='checkbox'><label for='data-a18d0dd6-8b1d-4a28-b5ac-ce1690723393' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud base level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clb</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hail_sigma</span></div><div class='xr-var-dims'>(time, step, sigma, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f023e366-23bb-4309-8c9b-e75766e5101b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f023e366-23bb-4309-8c9b-e75766e5101b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ac66680-0188-4fba-aefe-4ef85b0dc651' class='xr-var-data-in' type='checkbox'><label for='data-0ac66680-0188-4fba-aefe-4ef85b0dc651' 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>standard_name :</span></dt><dd>hail</dd><dt><span>long_name :</span></dt><dd>hail</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>sigma level</dd><dt><span>fixed_surface_value :</span></dt><dd>0.1</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sigma</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hail_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-da7141f7-62f1-4752-9705-da6bddca302c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-da7141f7-62f1-4752-9705-da6bddca302c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5037fa5d-a6e9-437d-b631-056aeec7a207' class='xr-var-data-in' type='checkbox'><label for='data-5037fa5d-a6e9-437d-b631-056aeec7a207' 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>standard_name :</span></dt><dd>hail</dd><dt><span>long_name :</span></dt><dd>hail</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'a': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_adiabatic_condensation_lifted</span></div><div class='xr-var-dims'>(time, step, adiabatic_condensation_lifted, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-030e40a9-2154-4265-bf34-f9f9770e9188' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-030e40a9-2154-4265-bf34-f9f9770e9188' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-741e85be-938c-4d4b-8976-0e2dc849505a' class='xr-var-data-in' type='checkbox'><label for='data-741e85be-938c-4d4b-8976-0e2dc849505a' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>level of adiabatic condensation lifted from the surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>adiabatic_condensation_lifted</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_eqm</span></div><div class='xr-var-dims'>(time, step, eqm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-27aa8545-f51d-475a-a09e-58c63aa7afef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-27aa8545-f51d-475a-a09e-58c63aa7afef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bc869eb-f8b5-4df1-8a73-7e8851159734' class='xr-var-data-in' type='checkbox'><label for='data-6bc869eb-f8b5-4df1-8a73-7e8851159734' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>equilibrium level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>eqm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_clt</span></div><div class='xr-var-dims'>(time, step, clt, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0a4a7e91-0630-4859-a4c0-5c6b2a4fa01b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a4a7e91-0630-4859-a4c0-5c6b2a4fa01b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75f28294-7d98-4e74-b4f8-48217ab8b9c2' class='xr-var-data-in' type='checkbox'><label for='data-75f28294-7d98-4e74-b4f8-48217ab8b9c2' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud tops level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clt</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_cld_ceiling</span></div><div class='xr-var-dims'>(time, step, cld_ceiling, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dcfac1bc-a8b1-4ad9-a0fc-0e3c5edf307d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dcfac1bc-a8b1-4ad9-a0fc-0e3c5edf307d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bfaa2c7-b379-4f60-b250-dfe672fc8e59' class='xr-var-data-in' type='checkbox'><label for='data-6bfaa2c7-b379-4f60-b250-dfe672fc8e59' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud ceiling</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>cld_ceiling</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5, 'lat_0': 38.5, 'lon_0': 262.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_isobar</span></div><div class='xr-var-dims'>(time, step, isobar, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0ad7a280-e620-4fc1-a59d-18d2f6383ef1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0ad7a280-e620-4fc1-a59d-18d2f6383ef1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22492c0b-9a43-4a03-8306-149191d9d8e2' class='xr-var-data-in' type='checkbox'><label for='data-22492c0b-9a43-4a03-8306-149191d9d8e2' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>isobaric surface</dd><dt><span>fixed_surface_value :</span></dt><dd>50000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isobar</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5, 'a': 6371229.0, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[111088771710 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_zero_deg_isotherm</span></div><div class='xr-var-dims'>(time, step, zero_deg_isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dc4c2486-cafa-4432-b30c-bde3b8658785' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc4c2486-cafa-4432-b30c-bde3b8658785' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2491d9c8-68ee-481b-af88-680d118afab8' class='xr-var-data-in' type='checkbox'><label for='data-2491d9c8-68ee-481b-af88-680d118afab8' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>level of 0oc isotherm</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>zero_deg_isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_lfc</span></div><div class='xr-var-dims'>(time, step, lfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-04cd691f-7296-45d4-b1bb-9feb71a44e74' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-04cd691f-7296-45d4-b1bb-9feb71a44e74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8df16acd-e89f-4581-afb2-0b420d229ebe' class='xr-var-data-in' type='checkbox'><label for='data-8df16acd-e89f-4581-afb2-0b420d229ebe' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>level of free convection</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>lfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_htfl</span></div><div class='xr-var-dims'>(time, step, htfl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0664a1a4-4418-48e0-8cd5-7f2435789f93' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0664a1a4-4418-48e0-8cd5-7f2435789f93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7edefacd-9272-402c-b669-edb077a9a9ce' class='xr-var-data-in' type='checkbox'><label for='data-7edefacd-9272-402c-b669-edb077a9a9ce' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>highest tropospheric freezing level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>htfl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-60cf7966-84e8-44cf-b7b8-f84d1a390a04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-60cf7966-84e8-44cf-b7b8-f84d1a390a04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ece2b39-eafd-40d3-99fc-57b13dd03d6b' class='xr-var-data-in' type='checkbox'><label for='data-8ece2b39-eafd-40d3-99fc-57b13dd03d6b' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lon_0': 262.5, 'a': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>land_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3df96bdb-d469-431d-bd66-7e725011b4b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3df96bdb-d469-431d-bd66-7e725011b4b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3bd5117f-c36c-40df-8478-7e793c913a9f' class='xr-var-data-in' type='checkbox'><label for='data-3bd5117f-c36c-40df-8478-7e793c913a9f' 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>standard_name :</span></dt><dd>landcover</dd><dt><span>long_name :</span></dt><dd>landcover</dd><dt><span>unit :</span></dt><dd>proportion</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'b': 6371229.0, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lcdc_lcl</span></div><div class='xr-var-dims'>(time, step, lcl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-398a5621-174c-4ad1-bbeb-42d6aad67803' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-398a5621-174c-4ad1-bbeb-42d6aad67803' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-475dd99e-8802-4192-8e61-c65a7e2e2c36' class='xr-var-data-in' type='checkbox'><label for='data-475dd99e-8802-4192-8e61-c65a7e2e2c36' 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>standard_name :</span></dt><dd>lowcloudcover</dd><dt><span>long_name :</span></dt><dd>lowcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>low cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>lcl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>icec_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cb2a3369-2a08-4691-8595-5712fac6c99b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cb2a3369-2a08-4691-8595-5712fac6c99b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cde14ab-792e-4836-9db7-8b03988e7ae0' class='xr-var-data-in' type='checkbox'><label for='data-3cde14ab-792e-4836-9db7-8b03988e7ae0' 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>standard_name :</span></dt><dd>icecover</dd><dt><span>long_name :</span></dt><dd>icecover</dd><dt><span>unit :</span></dt><dd>porportion</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hgt_isotherm</span></div><div class='xr-var-dims'>(time, step, isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-092b67ce-d432-4a1f-b4d8-207622f84bec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-092b67ce-d432-4a1f-b4d8-207622f84bec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa6631bd-444d-488d-b161-abc239b5efdf' class='xr-var-data-in' type='checkbox'><label for='data-aa6631bd-444d-488d-b161-abc239b5efdf' 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>standard_name :</span></dt><dd>geopotentialheight</dd><dt><span>long_name :</span></dt><dd>geopotentialheight</dd><dt><span>unit :</span></dt><dd>gpm</dd><dt><span>fixed_surface_type :</span></dt><dd>isothermal level</dd><dt><span>fixed_surface_value :</span></dt><dd>263</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[31739649060 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ltng_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f7687587-8016-4bdd-9c52-02e76a4c0e21' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7687587-8016-4bdd-9c52-02e76a4c0e21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12e0b963-ad4b-4256-9d30-91a93e914767' class='xr-var-data-in' type='checkbox'><label for='data-12e0b963-ad4b-4256-9d30-91a93e914767' 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>standard_name :</span></dt><dd>lightning</dd><dt><span>long_name :</span></dt><dd>lightning</dd><dt><span>unit :</span></dt><dd>nondim</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'lat_1': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ltngsd_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-29ab334f-bb08-4ce7-9421-32371d3e713b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29ab334f-bb08-4ce7-9421-32371d3e713b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0cab3a03-ab4f-4e73-a82b-321acb18d50a' class='xr-var-data-in' type='checkbox'><label for='data-0cab3a03-ab4f-4e73-a82b-321acb18d50a' 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>standard_name :</span></dt><dd>lightingstrikedensity</dd><dt><span>long_name :</span></dt><dd>lightingstrikedensity</dd><dt><span>unit :</span></dt><dd>m-2 s-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>1</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_1': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>prate_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-38b6167a-c52d-45c9-9653-221a704e20d2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-38b6167a-c52d-45c9-9653-221a704e20d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5cf73268-74e8-45aa-863a-429b3c954a77' class='xr-var-data-in' type='checkbox'><label for='data-5cf73268-74e8-45aa-863a-429b3c954a77' 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>standard_name :</span></dt><dd>precipitationrate</dd><dt><span>long_name :</span></dt><dd>precipitationrate</dd><dt><span>unit :</span></dt><dd>kgm-2s-1</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maxuw_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5e4e515e-a846-435e-9d15-a02b2dcf740d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5e4e515e-a846-435e-9d15-a02b2dcf740d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d98661c-0a95-4ad2-a85c-ec8493e657f4' class='xr-var-data-in' type='checkbox'><label for='data-4d98661c-0a95-4ad2-a85c-ec8493e657f4' 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>standard_name :</span></dt><dd>ucomponenthourlymaximumwindspeed</dd><dt><span>long_name :</span></dt><dd>ucomponenthourlymaximumwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>10</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_0': 38.5, 'b': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mcdc_mcl</span></div><div class='xr-var-dims'>(time, step, mcl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7996a0b0-5d55-4cd5-bee6-c6bc8810bd13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7996a0b0-5d55-4cd5-bee6-c6bc8810bd13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-368046ab-f253-468b-ba3b-1d2a1059ebd9' class='xr-var-data-in' type='checkbox'><label for='data-368046ab-f253-468b-ba3b-1d2a1059ebd9' 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>standard_name :</span></dt><dd>mediumcloudcover</dd><dt><span>long_name :</span></dt><dd>mediumcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>middle cloud layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>mcl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'a': 6371229.0, 'lon_0': 262.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>maxvw_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9b7982d6-95f9-4d1f-b7da-5396585f0947' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9b7982d6-95f9-4d1f-b7da-5396585f0947' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b47a4285-d72b-4093-a283-81f21dc7c78f' class='xr-var-data-in' type='checkbox'><label for='data-b47a4285-d72b-4093-a283-81f21dc7c78f' 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>standard_name :</span></dt><dd>vcomponenthourlymaximumwindspeed</dd><dt><span>long_name :</span></dt><dd>vcomponenthourlymaximumwindspeed</dd><dt><span>unit :</span></dt><dd>ms-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>10</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pot_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b4c793f0-1b27-4a7f-934e-43d0d8ea7193' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b4c793f0-1b27-4a7f-934e-43d0d8ea7193' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89f81d4b-d604-475c-9b56-ef307d463064' class='xr-var-data-in' type='checkbox'><label for='data-89f81d4b-d604-475c-9b56-ef307d463064' 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>standard_name :</span></dt><dd>potentialtemperature</dd><dt><span>long_name :</span></dt><dd>potentialtemperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refc_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0ed4c4f1-f78e-4ae5-9672-c9f2bc8bf30d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0ed4c4f1-f78e-4ae5-9672-c9f2bc8bf30d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bbf6586b-d3f3-4c45-b251-b5d1e6571c0d' class='xr-var-data-in' type='checkbox'><label for='data-bbf6586b-d3f3-4c45-b251-b5d1e6571c0d' 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>standard_name :</span></dt><dd>compositereflectivity</dd><dt><span>long_name :</span></dt><dd>compositereflectivity</dd><dt><span>unit :</span></dt><dd>dB</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pwat_entire_atm</span></div><div class='xr-var-dims'>(time, step, entire_atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-294cadc7-c3b7-4895-9213-dfc63eec3962' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-294cadc7-c3b7-4895-9213-dfc63eec3962' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a2d6eca-7a6f-4b86-81d4-0ae1034320e1' class='xr-var-data-in' type='checkbox'><label for='data-4a2d6eca-7a6f-4b86-81d4-0ae1034320e1' 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>standard_name :</span></dt><dd>precipitablewater</dd><dt><span>long_name :</span></dt><dd>precipitablewater</dd><dt><span>unit :</span></dt><dd>kgm-2</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere as a single layer</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>entire_atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-413b7a3b-c4b4-485c-b7c4-3d1666643365' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-413b7a3b-c4b4-485c-b7c4-3d1666643365' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2106639d-a642-4943-a451-87fde2688405' class='xr-var-data-in' type='checkbox'><label for='data-2106639d-a642-4943-a451-87fde2688405' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_htfl</span></div><div class='xr-var-dims'>(time, step, htfl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5277dc7d-3708-4309-9cbd-ce0b69f991f9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5277dc7d-3708-4309-9cbd-ce0b69f991f9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a097729a-187b-48ab-8823-021cc358f8f7' class='xr-var-data-in' type='checkbox'><label for='data-a097729a-187b-48ab-8823-021cc358f8f7' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>highest tropospheric freezing level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>htfl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_zero_deg_isotherm</span></div><div class='xr-var-dims'>(time, step, zero_deg_isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0566b201-7dfc-4e0b-9893-d43031479a19' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0566b201-7dfc-4e0b-9893-d43031479a19' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-508b8f99-e98a-4e46-bc88-7a5cfc5445d4' class='xr-var-data-in' type='checkbox'><label for='data-508b8f99-e98a-4e46-bc88-7a5cfc5445d4' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>level of 0oc isotherm</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>zero_deg_isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_clb</span></div><div class='xr-var-dims'>(time, step, clb, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8143b81a-4f18-45ff-9bba-7344021a97ba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8143b81a-4f18-45ff-9bba-7344021a97ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4fcdb7e4-8051-41a4-8745-b0c1ea391dbb' class='xr-var-data-in' type='checkbox'><label for='data-4fcdb7e4-8051-41a4-8745-b0c1ea391dbb' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud base level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clb</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pres_clt</span></div><div class='xr-var-dims'>(time, step, clt, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c825c5a1-c2f3-4bc5-b7c4-68a0c1735893' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c825c5a1-c2f3-4bc5-b7c4-68a0c1735893' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-13996101-60ad-488e-ace2-c8df7bc70563' class='xr-var-data-in' type='checkbox'><label for='data-13996101-60ad-488e-ace2-c8df7bc70563' 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>standard_name :</span></dt><dd>pressure</dd><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>unit :</span></dt><dd>pa</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud tops level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clt</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_0': 38.5, 'lon_0': 262.5, 'a': 6371229.0, 'lat_1': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refd_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4d0755c8-3b8a-4ef1-8ba0-834b47e825af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4d0755c8-3b8a-4ef1-8ba0-834b47e825af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd27fcb9-cfc2-4584-a9b3-3d0b26e3e8f8' class='xr-var-data-in' type='checkbox'><label for='data-fd27fcb9-cfc2-4584-a9b3-3d0b26e3e8f8' 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>standard_name :</span></dt><dd>reflectivity</dd><dt><span>long_name :</span></dt><dd>reflectivity</dd><dt><span>unit :</span></dt><dd>dB</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>1000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>retop_clt</span></div><div class='xr-var-dims'>(time, step, clt, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-502f4cf7-8581-43de-953e-3712788c167b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-502f4cf7-8581-43de-953e-3712788c167b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a90eec5-763c-4d60-8c10-ad072109332d' class='xr-var-data-in' type='checkbox'><label for='data-3a90eec5-763c-4d60-8c10-ad072109332d' 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>standard_name :</span></dt><dd>echotop</dd><dt><span>long_name :</span></dt><dd>echotop</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>cloud tops level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>clt</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_0': 38.5, 'lat_2': 38.5, 'b': 6371229.0, 'a': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rh_htfl</span></div><div class='xr-var-dims'>(time, step, htfl, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fab6c6c9-40e6-4b58-8435-4887deeb23da' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fab6c6c9-40e6-4b58-8435-4887deeb23da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7f472e4-f035-4ec7-adef-3dfd0b31cd25' class='xr-var-data-in' type='checkbox'><label for='data-c7f472e4-f035-4ec7-adef-3dfd0b31cd25' 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>standard_name :</span></dt><dd>relativehumidity</dd><dt><span>long_name :</span></dt><dd>relativehumidity</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>highest tropospheric freezing level</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>htfl</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'a': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>refd_isotherm</span></div><div class='xr-var-dims'>(time, step, isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a50cce05-058e-49ca-b0dd-bbbd7509eef8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a50cce05-058e-49ca-b0dd-bbbd7509eef8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4090feba-8315-4db3-877c-78303935bb50' class='xr-var-data-in' type='checkbox'><label for='data-4090feba-8315-4db3-877c-78303935bb50' 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>standard_name :</span></dt><dd>reflectivity</dd><dt><span>long_name :</span></dt><dd>reflectivity</dd><dt><span>unit :</span></dt><dd>dB</dd><dt><span>fixed_surface_type :</span></dt><dd>isothermal level</dd><dt><span>fixed_surface_value :</span></dt><dd>263</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'lon_0': 262.5, 'lat_0': 38.5, 'lat_1': 38.5, 'a': 6371229.0, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[31739649060 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>relv_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7df8abb2-af86-4f97-8339-da51eddcf165' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7df8abb2-af86-4f97-8339-da51eddcf165' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a84fe39d-73b4-4b7d-b026-74d09627bbbf' class='xr-var-data-in' type='checkbox'><label for='data-a84fe39d-73b4-4b7d-b026-74d09627bbbf' 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>standard_name :</span></dt><dd>relativevorticity</dd><dt><span>long_name :</span></dt><dd>relativevorticity</dd><dt><span>unit :</span></dt><dd>s-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2000</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd>maximum</dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_1': 38.5, 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'lat_2': 38.5, 'a': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rh_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-546f997f-8cb9-4800-a8cb-75d6f5f540ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-546f997f-8cb9-4800-a8cb-75d6f5f540ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e2dea02-4588-466e-837c-611ca0d88e09' class='xr-var-data-in' type='checkbox'><label for='data-9e2dea02-4588-466e-837c-611ca0d88e09' 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>standard_name :</span></dt><dd>relativehumidity</dd><dt><span>long_name :</span></dt><dd>relativehumidity</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5, 'b': 6371229.0, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rh_zero_deg_isotherm</span></div><div class='xr-var-dims'>(time, step, zero_deg_isotherm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dfac23e3-2f2b-4997-bf7e-7450dfe0ef2c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dfac23e3-2f2b-4997-bf7e-7450dfe0ef2c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6928478c-12b1-4342-a633-034aa99f2c90' class='xr-var-data-in' type='checkbox'><label for='data-6928478c-12b1-4342-a633-034aa99f2c90' 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>standard_name :</span></dt><dd>relativehumidity</dd><dt><span>long_name :</span></dt><dd>relativehumidity</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>level of 0oc isotherm</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>zero_deg_isotherm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_0': 38.5, 'b': 6371229.0, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>snowc_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7a9be21b-e814-4876-8918-cad93f9ffe4f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7a9be21b-e814-4876-8918-cad93f9ffe4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3d4e623-5ac1-4bb7-bcf9-5784bcb3db9a' class='xr-var-data-in' type='checkbox'><label for='data-d3d4e623-5ac1-4bb7-bcf9-5784bcb3db9a' 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>standard_name :</span></dt><dd>snowcover</dd><dt><span>long_name :</span></dt><dd>snowcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'b': 6371229.0, 'a': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcdc_atm</span></div><div class='xr-var-dims'>(time, step, atm, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cacb22e6-4f0e-4645-a824-c7ae9863d130' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cacb22e6-4f0e-4645-a824-c7ae9863d130' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aac23ba4-7911-4c24-94a0-38041db9349c' class='xr-var-data-in' type='checkbox'><label for='data-aac23ba4-7911-4c24-94a0-38041db9349c' 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>standard_name :</span></dt><dd>totalcloudcover</dd><dt><span>long_name :</span></dt><dd>totalcloudcover</dd><dt><span>unit :</span></dt><dd>%</dd><dt><span>fixed_surface_type :</span></dt><dd>entire atmosphere</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>atm</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lon_0': 262.5, 'b': 6371229.0, 'lat_0': 38.5, 'a': 6371229.0, 'lat_2': 38.5, 'lat_1': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>snod_sfc</span></div><div class='xr-var-dims'>(time, step, sfc, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0e6803bc-80cf-48a1-a302-4b07bc5e0c65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0e6803bc-80cf-48a1-a302-4b07bc5e0c65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9695695a-66cc-402e-b76d-4159345bd6f9' class='xr-var-data-in' type='checkbox'><label for='data-9695695a-66cc-402e-b76d-4159345bd6f9' 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>standard_name :</span></dt><dd>snowdepth</dd><dt><span>long_name :</span></dt><dd>snowdepth</dd><dt><span>unit :</span></dt><dd>m</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>0</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>sfc</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'lat_2': 38.5, 'a': 6371229.0, 'b': 6371229.0, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_0': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[15869824530 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spfh_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c71052f9-0426-4548-ace9-f32658da84b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c71052f9-0426-4548-ace9-f32658da84b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-befa12cc-78b7-4fcc-b7ec-eff645e13d50' class='xr-var-data-in' type='checkbox'><label for='data-befa12cc-78b7-4fcc-b7ec-eff645e13d50' 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>standard_name :</span></dt><dd>specifichumidity</dd><dt><span>long_name :</span></dt><dd>specifichumidity</dd><dt><span>unit :</span></dt><dd>kgkg-1</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'lat_0': 38.5, 'lat_1': 38.5, 'lon_0': 262.5, 'lat_2': 38.5, 'b': 6371229.0}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tmp_hag</span></div><div class='xr-var-dims'>(time, step, hag, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a01f8115-98ed-4b70-9ddc-f263a80fc5f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a01f8115-98ed-4b70-9ddc-f263a80fc5f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c82eb6f4-b258-417f-bf2a-357d02a643dc' class='xr-var-data-in' type='checkbox'><label for='data-c82eb6f4-b258-417f-bf2a-357d02a643dc' 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>standard_name :</span></dt><dd>temperature</dd><dt><span>long_name :</span></dt><dd>temperature</dd><dt><span>unit :</span></dt><dd>K</dd><dt><span>fixed_surface_type :</span></dt><dd>specific height level above ground</dd><dt><span>fixed_surface_value :</span></dt><dd>2</dd><dt><span>first_fixed_surface_type_coordinate :</span></dt><dd>hag</dd><dt><span>generating_process :</span></dt><dd>forecast</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>proj_params :</span></dt><dd>{'proj': 'lcc', 'a': 6371229.0, 'b': 6371229.0, 'lon_0': 262.5, 'lat_1': 38.5, 'lat_0': 38.5, 'lat_2': 38.5}</dd><dt><span>crs :</span></dt><dd>+proj=lcc lon_0=262.5 lat_0=38.5 lat_1=38.5 lat_2=38.5 +a=6371229 +b=6371229</dd></dl></div><div class='xr-var-data'><pre>[126958596240 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>tcdc_bndry_cloud</span></div><div class='xr-var-dims'>(time, step, bndry_cloud, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-35478939-8c2f-455b-b20e-5f18796a1023' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-35478939-8c2f-455b-b20e-5f18796a1023' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e26a8317-0ae8-466c-88e7-be37cce44ea6' class='xr-var-data-in' type='checkbox'><label for='data-e26a8317-0ae8-466c-88e7-be37cce44ea6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='# |
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