{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "f4cc43bf-1afd-48ca-9677-9c6dda8f85f8",
   "metadata": {},
   "source": [
    "# Spatial transition tensor of single cells\n",
    "\n",
    "spatial transition tensor (STT), a method that uses messenger RNA splicing and spatial transcriptomes through a multiscale dynamical model to characterize multistability in space. By learning a four-dimensional transition tensor and spatial-constrained random walk, STT reconstructs cell-state-specific dynamics and spatial state transitions via both short-time local tensor streamlines between cells and long-time transition paths among attractors.\n",
    "\n",
    "We made three improvements in integrating the STT algorithm in OmicVerse:\n",
    "\n",
    "- **More user-friendly function implementation**: we refreshed the unnecessary extra assignments in the original documentation and automated their encapsulation into the `omicverse.space.STT` class.\n",
    "- **Removed version dependencies**: We removed all the strong dependencies such as ``CellRank==1.3.1`` in the original `requierment.txt`, so that users only need to install the OmicVerse package and the latest version of CellRank to make it work perfectly.\n",
    "- **Added clearer function notes**: We have reorganised the unclear areas described in the original tutorial, where you need to go back to the paper to read, in this document.\n",
    "\n",
    "If you found this tutorial helpful, please cite STT and OmicVerse: \n",
    "\n",
    "- Zhou, P., Bocci, F., Li, T. et al. Spatial transition tensor of single cells. Nat Methods (2024). https://doi.org/10.1038/s41592-024-02266-x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "59730177-7985-4db0-9781-075aa5def152",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "   ____            _     _    __                  \n",
      "  / __ \\____ ___  (_)___| |  / /__  _____________ \n",
      " / / / / __ `__ \\/ / ___/ | / / _ \\/ ___/ ___/ _ \\ \n",
      "/ /_/ / / / / / / / /__ | |/ /  __/ /  (__  )  __/ \n",
      "\\____/_/ /_/ /_/_/\\___/ |___/\\___/_/  /____/\\___/                                              \n",
      "\n",
      "Version: 1.5.10, Tutorials: https://omicverse.readthedocs.io/\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Global seed set to 0\n"
     ]
    }
   ],
   "source": [
    "import omicverse as ov\n",
    "#import omicverse.STT as st\n",
    "import scvelo as scv\n",
    "import scanpy as sc\n",
    "ov.plot_set()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "65b39dcf-3cc1-4e7f-a447-91b1158e3021",
   "metadata": {},
   "source": [
    "## Preprocess data\n",
    "\n",
    "In this tutorial, we focus on demonstrating and reproducing the original author's data, which has been completed with calculations such as `adata.layers[‘Ms’]`, `adata.layers[‘Mu’]`, and so on. And when analysing our own data, we need the following functions to preprocess the raw data\n",
    "\n",
    "```\n",
    "scv.pp.filter_and_normalise(adata, min_shared_counts=20, n_top_genes=3000)\n",
    "scv.pp.moments(adata, n_pcs=30, n_neighbors=30)\n",
    "```\n",
    "\n",
    "The `mouse_brain.h5ad` could be found in the [Github:STT](https://github.com/cliffzhou92/STT/tree/release/data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d72824fe-6481-466c-8c5c-22a49f25c3d3",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "AnnData object with n_obs × n_vars = 4628 × 117\n",
       "    obs: 'n_counts', 'Region', 'Subclass', 'leiden', 'velocity_self_transition'\n",
       "    var: 'GeneName', 'mean', 'std', 'velocity_gamma', 'velocity_qreg_ratio', 'velocity_r2', 'velocity_genes', 'highly_variable'\n",
       "    uns: 'leiden', 'leiden_colors', 'neighbors', 'pca', 'umap', 'velocity_graph', 'velocity_graph_neg', 'velocity_params'\n",
       "    obsm: 'X_pca', 'X_xy_loc', 'velocity_xy_loc', 'xy_loc'\n",
       "    varm: 'PCs'\n",
       "    layers: 'Ms', 'Mu', 'spliced', 'unspliced', 'variance_velocity', 'velocity'\n",
       "    obsp: 'connectivities', 'distances'"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "adata = sc.read_h5ad('mouse_brain.h5ad')\n",
    "adata"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6efa7170-4416-46c5-aa8d-28fcfacd0ebe",
   "metadata": {},
   "source": [
    "## Training STT model\n",
    "\n",
    "Here, we used ov.space.STT to construct a STAGATE object to train the model. We need to set the following parameters during initialisation:\n",
    "\n",
    "- `spatial_loc`: The nulling coordinates for each spot, in 10x genomic data, are typically `adata.obsm[‘spatial’]`, so this parameter is typically set to `spatial`, but here we store it in `xy_loc`.\n",
    "- `region`: This parameter is considered to be the region of the attractor, which we would normally define using spatial annotations or cellular annotation information."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "ff836ca0-38b1-488b-97a2-d9d557c70a4e",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "STT_obj=ov.space.STT(adata,spatial_loc='xy_loc',region='Region')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b7664c4-1eb1-4288-a162-ee8c41c1919d",
   "metadata": {},
   "source": [
    "Note that we need to specify the number of potential attractors first when predicting attractors. In the author's original tutorial and original paper, there is no clear definition for the specification of this parameter. After referring to the author's tutorial, we use the calculated number of leiden of `adata_aggr` as a prediction of the number of potential attractors."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "eb328130-cd57-4f13-81fa-bce20959c1f3",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "computing PCA\n",
      "    with n_comps=50\n",
      "    finished (0:00:00)\n",
      "computing neighbors\n",
      "    using 'X_pca' with n_pcs = 50\n",
      "    finished: added to `.uns['neighbors']`\n",
      "    `.obsp['distances']`, distances for each pair of neighbors\n",
      "    `.obsp['connectivities']`, weighted adjacency matrix (0:00:05)\n",
      "running Leiden clustering\n",
      "    finished: found 9 clusters and added\n",
      "    'leiden', the cluster labels (adata.obs, categorical) (0:00:00)\n",
      "...estimate stage: 9\n"
     ]
    }
   ],
   "source": [
    "STT_obj.stage_estimate()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "94822a49-a3ae-4d84-94aa-b4a61bf58cee",
   "metadata": {},
   "source": [
    "The authors noted in the original tutorial that a key parameter called ‘spa_weight’ controls the relative weight of the spatial location similarity kernel.\n",
    "\n",
    "Other parameters are further described in the api documentation. Typically `n_stage` is the parameter we are interested in modifying"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "785df3e2-464e-4123-af6b-ba35d89f7a17",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "STT_obj.train(n_states = 9, n_iter = 15, weight_connectivities = 0.5, \n",
    "            n_neighbors = 50,thresh_ms_gene = 0.2, spa_weight =0.3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "24897648-98eb-4b40-a99e-de49763b6232",
   "metadata": {},
   "source": [
    "After the prediction is complete, the attractor is stored in `adata.obs[‘attractor’]`. We can use `ov.pl.embedding` to visualize it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "205455d9-da84-41b2-900d-50052c87e3ac",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 320x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 289,
       "width": 316
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ov.pl.embedding(adata, basis=\"xy_loc\", \n",
    "                color=[\"attractor\"],frameon='small',\n",
    "               palette=ov.pl.sc_color[11:])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "62ce4041-4e7e-4f83-88a0-b6a065119789",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/mnt/home/zehuazeng/miniconda3/envs/omicverse/lib/python3.8/site-packages/omicverse/utils/_scatterplot.py:417: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n",
      "  cax = scatter(\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 320x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 289,
       "width": 369
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ov.pl.embedding(adata, basis=\"xy_loc\", \n",
    "                color=[\"Region\"],frameon='small',\n",
    "               )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1ed19af7-722c-4a6c-a5ba-857b9e8e301b",
   "metadata": {},
   "source": [
    "## Pathway analysis\n",
    "\n",
    "In the original tutorial, the author encapsulated the `gseapy==1.0.4` version for access enrichment. Note that the use of this function requires networking, which we have modified so that we can enrich using the local pathway dataset\n",
    "\n",
    "We can download good access data directly in [enrichr](https://maayanlab.cloud/Enrichr/#libraries), such as the `KEGG_2019_mouse` used in this study.\n",
    "\n",
    "https://maayanlab.cloud/Enrichr/geneSetLibrary?mode=text&libraryName=KEGG_2019_Mouse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "db365248-9e5c-439f-a681-bfac504b18f8",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "pathway_dict=ov.utils.geneset_prepare('genesets/KEGG_2019_Mouse.txt',organism='Mouse')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c651afef-c28f-477b-802e-570cb64045ba",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "STT_obj.compute_pathway(pathway_dict)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f10863d5-edc2-4c8b-99d8-a60656d7b36a",
   "metadata": {},
   "source": [
    "After running the function, we can use the `plot_pathway` function to visualize the similairty between pathway dynamics in the low dimensional embeddings."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "3a3cc6e4-5c7b-4768-8532-16c2a9846e8f",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 800x640 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 525,
       "width": 782
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = STT_obj.plot_pathway(figsize = (10,8),size = 100,fontsize = 12)\n",
    "for ax in fig.axes:\n",
    "    ax.set_xlabel('Embedding 1', fontsize=20)  # Adjust font size as needed\n",
    "    ax.set_ylabel('Embedding 2', fontsize=20)  # Adjust font size as needed\n",
    "fig.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b6dea308-d975-41d4-9bb5-695036f81472",
   "metadata": {
    "tags": []
   },
   "source": [
    "If we are interested in the specific pathways, we can use the `plot_tensor_pathway` function to visualize the streamlines."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "5e23000b-ee2b-4958-bb09-c81b157e21ce",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "check that the input includes aggregated object\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e33aab5cd7fd4ee7a771312f9823db51",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/4628 [00:00<?, ?cells/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/mnt/home/zehuazeng/miniconda3/envs/omicverse/lib/python3.8/site-packages/scvelo/tools/velocity_graph.py:375: ImplicitModificationWarning: Trying to modify attribute `._uns` of view, initializing view as actual.\n",
      "  adata.uns[f\"{vkey}_graph\"] = vgraph.graph\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:02) --> added \n",
      "    'vj_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vj_xy_loc', embedded velocity vectors (adata.obsm)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'All attractors,Joint'}>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 320x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 277,
       "width": 265
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
    "STT_obj.plot_tensor_pathway(pathway_name = 'Wnt signaling pathway',basis = 'xy_loc',\n",
    "                           ax=ax)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "8f8a2e15-87aa-4dc3-9027-70ddc42e6438",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "check that the input includes aggregated object\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f31e3122f11e4e60a0529d693e73f002",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/4628 [00:00<?, ?cells/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/mnt/home/zehuazeng/miniconda3/envs/omicverse/lib/python3.8/site-packages/scvelo/tools/velocity_graph.py:375: ImplicitModificationWarning: Trying to modify attribute `._uns` of view, initializing view as actual.\n",
      "  adata.uns[f\"{vkey}_graph\"] = vgraph.graph\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:02) --> added \n",
      "    'vj_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vj_xy_loc', embedded velocity vectors (adata.obsm)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'All attractors,Joint'}>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 320x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 277,
       "width": 265
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
    "STT_obj.plot_tensor_pathway( 'TGF-beta signaling pathway',basis = 'xy_loc',\n",
    "                           ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "53ccc2a1-f7f1-4a1e-961b-98814546db31",
   "metadata": {},
   "source": [
    "## Tensor analysis\n",
    "\n",
    "In the author's original paper, a very interesting concept is mentioned, attractor-averaged and attractor-specific tensors.\n",
    "\n",
    "We can analyse the Joint Tensor and thus study the steady state processes of different attractors. If the streamlines are passing through the attractor then the attractor is in a steady state, if the streamlines are emanating/converging from the attractor then the attractor is in a dynamic state.\n",
    "\n",
    "In addition to this, the Unspliced Tensor also reflects the strength as well as the size of the attraction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "015b3bfa-0ea8-42af-9df7-f357ec61d424",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "check that the input includes aggregated object\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f5e29ed75d414603bff1190d5b632b99",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/4628 [00:00<?, ?cells/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n",
      "Global seed set to 0\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:09) --> added \n",
      "    'vj_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vj_xy_loc', embedded velocity vectors (adata.obsm)\n",
      "check that the input includes aggregated object\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cd39c051e8ca45df87ac7c923a0676f9",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:03) --> added \n",
      "    'vj_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vj_xy_loc', embedded velocity vectors (adata.obsm)\n",
      "check that the input includes aggregated object\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "eeab198879294db8bf5422a35ef09eae",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:03) --> added \n",
      "    'vj_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vj_xy_loc', embedded velocity vectors (adata.obsm)\n",
      "check that the input includes aggregated object\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "eebc4272d90048128c2ac89947d2902f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:03) --> added \n",
      "    'vj_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vj_xy_loc', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "87b684b3f9914efea34d694afce5b0a5",
       "version_major": 2,
       "version_minor": 0
      },
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vs_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vs_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "63be26bf0f91476d8de9973b9f33dc96",
       "version_major": 2,
       "version_minor": 0
      },
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vs_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vs_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4614577c0a714b63b6c61ac280582d21",
       "version_major": 2,
       "version_minor": 0
      },
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vs_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vs_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "4fd790c626874e92b050cdcad0427ad5",
       "version_major": 2,
       "version_minor": 0
      },
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vs_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vs_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "815d053bc6fa4fa48736637c271b16eb",
       "version_major": 2,
       "version_minor": 0
      },
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vu_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vu_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c4eb444c4e974a7298dfe6e1a515e35f",
       "version_major": 2,
       "version_minor": 0
      },
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vu_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vu_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e82d98a4c1644556b13748de03839965",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/4628 [00:00<?, ?cells/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vu_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vu_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n",
      "computing velocity graph (using 12/12 cores)\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "752c740fef354fe5a3998b613b38a374",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/4628 [00:00<?, ?cells/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    finished (0:00:01) --> added \n",
      "    'vu_graph', sparse matrix with cosine correlations (adata.uns)\n",
      "computing velocity embedding\n",
      "    finished (0:00:00) --> added\n",
      "    'vu_xy_loc_aggr', embedded velocity vectors (adata.obsm)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x640 with 24 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 529,
       "width": 571
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "STT_obj.plot_tensor(list_attractor = [1,3,5,6],\n",
    "                filter_cells = True, member_thresh = 0.1, density = 1)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9da89b5f-15a3-4d55-a670-b691e6028b14",
   "metadata": {},
   "source": [
    "## Landscape analysis\n",
    "\n",
    "Each attractor corresponds to a spatial steady state, then we can use contour plots to visualise this steady state and use CellRank's correlation function to infer state transitions between different attractors."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "46d17b57-b9a9-4a5c-bd4f-d43111540893",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/mnt/home/zehuazeng/miniconda3/envs/omicverse/lib/python3.8/site-packages/sklearn/mixture/_base.py:268: ConvergenceWarning: Initialization 1 did not converge. Try different init parameters, or increase max_iter, tol or check for degenerate data.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "STT_obj.construct_landscape(coord_key = 'X_xy_loc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "3ce2a658-8cd3-4c6d-85c9-12601caf0a5d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 772.8x320 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 303,
       "width": 720
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sc.pl.embedding(adata, color = ['attractor', 'Region'],basis= 'trans_coord')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f386986c-7a8a-4d17-90e7-f0ddb0c6bbe7",
   "metadata": {},
   "source": [
    "Method to infer the lineage, either ‘MPFT’(maxium probability flow tree, global) or ‘MPPT’(most probable path tree, local)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "3e0194b0-18c3-4e23-8fd5-f27e1ab0165a",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: >"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 320x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 259,
       "width": 265
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "STT_obj.infer_lineage(si=3,sf=4, method = 'MPPT',flux_fraction=0.8,color_palette_name = 'tab10',size_point = 8,\n",
    "                   size_text=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a176d6a-9df1-4978-836d-ee0c33b5b008",
   "metadata": {},
   "source": [
    "The Sankey plot displaying the relation between STT attractors (left) and spatial region annotations (right). The width of links indicates the number of cells that share the connected attractor label and region annotation label simultaneously"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "b414b076-3ea5-46f5-85ed-933a6ba9643e",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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kt,At=function(r,n){O.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,v=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,v,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),D=+j.attr(\"height\"),z=v-.5*L,F=z+L,B=b-.5*D,N=B+D,U=[[z,B,z,N],[z,N,F,N],[F,N,F,B],[F,B,z,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,q=e.arrowcolor,H=e.arrowside,G=O.append(\"g\").style({opacity:u.opacity(q)}).classed(\"annotation-arrow-g\",!0),W=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(u.stroke,u.rgb(q));if(g(W,H,e),k.annotationPosition&&W.node().parentNode&&!a){var Y=l,X=f;if(e.standoff){var Z=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));Y+=e.standoff*(h-l)/Z,X+=e.standoff*(p-f)/Z}var K,J,$=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-Y)+\",\"+(p-X),transform:s(Y,X)}).style(\"stroke-width\",V+6+\"px\").call(u.stroke,\"rgba(0,0,0,0)\").call(u.fill,\"rgba(0,0,0,0)\");d.init({element:$.node(),gd:t,prepFn:function(){var t=c.getTranslate(R);K=t.x,J=t.y,y&&y.autorange&&M(y._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(K,J),i=n[0]+t,a=n[1]+r;R.call(c.setTranslate,i,a),S(\"x\",m(y,t,\"x\",T,e)),S(\"y\",m(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",m(y,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",m(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),I.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var 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e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&y(t,r);return a.previousPromises(t)},drawOne:y,drawRaw:x}},33652:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(72196),o=r(3400),s=o.strScale,l=o.strRotate,u=o.strTranslate;t.exports=function(t,e,r){var o,c,f,h,p=t.node(),d=a[r.arrowhead||0],v=a[r.startarrowhead||0],g=(r.arrowwidth||1)*(r.arrowsize||1),y=(r.arrowwidth||1)*(r.startarrowsize||1),m=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*g+r.standoff,_=v.backoff*y+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},c={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-c.x,T=o.y-c.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void D();if(b){if(b*b>w*w+T*T)return void D();var k=b*Math.cos(f),A=b*Math.sin(f);c.x+=k,c.y+=A,t.attr({x2:c.x,y2:c.y})}if(_){if(_*_>w*w+T*T)return void D();var 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n=r(23816),i=r(42300);t.exports={moduleType:\"component\",name:\"annotations\",layoutAttributes:r(13916),supplyLayoutDefaults:r(45216),includeBasePlot:r(36632)(\"annotations\"),calcAutorange:r(90272),draw:n.draw,drawOne:n.drawOne,drawRaw:n.drawRaw,hasClickToShow:i.hasClickToShow,onClick:i.onClick,convertCoords:r(26828)}},45899:function(t,e,r){\"use strict\";var n=r(13916),i=r(67824).overrideAll,a=r(31780).templatedArray;t.exports=i(a(\"annotation\",{visible:n.visible,x:{valType:\"any\"},y:{valType:\"any\"},z:{valType:\"any\"},ax:{valType:\"number\"},ay:{valType:\"number\"},xanchor:n.xanchor,xshift:n.xshift,yanchor:n.yanchor,yshift:n.yshift,text:n.text,textangle:n.textangle,font:n.font,width:n.width,height:n.height,opacity:n.opacity,align:n.align,valign:n.valign,bgcolor:n.bgcolor,bordercolor:n.bordercolor,borderpad:n.borderpad,borderwidth:n.borderwidth,showarrow:n.showarrow,arrowcolor:n.arrowcolor,arrowhead:n.arrowhead,startarrowhead:n.startarrowhead,arrowside:n.arrowside,arrowsize:n.arrowsize,startarrowsize:n.startarrowsize,arrowwidth:n.arrowwidth,standoff:n.standoff,startstandoff:n.startstandoff,hovertext:n.hovertext,hoverlabel:n.hoverlabel,captureevents:n.captureevents}),\"calc\",\"from-root\")},42456:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460);function a(t,e){var r=e.fullSceneLayout.domain,a=e.fullLayout._size,o={pdata:null,type:\"linear\",autorange:!1,range:[-1/0,1/0]};t._xa={},n.extendFlat(t._xa,o),i.setConvert(t._xa),t._xa._offset=a.l+r.x[0]*a.w,t._xa.l2p=function(){return.5*(1+t._pdata[0]/t._pdata[3])*a.w*(r.x[1]-r.x[0])},t._ya={},n.extendFlat(t._ya,o),i.setConvert(t._ya),t._ya._offset=a.t+(1-r.y[1])*a.h,t._ya.l2p=function(){return.5*(1-t._pdata[1]/t._pdata[3])*a.h*(r.y[1]-r.y[0])}}t.exports=function(t){for(var e=t.fullSceneLayout.annotations,r=0;r<e.length;r++)a(e[r],t);t.fullLayout._infolayer.selectAll(\".annotation-\"+t.id).remove()}},52808:function(t,e,r){\"use strict\";var n=r(3400),i=r(54460),a=r(51272),o=r(87192),s=r(45899);function l(t,e,r,a){function l(r,i){return n.coerce(t,e,s,r,i)}function u(t){var n=t+\"axis\",a={_fullLayout:{}};return a._fullLayout[n]=r[n],i.coercePosition(e,a,l,t,t,.5)}l(\"visible\")&&(o(t,e,a.fullLayout,l),u(\"x\"),u(\"y\"),u(\"z\"),n.noneOrAll(t,e,[\"x\",\"y\",\"z\"]),e.xref=\"x\",e.yref=\"y\",e.zref=\"z\",l(\"xanchor\"),l(\"yanchor\"),l(\"xshift\"),l(\"yshift\"),e.showarrow&&(e.axref=\"pixel\",e.ayref=\"pixel\",l(\"ax\",-10),l(\"ay\",-30),n.noneOrAll(t,e,[\"ax\",\"ay\"])))}t.exports=function(t,e,r){a(t,e,{name:\"annotations\",handleItemDefaults:l,fullLayout:r.fullLayout})}},71836:function(t,e,r){\"use strict\";var n=r(23816).drawRaw,i=r(94424),a=[\"x\",\"y\",\"z\"];t.exports=function(t){for(var e=t.fullSceneLayout,r=t.dataScale,o=e.annotations,s=0;s<o.length;s++){for(var l=o[s],u=!1,c=0;c<3;c++){var f=a[c],h=l[f],p=e[f+\"axis\"].r2fraction(h);if(p<0||p>1){u=!0;break}}u?t.fullLayout._infolayer.select(\".annotation-\"+t.id+'[data-index=\"'+s+'\"]').remove():(l._pdata=i(t.glplot.cameraParams,[e.xaxis.r2l(l.x)*r[0],e.yaxis.r2l(l.y)*r[1],e.zaxis.r2l(l.z)*r[2]]),n(t.graphDiv,l,s,t.id,l._xa,l._ya))}}},56864:function(t,e,r){\"use strict\";var n=r(24040),i=r(3400);t.exports={moduleType:\"component\",name:\"annotations3d\",schema:{subplots:{scene:{annotations:r(45899)}}},layoutAttributes:r(45899),handleDefaults:r(52808),includeBasePlot:function(t,e){var r=n.subplotsRegistry.gl3d;if(r)for(var a=r.attrRegex,o=Object.keys(t),s=0;s<o.length;s++){var l=o[s];a.test(l)&&(t[l].annotations||[]).length&&(i.pushUnique(e._basePlotModules,r),i.pushUnique(e._subplots.gl3d,l))}},convert:r(42456),draw:r(71836)}},54976:function(t,e,r){\"use 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date data.\"}var g={xcalendar:d(v(\"x\"))},y=i.extendFlat({},g,{ycalendar:d(v(\"y\"))}),m=i.extendFlat({},y,{zcalendar:d(v(\"z\"))}),x=d([\"Sets the calendar system to use for `range` and `tick0`\",\"if this is a date axis. This does not set the calendar for\",\"interpreting data on this axis, that's specified in the trace\",\"or via the global `layout.calendar`\"].join(\" \"));t.exports={moduleType:\"component\",name:\"calendars\",schema:{traces:{scatter:y,bar:y,box:y,heatmap:y,contour:y,histogram:y,histogram2d:y,histogram2dcontour:y,scatter3d:m,surface:m,mesh3d:m,scattergl:y,ohlc:g,candlestick:g},layout:{calendar:d([\"Sets the default calendar system to use for interpreting and\",\"displaying dates throughout the plot.\"].join(\" \"))},subplots:{xaxis:{calendar:x},yaxis:{calendar:x},scene:{xaxis:{calendar:x},yaxis:{calendar:x},zaxis:{calendar:x}},polar:{radialaxis:{calendar:x}}},transforms:{filter:{valuecalendar:d([\"WARNING: All transforms are deprecated and may be removed from the API in next major version.\",\"Sets the calendar system to use for `value`, if it is a date.\"].join(\" \")),targetcalendar:d([\"WARNING: All transforms are deprecated and may be removed from the API in next major version.\",\"Sets the calendar system to use for `target`, if it is an\",\"array of dates. If `target` is a string (eg *x*) we use the\",\"corresponding trace attribute (eg `xcalendar`) if it exists,\",\"even if `targetcalendar` is provided.\"].join(\" \"))}}},layoutAttributes:l,handleDefaults:u,handleTraceDefaults:function(t,e,r,n){for(var 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y=n.select(this).selectAll(\"g.errorbar\").data(e,h);if(y.exit().remove(),e.length){d.visible||y.selectAll(\"path.xerror\").remove(),v.visible||y.selectAll(\"path.yerror\").remove(),y.style(\"opacity\",1);var m=y.enter().append(\"g\").classed(\"errorbar\",!0);c&&m.style(\"opacity\",0).transition().duration(s.duration).style(\"opacity\",1),a.setClipUrl(y,r.layerClipId,t),y.each((function(t){var e=n.select(this),r=function(t,e,r){var n={x:e.c2p(t.x),y:r.c2p(t.y)};return void 0!==t.yh&&(n.yh=r.c2p(t.yh),n.ys=r.c2p(t.ys),i(n.ys)||(n.noYS=!0,n.ys=r.c2p(t.ys,!0))),void 0!==t.xh&&(n.xh=e.c2p(t.xh),n.xs=e.c2p(t.xs),i(n.xs)||(n.noXS=!0,n.xs=e.c2p(t.xs,!0))),n}(t,l,u);if(!g||t.vis){var a,o=e.select(\"path.yerror\");if(v.visible&&i(r.x)&&i(r.yh)&&i(r.ys)){var 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n=r(3400),i=r(55756),a=r(16132);t.exports=function(t,e,r,o){var s=n.extendFlat({},o.hoverlabel);e.hovertemplate&&(s.namelength=-1),a(t,e,(function(r,a){return n.coerce(t,e,i,r,a)}),s)}},10624:function(t,e,r){\"use strict\";var n=r(3400);e.getSubplot=function(t){return t.subplot||t.xaxis+t.yaxis||t.geo},e.isTraceInSubplots=function(t,r){if(\"splom\"===t.type){for(var n=t.xaxes||[],i=t.yaxes||[],a=0;a<n.length;a++)for(var o=0;o<i.length;o++)if(-1!==r.indexOf(n[a]+i[o]))return!0;return!1}return-1!==r.indexOf(e.getSubplot(t))},e.flat=function(t,e){for(var r=new Array(t.length),n=0;n<t.length;n++)r[n]=e;return r},e.p2c=function(t,e){for(var r=new Array(t.length),n=0;n<t.length;n++)r[n]=t[n].p2c(e);return r},e.getDistanceFunction=function(t,r,n,i){return\"closest\"===t?i||e.quadrature(r,n):\"x\"===t.charAt(0)?r:n},e.getClosest=function(t,e,r){if(!1!==r.index)r.index>=0&&r.index<t.length?r.distance=0:r.index=!1;else for(var n=0;n<t.length;n++){var 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n,i,o=r.container,s=r.fullLayout,l=s._size,u=r.event,c=!!e.hLinePoint,f=!!e.vLinePoint;if(o.selectAll(\".spikeline\").remove(),f||c){var d=p.combine(s.plot_bgcolor,s.paper_bgcolor);if(c){var g,y,m=e.hLinePoint;n=m&&m.xa,\"cursor\"===(i=m&&m.ya).spikesnap?(g=u.pointerX,y=u.pointerY):(g=n._offset+m.x,y=i._offset+m.y);var x,b,_=a.readability(m.color,d)<1.5?p.contrast(d):m.color,w=i.spikemode,T=i.spikethickness,k=i.spikecolor||_,A=v.getPxPosition(t,i);if(-1!==w.indexOf(\"toaxis\")||-1!==w.indexOf(\"across\")){if(-1!==w.indexOf(\"toaxis\")&&(x=A,b=g),-1!==w.indexOf(\"across\")){var 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n=r(33816),i=r(31780).templatedArray;r(36208),t.exports=i(\"image\",{visible:{valType:\"boolean\",dflt:!0,editType:\"arraydraw\"},source:{valType:\"string\",editType:\"arraydraw\"},layer:{valType:\"enumerated\",values:[\"below\",\"above\"],dflt:\"above\",editType:\"arraydraw\"},sizex:{valType:\"number\",dflt:0,editType:\"arraydraw\"},sizey:{valType:\"number\",dflt:0,editType:\"arraydraw\"},sizing:{valType:\"enumerated\",values:[\"fill\",\"contain\",\"stretch\"],dflt:\"contain\",editType:\"arraydraw\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,editType:\"arraydraw\"},x:{valType:\"any\",dflt:0,editType:\"arraydraw\"},y:{valType:\"any\",dflt:0,editType:\"arraydraw\"},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"arraydraw\"},yanchor:{valType:\"enumerated\",values:[\"top\",\"middle\",\"bottom\"],dflt:\"top\",editType:\"arraydraw\"},xref:{valType:\"enumerated\",values:[\"paper\",n.idRegex.x.toString()],dflt:\"paper\",editType:\"arraydraw\"},yref:{valType:\"enumerated\",values:[\"paper\",n.idRegex.y.toString()],dflt:\"paper\",editType:\"arraydraw\"},editType:\"arraydraw\"})},63556:function(t,e,r){\"use 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b=Object.keys(l._plots);for(r=0;r<b.length;r++){e=b[r];var _=l._plots[e];if(_.imagelayer){var w=_.imagelayer.selectAll(\"image\").data(c[e]||[]);w.enter().append(\"image\"),w.exit().remove(),w.each((function(t){g.bind(this)(t),y.bind(this)(t)}))}}}},7402:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"images\",layoutAttributes:r(65760),supplyLayoutDefaults:r(25024),includeBasePlot:r(36632)(\"images\"),draw:r(60963),convertCoords:r(63556)}},3800:function(t,e,r){\"use strict\";var n=r(25376),i=r(22548);t.exports={_isSubplotObj:!0,visible:{valType:\"boolean\",dflt:!0,editType:\"legend\"},bgcolor:{valType:\"color\",editType:\"legend\"},bordercolor:{valType:\"color\",dflt:i.defaultLine,editType:\"legend\"},borderwidth:{valType:\"number\",min:0,dflt:0,editType:\"legend\"},font:n({editType:\"legend\"}),grouptitlefont:n({editType:\"legend\"}),orientation:{valType:\"enumerated\",values:[\"v\",\"h\"],dflt:\"v\",editType:\"legend\"},traceorder:{valType:\"flaglist\",flags:[\"reversed\",\"grouped\"],extras:[\"normal\"],editType:\"legend\"},tracegroupgap:{valType:\"number\",min:0,dflt:10,editType:\"legend\"},entrywidth:{valType:\"number\",min:0,editType:\"legend\"},entrywidthmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"pixels\",editType:\"legend\"},indentation:{valType:\"number\",min:-15,dflt:0,editType:\"legend\"},itemsizing:{valType:\"enumerated\",values:[\"trace\",\"constant\"],dflt:\"trace\",editType:\"legend\"},itemwidth:{valType:\"number\",min:30,dflt:30,editType:\"legend\"},itemclick:{valType:\"enumerated\",values:[\"toggle\",\"toggleothers\",!1],dflt:\"toggle\",editType:\"legend\"},itemdoubleclick:{valType:\"enumerated\",values:[\"toggle\",\"toggleothers\",!1],dflt:\"toggleothers\",editType:\"legend\"},groupclick:{valType:\"enumerated\",values:[\"toggleitem\",\"togglegroup\"],dflt:\"togglegroup\",editType:\"legend\"},x:{valType:\"number\",editType:\"legend\"},xref:{valType:\"enumerated\",dflt:\"paper\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"legend\"},y:{valType:\"number\",editType:\"legend\"},yref:{valType:\"enumerated\",dflt:\"paper\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],editType:\"legend\"},uirevision:{valType:\"any\",editType:\"none\"},valign:{valType:\"enumerated\",values:[\"top\",\"middle\",\"bottom\"],dflt:\"middle\",editType:\"legend\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"legend\"},font:n({editType:\"legend\"}),side:{valType:\"enumerated\",values:[\"top\",\"left\",\"top 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r=t._fullLayout,i=r._legends;r._infolayer.selectAll('[class^=\"legend\"]').each((function(){var t=n.select(this),e=t.attr(\"class\").split(\" \")[0];e.match(w)&&-1===i.indexOf(e)&&t.remove()}));for(var a=0;a<i.length;a++){var o=i[a];T(t,t._fullLayout[o])}}}},35456:function(t,e,r){\"use strict\";var n=r(24040),i=r(42451);t.exports=function(t,e,r){var a,o,s=e._inHover,l=i.isGrouped(e),u=i.isReversed(e),c={},f=[],h=!1,p={},d=0,v=0;function g(t,n,a){if(!1!==e.visible&&(!r||t===e._id))if(\"\"!==n&&i.isGrouped(e))-1===f.indexOf(n)?(f.push(n),h=!0,c[n]=[a]):c[n].push(a);else{var o=\"~~i\"+d;f.push(o),c[o]=[a],d++}}for(a=0;a<t.length;a++){var y=t[a],m=y[0],x=m.trace,b=x.legend,_=x.legendgroup;if(s||x.visible&&x.showlegend)if(n.traceIs(x,\"pie-like\"))for(p[_]||(p[_]={}),o=0;o<y.length;o++){var w=y[o].label;p[_][w]||(g(b,_,{label:w,color:y[o].color,i:y[o].i,trace:x,pts:y[o].pts}),p[_][w]=!0,v=Math.max(v,(w||\"\").length))}else 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d=o[p],v=c+\".\"+d+\".showspikes\";l[v]=!1,s[v]=f[d].showspikes}}r._previousVal=s}return l}function v(t,e){for(var r=e.currentTarget,i=r.getAttribute(\"data-attr\"),a=r.getAttribute(\"data-val\")||!0,o=t._fullLayout,s=o._subplots.geo||[],l=0;l<s.length;l++){var u=s[l],c=o[u];if(\"zoom\"===i){var f=c.projection.scale,h=\"in\"===a?2*f:.5*f;n.call(\"_guiRelayout\",t,u+\".projection.scale\",h)}}\"reset\"===i&&x(t,\"geo\")}function g(t){var e=t._fullLayout;return!e.hovermode&&(e._has(\"cartesian\")?e._isHoriz?\"y\":\"x\":\"closest\")}function y(t){var e=g(t);n.call(\"_guiRelayout\",t,\"hovermode\",e)}function m(t,e){for(var r=e.currentTarget.getAttribute(\"data-val\"),i=t._fullLayout,a=i._subplots.mapbox||[],o={},s=0;s<a.length;s++){var l=a[s],u=i[l].zoom,c=\"in\"===r?1.05*u:u/1.05;o[l+\".zoom\"]=c}n.call(\"_guiRelayout\",t,o)}function x(t,e){for(var r=t._fullLayout,i=r._subplots[e]||[],a={},o=0;o<i.length;o++)for(var s=i[o],l=r[s]._subplot.viewInitial,u=Object.keys(l),c=0;c<u.length;c++){var f=u[c];a[s+\".\"+f]=l[f]}n.call(\"_guiRelayout\",t,a)}c.toImage={name:\"toImage\",title:function(t){var e=(t._context.toImageButtonOptions||{}).format||\"png\";return u(t,\"png\"===e?\"Download plot as a png\":\"Download plot\")},icon:o.camera,click:function(t){var e=t._context.toImageButtonOptions,r={format:e.format||\"png\"};l.notifier(u(t,\"Taking snapshot - this may take a few seconds\"),\"long\"),\"svg\"!==r.format&&l.isIE()&&(l.notifier(u(t,\"IE only supports svg.  Changing format to svg.\"),\"long\"),r.format=\"svg\"),[\"filename\",\"width\",\"height\",\"scale\"].forEach((function(t){t in e&&(r[t]=e[t])})),n.call(\"downloadImage\",t,r).then((function(e){l.notifier(u(t,\"Snapshot succeeded\")+\" - \"+e,\"long\")})).catch((function(){l.notifier(u(t,\"Sorry, there was a problem downloading your snapshot!\"),\"long\")}))}},c.sendDataToCloud={name:\"sendDataToCloud\",title:function(t){return u(t,\"Edit in Chart Studio\")},icon:o.disk,click:function(t){i.sendDataToCloud(t)}},c.editInChartStudio={name:\"editInChartStudio\",title:function(t){return u(t,\"Edit in Chart Studio\")},icon:o.pencil,click:function(t){i.sendDataToCloud(t)}},c.zoom2d={name:\"zoom2d\",_cat:\"zoom\",title:function(t){return u(t,\"Zoom\")},attr:\"dragmode\",val:\"zoom\",icon:o.zoombox,click:f},c.pan2d={name:\"pan2d\",_cat:\"pan\",title:function(t){return u(t,\"Pan\")},attr:\"dragmode\",val:\"pan\",icon:o.pan,click:f},c.select2d={name:\"select2d\",_cat:\"select\",title:function(t){return u(t,\"Box Select\")},attr:\"dragmode\",val:\"select\",icon:o.selectbox,click:f},c.lasso2d={name:\"lasso2d\",_cat:\"lasso\",title:function(t){return u(t,\"Lasso Select\")},attr:\"dragmode\",val:\"lasso\",icon:o.lasso,click:f},c.drawclosedpath={name:\"drawclosedpath\",title:function(t){return u(t,\"Draw closed freeform\")},attr:\"dragmode\",val:\"drawclosedpath\",icon:o.drawclosedpath,click:f},c.drawopenpath={name:\"drawopenpath\",title:function(t){return u(t,\"Draw open freeform\")},attr:\"dragmode\",val:\"drawopenpath\",icon:o.drawopenpath,click:f},c.drawline={name:\"drawline\",title:function(t){return u(t,\"Draw line\")},attr:\"dragmode\",val:\"drawline\",icon:o.drawline,click:f},c.drawrect={name:\"drawrect\",title:function(t){return u(t,\"Draw 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axes\")},attr:\"zoom\",val:\"reset\",icon:o.home,click:f},c.hoverClosestCartesian={name:\"hoverClosestCartesian\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:f},c.hoverCompareCartesian={name:\"hoverCompareCartesian\",_cat:\"hoverCompare\",title:function(t){return u(t,\"Compare data on hover\")},attr:\"hovermode\",val:function(t){return t._fullLayout._isHoriz?\"y\":\"x\"},icon:o.tooltip_compare,gravity:\"ne\",click:f},c.zoom3d={name:\"zoom3d\",_cat:\"zoom\",title:function(t){return u(t,\"Zoom\")},attr:\"scene.dragmode\",val:\"zoom\",icon:o.zoombox,click:h},c.pan3d={name:\"pan3d\",_cat:\"pan\",title:function(t){return u(t,\"Pan\")},attr:\"scene.dragmode\",val:\"pan\",icon:o.pan,click:h},c.orbitRotation={name:\"orbitRotation\",title:function(t){return u(t,\"Orbital rotation\")},attr:\"scene.dragmode\",val:\"orbit\",icon:o[\"3d_rotate\"],click:h},c.tableRotation={name:\"tableRotation\",title:function(t){return u(t,\"Turntable rotation\")},attr:\"scene.dragmode\",val:\"turntable\",icon:o[\"z-axis\"],click:h},c.resetCameraDefault3d={name:\"resetCameraDefault3d\",_cat:\"resetCameraDefault\",title:function(t){return u(t,\"Reset camera to default\")},attr:\"resetDefault\",icon:o.home,click:p},c.resetCameraLastSave3d={name:\"resetCameraLastSave3d\",_cat:\"resetCameraLastSave\",title:function(t){return u(t,\"Reset camera to last save\")},attr:\"resetLastSave\",icon:o.movie,click:p},c.hoverClosest3d={name:\"hoverClosest3d\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);n.call(\"_guiRelayout\",t,r)}},c.zoomInGeo={name:\"zoomInGeo\",_cat:\"zoomin\",title:function(t){return u(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:v},c.zoomOutGeo={name:\"zoomOutGeo\",_cat:\"zoomout\",title:function(t){return u(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:v},c.resetGeo={name:\"resetGeo\",_cat:\"reset\",title:function(t){return u(t,\"Reset\")},attr:\"reset\",val:null,icon:o.autoscale,click:v},c.hoverClosestGeo={name:\"hoverClosestGeo\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:y},c.hoverClosestGl2d={name:\"hoverClosestGl2d\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:y},c.hoverClosestPie={name:\"hoverClosestPie\",_cat:\"hoverclosest\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:y},c.resetViewSankey={name:\"resetSankeyGroup\",title:function(t){return u(t,\"Reset view\")},icon:o.home,click:function(t){for(var e={\"node.groups\":[],\"node.x\":[],\"node.y\":[]},r=0;r<t._fullData.length;r++){var i=t._fullData[r]._viewInitial;e[\"node.groups\"].push(i.node.groups.slice()),e[\"node.x\"].push(i.node.x.slice()),e[\"node.y\"].push(i.node.y.slice())}n.call(\"restyle\",t,e)}},c.toggleHover={name:\"toggleHover\",title:function(t){return u(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);r.hovermode=g(t),n.call(\"_guiRelayout\",t,r)}},c.resetViews={name:\"resetViews\",title:function(t){return u(t,\"Reset views\")},icon:o.home,click:function(t,e){var r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),f(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),x(t,\"geo\"),x(t,\"mapbox\")}},c.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return u(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},c.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return u(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){x(t,\"mapbox\")}},c.zoomInMapbox={name:\"zoomInMapbox\",_cat:\"zoomin\",title:function(t){return u(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:m},c.zoomOutMapbox={name:\"zoomOutMapbox\",_cat:\"zoomout\",title:function(t){return u(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:m}},76052:function(t,e,r){\"use strict\";var n=r(44248),i=Object.keys(n),a=[\"drawline\",\"drawopenpath\",\"drawclosedpath\",\"drawcircle\",\"drawrect\",\"eraseshape\"],o=[\"v1hovermode\",\"hoverclosest\",\"hovercompare\",\"togglehover\",\"togglespikelines\"].concat(a),s=[];i.forEach((function(t){!function(t){if(-1===o.indexOf(t._cat||t.name)){var e=t.name,r=(t._cat||t.name).toLowerCase();-1===s.indexOf(e)&&s.push(e),-1===s.indexOf(r)&&s.push(r)}}(n[t])})),s.sort(),t.exports={DRAW_MODES:a,backButtons:o,foreButtons:s}},90824:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(31780),o=r(66540);t.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var u=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(u,.3)),l(\"activecolor\",i.addOpacity(u,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},45460:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:r(66540),supplyLayoutDefaults:r(90824),manage:r(18816)}},18816:function(t,e,r){\"use strict\";var n=r(79811),i=r(43028),a=r(24040),o=r(10624).isUnifiedHover,s=r(66400),l=r(44248),u=r(76052).DRAW_MODES,c=r(3400).extendDeep;t.exports=function(t){var e=t._fullLayout,r=t._context,f=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var h,p=r.modeBarButtons;h=Array.isArray(p)&&p.length?function(t){for(var e=c([],t),r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++){var a=n[i];if(\"string\"==typeof a){if(void 0===l[a])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" \"));e[r][i]=l[a]}}return e}(p):!r.displayModeBar&&r.watermark?[]:function(t){var e=t._fullLayout,r=t._fullData,s=t._context;function c(t,e){if(\"string\"==typeof e){if(e.toLowerCase()===t.toLowerCase())return!0}else{var r=e.name,n=e._cat||e.name;if(r===t||n===t.toLowerCase())return!0}return!1}var f=e.modebar.add;\"string\"==typeof f&&(f=[f]);var h=e.modebar.remove;\"string\"==typeof h&&(h=[h]);var p=s.modeBarButtonsToAdd.concat(f.filter((function(t){for(var e=0;e<s.modeBarButtonsToRemove.length;e++)if(c(t,s.modeBarButtonsToRemove[e]))return!1;return!0}))),d=s.modeBarButtonsToRemove.concat(h.filter((function(t){for(var e=0;e<s.modeBarButtonsToAdd.length;e++)if(c(t,s.modeBarButtonsToAdd[e]))return!1;return!0}))),v=e._has(\"cartesian\"),g=e._has(\"gl3d\"),y=e._has(\"geo\"),m=e._has(\"pie\"),x=e._has(\"funnelarea\"),b=e._has(\"gl2d\"),_=e._has(\"ternary\"),w=e._has(\"mapbox\"),T=e._has(\"polar\"),k=e._has(\"smith\"),A=e._has(\"sankey\"),M=function(t){for(var e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),S=o(e.hovermode),E=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,u=0;u<d.length;u++){var c=d[u].toLowerCase();if(c===a||c===o){s=!0;break}}s||e.push(l[n])}E.push(e)}}var C=[\"toImage\"];s.showEditInChartStudio?C.push(\"editInChartStudio\"):s.showSendToCloud&&C.push(\"sendDataToCloud\"),L(C);var P=[],O=[],I=[],D=[];(v||b||m||x||_)+y+g+w+T+k>1?(O=[\"toggleHover\"],I=[\"resetViews\"]):y?(P=[\"zoomInGeo\",\"zoomOutGeo\"],O=[\"hoverClosestGeo\"],I=[\"resetGeo\"]):g?(O=[\"hoverClosest3d\"],I=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],O=[\"toggleHover\"],I=[\"resetViewMapbox\"]):b?O=[\"hoverClosestGl2d\"]:m?O=[\"hoverClosestPie\"]:A?(O=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],I=[\"resetViewSankey\"]):O=[\"toggleHover\"],v&&(O=[\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"]),(function(t){for(var e=0;e<t.length;e++)if(!a.traceIs(t[e],\"noHover\"))return!1;return!0}(r)||S)&&(O=[]),!v&&!b||M||(P=[\"zoomIn2d\",\"zoomOut2d\",\"autoScale2d\"],\"resetViews\"!==I[0]&&(I=[\"resetScale2d\"])),g?D=[\"zoom3d\",\"pan3d\",\"orbitRotation\",\"tableRotation\"]:(v||b)&&!M||_?D=[\"zoom2d\",\"pan2d\"]:w||y?D=[\"pan2d\"]:T&&(D=[\"zoom2d\"]),function(t){for(var e=!1,r=0;r<t.length&&!e;r++){var n=t[r];n._module&&n._module.selectPoints&&(a.traceIs(n,\"scatter-like\")?(i.hasMarkers(n)||i.hasText(n))&&(e=!0):a.traceIs(n,\"box-violin\")&&\"all\"!==n.boxpoints&&\"all\"!==n.points||(e=!0))}return e}(r)&&D.push(\"select2d\",\"lasso2d\");var z=[],R=function(t){-1===z.indexOf(t)&&-1!==O.indexOf(t)&&z.push(t)};if(Array.isArray(p)){for(var F=[],B=0;B<p.length;B++){var N=p[B];\"string\"==typeof N?(N=N.toLowerCase(),-1!==u.indexOf(N)?(e._has(\"mapbox\")||e._has(\"cartesian\"))&&D.push(N):\"togglespikelines\"===N?R(\"toggleSpikelines\"):\"togglehover\"===N?R(\"toggleHover\"):\"hovercompare\"===N?R(\"hoverCompareCartesian\"):\"hoverclosest\"===N?(R(\"hoverClosestCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\")):\"v1hovermode\"===N&&(R(\"toggleHover\"),R(\"hoverClosestCartesian\"),R(\"hoverCompareCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\"))):F.push(N)}p=F}return L(D),L(P.concat(I)),L(z),function(t,e){if(e.length)if(Array.isArray(e[0]))for(var r=0;r<e.length;r++)t.push(e[r]);else t.push(e);return t}(E,p)}(t),f?f.update(t,h):e._modeBar=s(t,h)}else f&&(f.destroy(),delete e._modeBar)}},66400:function(t,e,r){\"use strict\";var n=r(33428),i=r(38248),a=r(3400),o=r(9224),s=r(25788).version,l=new DOMParser;function u(t){this.container=t.container,this.element=document.createElement(\"div\"),this.update(t.graphInfo,t.buttons),this.container.appendChild(this.element)}var c=u.prototype;c.update=function(t,e){this.graphInfo=t;var r=this.graphInfo._context,n=this.graphInfo._fullLayout,i=\"modebar-\"+n._uid;this.element.setAttribute(\"id\",i),this._uid=i,this.element.className=\"modebar\",\"hover\"===r.displayModeBar&&(this.element.className+=\" modebar--hover ease-bg\"),\"v\"===n.modebar.orientation&&(this.element.className+=\" vertical\",e=e.reverse());var o=n.modebar,s=\"hover\"===r.displayModeBar?\".js-plotly-plot .plotly:hover \":\"\";a.deleteRelatedStyleRule(i),a.addRelatedStyleRule(i,s+\"#\"+i+\" .modebar-group\",\"background-color: \"+o.bgcolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn .icon path\",\"fill: \"+o.color),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn:hover .icon path\",\"fill: \"+o.activecolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn.active .icon path\",\"fill: \"+o.activecolor);var l=!this.hasButtons(e),u=this.hasLogo!==r.displaylogo,c=this.locale!==r.locale;if(this.locale=r.locale,(l||u||c)&&(this.removeAllButtons(),this.updateButtons(e),r.watermark||r.displaylogo)){var f=this.getLogo();r.watermark&&(f.className=f.className+\" watermark\"),\"v\"===n.modebar.orientation?this.element.insertBefore(f,this.element.childNodes[0]):this.element.appendChild(f),this.hasLogo=!0}this.updateActiveButton()},c.updateButtons=function(t){var e=this;this.buttons=t,this.buttonElements=[],this.buttonsNames=[],this.buttons.forEach((function(t){var r=e.createGroup();t.forEach((function(t){var n=t.name;if(!n)throw new Error(\"must provide button 'name' in button config\");if(-1!==e.buttonsNames.indexOf(n))throw new Error(\"button name '\"+n+\"' is taken\");e.buttonsNames.push(n);var i=e.createButton(t);e.buttonElements.push(i),r.appendChild(i)})),e.element.appendChild(r)}))},c.createGroup=function(){var t=document.createElement(\"div\");return t.className=\"modebar-group\",t},c.createButton=function(t){var e=this,r=document.createElement(\"a\");r.setAttribute(\"rel\",\"tooltip\"),r.className=\"modebar-btn\";var i=t.title;void 0===i?i=t.name:\"function\"==typeof i&&(i=i(this.graphInfo)),(i||0===i)&&r.setAttribute(\"data-title\",i),void 0!==t.attr&&r.setAttribute(\"data-attr\",t.attr);var a=t.val;if(void 0!==a&&(\"function\"==typeof a&&(a=a(this.graphInfo)),r.setAttribute(\"data-val\",a)),\"function\"!=typeof t.click)throw new Error(\"must provide button 'click' function in button 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n=r(25376),i=r(22548),a=(0,r(31780).templatedArray)(\"button\",{visible:{valType:\"boolean\",dflt:!0,editType:\"plot\"},step:{valType:\"enumerated\",values:[\"month\",\"year\",\"day\",\"hour\",\"minute\",\"second\",\"all\"],dflt:\"month\",editType:\"plot\"},stepmode:{valType:\"enumerated\",values:[\"backward\",\"todate\"],dflt:\"backward\",editType:\"plot\"},count:{valType:\"number\",min:0,dflt:1,editType:\"plot\"},label:{valType:\"string\",editType:\"plot\"},editType:\"plot\"});t.exports={visible:{valType:\"boolean\",editType:\"plot\"},buttons:a,x:{valType:\"number\",min:-2,max:3,editType:\"plot\"},xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\",editType:\"plot\"},y:{valType:\"number\",min:-2,max:3,editType:\"plot\"},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"bottom\",editType:\"plot\"},font:n({editType:\"plot\"}),bgcolor:{valType:\"color\",dflt:i.lightLine,editType:\"plot\"},activecolor:{valType:\"color\",editType:\"plot\"},bordercolor:{valType:\"color\",dflt:i.defaultLine,editType:\"plot\"},borderwidth:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},editType:\"plot\"}},85984:function(t){\"use 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i,a;l.ensureSingle(t,\"text\",\"selector-text\",(function(t){t.attr(\"text-anchor\",\"middle\")})).call(s.font,e.font).text((i=r,a=n._fullLayout._meta,i.label?a?l.templateString(i.label,a):i.label:\"all\"===i.step?\"all\":i.count+i.step.charAt(0))).call((function(t){c.convertToTspans(t,n)}))}t.exports=function(t){var e=t._fullLayout._infolayer.selectAll(\".rangeselector\").data(function(t){for(var e=f.list(t,\"x\",!0),r=[],n=0;n<e.length;n++){var i=e[n];i.rangeselector&&i.rangeselector.visible&&r.push(i)}return r}(t),m);e.enter().append(\"g\").classed(\"rangeselector\",!0),e.exit().remove(),e.style({cursor:\"pointer\",\"pointer-events\":\"all\"}),e.each((function(e){var r=n.select(this),o=e,f=o.rangeselector,h=r.selectAll(\"g.button\").data(l.filterVisible(f.buttons));h.enter().append(\"g\").classed(\"button\",!0),h.exit().remove(),h.each((function(e){var r=n.select(this),a=y(o,e);e._isActive=function(t,e,r){if(\"all\"===e.step)return!0===t.autorange;var n=Object.keys(r);return 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w=\"top\";l.isBottomAnchor(r)&&(b-=h,w=\"bottom\"),l.isMiddleAnchor(r)&&(b-=h/2,w=\"middle\"),f=Math.ceil(f),h=Math.ceil(h),x=Math.round(x),b=Math.round(b),a.autoMargin(t,i+\"-range-selector\",{x:r.x,y:r.y,l:f*d[_],r:f*v[_],b:h*v[w],t:h*d[w]}),o.attr(\"transform\",u(x,b))}(t,h,f,o._name,r)}))}},48040:function(t,e,r){\"use strict\";var n=r(73220),i=r(3400).titleCase;t.exports=function(t,e){var r=t._name,a={};if(\"all\"===e.step)a[r+\".autorange\"]=!0;else{var o=function(t,e){var r,a=t.range,o=new Date(t.r2l(a[1])),s=e.step,l=n[\"utc\"+i(s)],u=e.count;switch(e.stepmode){case\"backward\":r=t.l2r(+l.offset(o,-u));break;case\"todate\":var c=l.offset(o,-u);r=t.l2r(+l.ceil(c))}return[r,a[1]]}(t,e);a[r+\".range[0]\"]=o[0],a[r+\".range[1]\"]=o[1]}return a}},41152:function(t,e,r){\"use strict\";t.exports={moduleType:\"component\",name:\"rangeselector\",schema:{subplots:{xaxis:{rangeselector:r(26680)}}},layoutAttributes:r(26680),handleDefaults:r(22148),draw:r(50216)}},11200:function(t,e,r){\"use 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n=r(3400),i=r(31780),a=r(79811),o=r(11200),s=r(10936);t.exports=function(t,e,r){var l=t[r],u=e[r];if(l.rangeslider||e._requestRangeslider[u._id]){n.isPlainObject(l.rangeslider)||(l.rangeslider={});var c,f,h=l.rangeslider,p=i.newContainer(u,\"rangeslider\");if(_(\"visible\")){_(\"bgcolor\",e.plot_bgcolor),_(\"bordercolor\"),_(\"borderwidth\"),_(\"thickness\"),_(\"autorange\",!u.isValidRange(h.range)),_(\"range\");var d=e._subplots;if(d)for(var v=d.cartesian.filter((function(t){return t.substr(0,t.indexOf(\"y\"))===a.name2id(r)})).map((function(t){return t.substr(t.indexOf(\"y\"),t.length)})),g=n.simpleMap(v,a.id2name),y=0;y<g.length;y++){var m=g[y];c=h[m]||{},f=i.newContainer(p,m,\"yaxis\");var x,b=e[m];c.range&&b.isValidRange(c.range)&&(x=\"fixed\"),\"match\"!==w(\"rangemode\",x)&&w(\"range\",b.range.slice())}p._input=h}}function _(t,e){return n.coerce(h,p,o,t,e)}function w(t,e){return n.coerce(c,f,s,t,e)}}},20060:function(t,e,r){\"use strict\";var n=r(33428),i=r(24040),a=r(7316),o=r(3400),s=o.strTranslate,l=r(43616),u=r(76308),c=r(81668),f=r(57952),h=r(79811),p=r(86476),d=r(93972),v=r(74636);function g(t){return\"number\"==typeof t.clientX?t.clientX:t.touches&&t.touches.length>0?t.touches[0].clientX:0}function y(t,e,r,n){var i=o.ensureSingle(t,\"rect\",v.bgClassName,(function(t){t.attr({x:0,y:0,\"shape-rendering\":\"crispEdges\"})})),a=n.borderwidth%2==0?n.borderwidth:n.borderwidth-1,c=-n._offsetShift,f=l.crispRound(e,n.borderwidth);i.attr({width:n._width+a,height:n._height+a,transform:s(c,c),\"stroke-width\":f}).call(u.stroke,n.bordercolor).call(u.fill,n.bgcolor)}function m(t,e,r,n){var i=e._fullLayout;o.ensureSingleById(i._topdefs,\"clipPath\",n._clipId,(function(t){t.append(\"rect\").attr({x:0,y:0})})).select(\"rect\").attr({width:n._width,height:n._height})}function x(t,e,r,i){var 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T,k=o.simpleMap(l.range,r.r2l),A=o.simpleMap(r.range,r.r2l);T=A[0]<A[1]?[Math.min(k[0],A[0]),Math.max(k[1],A[1])]:[Math.max(k[0],A[0]),Math.min(k[1],A[1])],l.range=l._input.range=o.simpleMap(T,r.l2r)}r.cleanRange(\"rangeslider.range\");var M=e._size,S=r.domain;l._width=M.w*(S[1]-S[0]);var E=Math.round(M.l+M.w*S[0]),L=Math.round(M.t+M.h*(1-r._counterDomainMin)+(\"bottom\"===r.side?r._depth:0)+l._offsetShift+v.extraPad);a.attr(\"transform\",s(E,L)),l._rl=o.simpleMap(l.range,r.r2l);var C=l._rl[0],P=l._rl[1],O=P-C;if(l.p2d=function(t){return t/l._width*O+C},l.d2p=function(t){return(t-C)/O*l._width},r.rangebreaks){var I=r.locateBreaks(C,P);if(I.length){var D,z,R=0;for(D=0;D<I.length;D++)R+=(z=I[D]).max-z.min;var F=l._width/(P-C-R),B=[-F*C];for(D=0;D<I.length;D++)z=I[D],B.push(B[B.length-1]-F*(z.max-z.min));for(l.d2p=function(t){for(var e=B[0],r=0;r<I.length;r++){var n=I[r];if(t>=n.max)e=B[r+1];else if(t<n.min)break}return 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r=t._fullLayout,n=e[s],l=e._id.charAt(0),u=0,c=0;return\"bottom\"===e.side&&(u=e._depth,e.title.text!==r._dfltTitle[l]&&(c=1.5*e.title.font.size+10+n._offsetShift,c+=(e.title.text.match(i.BR_TAG_ALL)||[]).length*e.title.font.size*o)),{x:0,y:e._counterDomainMin,l:0,r:0,t:0,b:n._height+u+Math.max(r.margin.b,c),pad:a.extraPad+2*n._offsetShift}}},49692:function(t,e,r){\"use strict\";var n=r(3400),i=r(11200),a=r(10936),o=r(97944);t.exports={moduleType:\"component\",name:\"rangeslider\",schema:{subplots:{xaxis:{rangeslider:n.extendFlat({},i,{yaxis:a})}}},layoutAttributes:r(11200),handleDefaults:r(94040),calcAutorange:r(26652),draw:r(20060),isVisible:o.isVisible,makeData:o.makeData,autoMarginOpts:o.autoMarginOpts}},10936:function(t){\"use 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0===i.path&&(void 0!==i.x0&&void 0!==i.x1&&void 0!==i.y0&&void 0!==i.y1||(e.selections[n]=null))}}},23640:function(t,e,r){\"use strict\";var n=r(9856).readPaths,i=r(55496),a=r(1936).clearOutlineControllers,o=r(76308),s=r(43616),l=r(31780).arrayEditor,u=r(65152),c=u.getPathString;function f(t){var e=t._fullLayout;for(var r in a(t),e._selectionLayer.selectAll(\"path\").remove(),e._plots){var n=e._plots[r].selectionLayer;n&&n.selectAll(\"path\").remove()}for(var i=0;i<e.selections.length;i++)p(t,i)}function h(t){return t._context.editSelection}function p(t,e){t._fullLayout._paperdiv.selectAll('.selectionlayer [data-index=\"'+e+'\"]').remove();var r=u.makeSelectionsOptionsAndPlotinfo(t,e),a=r.options,p=r.plotinfo;a._input&&function(r){var u=c(t,a),g={\"data-index\":e,\"fill-rule\":\"evenodd\",d:u},y=a.opacity,m=\"rgba(0,0,0,0)\",x=a.line.color||o.contrast(t._fullLayout.plot_bgcolor),b=a.line.width,_=a.line.dash;b||(b=5,_=\"solid\");var w=h(t)&&t._fullLayout._activeSelectionIndex===e;w&&(m=t._fullLayout.activeselection.fillcolor,y=t._fullLayout.activeselection.opacity);for(var T=[],k=1;k>=0;k--){var A=r.append(\"path\").attr(g).style(\"opacity\",k?.1:y).call(o.stroke,x).call(o.fill,m).call(s.dashLine,k?\"solid\":_,k?4+b:b);if(d(A,t,a),w){var M=l(t.layout,\"selections\",a);A.style({cursor:\"move\"});var S={element:A.node(),plotinfo:p,gd:t,editHelpers:M,isActiveSelection:!0},E=n(u,t);i(E,A,S)}else A.style(\"pointer-events\",k?\"all\":\"none\");T[k]=A}var L=T[0];T[1].node().addEventListener(\"click\",(function(){return function(t,e){if(h(t)){var r=+e.node().getAttribute(\"data-index\");if(r>=0){if(r===t._fullLayout._activeSelectionIndex)return void v(t);t._fullLayout._activeSelectionIndex=r,t._fullLayout._deactivateSelection=v,f(t)}}}(t,L)}))}(t._fullLayout._selectionLayer)}function d(t,e,r){var n=r.xref+r.yref;s.setClipUrl(t,\"clip\"+e._fullLayout._uid+n,e)}function v(t){h(t)&&t._fullLayout._activeSelectionIndex>=0&&(a(t),delete t._fullLayout._activeSelectionIndex,f(t))}t.exports={draw:f,drawOne:p,activateLastSelection:function(t){if(h(t)){var e=t._fullLayout.selections.length-1;t._fullLayout._activeSelectionIndex=e,t._fullLayout._deactivateSelection=v,f(t)}}}},34200:function(t,e,r){\"use strict\";var n=r(98192).u,i=r(92880).extendFlat;t.exports={newselection:{mode:{valType:\"enumerated\",values:[\"immediate\",\"gradual\"],dflt:\"immediate\",editType:\"none\"},line:{color:{valType:\"color\",editType:\"none\"},width:{valType:\"number\",min:1,dflt:1,editType:\"none\"},dash:i({},n,{dflt:\"dot\",editType:\"none\"}),editType:\"none\"},editType:\"none\"},activeselection:{fillcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"none\"},opacity:{valType:\"number\",min:0,max:1,dflt:.5,editType:\"none\"},editType:\"none\"}}},81004:function(t){\"use 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m,x=o(a,u,f,d),b={xref:h._id,yref:p._id,opacity:c.opacity,line:{color:c.line.color,width:c.line.width,dash:c.line.dash}};1===x.length&&(m=x[0]),m&&5===m.length&&\"select\"===v?(b.type=\"rect\",b.x0=m[0][1],b.y0=m[0][2],b.x1=m[2][1],b.y1=m[2][2]):(b.type=\"path\",h&&p&&l(x,h,p),b.path=s(x),m=null),i(u);for(var _=e.editHelpers,w=(_||{}).modifyItem,T=[],k=0;k<g.length;k++){var A=u._fullLayout.selections[k];if(A){if(T[k]=A._input,void 0!==d&&k===u._fullLayout._activeSelectionIndex){var M=b;switch(A.type){case\"rect\":w(\"x0\",M.x0),w(\"x1\",M.x1),w(\"y0\",M.y0),w(\"y1\",M.y1);break;case\"path\":w(\"path\",M.path)}}}else T[k]=A}return void 0===d?(T.push(b),T):_?_.getUpdateObj():{}}}}},5840:function(t,e,r){\"use strict\";var n=r(3400).strTranslate;function i(t,e){switch(t.type){case\"log\":return t.p2d(e);case\"date\":return t.p2r(e,0,t.calendar);default:return t.p2r(e)}}t.exports={p2r:i,r2p:function(t,e){switch(t.type){case\"log\":return t.d2p(e);case\"date\":return t.r2p(e,0,t.calendar);default:return t.r2p(e)}},axValue:function(t){var e=\"y\"===t._id.charAt(0)?1:0;return function(r){return i(t,r[e])}},getTransform:function(t){return n(t.xaxis._offset,t.yaxis._offset)}}},22676:function(t,e,r){\"use strict\";var n=r(23640),i=r(43156);t.exports={moduleType:\"component\",name:\"selections\",layoutAttributes:r(93956),supplyLayoutDefaults:r(74224),supplyDrawNewSelectionDefaults:r(81004),includeBasePlot:r(36632)(\"selections\"),draw:n.draw,drawOne:n.drawOne,reselect:i.reselect,prepSelect:i.prepSelect,clearOutline:i.clearOutline,clearSelectionsCache:i.clearSelectionsCache,selectOnClick:i.selectOnClick}},43156:function(t,e,r){\"use strict\";var n=r(14756),i=r(61456),a=r(24040),o=r(43616).dashStyle,s=r(76308),l=r(93024),u=r(10624).makeEventData,c=r(72760),f=c.freeMode,h=c.rectMode,p=c.drawMode,d=c.openMode,v=c.selectMode,g=r(65152),y=r(85448),m=r(55496),x=r(1936).clearOutline,b=r(9856),_=b.handleEllipse,w=b.readPaths,T=r(93940).newShapes,k=r(5968),A=r(23640).activateLastSelection,M=r(3400),S=M.sorterAsc,E=r(92065),L=r(91200),C=r(79811).getFromId,P=r(73696),O=r(39172).redrawReglTraces,I=r(83280),D=I.MINSELECT,z=E.filter,R=E.tester,F=r(5840),B=F.p2r,N=F.axValue,j=F.getTransform;function U(t){return void 0!==t.subplot}function V(t,e,r,n,i,a,o){var s,l,u,c,f,h,p,v,g,y=e._hoverdata,x=e._fullLayout.clickmode.indexOf(\"event\")>-1,b=[];if(function(t){return t&&Array.isArray(t)&&!0!==t[0].hoverOnBox}(y)){W(t,e,a);var _=function(t,e){var r,n,i=t[0],a=-1,o=[];for(n=0;n<e.length;n++)if(r=e[n],i.fullData._expandedIndex===r.cd[0].trace._expandedIndex){if(!0===i.hoverOnBox)break;void 0!==i.pointNumber?a=i.pointNumber:void 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u,c,f=o.selectAll(\".select-outline-\"+n.id);f&&i._fullLayout._outlining&&(s&&(u=T(f,t)),u&&a.call(\"_guiRelayout\",i,{shapes:u}),l&&!U(t)&&(c=k(f,t)),c&&(i._fullLayout._noEmitSelectedAtStart=!0,a.call(\"_guiRelayout\",i,{selections:c}).then((function(){e&&A(i)}))),i._fullLayout._outlining=!1)}n.selection={},n.selection.selectionDefs=t.selectionDefs=[],n.selection.mergedPolygons=t.mergedPolygons=[]}function X(t){return t._id}function Z(t,e,r,n){if(!t.calcdata)return[];var i,a,o,s=[],l=e.map(X),u=r.map(X);for(o=0;o<t.calcdata.length;o++)if(!0===(a=(i=t.calcdata[o])[0].trace).visible&&a._module&&a._module.selectPoints)if(!U({subplot:n})||a.subplot!==n&&a.geo!==n)if(\"splom\"===a.type){if(a._xaxes[l[0]]&&a._yaxes[u[0]]){var c=K(a._module,i,e[0],r[0]);c.scene=t._fullLayout._splomScenes[a.uid],s.push(c)}}else if(\"sankey\"===a.type){var 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c=l[u],f=c.data,h=c.fullData,p=c.pointIndex,d=c.pointIndices;d?([].push.apply(f.selectedpoints,d),i._fullInput!==i&&[].push.apply(h.selectedpoints,d)):(f.selectedpoints.push(p),i._fullInput!==i&&h.selectedpoints.push(p))}}else for(n=0;n<e.length;n++)delete(i=e[n].cd[0].trace).selectedpoints,delete i._input.selectedpoints,i._fullInput!==i&&delete i._fullInput.selectedpoints;!function(t,e){for(var r=!1,n=0;n<e.length;n++){var i=e[n],o=i.cd;a.traceIs(o[0].trace,\"regl\")&&(r=!0);var s=i._module,l=s.styleOnSelect||s.style;l&&(l(t,o,o[0].node3),o[0].nodeRangePlot3&&l(t,o,o[0].nodeRangePlot3))}r&&(P(t),O(t))}(t,e)}function Q(t,e,r){for(var i=(r?n.difference:n.union)({regions:t},{regions:[e]}).regions.reverse(),a=0;a<i.length;a++){var o=i[a];o.subtract=st(o,i.slice(0,a))}return i}function tt(t,e){if(Array.isArray(t))for(var r=e.cd,n=e.cd[0].trace,i=0;i<t.length;i++)t[i]=u(t[i],n,r);return t}function et(t,e){for(var r=[],n=0;n<t.length;n++){r[n]=[];for(var 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n=e[r][0].trace,i=t._fullLayout._splomScenes;if(i){var a=i[n.uid];a&&(a.selectBatch=[])}}}(t);for(var O={},I=0;I<P.length;I++){var D=P[I],z=D.indexOf(\"y\"),R=D.slice(0,z),F=D.slice(z),B=o&&s?r:void 0;if(B=at(f,R,F,B)){var N=n;if(!l){var j=C(t,R,\"x\"),U=C(t,F,\"y\");N=Z(t,[j],[U],D);for(var V=0;V<N.length;V++){var q=N[V],H=q.cd[0],G=H.trace;if(\"scattergl\"===q._module.name&&!H.t.xpx){var W=G.x,Y=G.y,X=G._length;H.t.xpx=[],H.t.ypx=[];for(var K=0;K<X;K++)H.t.xpx[K]=j.c2p(W[K]),H.t.ypx[K]=U.c2p(Y[K])}\"splom\"===q._module.name&&(O[G.uid]||(O[G.uid]=!0))}}var J=rt(B,N);u=u.concat(J),c=c.concat(N)}}var Q={points:u};$(t,c,Q);var tt=h.clickmode.indexOf(\"event\")>-1&&e;if(!a&&e){var et=ot(t,!0);if(et.length){var nt=et[0].xref,pt=et[0].yref;if(nt&&pt){var dt=ut(et);ct([C(t,nt,\"x\"),C(t,pt,\"y\")])(Q,dt)}}t._fullLayout._noEmitSelectedAtStart?t._fullLayout._noEmitSelectedAtStart=!1:tt&&ft(t,Q),h._reselect=!1}if(!a&&h._deselect){var vt=h._deselect;(function(t,e,r){for(var n=0;n<r.length;n++){var i=r[n];if(i.xaxis&&i.xaxis._id===t&&i.yaxis&&i.yaxis._id===e)return!0}return!1})(o=vt.xref,s=vt.yref,c)||it(t,o,s,n),tt&&(Q.points.length?ft(t,Q):ht(t)),h._deselect=!1}return{eventData:Q,selectionTesters:r}}function it(t,e,r,n){n=Z(t,[C(t,e,\"x\")],[C(t,r,\"y\")],e+r);for(var i=0;i<n.length;i++){var a=n[i];a._module.selectPoints(a,!1)}$(t,n)}function at(t,e,r,n){for(var i,a=0;a<t.length;a++){var o=t[a];e===o.xref&&r===o.yref&&(i?n=G(i=Q(i,o,!!o.subtract)):(i=[o],n=R(o)))}return n}function ot(t,e){for(var r=[],n=t._fullLayout,i=n.selections,a=i.length,o=0;o<a;o++)if(!e||o===n._activeSelectionIndex){var s=i[o];if(s){var l,u,c,f,h,p=s.xref,d=s.yref,v=C(t,p,\"x\"),m=C(t,d,\"y\");if(\"rect\"===s.type){h=[];var x=lt(v,s.x0),b=lt(v,s.x1),_=lt(m,s.y0),w=lt(m,s.y1);h=[[x,_],[x,w],[b,w],[b,_]],l=Math.min(x,b),u=Math.max(x,b),c=Math.min(_,w),f=Math.max(_,w),h.xmin=l,h.xmax=u,h.ymin=c,h.ymax=f,h.xref=p,h.yref=d,h.subtract=!1,h.isRect=!0,r.push(h)}else if(\"path\"===s.type)for(var T=s.path.split(\"Z\"),k=[],A=0;A<T.length;A++){var M=T[A];if(M){M+=\"Z\";var S=g.extractPathCoords(M,y.paramIsX,\"raw\"),E=g.extractPathCoords(M,y.paramIsY,\"raw\");l=1/0,u=-1/0,c=1/0,f=-1/0,h=[];for(var L=0;L<S.length;L++){var P=lt(v,S[L]),O=lt(m,E[L]);h.push([P,O]),l=Math.min(P,l),u=Math.max(P,u),c=Math.min(O,c),f=Math.max(O,f)}h.xmin=l,h.xmax=u,h.ymin=c,h.ymax=f,h.xref=p,h.yref=d,h.subtract=st(h,k),k.push(h),r.push(h)}}}}return r}function st(t,e){for(var r=!1,n=0;n<e.length;n++)for(var a=e[n],o=0;o<t.length;o++)if(i(t[o],a)){r=!r;break}return r}function lt(t,e){return\"date\"===t.type&&(e=e.replace(\"_\",\" \")),\"log\"===t.type?t.c2p(e):t.r2p(e,null,t.calendar)}function ut(t){for(var e=t.length,r=[],n=0;n<e;n++){var i=t[n];r=(r=r.concat(i)).concat([i[0]])}return(a=r).isRect=5===a.length&&a[0][0]===a[4][0]&&a[0][1]===a[4][1]&&a[0][0]===a[1][0]&&a[2][0]===a[3][0]&&a[0][1]===a[3][1]&&a[1][1]===a[2][1]||a[0][1]===a[1][1]&&a[2][1]===a[3][1]&&a[0][0]===a[3][0]&&a[1][0]===a[2][0],a.isRect&&(a.xmin=Math.min(a[0][0],a[2][0]),a.xmax=Math.max(a[0][0],a[2][0]),a.ymin=Math.min(a[0][1],a[2][1]),a.ymax=Math.max(a[0][1],a[2][1])),a;var a}function ct(t){return function(e,r){for(var n,i,a=0;a<t.length;a++){var o=t[a],s=o._id,l=s.charAt(0);if(r.isRect){n||(n={});var u=r[l+\"min\"],c=r[l+\"max\"];void 0!==u&&void 0!==c&&(n[s]=[B(o,u),B(o,c)].sort(S))}else i||(i={}),i[s]=r.map(N(o))}n&&(e.range=n),i&&(e.lassoPoints=i)}}function ft(t,e){e&&(e.selections=(t.layout||{}).selections||[]),t.emit(\"plotly_selected\",e)}function ht(t){t.emit(\"plotly_deselect\",null)}t.exports={reselect:nt,prepSelect:function(t,e,r,n,i){var u=!U(n),c=f(i),g=h(i),y=d(i),x=p(i),b=v(i),w=\"drawcircle\"===i,T=\"drawline\"===i||w,k=n.gd,A=k._fullLayout,S=b&&\"immediate\"===A.newselection.mode&&u,E=A._zoomlayer,C=n.element.getBoundingClientRect(),P=n.plotinfo,O=j(P),F=e-C.left,B=r-C.top;A._calcInverseTransform(k);var N=M.apply3DTransform(A._invTransform)(F,B);F=N[0],B=N[1];var q,H,X,K,J,tt,at,ot=A._invScaleX,st=A._invScaleY,lt=F,pt=B,dt=\"M\"+F+\",\"+B,vt=n.xaxes[0],gt=n.yaxes[0],yt=vt._length,mt=gt._length,xt=t.altKey&&!(p(i)&&y);W(t,k,n),c&&(q=z([[F,B]],I.BENDPX));var bt=E.selectAll(\"path.select-outline-\"+P.id).data([1]),_t=x?A.newshape:A.newselection;x&&(n.hasText=_t.label.text||_t.label.texttemplate);var wt=x&&!y?_t.fillcolor:\"rgba(0,0,0,0)\",Tt=_t.line.color||(u?s.contrast(k._fullLayout.plot_bgcolor):\"#7f7f7f\");bt.enter().append(\"path\").attr(\"class\",\"select-outline 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s=A.selections[o];s.xref!==t||s.yref!==e?n.push(r[o]):i=!0}i&&(k._fullLayout._noEmitSelectedAtStart=!0,a.call(\"_guiRelayout\",k,{selections:n}))}});var Lt=function(t){return t.plotinfo.fillRangeItems||ct(t.xaxes.concat(t.yaxes))}(n);n.moveFn=function(t,e){n._clearSubplotSelections&&(n._clearSubplotSelections(),n._clearSubplotSelections=void 0),lt=Math.max(0,Math.min(yt,ot*t+F)),pt=Math.max(0,Math.min(mt,st*e+B));var r=Math.abs(lt-F),i=Math.abs(pt-B);if(g){var a,o,s;if(b){var l=A.selectdirection;switch(a=\"any\"===l?i<Math.min(.6*r,D)?\"h\":r<Math.min(.6*i,D)?\"v\":\"d\":l){case\"h\":o=w?mt/2:0,s=mt;break;case\"v\":o=w?yt/2:0,s=yt}}if(x)switch(A.newshape.drawdirection){case\"vertical\":a=\"h\",o=w?mt/2:0,s=mt;break;case\"horizontal\":a=\"v\",o=w?yt/2:0,s=yt;break;case\"ortho\":r<i?(a=\"h\",o=B,s=pt):(a=\"v\",o=F,s=lt);break;default:a=\"d\"}\"h\"===a?((K=T?_(w,[lt,o],[lt,s]):[[F,o],[F,s],[lt,s],[lt,o]]).xmin=T?lt:Math.min(F,lt),K.xmax=T?lt:Math.max(F,lt),K.ymin=Math.min(o,s),K.ymax=Math.max(o,s),kt.attr(\"d\",\"M\"+K.xmin+\",\"+(B-D)+\"h-4v\"+2*D+\"h4ZM\"+(K.xmax-1)+\",\"+(B-D)+\"h4v\"+2*D+\"h-4Z\")):\"v\"===a?((K=T?_(w,[o,pt],[s,pt]):[[o,B],[o,pt],[s,pt],[s,B]]).xmin=Math.min(o,s),K.xmax=Math.max(o,s),K.ymin=T?pt:Math.min(B,pt),K.ymax=T?pt:Math.max(B,pt),kt.attr(\"d\",\"M\"+(F-D)+\",\"+K.ymin+\"v-4h\"+2*D+\"v4ZM\"+(F-D)+\",\"+(K.ymax-1)+\"v4h\"+2*D+\"v-4Z\")):\"d\"===a&&((K=T?_(w,[F,B],[lt,pt]):[[F,B],[F,pt],[lt,pt],[lt,B]]).xmin=Math.min(F,lt),K.xmax=Math.max(F,lt),K.ymin=Math.min(B,pt),K.ymax=Math.max(B,pt),kt.attr(\"d\",\"M0,0Z\"))}else 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s=[],u=k._fullLayout.selections,c=0;c<u.length;c++){var f=u[c];f&&(f.xref===i._id&&f.yref===o._id||s.push(f))}s.length<u.length&&(k._fullLayout._noEmitSelectedAtStart=!0,a.call(\"_guiRelayout\",k,{selections:s}))}}}else r.indexOf(\"select\")>-1&&V(e,k,n.xaxes,n.yaxes,n.subplot,n,bt),\"event\"===r&&ft(k,void 0);l.click(k,e,P.id)})).catch(M.error)}},n.doneFn=function(){kt.remove(),L.done(Mt).then((function(){L.clear(Mt),!S&&K&&n.selectionDefs&&(K.subtract=xt,n.selectionDefs.push(K),n.mergedPolygons.length=0,[].push.apply(n.mergedPolygons,X)),(S||x)&&Y(n,S),n.doneFnCompleted&&n.doneFnCompleted(St),b&&ft(k,at)})).catch(M.error)}},clearOutline:x,clearSelectionsCache:Y,selectOnClick:V}},46056:function(t,e,r){\"use strict\";var 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n=r(3400),i=r(54460),a=r(72736),o=r(43616),s=r(9856).readPaths,l=r(65152),u=l.getPathString,c=r(97728),f=r(84284).FROM_TL;t.exports=function(t,e,r,h){if(h.selectAll(\".shape-label\").remove(),r.label.text||r.label.texttemplate){var p;if(r.label.texttemplate){var d={};if(\"path\"!==r.type){var v=i.getFromId(t,r.xref),g=i.getFromId(t,r.yref);for(var y in c){var m=c[y](r,v,g);void 0!==m&&(d[y]=m)}}p=n.texttemplateStringForShapes(r.label.texttemplate,{},t._fullLayout._d3locale,d)}else p=r.label.text;var x,b,_,w,T={\"data-index\":e},k=r.label.font,A=h.append(\"g\").attr(T).classed(\"shape-label\",!0).append(\"text\").attr({\"data-notex\":1}).classed(\"shape-label-text\",!0).text(p);if(r.path){var M=u(t,r),S=s(M,t);x=1/0,_=1/0,b=-1/0,w=-1/0;for(var E=0;E<S.length;E++)for(var L=0;L<S[E].length;L++)for(var C=S[E][L],P=1;P<C.length;P+=2){var O=C[P],I=C[P+1];x=Math.min(x,O),b=Math.max(b,O),_=Math.min(_,I),w=Math.max(w,I)}}else{var 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n,i=t[0][0],o=e.gd,p=i.getAttribute(\"d\"),g=o._fullLayout.newshape,y=e.plotinfo,w=e.isActiveShape,T=y.xaxis,k=y.yaxis,A=!!y.domain||!y.xaxis,M=!!y.domain||!y.yaxis,S=a(r),E=m(p,o,y,w),L={editable:!0,visible:g.visible,name:g.name,showlegend:g.showlegend,legend:g.legend,legendwidth:g.legendwidth,legendgroup:g.legendgroup,legendgrouptitle:{text:g.legendgrouptitle.text,font:g.legendgrouptitle.font},legendrank:g.legendrank,label:g.label,xref:A?\"paper\":T._id,yref:M?\"paper\":k._id,layer:g.layer,opacity:g.opacity,line:{color:g.line.color,width:g.line.width,dash:g.line.dash}};if(S||(L.fillcolor=g.fillcolor,L.fillrule=g.fillrule),1===E.length&&(n=E[0]),n&&5===n.length&&\"drawrect\"===r)L.type=\"rect\",L.x0=n[0][1],L.y0=n[0][2],L.x1=n[2][1],L.y1=n[2][2];else if(n&&\"drawline\"===r)L.type=\"line\",L.x0=n[0][1],L.y0=n[0][2],L.x1=n[1][1],L.y1=n[1][2];else if(n&&\"drawcircle\"===r){L.type=\"circle\";var C=n[s][1],P=n[l][1],O=n[u][1],I=n[c][1],D=n[s][2],z=n[l][2],R=n[u][2],F=n[c][2],B=y.xaxis&&(\"date\"===y.xaxis.type||\"log\"===y.xaxis.type),N=y.yaxis&&(\"date\"===y.yaxis.type||\"log\"===y.yaxis.type);B&&(C=v(y.xaxis,C),P=v(y.xaxis,P),O=v(y.xaxis,O),I=v(y.xaxis,I)),N&&(D=v(y.yaxis,D),z=v(y.yaxis,z),R=v(y.yaxis,R),F=v(y.yaxis,F));var j=(P+I)/2,U=(D+R)/2,V=b({x0:j,y0:U,x1:j+(I-P+O-C)/2*f,y1:U+(F-z+R-D)/2*h});B&&(V.x0=d(y.xaxis,V.x0),V.x1=d(y.xaxis,V.x1)),N&&(V.y0=d(y.yaxis,V.y0),V.y1=d(y.yaxis,V.y1)),L.x0=V.x0,L.y0=V.y0,L.x1=V.x1,L.y1=V.y1}else L.type=\"path\",T&&k&&_(E,T,k),L.path=x(E),n=null;return L}t.exports={newShapes:function(t,e){if(t.length&&t[0][0]){var r=e.gd,n=e.isActiveShape,a=e.dragmode,o=(r.layout||{}).shapes||[];if(!i(a)&&void 0!==n){var s=r._fullLayout._activeShapeIndex;if(s<o.length)switch(r._fullLayout.shapes[s].type){case\"rect\":a=\"drawrect\";break;case\"circle\":a=\"drawcircle\";break;case\"line\":a=\"drawline\";break;case\"path\":var l=o[s].path||\"\";a=\"Z\"===l[l.length-1]?\"drawclosedpath\":\"drawopenpath\"}}var u=w(t,e,a);g(r);for(var c=e.editHelpers,f=(c||{}).modifyItem,h=[],p=0;p<o.length;p++){var d=r._fullLayout.shapes[p];if(h[p]=d._input,void 0!==n&&p===r._fullLayout._activeShapeIndex){var v=u;switch(d.type){case\"line\":case\"rect\":case\"circle\":f(\"x0\",v.x0),f(\"x1\",v.x1),f(\"y0\",v.y0),f(\"y1\",v.y1);break;case\"path\":f(\"path\",v.path)}}}return void 0===n?(h.push(u),h):c?c.getUpdateObj():{}}},createShapeObj:w}},1936:function(t){\"use strict\";t.exports={clearOutlineControllers:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".outline-controllers\").remove()},clearOutline:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".select-outline\").remove(),t._fullLayout._outlining=!1}}},65152:function(t,e,r){\"use strict\";var n=r(85448),i=r(3400),a=r(54460);e.rangeToShapePosition=function(t){return\"log\"===t.type?t.r2d:function(t){return t}},e.shapePositionToRange=function(t){return\"log\"===t.type?t.d2r:function(t){return t}},e.decodeDate=function(t){return function(e){return e.replace&&(e=e.replace(\"_\",\" \")),t(e)}},e.encodeDate=function(t){return function(e){return t(e).replace(\" \",\"_\")}},e.extractPathCoords=function(t,e,r){var a=[];return t.match(n.segmentRE).forEach((function(t){var o=e[t.charAt(0)].drawn;if(void 0!==o){var s=t.substr(1).match(n.paramRE);if(s&&!(s.length<o)){var l=s[o],u=r?l:i.cleanNumber(l);a.push(u)}}})),a},e.getDataToPixel=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){return r._length*(n?1-t:t)+r._offset};else{var s=e.shapePositionToRange(r);a=function(t){return r._offset+r.r2p(s(t,!0))},\"date\"===r.type&&(a=e.decodeDate(a))}else a=n?function(t){return o.t+o.h*(1-t)}:function(t){return o.l+o.w*t};return a},e.getPixelToData=function(t,r,n,i){var a,o=t._fullLayout._size;if(r)if(\"domain\"===i)a=function(t){var e=(t-r._offset)/r._length;return n?1-e:e};else{var s=e.rangeToShapePosition(r);a=function(t){return s(r.p2r(t-r._offset))}}else a=n?function(t){return 1-(t-o.t)/o.h}:function(t){return(t-o.l)/o.w};return a},e.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n},e.makeShapesOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.shapes[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&\"paper\"!==r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&\"paper\"!==r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),n.xsizemode=r.xsizemode,n.ysizemode=r.ysizemode,n.xanchor=r.xanchor,n.yanchor=r.yanchor,{options:r,plotinfo:n}},e.makeSelectionsOptionsAndPlotinfo=function(t,e){var r=t._fullLayout.selections[e]||{},n=t._fullLayout._plots[r.xref+r.yref];return n?n._hadPlotinfo=!0:(n={},r.xref&&(n.xaxis=t._fullLayout[r.xref+\"axis\"]),r.yref&&(n.yaxis=t._fullLayout[r.yref+\"axis\"])),{options:r,plotinfo:n}},e.getPathString=function(t,r){var o,s,l,u,c,f,h,p,d=r.type,v=a.getRefType(r.xref),g=a.getRefType(r.yref),y=a.getFromId(t,r.xref),m=a.getFromId(t,r.yref),x=t._fullLayout._size;if(y?\"domain\"===v?s=function(t){return y._offset+y._length*t}:(o=e.shapePositionToRange(y),s=function(t){return y._offset+y.r2p(o(t,!0))}):s=function(t){return x.l+x.w*t},m?\"domain\"===g?u=function(t){return m._offset+m._length*(1-t)}:(l=e.shapePositionToRange(m),u=function(t){return m._offset+m.r2p(l(t,!0))}):u=function(t){return x.t+x.h*(1-t)},\"path\"===d)return y&&\"date\"===y.type&&(s=e.decodeDate(s)),m&&\"date\"===m.type&&(u=e.decodeDate(u)),function(t,e,r){var a=t.path,o=t.xsizemode,s=t.ysizemode,l=t.xanchor,u=t.yanchor;return a.replace(n.segmentRE,(function(t){var a=0,c=t.charAt(0),f=n.paramIsX[c],h=n.paramIsY[c],p=n.numParams[c],d=t.substr(1).replace(n.paramRE,(function(t){return f[a]?t=\"pixel\"===o?e(l)+Number(t):e(t):h[a]&&(t=\"pixel\"===s?r(u)-Number(t):r(t)),++a>p&&(t=\"X\"),t}));return a>p&&(d=d.replace(/[\\s,]*X.*/,\"\"),i.log(\"Ignoring extra params in segment \"+t)),c+d}))}(r,s,u);if(\"pixel\"===r.xsizemode){var b=s(r.xanchor);c=b+r.x0,f=b+r.x1}else c=s(r.x0),f=s(r.x1);if(\"pixel\"===r.ysizemode){var _=u(r.yanchor);h=_-r.y0,p=_-r.y1}else h=u(r.y0),p=u(r.y1);if(\"line\"===d)return\"M\"+c+\",\"+h+\"L\"+f+\",\"+p;if(\"rect\"===d)return\"M\"+c+\",\"+h+\"H\"+f+\"V\"+p+\"H\"+c+\"Z\";var w=(c+f)/2,T=(h+p)/2,k=Math.abs(w-c),A=Math.abs(T-h),M=\"A\"+k+\",\"+A,S=w+k+\",\"+T;return\"M\"+S+M+\" 0 1,1 \"+w+\",\"+(T-A)+M+\" 0 0,1 \"+S+\"Z\"}},41592:function(t,e,r){\"use strict\";var n=r(4016);t.exports={moduleType:\"component\",name:\"shapes\",layoutAttributes:r(46056),supplyLayoutDefaults:r(43712),supplyDrawNewShapeDefaults:r(65144),includeBasePlot:r(36632)(\"shapes\"),calcAutorange:r(96084),draw:n.draw,drawOne:n.drawOne}},97728:function(t){\"use strict\";function e(t,e){return e?e.d2l(t):t}function r(t,e){return e?e.l2d(t):t}function n(t,r){return e(t.x1,r)-e(t.x0,r)}function i(t,r,n){return e(t.y1,n)-e(t.y0,n)}t.exports={x0:function(t){return t.x0},x1:function(t){return t.x1},y0:function(t){return t.y0},y1:function(t){return t.y1},slope:function(t,e,r){return\"line\"!==t.type?void 0:i(t,0,r)/n(t,e)},dx:n,dy:i,width:function(t,e){return Math.abs(n(t,e))},height:function(t,e,r){return Math.abs(i(t,0,r))},length:function(t,e,r){return\"line\"!==t.type?void 0:Math.sqrt(Math.pow(n(t,e),2)+Math.pow(i(t,0,r),2))},xcenter:function(t,n){return r((e(t.x1,n)+e(t.x0,n))/2,n)},ycenter:function(t,n,i){return r((e(t.y1,i)+e(t.y0,i))/2,i)}}},89861:function(t,e,r){\"use 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n=r(25376),i=r(66741),a=r(92880).extendDeepAll,o=r(67824).overrideAll,s=r(85656),l=r(31780).templatedArray,u=r(60876),c=l(\"step\",{visible:{valType:\"boolean\",dflt:!0},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\"},value:{valType:\"string\"},execute:{valType:\"boolean\",dflt:!0}});t.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:c,lenmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"fraction\"},len:{valType:\"number\",min:0,dflt:1},x:{valType:\"number\",min:-2,max:3,dflt:0},pad:a(i({editType:\"arraydraw\"}),{},{t:{dflt:20}}),xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\"},y:{valType:\"number\",min:-2,max:3,dflt:0},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},transition:{duration:{valType:\"number\",min:0,dflt:150},easing:{valType:\"enumerated\",values:s.transition.easing.values,dflt:\"cubic-in-out\"}},currentvalue:{visible:{valType:\"boolean\",dflt:!0},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\"},offset:{valType:\"number\",dflt:10},prefix:{valType:\"string\"},suffix:{valType:\"string\"},font:n({})},font:n({}),activebgcolor:{valType:\"color\",dflt:u.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:u.railBgColor},bordercolor:{valType:\"color\",dflt:u.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:u.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:u.tickLength},tickcolor:{valType:\"color\",dflt:u.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:u.minorTickLength}}),\"arraydraw\",\"from-root\")},60876:function(t){\"use strict\";t.exports={name:\"sliders\",containerClassName:\"slider-container\",groupClassName:\"slider-group\",inputAreaClass:\"slider-input-area\",railRectClass:\"slider-rail-rect\",railTouchRectClass:\"slider-rail-touch-rect\",gripRectClass:\"slider-grip-rect\",tickRectClass:\"slider-tick-rect\",inputProxyClass:\"slider-input-proxy\",labelsClass:\"slider-labels\",labelGroupClass:\"slider-label-group\",labelClass:\"slider-label\",currentValueClass:\"slider-current-value\",railHeight:5,menuIndexAttrName:\"slider-active-index\",autoMarginIdRoot:\"slider-\",minWidth:30,minHeight:30,textPadX:40,arrowOffsetX:4,railRadius:2,railWidth:5,railBorder:4,railBorderWidth:1,railBorderColor:\"#bec8d9\",railBgColor:\"#f8fafc\",railInset:8,stepInset:10,gripRadius:10,gripWidth:20,gripHeight:20,gripBorder:20,gripBorderWidth:1,gripBorderColor:\"#bec8d9\",gripBgColor:\"#f6f8fa\",gripBgActiveColor:\"#dbdde0\",labelPadding:8,labelOffset:0,tickWidth:1,tickColor:\"#333\",tickOffset:25,tickLength:7,minorTickOffset:25,minorTickColor:\"#333\",minorTickLength:4,currentValuePadding:8,currentValueInset:0}},8132:function(t,e,r){\"use 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n.coerce(t,e,s,r,i)}if(\"skip\"===t.method||Array.isArray(t.args)?r(\"visible\"):e.visible=!1){r(\"method\"),r(\"args\");var i=r(\"label\",\"step-\"+e._index);r(\"value\",i),r(\"execute\")}}t.exports=function(t,e){i(t,e,{name:o,handleItemDefaults:l})}},79664:function(t,e,r){\"use strict\";var n=r(33428),i=r(7316),a=r(76308),o=r(43616),s=r(3400),l=s.strTranslate,u=r(72736),c=r(31780).arrayEditor,f=r(60876),h=r(84284),p=h.LINE_SPACING,d=h.FROM_TL,v=h.FROM_BR;function g(t){return f.autoMarginIdRoot+t._index}function y(t){return t._index}function m(t,e){var r=o.tester.selectAll(\"g.\"+f.labelGroupClass).data(e._visibleSteps);r.enter().append(\"g\").classed(f.labelGroupClass,!0);var a=0,l=0;r.each((function(t){var r=_(n.select(this),{step:t},e).node();if(r){var i=o.bBox(r);l=Math.max(l,i.height),a=Math.max(a,i.width)}})),r.remove();var c=e._dims={};c.inputAreaWidth=Math.max(f.railWidth,f.gripHeight);var h=t._fullLayout._size;c.lx=h.l+h.w*e.x,c.ly=h.t+h.h*(1-e.y),\"fraction\"===e.lenmode?c.outerLength=Math.round(h.w*e.len):c.outerLength=e.len,c.inputAreaStart=0,c.inputAreaLength=Math.round(c.outerLength-e.pad.l-e.pad.r);var p=(c.inputAreaLength-2*f.stepInset)/(e._stepCount-1),y=a+f.labelPadding;if(c.labelStride=Math.max(1,Math.ceil(y/p)),c.labelHeight=l,c.currentValueMaxWidth=0,c.currentValueHeight=0,c.currentValueTotalHeight=0,c.currentValueMaxLines=1,e.currentvalue.visible){var m=o.tester.append(\"g\");r.each((function(t){var r=x(m,e,t.label),n=r.node()&&o.bBox(r.node())||{width:0,height:0},i=u.lineCount(r);c.currentValueMaxWidth=Math.max(c.currentValueMaxWidth,Math.ceil(n.width)),c.currentValueHeight=Math.max(c.currentValueHeight,Math.ceil(n.height)),c.currentValueMaxLines=Math.max(c.currentValueMaxLines,i)})),c.currentValueTotalHeight=c.currentValueHeight+e.currentvalue.offset,m.remove()}c.height=c.currentValueTotalHeight+f.tickOffset+e.ticklen+f.labelOffset+c.labelHeight+e.pad.t+e.pad.b;var b=\"left\";s.isRightAnchor(e)&&(c.lx-=c.outerLength,b=\"right\"),s.isCenterAnchor(e)&&(c.lx-=c.outerLength/2,b=\"center\");var w=\"top\";s.isBottomAnchor(e)&&(c.ly-=c.height,w=\"bottom\"),s.isMiddleAnchor(e)&&(c.ly-=c.height/2,w=\"middle\"),c.outerLength=Math.ceil(c.outerLength),c.height=Math.ceil(c.height),c.lx=Math.round(c.lx),c.ly=Math.round(c.ly);var T={y:e.y,b:c.height*v[w],t:c.height*d[w]};\"fraction\"===e.lenmode?(T.l=0,T.xl=e.x-e.len*d[b],T.r=0,T.xr=e.x+e.len*v[b]):(T.x=e.x,T.l=c.outerLength*d[b],T.r=c.outerLength*v[b]),i.autoMargin(t,g(e),T)}function x(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-f.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=f.currentValueInset,i=\"left\"}var l=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":i,\"data-notex\":1})})),c=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)c+=r;else{var h=e.steps[e.active].label,d=e._gd._fullLayout._meta;d&&(h=s.templateString(h,d)),c+=h}e.currentvalue.suffix&&(c+=e.currentvalue.suffix),l.call(o.font,e.currentvalue.font).text(c).call(u.convertToTspans,e._gd);var v=u.lineCount(l),g=(a.currentValueMaxLines+1-v)*e.currentvalue.font.size*p;return u.positionText(l,n,g),l}}function b(t,e,r){s.ensureSingle(t,\"rect\",f.gripRectClass,(function(n){n.call(A,e,t,r).style(\"pointer-events\",\"all\")})).attr({width:f.gripWidth,height:f.gripHeight,rx:f.gripRadius,ry:f.gripRadius}).call(a.stroke,r.bordercolor).call(a.fill,r.bgcolor).style(\"stroke-width\",r.borderwidth+\"px\")}function _(t,e,r){var n=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":\"middle\",\"data-notex\":1})})),i=e.step.label,a=r._gd._fullLayout._meta;return a&&(i=s.templateString(i,a)),n.call(o.font,r.font).text(i).call(u.convertToTspans,r._gd),n}function w(t,e){var r=s.ensureSingle(t,\"g\",f.labelsClass),i=e._dims,a=r.selectAll(\"g.\"+f.labelGroupClass).data(i.labelSteps);a.enter().append(\"g\").classed(f.labelGroupClass,!0),a.exit().remove(),a.each((function(t){var r=n.select(this);r.call(_,t,e),o.setTranslate(r,E(e,t.fraction),f.tickOffset+e.ticklen+e.font.size*p+f.labelOffset+i.currentValueTotalHeight)}))}function T(t,e,r,n,i){var a=Math.round(n*(r._stepCount-1)),o=r._visibleSteps[a]._index;o!==r.active&&k(t,e,r,o,!0,i)}function k(t,e,r,n,a,o){var s=r.active;r.active=n,c(t.layout,f.name,r).applyUpdate(\"active\",n);var l=r.steps[r.active];e.call(S,r,o),e.call(x,r),t.emit(\"plotly_sliderchange\",{slider:r,step:r.steps[r.active],interaction:a,previousActive:s}),l&&l.method&&a&&(e._nextMethod?(e._nextMethod.step=l,e._nextMethod.doCallback=a,e._nextMethod.doTransition=o):(e._nextMethod={step:l,doCallback:a,doTransition:o},e._nextMethodRaf=window.requestAnimationFrame((function(){var r=e._nextMethod.step;r.method&&(r.execute&&i.executeAPICommand(t,r.method,r.args),e._nextMethod=null,e._nextMethodRaf=null)}))))}function A(t,e,r){if(!e._context.staticPlot){var i=r.node(),o=n.select(e);t.on(\"mousedown\",l),t.on(\"touchstart\",l)}function s(){return r.data()[0]}function l(){var t=s();e.emit(\"plotly_sliderstart\",{slider:t});var 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q=n.behavior.drag().on(\"dragstart\",(function(){n.event.sourceEvent.preventDefault(),n.event.sourceEvent.stopPropagation()})).on(\"drag\",this._onBarDrag.bind(this));k&&this.hbar.on(\".drag\",null).call(q),C&&this.vbar.on(\".drag\",null).call(q)}this.setTranslate(e,r)},s.prototype.disable=function(){(this.hbar||this.vbar)&&(this.bg.attr({width:0,height:0}),this.container.on(\"wheel\",null).on(\".drag\",null).call(a.setClipUrl,null),delete this._clipRect),this.hbar&&(this.hbar.on(\".drag\",null),this.hbar.remove(),delete this.hbar,delete this._hbarXMin,delete this._hbarTranslateMax),this.vbar&&(this.vbar.on(\".drag\",null),this.vbar.remove(),delete this.vbar,delete this._vbarYMin,delete this._vbarTranslateMax)},s.prototype._onBoxDrag=function(){var t=this.translateX,e=this.translateY;this.hbar&&(t-=n.event.dx),this.vbar&&(e-=n.event.dy),this.setTranslate(t,e)},s.prototype._onBoxWheel=function(){var 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e=n.select(t),r=t._fullLayout;if(r._calcInverseTransform=lt,r._calcInverseTransform(t),r._container=e.selectAll(\".plot-container\").data([0]),r._container.enter().insert(\"div\",\":first-child\").classed(\"plot-container\",!0).classed(\"plotly\",!0),r._paperdiv=r._container.selectAll(\".svg-container\").data([0]),r._paperdiv.enter().append(\"div\").classed(\"user-select-none\",!0).classed(\"svg-container\",!0).style(\"position\",\"relative\"),r._glcontainer=r._paperdiv.selectAll(\".gl-container\").data([{}]),r._glcontainer.enter().append(\"div\").classed(\"gl-container\",!0),r._paperdiv.selectAll(\".main-svg\").remove(),r._paperdiv.select(\".modebar-container\").remove(),r._paper=r._paperdiv.insert(\"svg\",\":first-child\").classed(\"main-svg\",!0),r._toppaper=r._paperdiv.append(\"svg\").classed(\"main-svg\",!0),r._modebardiv=r._paperdiv.append(\"div\"),delete r._modeBar,r._hoverpaper=r._paperdiv.append(\"svg\").classed(\"main-svg\",!0),!r._uid){var 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s=r._toppaper.append(\"g\").classed(\"layer-above\",!0);r._imageUpperLayer=s.append(\"g\").classed(\"imagelayer\",!0),r._shapeUpperLayer=s.append(\"g\").classed(\"shapelayer\",!0),r._selectionLayer=r._toppaper.append(\"g\").classed(\"selectionlayer\",!0),r._infolayer=r._toppaper.append(\"g\").classed(\"infolayer\",!0),r._menulayer=r._toppaper.append(\"g\").classed(\"menulayer\",!0),r._zoomlayer=r._toppaper.append(\"g\").classed(\"zoomlayer\",!0),r._hoverlayer=r._hoverpaper.append(\"g\").classed(\"hoverlayer\",!0),r._modebardiv.classed(\"modebar-container\",!0).style(\"position\",\"absolute\").style(\"top\",\"0px\").style(\"right\",\"0px\"),t.emit(\"plotly_framework\")}(t),d._shouldCreateBgLayer&&delete d._shouldCreateBgLayer),g.initGradients(t),g.initPatterns(t),f&&p.saveShowSpikeInitial(t);var y=!t.calcdata||t.calcdata.length!==(t._fullData||[]).length;y&&h.doCalcdata(t);for(var 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0!==t.onwheel?\"wheel\":\"mousewheel\";t._onwheel&&t.removeEventListener(r,t._onwheel),t._onwheel=e,t.addEventListener(r,e,{passive:!1})}else void 0!==t.onwheel?t.onwheel=e:void 0!==t.onmousewheel?t.onmousewheel=e:t.isAddedWheelEvent||(t.isAddedWheelEvent=!0,t.addEventListener(\"wheel\",e,{passive:!1}))}function X(t){var e=[];for(var r in t)e.push(t[r]);return e}t.exports={makeDragBox:function(t,e,r,s,u,f,v,y){var O,I,V,Z,K,J,$,Q,tt,et,rt,nt,it,at,ot,st,lt,ut,ct,ft,ht,pt,dt,vt=t._fullLayout._zoomlayer,gt=v+y===\"nsew\",yt=1===(v+y).length;function mt(){if(O=e.xaxis,I=e.yaxis,tt=O._length,et=I._length,$=O._offset,Q=I._offset,(V={})[O._id]=O,(Z={})[I._id]=I,v&&y)for(var r=e.overlays,n=0;n<r.length;n++){var i=r[n].xaxis;V[i._id]=i;var a=r[n].yaxis;Z[a._id]=a}K=X(V),J=X(Z),it=z(K,y),at=z(J,v),ot=!at&&!it,nt=W(t,t._fullLayout._axisMatchGroups,V,Z);var o=(rt=W(t,t._fullLayout._axisConstraintGroups,V,Z,nt)).isSubplotConstrained||nt.isSubplotConstrained;st=y||o,lt=v||o;var s=t._fullLayout;ut=s._has(\"scattergl\"),ct=s._has(\"splom\"),ft=s._has(\"svg\")}r+=e.yaxis._shift,mt();var xt=function(t,e,r){return t?\"nsew\"===t?r?\"\":\"pan\"===e?\"move\":\"crosshair\":t.toLowerCase()+\"-resize\":\"pointer\"}(at+it,t._fullLayout.dragmode,gt),bt=D(e,v+y+\"drag\",xt,r,s,u,f);if(ot&&!gt)return bt.onmousedown=null,bt.style.pointerEvents=\"none\",bt;var _t,wt,Tt,kt,At,Mt,St,Et,Lt,Ct,Pt={element:bt,gd:t,plotinfo:e};function Ot(){Pt.plotinfo.selection=!1,M(t)}function It(t,r){var i=Pt.gd;if(i._fullLayout._activeShapeIndex>=0)i._fullLayout._deactivateShape(i);else{var o=i._fullLayout.clickmode;if(q(i),2!==t||yt||Ht(),gt)o.indexOf(\"select\")>-1&&S(r,i,K,J,e.id,Pt),o.indexOf(\"event\")>-1&&p.click(i,r,e.id);else if(1===t&&yt){var s=v?I:O,u=\"s\"===v||\"w\"===y?0:1,f=s._name+\".range[\"+u+\"]\",h=function(t,e){var r,n=t.range[e],i=Math.abs(n-t.range[1-e]);return\"date\"===t.type?n:\"log\"===t.type?(r=Math.ceil(Math.max(0,-Math.log(i)/Math.LN10))+3,a(\".\"+r+\"g\")(Math.pow(10,n))):(r=Math.floor(Math.log(Math.abs(n))/Math.LN10)-Math.floor(Math.log(i)/Math.LN10)+4,a(\".\"+String(r)+\"g\")(n))}(s,u),d=\"left\",g=\"middle\";if(s.fixedrange)return;v?(g=\"n\"===v?\"top\":\"bottom\",\"right\"===s.side&&(d=\"right\")):\"e\"===y&&(d=\"right\"),i._context.showAxisRangeEntryBoxes&&n.select(bt).call(c.makeEditable,{gd:i,immediate:!0,background:i._fullLayout.paper_bgcolor,text:String(h),fill:s.tickfont?s.tickfont.color:\"#444\",horizontalAlign:d,verticalAlign:g}).on(\"edit\",(function(t){var e=s.d2r(t);void 0!==e&&l.call(\"_guiRelayout\",i,f,e)}))}}}function Dt(e,r){if(t._transitioningWithDuration)return!1;var n=Math.max(0,Math.min(tt,pt*e+_t)),i=Math.max(0,Math.min(et,dt*r+wt)),a=Math.abs(n-_t),o=Math.abs(i-wt);function s(){St=\"\",Tt.r=Tt.l,Tt.t=Tt.b,Lt.attr(\"d\",\"M0,0Z\")}if(Tt.l=Math.min(_t,n),Tt.r=Math.max(_t,n),Tt.t=Math.min(wt,i),Tt.b=Math.max(wt,i),rt.isSubplotConstrained)a>P||o>P?(St=\"xy\",a/tt>o/et?(o=a*et/tt,wt>i?Tt.t=wt-o:Tt.b=wt+o):(a=o*tt/et,_t>n?Tt.l=_t-a:Tt.r=_t+a),Lt.attr(\"d\",G(Tt))):s();else if(nt.isSubplotConstrained)if(a>P||o>P){St=\"xy\";var l=Math.min(Tt.l/tt,(et-Tt.b)/et),u=Math.max(Tt.r/tt,(et-Tt.t)/et);Tt.l=l*tt,Tt.r=u*tt,Tt.b=(1-l)*et,Tt.t=(1-u)*et,Lt.attr(\"d\",G(Tt))}else s();else!at||o<Math.min(Math.max(.6*a,C),P)?a<C||!it?s():(Tt.t=0,Tt.b=et,St=\"x\",Lt.attr(\"d\",function(t,e){return\"M\"+(t.l-.5)+\",\"+(e-P-.5)+\"h-3v\"+(2*P+1)+\"h3ZM\"+(t.r+.5)+\",\"+(e-P-.5)+\"h3v\"+(2*P+1)+\"h-3Z\"}(Tt,wt))):!it||a<Math.min(.6*o,P)?(Tt.l=0,Tt.r=tt,St=\"y\",Lt.attr(\"d\",function(t,e){return\"M\"+(e-P-.5)+\",\"+(t.t-.5)+\"v-3h\"+(2*P+1)+\"v3ZM\"+(e-P-.5)+\",\"+(t.b+.5)+\"v3h\"+(2*P+1)+\"v-3Z\"}(Tt,_t))):(St=\"xy\",Lt.attr(\"d\",G(Tt)));Tt.w=Tt.r-Tt.l,Tt.h=Tt.b-Tt.t,St&&(Ct=!0),t._dragged=Ct,U(Et,Lt,Tt,At,Mt,kt),zt(),t.emit(\"plotly_relayouting\",ht),Mt=!0}function zt(){ht={},\"xy\"!==St&&\"x\"!==St||(R(K,Tt.l/tt,Tt.r/tt,ht,rt.xaxes),Vt(\"x\",ht)),\"xy\"!==St&&\"y\"!==St||(R(J,(et-Tt.b)/et,(et-Tt.t)/et,ht,rt.yaxes),Vt(\"y\",ht))}function Rt(){zt(),q(t),Gt(),H(t)}Pt.prepFn=function(e,r,n){var a=Pt.dragmode,s=t._fullLayout.dragmode;s!==a&&(Pt.dragmode=s),mt(),pt=t._fullLayout._invScaleX,dt=t._fullLayout._invScaleY,ot||(gt?e.shiftKey?\"pan\"===s?s=\"zoom\":m(s)||(s=\"pan\"):e.ctrlKey&&(s=\"pan\"):s=\"pan\"),x(s)?Pt.minDrag=1:Pt.minDrag=void 0,m(s)?(Pt.xaxes=K,Pt.yaxes=J,A(e,r,n,Pt,s)):(Pt.clickFn=It,m(a)&&Ot(),ot||(\"zoom\"===s?(Pt.moveFn=Dt,Pt.doneFn=Rt,Pt.minDrag=1,function(e,r,n){var a=bt.getBoundingClientRect();_t=r-a.left,wt=n-a.top,t._fullLayout._calcInverseTransform(t);var s=i.apply3DTransform(t._fullLayout._invTransform)(_t,wt);_t=s[0],wt=s[1],Tt={l:_t,r:_t,w:0,t:wt,b:wt,h:0},kt=t._hmpixcount?t._hmlumcount/t._hmpixcount:o(t._fullLayout.plot_bgcolor).getLuminance(),Mt=!1,St=\"xy\",Ct=!1,Et=N(vt,kt,$,Q,At=\"M0,0H\"+tt+\"V\"+et+\"H0V0\"),Lt=j(vt,$,Q)}(0,r,n)):\"pan\"===s&&(Pt.moveFn=Ut,Pt.doneFn=Gt))),t._fullLayout._redrag=function(){var e=t._dragdata;if(e&&e.element===bt){var r=t._fullLayout.dragmode;m(r)||(mt(),Wt([0,0,tt,et]),Pt.moveFn(e.dx,e.dy))}}},g.init(Pt);var Ft=[0,0,tt,et],Bt=null,Nt=L.REDRAWDELAY,jt=e.mainplot?t._fullLayout._plots[e.mainplot]:e;function Ut(e,r){if(e*=pt,r*=dt,!t._transitioningWithDuration){if(t._fullLayout._replotting=!0,\"ew\"===it||\"ns\"===at){var n=it?-e:0,i=at?-r:0;if(nt.isSubplotConstrained){if(it&&at){var a=(e/tt-r/et)/2;n=-(e=a*tt),i=-(r=-a*et)}at?n=-i*tt/et:i=-n*et/tt}return it&&(F(K,e),Vt(\"x\")),at&&(F(J,r),Vt(\"y\")),Wt([n,i,tt,et]),qt(),void t.emit(\"plotly_relayouting\",ht)}var o,s,l=\"w\"===it==(\"n\"===at)?1:-1;if(it&&at&&(rt.isSubplotConstrained||nt.isSubplotConstrained)){var u=(e/tt+l*r/et)/2;e=u*tt,r=l*u*et}if(\"w\"===it?e=p(K,0,e):\"e\"===it?e=p(K,1,-e):it||(e=0),\"n\"===at?r=p(J,1,r):\"s\"===at?r=p(J,0,-r):at||(r=0),o=\"w\"===it?e:0,s=\"n\"===at?r:0,rt.isSubplotConstrained&&!nt.isSubplotConstrained||nt.isSubplotConstrained&&it&&at&&l>0){var c;if(nt.isSubplotConstrained||!it&&1===at.length){for(c=0;c<K.length;c++)K[c].range=K[c]._r.slice(),E(K[c],1-r/et);o=(e=r*tt/et)/2}if(nt.isSubplotConstrained||!at&&1===it.length){for(c=0;c<J.length;c++)J[c].range=J[c]._r.slice(),E(J[c],1-e/tt);s=(r=e*et/tt)/2}}nt.isSubplotConstrained&&at||Vt(\"x\"),nt.isSubplotConstrained&&it||Vt(\"y\");var f=tt-e,h=et-r;!nt.isSubplotConstrained||it&&at||(it?(s=o?0:e*et/tt,h=f*et/tt):(o=s?0:r*tt/et,f=h*tt/et)),Wt([o,s,f,h]),qt(),t.emit(\"plotly_relayouting\",ht)}function p(t,e,r){for(var n,i,a=1-e,o=0;o<t.length;o++){var s=t[o];if(!s.fixedrange){n=s,i=s._rl[a]+(s._rl[e]-s._rl[a])/B(r/s._length);var l=s.l2r(i);!1!==l&&void 0!==l&&(s.range[e]=l)}}return n._length*(n._rl[e]-i)/(n._rl[e]-n._rl[a])}}function Vt(t,e){for(var r=nt.isSubplotConstrained?{x:J,y:K}[t]:nt[t+\"axes\"],n=nt.isSubplotConstrained?{x:K,y:J}[t]:[],i=0;i<r.length;i++){var a=r[i],o=a._id,s=nt.xLinks[o]||nt.yLinks[o],l=n[0]||V[s]||Z[s];l&&(e?(e[a._name+\".range[0]\"]=e[l._name+\".range[0]\"],e[a._name+\".range[1]\"]=e[l._name+\".range[1]\"]):a.range=l.range.slice())}}function qt(){var r,n=[];function i(t){for(r=0;r<t.length;r++)t[r].fixedrange||n.push(t[r]._id)}function a(t,e){for(r=0;r<t.length;r++){var i=t[r],a=i[e];i.fixedrange||\"sync\"!==a.tickmode||n.push(a._id)}}for(st&&(i(K),i(rt.xaxes),i(nt.xaxes),a(e.overlays,\"xaxis\")),lt&&(i(J),i(rt.yaxes),i(nt.yaxes),a(e.overlays,\"yaxis\")),ht={},r=0;r<n.length;r++){var o=n[r],s=k(t,o);d.drawOne(t,s,{skipTitle:!0}),ht[s._name+\".range[0]\"]=s.range[0],ht[s._name+\".range[1]\"]=s.range[1]}d.redrawComponents(t,n)}function Ht(){if(!t._transitioningWithDuration){var e=t._context.doubleClick,r=[];it&&(r=r.concat(K)),at&&(r=r.concat(J)),nt.xaxes&&(r=r.concat(nt.xaxes)),nt.yaxes&&(r=r.concat(nt.yaxes));var n,i,a={};if(\"reset+autosize\"===e)for(e=\"autosize\",i=0;i<r.length;i++){var o=(n=r[i])._rangeInitial0,s=n._rangeInitial1,u=void 0!==o||void 0!==s;if(u&&(void 0!==o&&o!==n.range[0]||void 0!==s&&s!==n.range[1])||!u&&!0!==n.autorange){e=\"reset\";break}}if(\"autosize\"===e)for(i=0;i<r.length;i++)(n=r[i]).fixedrange||(a[n._name+\".autorange\"]=!0);else if(\"reset\"===e)for((it||rt.isSubplotConstrained)&&(r=r.concat(rt.xaxes)),at&&!rt.isSubplotConstrained&&(r=r.concat(rt.yaxes)),rt.isSubplotConstrained&&(it?at||(r=r.concat(J)):r=r.concat(K)),i=0;i<r.length;i++)if(!(n=r[i]).fixedrange){var c=n._name,f=n._autorangeInitial;void 0===n._rangeInitial0&&void 0===n._rangeInitial1?a[c+\".autorange\"]=!0:void 0===n._rangeInitial0?(a[c+\".autorange\"]=f,a[c+\".range\"]=[null,n._rangeInitial1]):void 0===n._rangeInitial1?(a[c+\".range\"]=[n._rangeInitial0,null],a[c+\".autorange\"]=f):a[c+\".range\"]=[n._rangeInitial0,n._rangeInitial1]}t.emit(\"plotly_doubleclick\",null),l.call(\"_guiRelayout\",t,a)}}function Gt(){Wt([0,0,tt,et]),i.syncOrAsync([T.previousPromises,function(){t._fullLayout._replotting=!1,l.call(\"_guiRelayout\",t,ht)}],t)}function Wt(e){var r,n,a,o,s=t._fullLayout,u=s._plots,c=s._subplots.cartesian;if(ct&&l.subplotsRegistry.splom.drag(t),ut)for(r=0;r<c.length;r++)if(a=(n=u[c[r]]).xaxis,o=n.yaxis,n._scene){var f=i.simpleMap(a.range,a.r2l),p=i.simpleMap(o.range,o.r2l);a.limitRange&&a.limitRange(),o.limitRange&&o.limitRange(),f=a.range,p=o.range,n._scene.update({range:[f[0],p[0],f[1],p[1]]})}if((ct||ut)&&(_(t),w(t)),ft){var d=e[2]/O._length,g=e[3]/I._length;for(r=0;r<c.length;r++){a=(n=u[c[r]]).xaxis,o=n.yaxis;var m,x,b,T,k=(st||nt.isSubplotConstrained)&&!a.fixedrange&&V[a._id],A=(lt||nt.isSubplotConstrained)&&!o.fixedrange&&Z[o._id];if(k?(m=d,b=y||nt.isSubplotConstrained?e[0]:Zt(a,m)):nt.xaHash[a._id]?(m=d,b=e[0]*a._length/O._length):nt.yaHash[a._id]?(m=g,b=\"ns\"===at?-e[1]*a._length/I._length:Zt(a,m,{n:\"top\",s:\"bottom\"}[at])):b=Xt(a,m=Yt(a,d,g)),m>1&&(void 0!==a.maxallowed&&st===(a.range[0]<a.range[1]?\"e\":\"w\")||void 0!==a.minallowed&&st===(a.range[0]<a.range[1]?\"w\":\"e\"))&&(m=1,b=0),A?(x=g,T=v||nt.isSubplotConstrained?e[1]:Zt(o,x)):nt.yaHash[o._id]?(x=g,T=e[1]*o._length/I._length):nt.xaHash[o._id]?(x=d,T=\"ew\"===it?-e[0]*o._length/O._length:Zt(o,x,{e:\"right\",w:\"left\"}[it])):T=Xt(o,x=Yt(o,d,g)),x>1&&(void 0!==o.maxallowed&&lt===(o.range[0]<o.range[1]?\"n\":\"s\")||void 0!==o.minallowed&&lt===(o.range[0]<o.range[1]?\"s\":\"n\"))&&(x=1,T=0),m||x){m||(m=1),x||(x=1);var M=a._offset-b/m,S=o._offset-T/x;n.clipRect.call(h.setTranslate,b,T).call(h.setScale,m,x),n.plot.call(h.setTranslate,M,S).call(h.setScale,1/m,1/x),m===n.xScaleFactor&&x===n.yScaleFactor||(h.setPointGroupScale(n.zoomScalePts,m,x),h.setTextPointsScale(n.zoomScaleTxt,m,x)),h.hideOutsideRangePoints(n.clipOnAxisFalseTraces,n),n.xScaleFactor=m,n.yScaleFactor=x}}}}function Yt(t,e,r){return t.fixedrange?0:st&&rt.xaHash[t._id]?e:lt&&(rt.isSubplotConstrained?rt.xaHash:rt.yaHash)[t._id]?r:0}function Xt(t,e){return e?(t.range=t._r.slice(),E(t,e),Zt(t,e)):0}function Zt(t,e,r){return t._length*(1-e)*b[r||t.constraintoward||\"middle\"]}return v.length*y.length!=1&&Y(bt,(function(e){if(t._context._scrollZoom.cartesian||t._fullLayout._enablescrollzoom){if(Ot(),t._transitioningWithDuration)return e.preventDefault(),void e.stopPropagation();mt(),clearTimeout(Bt);var r=-e.deltaY;if(isFinite(r)||(r=e.wheelDelta/10),isFinite(r)){var n,a=Math.exp(-Math.min(Math.max(r,-20),20)/200),o=jt.draglayer.select(\".nsewdrag\").node().getBoundingClientRect(),s=(e.clientX-o.left)/o.width,l=(o.bottom-e.clientY)/o.height;if(st){for(y||(s=.5),n=0;n<K.length;n++)u(K[n],s,a);Vt(\"x\"),Ft[2]*=a,Ft[0]+=Ft[2]*s*(1/a-1)}if(lt){for(v||(l=.5),n=0;n<J.length;n++)u(J[n],l,a);Vt(\"y\"),Ft[3]*=a,Ft[1]+=Ft[3]*(1-l)*(1/a-1)}Wt(Ft),qt(),t.emit(\"plotly_relayouting\",ht),Bt=setTimeout((function(){t._fullLayout&&(Ft=[0,0,tt,et],Gt())}),Nt),e.preventDefault()}else i.log(\"Did not find wheel motion attributes: \",e)}function u(t,e,r){if(!t.fixedrange){var n=i.simpleMap(t.range,t.r2l),a=n[0]+(n[1]-n[0])*e;t.range=n.map((function(e){return t.l2r(a+(e-a)*r)}))}}})),bt},makeDragger:I,makeRectDragger:D,makeZoombox:N,makeCorners:j,updateZoombox:U,xyCorners:G,transitionZoombox:V,removeZoombox:q,showDoubleClickNotifier:H,attachWheelEventHandler:Y}},42464:function(t,e,r){\"use strict\";var 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n=r*o,i=t.slice(),a=0===e?1:0,s=2===e?1:2,l=Math.cos(n),u=Math.sin(n);return i[a]=t[a]*l-t[s]*u,i[s]=t[s]*l+t[a]*u,i}function x(t,e){for(var r=0,n=0,i=t.length;n<i;++n)r+=t[n]*e[n];return r}t.exports=function(t,e){var r=t.projection;return(e._isScoped?h:e._isClipped?d:p)(t,r)}},84888:function(t,e,r){\"use strict\";var n=r(24040),i=r(33816).SUBPLOT_PATTERN;e.KY=function(t,e,r){var i=n.subplotsRegistry[e];if(!i)return[];for(var a=i.attr,o=[],s=0;s<t.length;s++){var l=t[s];l[0].trace[a]===r&&o.push(l)}return o},e._M=function(t,e){var r,i=[],a=[];if(!(r=\"string\"==typeof e?n.getModule(e).plot:\"function\"==typeof e?e:e.plot))return[i,t];for(var o=0;o<t.length;o++){var s=t[o],l=s[0].trace;!0===l.visible&&0!==l._length&&(l._module&&l._module.plot===r?i.push(s):a.push(s))}return[i,a]},e.op=function(t,e,r){if(!n.subplotsRegistry[e])return[];var a,o,s,l=n.subplotsRegistry[e].attr,u=[];if(\"gl2d\"===e){var c=r.match(i);o=\"x\"+c[1],s=\"y\"+c[2]}for(var f=0;f<t.length;f++)a=t[f],\"gl2d\"===e&&n.traceIs(a,\"gl2d\")?a[l[0]]===o&&a[l[1]]===s&&u.push(a):a[l]===r&&u.push(a);return u}},2428:function(t,e,r){\"use strict\";var n=r(62644),i=r(97264),a=r(29128),o=r(33816),s=r(89184);function l(t,e){this.element=t,this.plot=e,this.mouseListener=null,this.wheelListener=null,this.lastInputTime=Date.now(),this.lastPos=[0,0],this.boxEnabled=!1,this.boxInited=!1,this.boxStart=[0,0],this.boxEnd=[0,0],this.dragStart=[0,0]}t.exports=function(t){var e=t.mouseContainer,r=t.glplot,u=new l(e,r);function c(){t.xaxis.autorange=!1,t.yaxis.autorange=!1}function f(e,n,i){var a,s,l=t.calcDataBox(),f=r.viewBox,h=u.lastPos[0],p=u.lastPos[1],d=o.MINDRAG*r.pixelRatio,v=o.MINZOOM*r.pixelRatio;function g(e,r,n){var i=Math.min(r,n),a=Math.max(r,n);i!==a?(l[e]=i,l[e+2]=a,u.dataBox=l,t.setRanges(l)):(t.selectBox.selectBox=[0,0,1,1],t.glplot.setDirty())}switch(n*=r.pixelRatio,i*=r.pixelRatio,i=f[3]-f[1]-i,t.fullLayout.dragmode){case\"zoom\":if(e){var y=n/(f[2]-f[0])*(l[2]-l[0])+l[0],m=i/(f[3]-f[1])*(l[3]-l[1])+l[1];u.boxInited||(u.boxStart[0]=y,u.boxStart[1]=m,u.dragStart[0]=n,u.dragStart[1]=i),u.boxEnd[0]=y,u.boxEnd[1]=m,u.boxInited=!0,u.boxEnabled||u.boxStart[0]===u.boxEnd[0]&&u.boxStart[1]===u.boxEnd[1]||(u.boxEnabled=!0);var x=Math.abs(u.dragStart[0]-n)<v,b=Math.abs(u.dragStart[1]-i)<v;if(!function(){for(var e=t.graphDiv._fullLayout._axisConstraintGroups,r=t.xaxis._id,n=t.yaxis._id,i=0;i<e.length;i++)if(-1!==e[i][r]){if(-1!==e[i][n])return!0;break}return!1}()||x&&b)x&&(u.boxEnd[0]=u.boxStart[0]),b&&(u.boxEnd[1]=u.boxStart[1]);else{a=u.boxEnd[0]-u.boxStart[0],s=u.boxEnd[1]-u.boxStart[1];var _=(l[3]-l[1])/(l[2]-l[0]);Math.abs(a*_)>Math.abs(s)?(u.boxEnd[1]=u.boxStart[1]+Math.abs(a)*_*(s>=0?1:-1),u.boxEnd[1]<l[1]?(u.boxEnd[1]=l[1],u.boxEnd[0]=u.boxStart[0]+(l[1]-u.boxStart[1])/Math.abs(_)):u.boxEnd[1]>l[3]&&(u.boxEnd[1]=l[3],u.boxEnd[0]=u.boxStart[0]+(l[3]-u.boxStart[1])/Math.abs(_))):(u.boxEnd[0]=u.boxStart[0]+Math.abs(s)/_*(a>=0?1:-1),u.boxEnd[0]<l[0]?(u.boxEnd[0]=l[0],u.boxEnd[1]=u.boxStart[1]+(l[0]-u.boxStart[0])*Math.abs(_)):u.boxEnd[0]>l[2]&&(u.boxEnd[0]=l[2],u.boxEnd[1]=u.boxStart[1]+(l[2]-u.boxStart[0])*Math.abs(_)))}}else u.boxEnabled?(a=u.boxStart[0]!==u.boxEnd[0],s=u.boxStart[1]!==u.boxEnd[1],a||s?(a&&(g(0,u.boxStart[0],u.boxEnd[0]),t.xaxis.autorange=!1),s&&(g(1,u.boxStart[1],u.boxEnd[1]),t.yaxis.autorange=!1),t.relayoutCallback()):t.glplot.setDirty(),u.boxEnabled=!1,u.boxInited=!1):u.boxInited&&(u.boxInited=!1);break;case\"pan\":u.boxEnabled=!1,u.boxInited=!1,e?(u.panning||(u.dragStart[0]=n,u.dragStart[1]=i),Math.abs(u.dragStart[0]-n)<d&&(n=u.dragStart[0]),Math.abs(u.dragStart[1]-i)<d&&(i=u.dragStart[1]),a=(h-n)*(l[2]-l[0])/(r.viewBox[2]-r.viewBox[0]),s=(p-i)*(l[3]-l[1])/(r.viewBox[3]-r.viewBox[1]),l[0]+=a,l[2]+=a,l[1]+=s,l[3]+=s,t.setRanges(l),u.panning=!0,u.lastInputTime=Date.now(),c(),t.cameraChanged(),t.handleAnnotations()):u.panning&&(u.panning=!1,t.relayoutCallback())}u.lastPos[0]=n,u.lastPos[1]=i}return u.mouseListener=n(e,f),e.addEventListener(\"touchstart\",(function(t){var r=a(t.changedTouches[0],e);f(0,r[0],r[1]),f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchmove\",(function(t){t.preventDefault();var r=a(t.changedTouches[0],e);f(1,r[0],r[1]),t.preventDefault()}),!!s&&{passive:!1}),e.addEventListener(\"touchend\",(function(t){f(0,u.lastPos[0],u.lastPos[1]),t.preventDefault()}),!!s&&{passive:!1}),u.wheelListener=i(e,(function(e,n){if(!t.scrollZoom)return!1;var i=t.calcDataBox(),a=r.viewBox,o=u.lastPos[0],s=u.lastPos[1],l=Math.exp(5*n/(a[3]-a[1])),f=o/(a[2]-a[0])*(i[2]-i[0])+i[0],h=s/(a[3]-a[1])*(i[3]-i[1])+i[1];return i[0]=(i[0]-f)*l+f,i[2]=(i[2]-f)*l+f,i[1]=(i[1]-h)*l+h,i[3]=(i[3]-h)*l+h,t.setRanges(i),u.lastInputTime=Date.now(),c(),t.cameraChanged(),t.handleAnnotations(),t.relayoutCallback(),!0}),!0),u}},92568:function(t,e,r){\"use strict\";var n=r(54460),i=r(43080);function a(t){this.scene=t,this.gl=t.gl,this.pixelRatio=t.pixelRatio,this.screenBox=[0,0,1,1],this.viewBox=[0,0,1,1],this.dataBox=[-1,-1,1,1],this.borderLineEnable=[!1,!1,!1,!1],this.borderLineWidth=[1,1,1,1],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.ticks=[[],[]],this.tickEnable=[!0,!0,!1,!1],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labels=[\"x\",\"y\"],this.labelEnable=[!0,!0,!1,!1],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelPad=[15,15,15,15],this.labelSize=[12,12],this.labelFont=[\"sans-serif\",\"sans-serif\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.title=\"\",this.titleEnable=!0,this.titleCenter=[0,0,0,0],this.titleAngle=0,this.titleColor=[0,0,0,1],this.titleFont=\"sans-serif\",this.titleSize=18,this.gridLineEnable=[!0,!0],this.gridLineColor=[[0,0,0,.5],[0,0,0,.5]],this.gridLineWidth=[1,1],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[1,1],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.static=this.scene.staticPlot}var o=a.prototype,s=[\"xaxis\",\"yaxis\"];o.merge=function(t){var e,r,n,a,o,l,u,c,f,h,p;for(this.titleEnable=!1,this.backgroundColor=i(t.plot_bgcolor),h=0;h<2;++h){var d=(e=s[h]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;u=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!u,l=this.hasAxisInAltrPos(e,r)&&!u,a=r.mirror||!1,c=u?-1!==String(a).indexOf(\"all\"):!!a,f=u?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||c)&&(this.borderLineEnable[h]=r.showline),(l||c)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=r.zerolinewidth}},o.hasSharedAxis=function(t){var e=this.scene,r=e.fullLayout._subplots.gl2d;return 0!==n.findSubplotsWithAxis(r,t).indexOf(e.id)},o.hasAxisInDfltPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"bottom\"===r:\"yaxis\"===t?\"left\"===r:void 0},o.hasAxisInAltrPos=function(t,e){var r=e.side;return\"xaxis\"===t?\"top\"===r:\"yaxis\"===t?\"right\"===r:void 0},o.getLabelPad=function(t,e){var r=1.5,n=e.title.font.size,i=e.showticklabels;return\"xaxis\"===t?\"top\"===e.side?n*(r+(i?1:0))-10:n*(r+(i?.5:0))-10:\"yaxis\"===t?\"right\"===e.side?10+n*(r+(i?1:.5)):10+n*(r+(i?.5:0)):void 0},o.getTickPad=function(t){return\"outside\"===t.ticks?10+t.ticklen:15},o.getTickMarkLength=function(t){if(!t.ticks)return 0;var e=t.ticklen;return\"inside\"===t.ticks?-e:e},t.exports=function(t){return new a(t)}},39952:function(t,e,r){\"use strict\";var n=r(67824).overrideAll,i=r(17188),a=r(64859),o=r(9616),s=r(33816),l=r(57952),u=r(65460),c=r(84888).op;e.name=\"gl2d\",e.attr=[\"xaxis\",\"yaxis\"],e.idRoot=[\"x\",\"y\"],e.idRegex=s.idRegex,e.attrRegex=s.attrRegex,e.attributes=r(26720),e.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},e.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),e.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:u.hoverlabel},\"plot\",\"nested\"),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=c(r,\"gl2d\",o),u=s._scene2d;void 0===u&&(u=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=u),u.plot(l,t.calcdata,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];s._scene2d&&0===c(t,\"gl2d\",o).length&&(s._scene2d.destroy(),delete n._plots[o])}l.clean.apply(this,arguments)},e.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++)e._plots[r[n]]._scene2d.updateFx(e.dragmode)}},17188:function(t,e,r){\"use strict\";var n,i,a=r(24040),o=r(54460),s=r(93024),l=r(67792).gl_plot2d,u=r(67792).gl_spikes2d,c=r(67792).gl_select_box,f=r(5408),h=r(92568),p=r(2428),d=r(16576),v=r(71888),g=v.enforce,y=v.clean,m=r(19280).doAutoRange,x=r(72760),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=r(33816).SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=u(this.glplot),this.selectBox=c(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}t.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=f({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var u=0;u<4;++u){var c=a[4*(r*o+l)+u];a[4*(r*o+l)+u]=a[4*(r*s+l)+u],a[4*(r*s+l)+u]=c}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\",{willReadFrequently:!0}),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var u=n[r._name];u.range=s,u.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};y(s,this.xaxis),y(s,this.yaxis);var l,u,c=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[c.l+f[0]*c.w,c.b+h[0]*c.h,i-c.r-(1-f[1])*c.w,a-c.t-(1-h[1])*c.h],this.mouseContainer.style.width=c.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=c.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=c.h*(h[1]-h[0]),this.mouseContainer.style.left=c.l+f[0]*c.w+\"px\",this.mouseContainer.style.top=c.t+(1-h[1])*c.h+\"px\",u=0;u<2;++u)(l=this[w[u]])._length=o.viewBox[u+2]-o.viewBox[u],m(this.graphDiv,l),l.setScale();g(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],u=this.traces[i.uid];u?u.update(i,l):(u=i._module.plot(this,i,l),this.traces[i.uid]=u)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var u=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],c=0;c<2;c++)e.boxStart[c]===e.boxEnd[c]&&(u[c]=t.dataBox[c],u[c+2]=t.dataBox[c+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var v=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),v.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var g=this.fullData[v.trace.index]||{},y=v.pointIndex,m=s.castHoverinfo(g,i,y);if(m&&\"all\"!==m){var x=m.split(\"+\");-1===x.indexOf(\"x\")&&(v.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(v.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(v.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(v.textLabel=void 0),-1===x.indexOf(\"name\")&&(v.name=void 0)}s.loneHover({x:v.screenCoord[0],y:v.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",v.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",v.traceCoord[1]),zLabel:v.traceCoord[2],text:v.textLabel,name:v.name,color:s.castHoverOption(g,y,\"bgcolor\")||v.color,borderColor:s.castHoverOption(g,y,\"bordercolor\"),fontFamily:s.castHoverOption(g,y,\"font.family\"),fontSize:s.castHoverOption(g,y,\"font.size\"),fontColor:s.castHoverOption(g,y,\"font.color\"),nameLength:s.castHoverOption(g,y,\"namelength\"),textAlign:s.castHoverOption(g,y,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},12536:function(t,e,r){\"use strict\";var n=r(67824).overrideAll,i=r(65460),a=r(98432),o=r(84888).op,s=r(3400),l=r(9616),u=\"gl3d\",c=\"scene\";e.name=u,e.attr=c,e.idRoot=c,e.idRegex=e.attrRegex=s.counterRegex(\"scene\"),e.attributes=r(6636),e.layoutAttributes=r(346),e.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),e.supplyLayoutDefaults=r(5208),e.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots[u],i=0;i<n.length;i++){var s=n[i],l=o(r,u,s),c=e[s],f=c.camera,h=c._scene;h||(h=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:f},e),c._scene=h),h.viewInitial||(h.viewInitial={up:{x:f.up.x,y:f.up.y,z:f.up.z},eye:{x:f.eye.x,y:f.eye.y,z:f.eye.z},center:{x:f.center.x,y:f.center.y,z:f.center.z}}),h.plot(l,e,t.layout)}},e.clean=function(t,e,r,n){for(var i=n._subplots[u]||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},e.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots[u],n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},e.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),c+e}},e.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots[u],n=0;n<r.length;n++)e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}},6636:function(t){\"use strict\";t.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},86140:function(t,e,r){\"use strict\";var n=r(76308),i=r(94724),a=r(92880).extendFlat,o=r(67824).overrideAll;t.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,autorangeoptions:{minallowed:i.autorangeoptions.minallowed,maxallowed:i.autorangeoptions.maxallowed,clipmin:i.autorangeoptions.clipmin,clipmax:i.autorangeoptions.clipmax,include:i.autorangeoptions.include,editType:\"plot\"},rangemode:i.rangemode,minallowed:i.minallowed,maxallowed:i.maxallowed,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.minor.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,labelalias:i.labelalias,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},64380:function(t,e,r){\"use strict\";var n=r(49760).mix,i=r(3400),a=r(31780),o=r(86140),s=r(14944),l=r(28336),u=[\"xaxis\",\"yaxis\",\"zaxis\"];t.exports=function(t,e,r){var c,f;function h(t,e){return i.coerce(c,f,o,t,e)}for(var p=0;p<u.length;p++){var d=u[p];c=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(c,f,h,r),l(c,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noAutotickangles:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,noInsiderange:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,72.72727272727273).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},44728:function(t,e,r){\"use strict\";var n=r(43080),i=r(3400),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=this,o=0;o<3;++o){var s=e[a[o]];s.visible?(r.labels[o]=t._meta?i.templateString(s.title.text,t._meta):s.title.text,\"font\"in s.title&&(s.title.font.color&&(r.labelColor[o]=n(s.title.font.color)),s.title.font.family&&(r.labelFont[o]=s.title.font.family),s.title.font.size&&(r.labelSize[o]=s.title.font.size)),\"showline\"in s&&(r.lineEnable[o]=s.showline),\"linecolor\"in s&&(r.lineColor[o]=n(s.linecolor)),\"linewidth\"in s&&(r.lineWidth[o]=s.linewidth),\"showgrid\"in s&&(r.gridEnable[o]=s.showgrid),\"gridcolor\"in s&&(r.gridColor[o]=n(s.gridcolor)),\"gridwidth\"in s&&(r.gridWidth[o]=s.gridwidth),\"log\"===s.type?r.zeroEnable[o]=!1:\"zeroline\"in s&&(r.zeroEnable[o]=s.zeroline),\"zerolinecolor\"in s&&(r.zeroLineColor[o]=n(s.zerolinecolor)),\"zerolinewidth\"in s&&(r.zeroLineWidth[o]=s.zerolinewidth),\"ticks\"in s&&s.ticks?r.lineTickEnable[o]=!0:r.lineTickEnable[o]=!1,\"ticklen\"in s&&(r.lineTickLength[o]=r._defaultLineTickLength[o]=s.ticklen),\"tickcolor\"in s&&(r.lineTickColor[o]=n(s.tickcolor)),\"tickwidth\"in s&&(r.lineTickWidth[o]=s.tickwidth),\"tickangle\"in s&&(r.tickAngle[o]=\"auto\"===s.tickangle?-3600:Math.PI*-s.tickangle/180),\"showticklabels\"in s&&(r.tickEnable[o]=s.showticklabels),\"tickfont\"in s&&(s.tickfont.color&&(r.tickColor[o]=n(s.tickfont.color)),s.tickfont.family&&(r.tickFont[o]=s.tickfont.family),s.tickfont.size&&(r.tickSize[o]=s.tickfont.size)),\"mirror\"in s?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(s.mirror)?(r.lineTickMirror[o]=!0,r.lineMirror[o]=!0):!0===s.mirror?(r.lineTickMirror[o]=!1,r.lineMirror[o]=!0):(r.lineTickMirror[o]=!1,r.lineMirror[o]=!1):r.lineMirror[o]=!1,\"showbackground\"in s&&!1!==s.showbackground?(r.backgroundEnable[o]=!0,r.backgroundColor[o]=n(s.backgroundcolor)):r.backgroundEnable[o]=!1):(r.tickEnable[o]=!1,r.labelEnable[o]=!1,r.lineEnable[o]=!1,r.lineTickEnable[o]=!1,r.gridEnable[o]=!1,r.zeroEnable[o]=!1,r.backgroundEnable[o]=!1)}},t.exports=function(t,e){var r=new o;return r.merge(t,e),r}},5208:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(24040),o=r(168),s=r(64380),l=r(346),u=r(84888).op,c=\"gl3d\";function f(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),f=[\"up\",\"center\",\"eye\"],h=0;h<f.length;h++)r(\"camera.\"+f[h]+\".x\"),r(\"camera.\"+f[h]+\".y\"),r(\"camera.\"+f[h]+\".z\");r(\"camera.projection.type\");var p=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),d=r(\"aspectmode\",p?\"manual\":\"auto\");p||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===d&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var v=u(n.fullData,c,n.id);s(t,e,{font:n.font,scene:n.id,data:v,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var g=n.getDfltFromLayout(\"dragmode\");if(!1!==g&&!g)if(g=\"orbit\",t.camera&&t.camera.up){var y=t.camera.up.x,m=t.camera.up.y,x=t.camera.up.z;0!==x&&(y&&m&&x?x/Math.sqrt(y*y+m*m+x*x)>.999&&(g=\"turntable\"):g=\"turntable\")}else g=\"turntable\";r(\"dragmode\",g),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}t.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:c,attributes:l,handleDefaults:f,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},346:function(t,e,r){\"use strict\";var n=r(86140),i=r(86968).u,a=r(92880).extendFlat,o=r(3400).counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}t.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},9020:function(t,e,r){\"use strict\";var n=r(43080),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},t.exports=function(t){var e=new a;return e.merge(t),e}},87152:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],u=0;u<3;++u){var c=s[a[u]];if(c._length=(r[u].hi-r[u].lo)*r[u].pixelsPerDataUnit/t.dataScale[u],Math.abs(c._length)===1/0||isNaN(c._length))l[u]=[];else{c._input_range=c.range.slice(),c.range[0]=r[u].lo/t.dataScale[u],c.range[1]=r[u].hi/t.dataScale[u],c._m=1/(t.dataScale[u]*r[u].pixelsPerDataUnit),c.range[0]===c.range[1]&&(c.range[0]-=1,c.range[1]+=1);var f=c.tickmode;if(\"auto\"===c.tickmode){c.tickmode=\"linear\";var h=c.nticks||i.constrain(c._length/40,4,9);n.autoTicks(c,Math.abs(c.range[1]-c.range[0])/h)}for(var p=n.calcTicks(c,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[u],\"date\"===c.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[u]=p,c.tickmode=f}}for(e.ticks=l,u=0;u<3;++u)for(o[u]=.5*(t.glplot.bounds[0][u]+t.glplot.bounds[1][u]),d=0;d<2;++d)e.bounds[d][u]=t.glplot.bounds[d][u];t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=r(54460),i=r(3400),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},94424:function(t){\"use strict\";function e(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}t.exports=function(t,r){return e(t.projection,e(t.view,e(t.model,[r[0],r[1],r[2],1])))}},98432:function(t,e,r){\"use strict\";var n,i,a=r(67792).gl_plot3d,o=a.createCamera,s=a.createScene,l=r(5408),u=r(89184),c=r(24040),f=r(3400),h=f.preserveDrawingBuffer(),p=r(54460),d=r(93024),v=r(43080),g=r(16576),y=r(94424),m=r(44728),x=r(9020),b=r(87152),_=r(19280).applyAutorangeOptions,w=!1;function T(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=m(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=c.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=c.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var k=T.prototype;k.prepareOptions=function(){var t=this,e={canvas:t.canvas,gl:t.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:t.container,axes:t.axesOptions,spikes:t.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:t.camera,pixelRatio:t.pixelRatio};if(t.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");e.gl=i,e.canvas=n}return e};var A=!0;k.tryCreatePlot=function(){var t=this,e=t.prepareOptions(),r=!0;try{t.glplot=s(e)}catch(n){if(t.staticMode||!A||h)r=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=e.glOptions.preserveDrawingBuffer=!0,t.glplot=s(e)}catch(t){h=e.glOptions.preserveDrawingBuffer=!1,r=!1}}}return A=!1,r},k.initializeGLCamera=function(){var t=this,e=t.fullSceneLayout.camera,r=\"orthographic\"===e.projection.type;t.camera=o(t.container,{center:[e.center.x,e.center.y,e.center.z],eye:[e.eye.x,e.eye.y,e.eye.z],up:[e.up.x,e.up.y,e.up.z],_ortho:r,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},k.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return g(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"touchstart\",(function(){w=!0})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!u&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},k.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var u=Object.keys(e.traces),c=null,h=e.glplot.selection,v=0;v<u.length;++v)\"skip\"!==(t=e.traces[u[v]]).data.hoverinfo&&t.handlePick(h)&&(c=t),t.setContourLevels&&t.setContourLevels();function g(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==c){var m=y(e.glplot.cameraParams,h.dataCoordinate);t=c.data;var x,_=r._fullData[t.index],T=h.index,k={xLabel:g(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:g(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:g(\"z\",h.traceCoordinate[2],t.zhoverformat)},A=d.castHoverinfo(_,e.fullLayout,T),M=(A||\"\").split(\"+\"),S=A&&\"all\"===A;_.hovertemplate||S||(-1===M.indexOf(\"x\")&&(k.xLabel=void 0),-1===M.indexOf(\"y\")&&(k.yLabel=void 0),-1===M.indexOf(\"z\")&&(k.zLabel=void 0),-1===M.indexOf(\"text\")&&(h.textLabel=void 0),-1===M.indexOf(\"name\")&&(c.name=void 0));var E=[];\"cone\"===t.type||\"streamtube\"===t.type?(k.uLabel=g(\"x\",h.traceCoordinate[3],t.uhoverformat),(S||-1!==M.indexOf(\"u\"))&&E.push(\"u: \"+k.uLabel),k.vLabel=g(\"y\",h.traceCoordinate[4],t.vhoverformat),(S||-1!==M.indexOf(\"v\"))&&E.push(\"v: \"+k.vLabel),k.wLabel=g(\"z\",h.traceCoordinate[5],t.whoverformat),(S||-1!==M.indexOf(\"w\"))&&E.push(\"w: \"+k.wLabel),k.normLabel=h.traceCoordinate[6].toPrecision(3),(S||-1!==M.indexOf(\"norm\"))&&E.push(\"norm: \"+k.normLabel),\"streamtube\"===t.type&&(k.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(S||-1!==M.indexOf(\"divergence\"))&&E.push(\"divergence: \"+k.divergenceLabel)),h.textLabel&&E.push(h.textLabel),x=E.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(k.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),E.push(\"value: \"+k.valueLabel),h.textLabel&&E.push(h.textLabel),x=E.join(\"<br>\")):x=h.textLabel;var L={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:T};d.appendArrayPointValue(L,_,T),t._module.eventData&&(L=_._module.eventData(L,h,_,{},T));var C={points:[L]};if(e.fullSceneLayout.hovermode){var P=[];d.loneHover({trace:_,x:(.5+.5*m[0]/m[3])*s,y:(.5-.5*m[1]/m[3])*l,xLabel:k.xLabel,yLabel:k.yLabel,zLabel:k.zLabel,text:x,name:c.name,color:d.castHoverOption(_,T,\"bgcolor\")||c.color,borderColor:d.castHoverOption(_,T,\"bordercolor\"),fontFamily:d.castHoverOption(_,T,\"font.family\"),fontSize:d.castHoverOption(_,T,\"font.size\"),fontColor:d.castHoverOption(_,T,\"font.color\"),nameLength:d.castHoverOption(_,T,\"namelength\"),textAlign:d.castHoverOption(_,T,\"align\"),hovertemplate:f.castOption(_,T,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},L,k),eventData:[L]},{container:n,gd:r,inOut_bbox:P}),L.bbox=P[0]}h.distance<5&&(h.buttons||w)?r.emit(\"plotly_click\",C):r.emit(\"plotly_hover\",C),this.oldEventData=C}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},k.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var M=[\"xaxis\",\"yaxis\",\"zaxis\"];function S(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=M[i],o=a.charAt(0),s=n[a],l=e[o],u=e[o+\"calendar\"],c=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(c||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,u),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,u),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],c-1)}}k.plot=function(t,e,r){var n=this;if(n.plotArgs=[t,e,r],!n.glplot.contextLost){var i,a,o,s,l,u,c=e[n.id],f=r[n.id];n.fullLayout=e,n.fullSceneLayout=c,n.axesOptions.merge(e,c),n.spikeOptions.merge(c),n.setViewport(c),n.updateFx(c.dragmode,c.hovermode),n.camera.enableWheel=n.graphDiv._context._scrollZoom.gl3d,n.glplot.setClearColor(v(c.bgcolor)),n.setConvert(l),t?Array.isArray(t)||(t=[t]):t=[];var h=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&S(this,i,h);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=M[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var u=n[l];if(u.visible){var c=s.r2l(u[o]);!isNaN(c)&&isFinite(c)&&(e[0][i]=Math.min(e[0][i],c),e[1][i]=Math.max(e[1][i],c))}}}(this,h);var p=[1,1,1];for(s=0;s<3;++s)h[1][s]===h[0][s]?p[s]=1:p[s]=1/(h[1][s]-h[0][s]);for(n.dataScale=p,n.convertAnnotations(this),o=0;o<t.length;++o)!0===(i=t[o]).visible&&0!==i._length&&((a=n.traces[i.uid])?a.data.type===i.type?a.update(i):(a.dispose(),a=i._module.plot(this,i),n.traces[i.uid]=a):(a=i._module.plot(this,i),n.traces[i.uid]=a),a.name=i.name);var d=Object.keys(n.traces);t:for(o=0;o<d.length;++o){for(s=0;s<t.length;++s)if(t[s].uid===d[o]&&!0===t[s].visible&&0!==t[s]._length)continue t;(a=n.traces[d[o]]).dispose(),delete n.traces[d[o]]}n.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var g,y=[[0,0,0],[0,0,0]],m=[],x={};for(o=0;o<3;++o){var b;if((u=(l=c[M[o]]).type)in x?(x[u].acc*=p[o],x[u].count+=1):x[u]={acc:p[o],count:1},l.autorange){y[0][o]=1/0,y[1][o]=-1/0;var w=n.glplot.objects,T=n.fullSceneLayout.annotations||[],k=l._name.charAt(0);for(s=0;s<w.length;s++){var A=w[s],E=A.bounds,L=A._trace.data._pad||0;\"ErrorBars\"===A.constructor.name&&l._lowerLogErrorBound?y[0][o]=Math.min(y[0][o],l._lowerLogErrorBound):y[0][o]=Math.min(y[0][o],E[0][o]/p[o]-L),y[1][o]=Math.max(y[1][o],E[1][o]/p[o]+L)}for(s=0;s<T.length;s++){var C=T[s];if(C.visible){var P=l.r2l(C[k]);y[0][o]=Math.min(y[0][o],P),y[1][o]=Math.max(y[1][o],P)}}if(\"rangemode\"in l&&\"tozero\"===l.rangemode&&(y[0][o]=Math.min(y[0][o],0),y[1][o]=Math.max(y[1][o],0)),y[0][o]>y[1][o])y[0][o]=-1,y[1][o]=1;else{var O=y[1][o]-y[0][o];y[0][o]-=O/32,y[1][o]+=O/32}if(b=[y[0][o],y[1][o]],b=_(b,l),y[0][o]=b[0],y[1][o]=b[1],l.isReversed()){var I=y[0][o];y[0][o]=y[1][o],y[1][o]=I}}else b=l.range,y[0][o]=l.r2l(b[0]),y[1][o]=l.r2l(b[1]);y[0][o]===y[1][o]&&(y[0][o]-=1,y[1][o]+=1),m[o]=y[1][o]-y[0][o],l.range=[y[0][o],y[1][o]],l.limitRange(),n.glplot.setBounds(o,{min:l.range[0]*p[o],max:l.range[1]*p[o]})}var D=c.aspectmode;if(\"cube\"===D)g=[1,1,1];else if(\"manual\"===D){var z=c.aspectratio;g=[z.x,z.y,z.z]}else{if(\"auto\"!==D&&\"data\"!==D)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var R=[1,1,1];for(o=0;o<3;++o){var F=x[u=(l=c[M[o]]).type];R[o]=Math.pow(F.acc,1/F.count)/p[o]}g=\"data\"===D||Math.max.apply(null,R)/Math.min.apply(null,R)<=4?R:[1,1,1]}c.aspectratio.x=f.aspectratio.x=g[0],c.aspectratio.y=f.aspectratio.y=g[1],c.aspectratio.z=f.aspectratio.z=g[2],n.glplot.setAspectratio(c.aspectratio),n.viewInitial.aspectratio||(n.viewInitial.aspectratio={x:c.aspectratio.x,y:c.aspectratio.y,z:c.aspectratio.z}),n.viewInitial.aspectmode||(n.viewInitial.aspectmode=c.aspectmode);var B=c.domain||null,N=e._size||null;if(B&&N){var j=n.container.style;j.position=\"absolute\",j.left=N.l+B.x[0]*N.w+\"px\",j.top=N.t+(1-B.y[1])*N.h+\"px\",j.width=N.w*(B.x[1]-B.x[0])+\"px\",j.height=N.h*(B.y[1]-B.y[0])+\"px\"}n.glplot.redraw()}},k.destroy=function(){var t=this;t.glplot&&(t.camera.mouseListener.enabled=!1,t.container.removeEventListener(\"wheel\",t.camera.wheelListener),t.camera=null,t.glplot.dispose(),t.container.parentNode.removeChild(t.container),t.glplot=null)},k.getCamera=function(){var t,e=this;return e.camera.view.recalcMatrix(e.camera.view.lastT()),{up:{x:(t=e.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},k.setViewport=function(t){var e,r=this,n=t.camera;r.camera.lookAt.apply(this,[[(e=n).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),r.glplot.setAspectratio(t.aspectratio),\"orthographic\"===n.projection.type!==r.camera._ortho&&(r.glplot.redraw(),r.glplot.clearRGBA(),r.glplot.dispose(),r.initializeGLPlot())},k.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var 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n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(o,i,a);var s=document.createElement(\"canvas\");s.width=i,s.height=a;var l,u=s.getContext(\"2d\",{willReadFrequently:!0}),c=u.createImageData(i,a);switch(c.data.set(o),u.putImageData(c,0,0),t){case\"jpeg\":l=s.toDataURL(\"image/jpeg\");break;case\"webp\":l=s.toDataURL(\"image/webp\");break;default:l=s.toDataURL(\"image/png\")}return e.staticMode&&e.container.removeChild(n),l},k.setConvert=function(){for(var t=0;t<3;t++){var e=this.fullSceneLayout[M[t]];p.setConvert(e,this.fullLayout),e.setScale=f.noop}},k.make4thDimension=function(){var t=this,e=t.graphDiv._fullLayout;t._mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},p.setConvert(t._mockAxis,e)},t.exports=T},52094:function(t){\"use strict\";t.exports=function(t,e,r,n){n=n||t.length;for(var i=new Array(n),a=0;a<n;a++)i[a]=[t[a],e[a],r[a]];return i}},64859:function(t,e,r){\"use strict\";var 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n=this,i=n.gd,a=n.radius,o=n.cx,s=n.cy,l=n.getRadial(e),u=n.id+\"title\",f=0;if(l.title){var h=c.bBox(n.layers[\"radial-axis\"].node()).height,p=l.title.font.size,d=l.side;f=\"top\"===d?p:\"counterclockwise\"===d?-(h+.4*p):h+.8*p}var v=void 0!==r?r:n.radialAxisAngle,g=R(v),y=Math.cos(g),m=Math.sin(g),b=o+a/2*y+f*m,_=s-a/2*m+f*y;n.layers[\"radial-axis-title\"]=x.draw(i,u,{propContainer:l,propName:n.id+\".radialaxis.title\",placeholder:D(i,\"Click to enter radial axis title\"),attributes:{x:b,y:_,\"text-anchor\":\"middle\"},transform:{rotate:-v}})}},N.updateAngularAxis=function(t,e){var r=this,n=r.gd,i=r.layers,a=r.radius,c=r.innerRadius,f=r.cx,p=r.cy,d=r.getAngular(e),v=r.angularAxis,g=r.isSmith;g||(r.fillViewInitialKey(\"angularaxis.rotation\",d.rotation),v.setGeometry(),v.setScale());var y=g?function(t){var e=I(r,C([0,t.x]));return Math.atan2(e[0]-f,e[1]-p)-Math.PI/2}:function(t){return 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e,r,s=this,u=s.isSmith,c=s.gd,f=s.layers,h=t._zoomlayer,p=S.MINZOOM,d=S.OFFEDGE,v=s.radius,x=s.innerRadius,T=s.cx,k=s.cy,A=s.cxx,M=s.cyy,L=s.sectorInRad,C=s.vangles,P=s.radialAxis,O=E.clampTiny,I=E.findXYatLength,D=E.findEnclosingVertexAngles,z=S.cornerHalfWidth,R=S.cornerLen/2,F=g.makeDragger(f,\"path\",\"maindrag\",!1===t.dragmode?\"none\":\"crosshair\");n.select(F).attr(\"d\",s.pathSubplot()).attr(\"transform\",l(T,k)),F.onmousemove=function(t){m.hover(c,t,s.id),c._fullLayout._lasthover=F,c._fullLayout._hoversubplot=s.id},F.onmouseout=function(t){c._dragging||y.unhover(c,t)};var B,N,j,U,V,q,H,G,W,Y={element:F,gd:c,subplot:s.id,plotinfo:{id:s.id,xaxis:s.xaxis,yaxis:s.yaxis},xaxes:[s.xaxis],yaxes:[s.yaxis]};function X(t,e){return Math.sqrt(t*t+e*e)}function Z(t,e){return X(t-A,e-M)}function K(t,e){return Math.atan2(M-e,t-A)}function J(t,e){return[t*Math.cos(e),t*Math.sin(-e)]}function $(t,e){if(0===t)return s.pathSector(2*z);var 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I,D,z,B=g.makeRectDragger(c,T,\"crosshair\",-x,-x,m,m),N={element:B,gd:u};!1===t.dragmode&&(N.dragmode=!1),V(n.select(B),v.visible&&h<f,{transform:l(b,_)}),N.prepFn=function(){I=null,D=null,z=null,N.moveFn=j,N.doneFn=q,w(u)},N.clampFn=function(t,e){return Math.sqrt(t*t+e*e)<S.MINDRAG&&(t=0,e=0),[t,e]},y.init(N)}function j(t,e){if(I)I(t,e);else{var n=[t,-e],a=[Math.cos(M),Math.sin(M)],s=Math.abs(o.dot(n,a)/Math.sqrt(o.dot(n,n)));isNaN(s)||(I=s<.5?H:G)}var l={};!function(t){null!==D?t[i.id+\".radialaxis.angle\"]=D:null!==z&&(t[i.id+\".radialaxis.range[\"+r+\"]\"]=z)}(l),u.emit(\"plotly_relayouting\",l)}function q(){null!==D?a.call(\"_guiRelayout\",u,i.id+\".radialaxis.angle\",D):null!==z&&a.call(\"_guiRelayout\",u,i.id+\".radialaxis.range[\"+r+\"]\",z)}function H(t,e){if(0!==r){var n=b+t,a=_+e;D=Math.atan2(d-a,n-p),i.vangles&&(D=U(D,i.vangles)),D=F(D);var o=l(p,d)+s(-D);c[\"radial-axis\"].attr(\"transform\",o),c[\"radial-line\"].select(\"line\").attr(\"transform\",o);var 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B=o?A(t,e):A(r,n);o?f?(I=t+B*w,z=-B*F):(I=e-B*w,z=B*F):f?(D=r+B*w,R=-B*F):(D=n-B*w,R=B*F)}return{textX:P,textY:O,targetX:I,targetY:D,anchorX:z,anchorY:R,scale:k,rotate:T}}t.exports={plot:function(t,e,r,f,g,y){var w=e.xaxis,O=e.yaxis,I=t._fullLayout,D=t._context.staticPlot;g||(g={mode:I.barmode,norm:I.barmode,gap:I.bargap,groupgap:I.bargroupgap},p(\"bar\",I));var z=a.makeTraceGroups(f,r,\"trace bars\").each((function(r){var u=n.select(this),f=r[0].trace,p=r[0].t,z=\"waterfall\"===f.type,R=\"funnel\"===f.type,F=\"histogram\"===f.type,B=\"bar\"===f.type,N=B||R,j=0;z&&f.connector.visible&&\"between\"===f.connector.mode&&(j=f.connector.line.width/2);var U=\"h\"===f.orientation,V=S(g),q=a.ensureSingle(u,\"g\",\"points\"),H=T(f),G=q.selectAll(\"g.point\").data(a.identity,H);G.enter().append(\"g\").classed(\"point\",!0),G.exit().remove(),G.each((function(u,T){var S,z,R=n.select(this),q=function(t,e,r,n){var i=[],a=[],o=n?e:r,s=n?r:e;return 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v.coerceEnumerated(x,r)}(z,i);var B=\"stack\"===w.mode||\"relative\"===w.mode,N=n[i],j=!B||N._outmost,U=N.hasB,V=g&&g-y>_;if(F&&\"none\"!==k&&(!N.isBlank&&s!==u&&f!==p||\"auto\"!==k&&\"inside\"!==k)){var q=I.font,H=d.getBarColor(n[i],z),G=d.getInsideTextFont(z,i,q,H),W=d.getOutsideTextFont(z,i,q),Y=z.insidetextanchor||\"end\",X=r.datum();R?\"log\"===S.type&&X.s0<=0&&(s=S.range[0]<S.range[1]?0:S._length):\"log\"===O.type&&X.s0<=0&&(f=O.range[0]<O.range[1]?O._length:0);var Z,K,J,$,Q,tt=Math.abs(u-s),et=Math.abs(p-f),rt=tt-2*_,nt=et-2*_;if(\"outside\"===k&&(j||N.hasB||(k=\"inside\")),\"auto\"===k)if(j){k=\"inside\",Z=D(r,F,Q=a.ensureUniformFontSize(t,G)),J=(K=l.bBox(Z.node())).width,$=K.height;var it,at=J>0&&$>0;it=V?U?E(rt-2*g,nt,J,$,R)||E(rt,nt-2*g,J,$,R):R?E(rt-(g-y),nt,J,$,R)||E(rt,nt-2*(g-y),J,$,R):E(rt,nt-(g-y),J,$,R)||E(rt-2*(g-y),nt,J,$,R):E(rt,nt,J,$,R),at&&it?k=\"inside\":(k=\"outside\",Z.remove(),Z=null)}else k=\"inside\";if(!Z){var ot=(Z=D(r,F,Q=a.ensureUniformFontSize(t,\"outside\"===k?W:G))).attr(\"transform\");if(Z.attr(\"transform\",\"\"),J=(K=l.bBox(Z.node())).width,$=K.height,Z.attr(\"transform\",ot),J<=0||$<=0)return void Z.remove()}var st,lt=z.textangle;st=\"outside\"===k?function(t,e,r,n,i,a){var o,s=!!a.isHorizontal,l=!!a.constrained,u=a.angle||0,c=i.width,f=i.height,h=Math.abs(e-t),p=Math.abs(n-r);o=s?p>2*_?_:0:h>2*_?_:0;var d=1;l&&(d=s?Math.min(1,p/f):Math.min(1,h/c));var v=L(u),g=C(i,v),y=(s?g.x:g.y)/2,m=(i.left+i.right)/2,x=(i.top+i.bottom)/2,b=(t+e)/2,w=(r+n)/2,T=0,k=0,M=s?A(e,t):A(r,n);return s?(b=e-M*o,T=M*y):(w=n+M*o,k=-M*y),{textX:m,textY:x,targetX:b,targetY:w,anchorX:T,anchorY:k,scale:d,rotate:v}}(s,u,f,p,K,{isHorizontal:R,constrained:\"both\"===z.constraintext||\"outside\"===z.constraintext,angle:lt}):P(s,u,f,p,K,{isHorizontal:R,constrained:\"both\"===z.constraintext||\"inside\"===z.constraintext,angle:lt,anchor:Y,hasB:U,r:g,overhead:y}),st.fontSize=Q.size,h(\"histogram\"===z.type?\"bar\":z.type,st,I),N.transform=st;var ut=M(Z,I,w,T);a.setTransormAndDisplay(ut,st)}else r.select(\"text\").remove()}(t,e,R,r,T,H,G,W,Y,rt,it,g,y),e.layerClipId&&l.hideOutsideRangePoint(u,R.select(\"text\"),w,O,f.xcalendar,f.ycalendar)}));var W=!1===f.cliponaxis;l.setClipUrl(u,W?null:e.layerClipId,t)}));u.getComponentMethod(\"errorbars\",\"plot\")(t,z,e,g)},toMoveInsideBar:P}},45784:function(t){\"use strict\";function e(t,e,r,n,i){var a=e.c2p(n?t.s0:t.p0,!0),o=e.c2p(n?t.s1:t.p1,!0),s=r.c2p(n?t.p0:t.s0,!0),l=r.c2p(n?t.p1:t.s1,!0);return i?[(a+o)/2,(s+l)/2]:n?[o,(s+l)/2]:[(a+o)/2,l]}t.exports=function(t,r){var n,i=t.cd,a=t.xaxis,o=t.yaxis,s=i[0].trace,l=\"funnel\"===s.type,u=\"h\"===s.orientation,c=[];if(!1===r)for(n=0;n<i.length;n++)i[n].selected=0;else for(n=0;n<i.length;n++){var f=i[n],h=\"ct\"in f?f.ct:e(f,a,o,u,l);r.contains(h,!1,n,t)?(c.push({pointNumber:n,x:a.c2d(f.x),y:o.c2d(f.y)}),f.selected=1):f.selected=0}return c}},72592:function(t,e,r){\"use strict\";t.exports=i;var n=r(3400).distinctVals;function i(t,e){this.traces=t,this.sepNegVal=e.sepNegVal,this.overlapNoMerge=e.overlapNoMerge;for(var r=1/0,i=e.posAxis._id.charAt(0),a=[],o=0;o<t.length;o++){for(var s=t[o],l=0;l<s.length;l++){var u=s[l],c=u.p;void 0===c&&(c=u[i]),void 0!==c&&a.push(c)}s[0]&&s[0].width1&&(r=Math.min(s[0].width1,r))}this.positions=a;var f=n(a);this.distinctPositions=f.vals,1===f.vals.length&&r!==1/0?this.minDiff=r:this.minDiff=Math.min(f.minDiff,r);var h=(e.posAxis||{}).type;\"category\"!==h&&\"multicategory\"!==h||(this.minDiff=1),this.binWidth=this.minDiff,this.bins={}}i.prototype.put=function(t,e){var r=this.getLabel(t,e),n=this.bins[r]||0;return this.bins[r]=n+e,n},i.prototype.get=function(t,e){var r=this.getLabel(t,e);return this.bins[r]||0},i.prototype.getLabel=function(t,e){return(e<0&&this.sepNegVal?\"v\":\"^\")+(this.overlapNoMerge?t:Math.round(t/this.binWidth))}},60100:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(43616),o=r(3400),s=r(24040),l=r(82744).resizeText,u=r(20832),c=u.textfont,f=u.insidetextfont,h=u.outsidetextfont,p=r(60444);function d(t,e,r){a.pointStyle(t.selectAll(\"path\"),e,r),v(t,e,r)}function v(t,e,r){t.selectAll(\"text\").each((function(t){var i=n.select(this),s=o.ensureUniformFontSize(r,g(i,t,e,r));a.font(i,s)}))}function g(t,e,r,n){var i=n._fullLayout.font,a=r.textfont;if(t.classed(\"bartext-inside\")){var o=_(e,r);a=m(r,e.i,i,o)}else t.classed(\"bartext-outside\")&&(a=x(r,e.i,i));return 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i,a=t.cd[0].trace.hoveron,o=[];return-1!==a.indexOf(\"boxes\")&&(o=o.concat(l(t,e,r,n))),-1!==a.indexOf(\"points\")&&(i=u(t,e,r)),\"closest\"===n?i?[i]:o:i?(o.push(i),o):o},hoverOnBoxes:l,hoverOnPoints:u}},67244:function(t,e,r){\"use strict\";t.exports={attributes:r(63188),layoutAttributes:r(16560),supplyDefaults:r(90624).supplyDefaults,crossTraceDefaults:r(90624).crossTraceDefaults,supplyLayoutDefaults:r(68832).supplyLayoutDefaults,calc:r(62555),crossTraceCalc:r(96404).crossTraceCalc,plot:r(18728).plot,style:r(25776).style,styleOnSelect:r(25776).styleOnSelect,hoverPoints:r(27576).hoverPoints,eventData:r(10392),selectPoints:r(8264),moduleType:\"trace\",name:\"box\",basePlotModule:r(57952),categories:[\"cartesian\",\"svg\",\"symbols\",\"oriented\",\"box-violin\",\"showLegend\",\"boxLayout\",\"zoomScale\"],meta:{}}},16560:function(t){\"use 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b=t.selectAll(\"path.box\").data(\"violin\"!==r.type||r.box.visible?i.identity:[]);b.enter().append(\"path\").style(\"vector-effect\",o?\"none\":\"non-scaling-stroke\").attr(\"class\",\"box\"),b.exit().remove(),b.each((function(t){if(t.empty)return n.select(this).attr(\"d\",\"M0,0Z\");var e=f.c2l(t.pos+p,!0),a=f.l2p(e-s)+v,o=f.l2p(e+l)+v,b=h?(a+o)/2:f.l2p(e)+v,_=r.whiskerwidth,w=h?a*_+(1-_)*b:f.l2p(e-d)+v,T=h?o*_+(1-_)*b:f.l2p(e+d)+v,k=f.l2p(e-s*x)+v,A=f.l2p(e+l*x)+v,M=\"sd\"===r.sizemode,S=c.c2p(M?t.mean-t.sd:t.q1,!0),E=M?c.c2p(t.mean+t.sd,!0):c.c2p(t.q3,!0),L=i.constrain(M?c.c2p(t.mean,!0):c.c2p(t.med,!0),Math.min(S,E)+1,Math.max(S,E)-1),C=void 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n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(52948),s=r(45464),l=r(92880).extendFlat,u={x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},u:{valType:\"data_array\",editType:\"calc\"},v:{valType:\"data_array\",editType:\"calc\"},w:{valType:\"data_array\",editType:\"calc\"},sizemode:{valType:\"enumerated\",values:[\"scaled\",\"absolute\"],editType:\"calc\",dflt:\"scaled\"},sizeref:{valType:\"number\",editType:\"calc\",min:0},anchor:{valType:\"enumerated\",editType:\"calc\",values:[\"tip\",\"tail\",\"cm\",\"center\"],dflt:\"cm\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"},{keys:[\"norm\"]}),uhoverformat:i(\"u\",1),vhoverformat:i(\"v\",1),whoverformat:i(\"w\",1),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),showlegend:l({},s.showlegend,{dflt:!1})};l(u,n(\"\",{colorAttr:\"u/v/w 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U,V,q,H=j.select(\"path\");w(M)?(H.transition().duration(M.duration).ease(M.easing).each(\"end\",(function(){S&&S()})).each(\"interrupt\",(function(){S&&S()})).attrTween(\"d\",(U=N,V=L(r[0].lastY),q=L(r[0].y),function(){var t=i(V,q);return function(e){return U.endAngle(t(e))()}})),p._lastValue=r[0].y):H.attr(\"d\",\"number\"==typeof r[0].y?N.endAngle(L(r[0].y)):\"M0,0Z\"),H.call(T),j.exit().remove(),F=[];var G=p.gauge.threshold.value;(G||0===G)&&F.push({range:[G,G],color:p.gauge.threshold.color,line:{color:p.gauge.threshold.line.color,width:p.gauge.threshold.line.width},thickness:p.gauge.threshold.thickness});var W=_.selectAll(\"g.threshold-arc\").data(F);W.enter().append(\"g\").classed(\"threshold-arc\",!0).append(\"path\"),W.select(\"path\").call(P).call(T),W.exit().remove();var Y=_.selectAll(\"g.gauge-outline\").data([x]);Y.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),Y.select(\"path\").call(P).call(T),Y.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:W,layer:Y,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:g});var X=I.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=I.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,u,c=r[0].trace,f=n.gauge,p=n.layer,v=n.gaugeBg,g=n.gaugeOutline,y=n.size,x=c.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(y.l,y.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=y.h,M=c.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(c._hasNumber||c._hasDelta?1-h.bulletNumberDomainSize:1);function L(t){t.attr(\"width\",(function(t){return 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r=\"slices.\"+t;a(r+\".show\")&&(a(r+\".fill\"),a(r+\".locations\"))})),a(\"spaceframe.show\")&&a(\"spaceframe.fill\"),a(\"surface.show\")&&(a(\"surface.count\"),a(\"surface.fill\"),a(\"surface.pattern\")),a(\"contour.show\")&&(a(\"contour.color\"),a(\"contour.width\")),[\"text\",\"hovertext\",\"hovertemplate\",\"lighting.ambient\",\"lighting.diffuse\",\"lighting.specular\",\"lighting.roughness\",\"lighting.fresnel\",\"lighting.vertexnormalsepsilon\",\"lighting.facenormalsepsilon\",\"lightposition.x\",\"lightposition.y\",\"lightposition.z\",\"flatshading\",\"opacity\"].forEach((function(t){a(t)})),o(t,e,n,a,{prefix:\"\",cLetter:\"c\"}),e._length=null):e.visible=!1}t.exports={supplyDefaults:function(t,e,r,i){s(t,e,0,i,(function(r,i){return n.coerce(t,e,a,r,i)}))},supplyIsoDefaults:s}},6296:function(t,e,r){\"use 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n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(16716),s=r(45464),l=r(92880).extendFlat;t.exports=l({x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},i:{valType:\"data_array\",editType:\"calc\"},j:{valType:\"data_array\",editType:\"calc\"},k:{valType:\"data_array\",editType:\"calc\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"}),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),delaunayaxis:{valType:\"enumerated\",values:[\"x\",\"y\",\"z\"],dflt:\"z\",editType:\"calc\"},alphahull:{valType:\"number\",dflt:-1,editType:\"calc\"},intensity:{valType:\"data_array\",editType:\"calc\"},intensitymode:{valType:\"enumerated\",values:[\"vertex\",\"cell\"],dflt:\"vertex\",editType:\"calc\"},color:{valType:\"color\",editType:\"calc\"},vertexcolor:{valType:\"data_array\",editType:\"calc\"},facecolor:{valType:\"data_array\",editType:\"calc\"},transforms:void 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n=r(67792).gl_mesh3d,i=r(67792).delaunay_triangulate,a=r(67792).alpha_shape,o=r(67792).convex_hull,s=r(33040).parseColorScale,l=r(3400).isArrayOrTypedArray,u=r(43080),c=r(8932).extractOpts,f=r(52094);function h(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.color=\"#fff\",this.data=null,this.showContour=!1}var p=h.prototype;function d(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=u(t[n]);return e}function v(t,e,r,n){for(var i=[],a=e.length,o=0;o<a;o++)i[o]=t.d2l(e[o],0,n)*r;return i}function g(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=Math.round(t[n]);return e}function y(t,e){for(var r=t.length,n=0;n<r;n++)if(t[n]<=-.5||t[n]>=e-.5)return!1;return!0}p.handlePick=function(t){if(t.object===this.mesh){var e=t.index=t.data.index;t.data._cellCenter?t.traceCoordinate=t.data.dataCoordinate:t.traceCoordinate=[this.data.x[e],this.data.y[e],this.data.z[e]];var r=this.data.hovertext||this.data.text;return l(r)&&void 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p={positions:h,cells:n,lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:u(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading};if(t.intensity){var m=c(t);this.color=\"#fff\";var x=t.intensitymode;p[x+\"Intensity\"]=t.intensity,p[x+\"IntensityBounds\"]=[m.min,m.max],p.colormap=s(t)}else t.vertexcolor?(this.color=t.vertexcolor[0],p.vertexColors=d(t.vertexcolor)):t.facecolor?(this.color=t.facecolor[0],p.cellColors=d(t.facecolor)):(this.color=t.color,p.meshColor=u(t.color));this.mesh.update(p)},p.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},t.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new 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r,n=t.cd,i=t.xaxis,a=t.yaxis,o=[],s=n[0].t.bPos||0;if(!1===e)for(r=0;r<n.length;r++)n[r].selected=0;else for(r=0;r<n.length;r++){var l=n[r];e.contains([i.c2p(l.pos+s),a.c2p(l.yc)],null,l.i,t)?(o.push({pointNumber:l.i,x:i.c2d(l.pos),y:a.c2d(l.yc)}),l.selected=1):l.selected=0}return o}},14008:function(t,e,r){\"use strict\";var n=r(33428),i=r(43616),a=r(76308);t.exports=function(t,e,r){var o=r||n.select(t).selectAll(\"g.ohlclayer\").selectAll(\"g.trace\");o.style(\"opacity\",(function(t){return t[0].trace.opacity})),o.each((function(t){var e=t[0].trace;n.select(this).selectAll(\"path\").each((function(t){if(!t.empty){var r=e[t.dir].line;n.select(this).style(\"fill\",\"none\").call(a.stroke,r.color).call(i.dashLine,r.dash,r.width).style(\"opacity\",e.selectedpoints&&!t.selected?.3:1)}}))}))}},72140:function(t,e,r){\"use strict\";var 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n=r(71688).wrap,i=r(94288).hasColorscale,a=r(47128),o=r(68944),s=r(43616),l=r(3400),u=r(38248);function c(t,e,r){t.valueInds.push(e),t.count+=r}function f(t,e,r){return{categoryInds:t,color:e,rawColor:r,valueInds:[],count:0}}function h(t,e,r){t.valueInds.push(e),t.count+=r}t.exports=function(t,e){var r=l.filterVisible(e.dimensions);if(0===r.length)return[];var p,d,v,g=r.map((function(t){var e;if(\"trace\"===t.categoryorder)e=null;else if(\"array\"===t.categoryorder)e=t.categoryarray;else{e=o(t.values);for(var r=!0,n=0;n<e.length;n++)if(!u(e[n])){r=!1;break}e.sort(r?l.sorterAsc:void 0),\"category descending\"===t.categoryorder&&(e=e.reverse())}return function(t,e){e=null==e?[]:e.map((function(t){return t}));var r={},n={},i=[];e.forEach((function(t,e){r[t]=0,n[t]=e}));for(var a=0;a<t.length;a++){var o,s=t[a];void 0===r[s]?(r[s]=1,o=e.push(s)-1,n[s]=o):(r[s]++,o=n[s]),i.push(o)}var l=e.map((function(t){return 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t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(D),E.exit().remove(),S.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;M.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){u.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),S.append(\"text\").attr(\"class\",\"dimlabel\"),M.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"})).attr(\"x\",(function(t){return t.width/2})).attr(\"y\",-5).text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){u.font(n.select(this),t.parcatsViewModel.labelfont)})),M.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),M.exit().remove(),A.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",O).on(\"dragend\",I)),h.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),h.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function v(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function 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k(t){t.on(\"mousemove\",(function(t){i.event.preventDefault(),t.parent.inBrushDrag||T(this,t)})).on(\"mouseleave\",(function(t){t.parent.inBrushDrag||m()})).call(i.behavior.drag().on(\"dragstart\",(function(t){!function(t,e){i.event.sourceEvent.stopPropagation();var r=e.height-i.mouse(t)[1]-2*n.verticalPadding,a=e.unitToPaddedPx.invert(r),o=e.brush,s=_(e,r),l=s.interval,u=o.svgBrush;if(u.wasDragged=!1,u.grabbingBar=\"ns\"===s.region,u.grabbingBar){var c=l.map(e.unitToPaddedPx);u.grabPoint=r-c[0]-n.verticalPadding,u.barLength=c[1]-c[0]}u.clickableOrdinalRange=s.clickableOrdinalRange,u.stayingIntervals=e.multiselect&&o.filterSpecified?o.filter.getConsolidated():[],l&&(u.stayingIntervals=u.stayingIntervals.filter((function(t){return t[0]!==l[0]&&t[1]!==l[1]}))),u.startExtent=s.region?l[\"s\"===s.region?1:0]:a,e.parent.inBrushDrag=!0,u.brushStartCallback()}(this,t)})).on(\"drag\",(function(t){w(this,t)})).on(\"dragend\",(function(t){!function(t,e){var r=e.brush,n=r.filter,a=r.svgBrush;a._dragging||(T(t,e),w(t,e),e.brush.svgBrush.wasDragged=!1),a._dragging=!1,i.event.sourceEvent.stopPropagation();var o=a.grabbingBar;if(a.grabbingBar=!1,a.grabLocation=void 0,e.parent.inBrushDrag=!1,m(),!a.wasDragged)return a.wasDragged=void 0,a.clickableOrdinalRange?r.filterSpecified&&e.multiselect?a.extent.push(a.clickableOrdinalRange):(a.extent=[a.clickableOrdinalRange],r.filterSpecified=!0):o?(a.extent=a.stayingIntervals,0===a.extent.length&&M(r)):M(r),a.brushCallback(e),b(t.parentNode),void a.brushEndCallback(r.filterSpecified?n.getConsolidated():[]);var s=function(){n.set(n.getConsolidated())};if(e.ordinal){var l=e.unitTickvals;l[l.length-1]<l[0]&&l.reverse(),a.newExtent=[p(0,l,a.newExtent[0],a.stayingIntervals),p(1,l,a.newExtent[1],a.stayingIntervals)];var u=a.newExtent[1]>a.newExtent[0];a.extent=a.stayingIntervals.concat(u?[a.newExtent]:[]),a.extent.length||M(r),a.brushCallback(e),u?b(t.parentNode,s):(s(),b(t.parentNode))}else s();a.brushEndCallback(r.filterSpecified?n.getConsolidated():[])}(this,t)})))}function A(t,e){return t[0]-e[0]}function M(t){t.filterSpecified=!1,t.svgBrush.extent=[[-1/0,1/0]]}function S(t){for(var e,r=t.slice(),n=[],i=r.shift();i;){for(e=i.slice();(i=r.shift())&&i[0]<=e[1];)e[1]=Math.max(e[1],i[1]);n.push(e)}return 1===n.length&&n[0][0]>n[0][1]&&(n=[]),n}t.exports={makeBrush:function(t,e,r,n,i,a){var o,l=function(){var t,e,r=[];return{set:function(n){1===(r=n.map((function(t){return t.slice().sort(s)})).sort(A)).length&&r[0][0]===-1/0&&r[0][1]===1/0&&(r=[[0,-1]]),t=S(r),e=r.reduce((function(t,e){return[Math.min(t[0],e[0]),Math.max(t[1],e[1])]}),[1/0,-1/0])},get:function(){return r.slice()},getConsolidated:function(){return t},getBounds:function(){return e}}}();return l.set(r),{filter:l,filterSpecified:e,svgBrush:{extent:[],brushStartCallback:n,brushCallback:(o=i,function(t){var e=t.brush,r=function(t){return t.svgBrush.extent.map((function(t){return t.slice()}))}(e),n=r.slice();e.filter.set(n),o()}),brushEndCallback:a}}},ensureAxisBrush:function(t,e,r){var i=t.selectAll(\".\"+n.cn.axisBrush).data(o,a);i.enter().append(\"g\").classed(n.cn.axisBrush,!0),function(t,e,r){var i=r._context.staticPlot,a=t.selectAll(\".background\").data(o);a.enter().append(\"rect\").classed(\"background\",!0).call(d).call(v).style(\"pointer-events\",i?\"none\":\"auto\").attr(\"transform\",l(0,n.verticalPadding)),a.call(k).attr(\"height\",(function(t){return t.height-n.verticalPadding}));var s=t.selectAll(\".highlight-shadow\").data(o);s.enter().append(\"line\").classed(\"highlight-shadow\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width+n.bar.strokeWidth).attr(\"stroke\",e).attr(\"opacity\",n.bar.strokeOpacity).attr(\"stroke-linecap\",\"butt\"),s.attr(\"y1\",(function(t){return t.height})).call(x);var u=t.selectAll(\".highlight\").data(o);u.enter().append(\"line\").classed(\"highlight\",!0).attr(\"x\",-n.bar.width/2).attr(\"stroke-width\",n.bar.width-n.bar.strokeWidth).attr(\"stroke\",n.bar.fillColor).attr(\"opacity\",n.bar.fillOpacity).attr(\"stroke-linecap\",\"butt\"),u.attr(\"y1\",(function(t){return t.height})).call(x)}(i,e,r)},cleanRanges:function(t,e){if(Array.isArray(t[0])?(t=t.map((function(t){return t.sort(s)})),t=e.multiselect?S(t.sort(A)):[t[0]]):t=[t.sort(s)],e.tickvals){var r=e.tickvals.slice().sort(s);if(!(t=t.map((function(t){var e=[p(0,r,t[0],[]),p(1,r,t[1],[])];if(e[1]>e[0])return e})).filter((function(t){return t}))).length)return}return t.length>1?t:t[0]}}},61664:function(t,e,r){\"use strict\";t.exports={attributes:r(82296),supplyDefaults:r(60664),calc:r(95044),colorbar:{container:\"line\",min:\"cmin\",max:\"cmax\"},moduleType:\"trace\",name:\"parcoords\",basePlotModule:r(19976),categories:[\"gl\",\"regl\",\"noOpacity\",\"noHover\"],meta:{}}},19976:function(t,e,r){\"use strict\";var n=r(33428),i=r(84888)._M,a=r(24196),o=r(9616);e.name=\"parcoords\",e.plot=function(t){var e=i(t.calcdata,\"parcoords\")[0];e.length&&a(t,e)},e.clean=function(t,e,r,n){var i=n._has&&n._has(\"parcoords\"),a=e._has&&e._has(\"parcoords\");i&&!a&&(n._paperdiv.selectAll(\".parcoords\").remove(),n._glimages.selectAll(\"*\").remove())},e.toSVG=function(t){var e=t._fullLayout._glimages,r=n.select(t).selectAll(\".svg-container\");r.filter((function(t,e){return e===r.size()-1})).selectAll(\".gl-canvas-context, .gl-canvas-focus\").each((function(){var t=this,r=t.toDataURL(\"image/png\");e.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":r,preserveAspectRatio:\"none\",x:0,y:0,width:t.style.width,height:t.style.height})})),window.setTimeout((function(){n.selectAll(\"#filterBarPattern\").attr(\"id\",\"filterBarPattern\")}),60)}},95044:function(t,e,r){\"use strict\";var n=r(3400).isArrayOrTypedArray,i=r(8932),a=r(71688).wrap;t.exports=function(t,e){var r,o;return i.hasColorscale(e,\"line\")&&n(e.line.color)?(r=e.line.color,o=i.extractOpts(e.line).colorscale,i.calc(t,e,{vals:r,containerStr:\"line\",cLetter:\"c\"})):(r=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=.5;return e}(e._length),o=[[0,e.line.color],[1,e.line.color]]),a({lineColor:r,cscale:o})}},30140:function(t){\"use strict\";t.exports={maxDimensionCount:60,overdrag:45,verticalPadding:2,tickDistance:50,canvasPixelRatio:1,blockLineCount:5e3,layers:[\"contextLineLayer\",\"focusLineLayer\",\"pickLineLayer\"],axisTitleOffset:28,axisExtentOffset:10,bar:{width:4,captureWidth:10,fillColor:\"magenta\",fillOpacity:1,snapDuration:150,snapRatio:.25,snapClose:.01,strokeOpacity:1,strokeWidth:1,handleHeight:8,handleOpacity:1,handleOverlap:0},cn:{axisExtentText:\"axis-extent-text\",parcoordsLineLayers:\"parcoords-line-layers\",parcoordsLineLayer:\"parcoords-lines\",parcoords:\"parcoords\",parcoordsControlView:\"parcoords-control-view\",yAxis:\"y-axis\",axisOverlays:\"axis-overlays\",axis:\"axis\",axisHeading:\"axis-heading\",axisTitle:\"axis-title\",axisExtent:\"axis-extent\",axisExtentTop:\"axis-extent-top\",axisExtentTopText:\"axis-extent-top-text\",axisExtentBottom:\"axis-extent-bottom\",axisExtentBottomText:\"axis-extent-bottom-text\",axisBrush:\"axis-brush\"},id:{filterBarPattern:\"filter-bar-pattern\"}}},60664:function(t,e,r){\"use strict\";var n=r(3400),i=r(94288).hasColorscale,a=r(27260),o=r(86968).Q,s=r(51272),l=r(54460),u=r(82296),c=r(71864),f=r(30140).maxDimensionCount,h=r(26284);function p(t,e,r,i){function a(r,i){return n.coerce(t,e,u.dimensions,r,i)}var o=a(\"values\"),s=a(\"visible\");if(o&&o.length||(s=e.visible=!1),s){a(\"label\"),a(\"tickvals\"),a(\"ticktext\"),a(\"tickformat\");var f=a(\"range\");e._ax={_id:\"y\",type:\"linear\",showexponent:\"all\",exponentformat:\"B\",range:f},l.setConvert(e._ax,i.layout),a(\"multiselect\");var h=a(\"constraintrange\");h&&(e.constraintrange=c.cleanRanges(h,e))}}t.exports=function(t,e,r,l){function c(r,i){return n.coerce(t,e,u,r,i)}var d=t.dimensions;Array.isArray(d)&&d.length>f&&(n.log(\"parcoords traces support up to \"+f+\" dimensions at the moment\"),d.splice(f));var v=s(t,e,{name:\"dimensions\",layout:l,handleItemDefaults:p}),g=function(t,e,r,o,s){var l=s(\"line.color\",r);if(i(t,\"line\")&&n.isArrayOrTypedArray(l)){if(l.length)return s(\"line.colorscale\"),a(t,e,o,s,{prefix:\"line.\",cLetter:\"c\"}),l.length;e.line.color=r}return 1/0}(t,e,r,l,c);o(e,l,c),Array.isArray(v)&&v.length||(e.visible=!1),h(e,v,\"values\",g);var y={family:l.font.family,size:Math.round(l.font.size/1.2),color:l.font.color};n.coerceFont(c,\"labelfont\",y),n.coerceFont(c,\"tickfont\",y),n.coerceFont(c,\"rangefont\",y),c(\"labelangle\"),c(\"labelside\"),c(\"unselected.line.color\"),c(\"unselected.line.opacity\")}},95724:function(t,e,r){\"use strict\";var n=r(3400).isTypedArray;e.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},e.isOrdinal=function(t){return!!t.tickvals},e.isVisible=function(t){return t.visible||!(\"visible\"in t)}},29928:function(t,e,r){\"use strict\";var n=r(61664);n.plot=r(24196),t.exports=n},51352:function(t,e,r){\"use strict\";var n=[\"precision highp float;\",\"\",\"varying vec4 fragColor;\",\"\",\"attribute vec4 p01_04, p05_08, p09_12, p13_16,\",\"               p17_20, p21_24, p25_28, p29_32,\",\"               p33_36, p37_40, p41_44, p45_48,\",\"               p49_52, p53_56, p57_60, colors;\",\"\",\"uniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\",\"             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\",\"\",\"uniform vec2 resolution, viewBoxPos, viewBoxSize;\",\"uniform float maskHeight;\",\"uniform float drwLayer; // 0: context, 1: focus, 2: pick\",\"uniform vec4 contextColor;\",\"uniform sampler2D maskTexture, palette;\",\"\",\"bool isPick    = (drwLayer > 1.5);\",\"bool isContext = (drwLayer < 0.5);\",\"\",\"const vec4 ZEROS = vec4(0.0, 0.0, 0.0, 0.0);\",\"const vec4 UNITS = vec4(1.0, 1.0, 1.0, 1.0);\",\"\",\"float val(mat4 p, mat4 v) {\",\"    return dot(matrixCompMult(p, v) * UNITS, UNITS);\",\"}\",\"\",\"float axisY(float ratio, mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    float y1 = val(A, dim0A) + val(B, dim0B) + val(C, dim0C) + val(D, dim0D);\",\"    float y2 = val(A, dim1A) + val(B, dim1B) + val(C, dim1C) + val(D, dim1D);\",\"    return y1 * (1.0 - ratio) + y2 * ratio;\",\"}\",\"\",\"int iMod(int a, int b) {\",\"    return a - b * (a / b);\",\"}\",\"\",\"bool fOutside(float p, float lo, float hi) {\",\"    return (lo < hi) && (lo > p || p > hi);\",\"}\",\"\",\"bool vOutside(vec4 p, vec4 lo, vec4 hi) {\",\"    return (\",\"        fOutside(p[0], lo[0], hi[0]) ||\",\"        fOutside(p[1], lo[1], hi[1]) ||\",\"        fOutside(p[2], lo[2], hi[2]) ||\",\"        fOutside(p[3], lo[3], hi[3])\",\"    );\",\"}\",\"\",\"bool mOutside(mat4 p, mat4 lo, mat4 hi) {\",\"    return (\",\"        vOutside(p[0], lo[0], hi[0]) ||\",\"        vOutside(p[1], lo[1], hi[1]) ||\",\"        vOutside(p[2], lo[2], hi[2]) ||\",\"        vOutside(p[3], lo[3], hi[3])\",\"    );\",\"}\",\"\",\"bool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    return mOutside(A, loA, hiA) ||\",\"           mOutside(B, loB, hiB) ||\",\"           mOutside(C, loC, hiC) ||\",\"           mOutside(D, loD, hiD);\",\"}\",\"\",\"bool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    mat4 pnts[4];\",\"    pnts[0] = A;\",\"    pnts[1] = B;\",\"    pnts[2] = C;\",\"    pnts[3] = D;\",\"\",\"    for(int i = 0; i < 4; ++i) {\",\"        for(int j = 0; j < 4; ++j) {\",\"            for(int k = 0; k < 4; ++k) {\",\"                if(0 == iMod(\",\"                    int(255.0 * texture2D(maskTexture,\",\"                        vec2(\",\"                            (float(i * 2 + j / 2) + 0.5) / 8.0,\",\"                            (pnts[i][j][k] * (maskHeight - 1.0) + 1.0) / maskHeight\",\"                        ))[3]\",\"                    ) / int(pow(2.0, float(iMod(j * 4 + k, 8)))),\",\"                    2\",\"                )) return true;\",\"            }\",\"        }\",\"    }\",\"    return false;\",\"}\",\"\",\"vec4 position(bool isContext, float v, mat4 A, mat4 B, mat4 C, mat4 D) {\",\"    float x = 0.5 * sign(v) + 0.5;\",\"    float y = axisY(x, A, B, C, D);\",\"    float z = 1.0 - abs(v);\",\"\",\"    z += isContext ? 0.0 : 2.0 * float(\",\"        outsideBoundingBox(A, B, C, D) ||\",\"        outsideRasterMask(A, B, C, D)\",\"    );\",\"\",\"    return vec4(\",\"        2.0 * (vec2(x, y) * viewBoxSize + viewBoxPos) / resolution - 1.0,\",\"        z,\",\"        1.0\",\"    );\",\"}\",\"\",\"void main() {\",\"    mat4 A = mat4(p01_04, p05_08, p09_12, p13_16);\",\"    mat4 B = mat4(p17_20, p21_24, p25_28, p29_32);\",\"    mat4 C = mat4(p33_36, p37_40, p41_44, p45_48);\",\"    mat4 D = mat4(p49_52, p53_56, p57_60, ZEROS);\",\"\",\"    float v = colors[3];\",\"\",\"    gl_Position = position(isContext, v, A, B, C, D);\",\"\",\"    fragColor =\",\"        isContext ? vec4(contextColor) :\",\"        isPick ? vec4(colors.rgb, 1.0) : texture2D(palette, vec2(abs(v), 0.5));\",\"}\"].join(\"\\n\"),i=[\"precision highp float;\",\"\",\"varying vec4 fragColor;\",\"\",\"void main() {\",\"    gl_FragColor = fragColor;\",\"}\"].join(\"\\n\"),a=r(30140).maxDimensionCount,o=r(3400),s=1e-6,l=new Uint8Array(4),u=new Uint8Array(4),c={shape:[256,1],format:\"rgba\",type:\"uint8\",mag:\"nearest\",min:\"nearest\"};function f(t,e,r,n,i){var a=t._gl;a.enable(a.SCISSOR_TEST),a.scissor(e,r,n,i),t.clear({color:[0,0,0,0],depth:1})}function h(t,e,r,n,i,a){var o=a.key;r.drawCompleted||(function(t){t.read({x:0,y:0,width:1,height:1,data:l})}(t),r.drawCompleted=!0),function s(l){var u=Math.min(n,i-l*n);0===l&&(window.cancelAnimationFrame(r.currentRafs[o]),delete r.currentRafs[o],f(t,a.scissorX,a.scissorY,a.scissorWidth,a.viewBoxSize[1])),r.clearOnly||(a.count=2*u,a.offset=2*l*n,e(a),l*n+u<i&&(r.currentRafs[o]=window.requestAnimationFrame((function(){s(l+1)}))),r.drawCompleted=!1)}(0)}function p(t,e){for(var r=new Array(256),n=0;n<256;n++)r[n]=t(n/255).concat(e);return r}function d(t,e){return(t>>>8*e)%256/255}function v(t,e,r){for(var n=new Array(8*e),i=0,a=0;a<e;a++)for(var o=0;o<2;o++)for(var s=0;s<4;s++){var l=4*t+s,u=r[64*a+l];63===l&&0===o&&(u*=-1),n[i++]=u}return n}function g(t){var e=\"0\"+t;return e.substr(e.length-2)}function y(t){return t<a?\"p\"+g(t+1)+\"_\"+g(t+4):\"colors\"}function m(t,e,r,n,i,a,s,l,u,c,f,h,p,d){for(var v=[[],[]],g=0;g<64;g++)v[0][g]=g===i?1:0,v[1][g]=g===a?1:0;s*=d,l*=d,u*=d,c*=d;var y=t.lines.canvasOverdrag*d,m=t.domain,x=t.canvasWidth*d,b=t.canvasHeight*d,_=t.pad.l*d,w=t.pad.b*d,T=t.layoutHeight*d,k=t.layoutWidth*d,A=t.deselectedLines.color,M=t.deselectedLines.opacity;return o.extendFlat({key:f,resolution:[x,b],viewBoxPos:[s+y,l],viewBoxSize:[u,c],i0:i,i1:a,dim0A:v[0].slice(0,16),dim0B:v[0].slice(16,32),dim0C:v[0].slice(32,48),dim0D:v[0].slice(48,64),dim1A:v[1].slice(0,16),dim1B:v[1].slice(16,32),dim1C:v[1].slice(32,48),dim1D:v[1].slice(48,64),drwLayer:h,contextColor:[A[0]/255,A[1]/255,A[2]/255,\"auto\"!==M?A[3]*M:Math.max(1/255,Math.pow(1/t.lines.color.length,1/3))],scissorX:(n===e?0:s+y)+(_-y)+k*m.x[0],scissorWidth:(n===r?x-s+y:u+.5)+(n===e?s+y:0),scissorY:l+w+T*m.y[0],scissorHeight:c,viewportX:_-y+k*m.x[0],viewportY:w+T*m.y[0],viewportWidth:x,viewportHeight:b},p)}function x(t){var e=2047,r=Math.max(0,Math.floor(t[0]*e),0),n=Math.min(e,Math.ceil(t[1]*e),e);return[Math.min(r,n),Math.max(r,n)]}t.exports=function(t,e){var r,l,g,b,_,w=e.context,T=e.pick,k=e.regl,A=k._gl,M=A.getParameter(A.ALIASED_LINE_WIDTH_RANGE),S=Math.max(M[0],Math.min(M[1],e.viewModel.plotGlPixelRatio)),E={currentRafs:{},drawCompleted:!0,clearOnly:!1},L=function(t){for(var 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a=u[e][n],o=i.map((function(t){return t.slice()})),s=\"dimensions[\"+n+\"].constraintrange\",l=r._tracePreGUI[t._fullData[c[e]]._fullInput.uid];if(void 0===l[s]){var h=a.constraintrange;l[s]=h||null}var p=t._fullData[c[e]].dimensions[n];o.length?(1===o.length&&(o=o[0]),a.constraintrange=o,p.constraintrange=o.slice(),o=[o]):(delete a.constraintrange,delete p.constraintrange,o=null);var d={};d[s]=o,t.emit(\"plotly_restyle\",[d,[f[e]]])},hover:function(e){t.emit(\"plotly_hover\",e)},unhover:function(e){t.emit(\"plotly_unhover\",e)},axesMoved:function(e,r){var n=function(t,e){return function(r,n){return s(t,e,r)-s(t,e,n)}}(r,u[e].filter(a));l[e].sort(n),u[e].filter((function(t){return!a(t)})).sort((function(t){return u[e].indexOf(t)})).forEach((function(t){l[e].splice(l[e].indexOf(t),1),l[e].splice(u[e].indexOf(t),0,t)})),t.emit(\"plotly_restyle\",[{dimensions:[l[e]]},[f[e]]])}})}}).reglPrecompiled=o},74996:function(t,e,r){\"use strict\";var n=r(45464),i=r(86968).u,a=r(25376),o=r(22548),s=r(21776).Ks,l=r(21776).Gw,u=r(92880).extendFlat,c=r(98192).c,f=a({editType:\"plot\",arrayOk:!0,colorEditType:\"plot\"});t.exports={labels:{valType:\"data_array\",editType:\"calc\"},label0:{valType:\"number\",dflt:0,editType:\"calc\"},dlabel:{valType:\"number\",dflt:1,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},marker:{colors:{valType:\"data_array\",editType:\"calc\"},line:{color:{valType:\"color\",dflt:o.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},pattern:c,editType:\"calc\"},text:{valType:\"data_array\",editType:\"plot\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"style\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"percent\"],extras:[\"none\"],editType:\"calc\"},hoverinfo:u({},n.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:s({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),texttemplate:l({editType:\"plot\"},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"plot\"},textfont:u({},f,{}),insidetextorientation:{valType:\"enumerated\",values:[\"horizontal\",\"radial\",\"tangential\",\"auto\"],dflt:\"auto\",editType:\"plot\"},insidetextfont:u({},f,{}),outsidetextfont:u({},f,{}),automargin:{valType:\"boolean\",dflt:!1,editType:\"plot\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"plot\"},font:u({},f,{}),position:{valType:\"enumerated\",values:[\"top 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n=r(7316);e.name=\"pie\",e.plot=function(t,r,i,a){n.plotBasePlot(e.name,t,r,i,a)},e.clean=function(t,r,i,a){n.cleanBasePlot(e.name,t,r,i,a)}},45768:function(t,e,r){\"use strict\";var n=r(38248),i=r(49760),a=r(76308),o={};function s(t){return function(e,r){return!!e&&!!(e=i(e)).isValid()&&(e=a.addOpacity(e,e.getAlpha()),t[r]||(t[r]=e),e)}}function l(t,e){var r,n=JSON.stringify(t),a=e[n];if(!a){for(a=t.slice(),r=0;r<t.length;r++)a.push(i(t[r]).lighten(20).toHexString());for(r=0;r<t.length;r++)a.push(i(t[r]).darken(20).toHexString());e[n]=a}return a}t.exports={calc:function(t,e){var r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],u=e.labels,c=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(u=new Array(h),r=0;r<h;r++)u[r]=String(e.label0+r*e.dlabel);var d={},v=s(o[\"_\"+e.type+\"colormap\"]),g=0,y=!1;for(r=0;r<h;r++){var m,x,b;if(p){if(m=f[r],!n(m))continue;m=+m}else m=1;void 0!==(x=u[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 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p,d=l(\"text\"),v=l(\"texttemplate\");if(v||(p=l(\"textinfo\",i.isArrayOrTypedArray(d)?\"text+percent\":\"percent\")),l(\"hovertext\"),l(\"hovertemplate\"),v||p&&\"none\"!==p){var g=l(\"textposition\");s(t,e,n,l,g,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(g)||\"auto\"===g||\"outside\"===g)&&l(\"automargin\"),(\"inside\"===g||\"auto\"===g||Array.isArray(g))&&l(\"insidetextorientation\")}else\"none\"===p&&l(\"textposition\",\"none\");o(e,n,l);var y=l(\"hole\");if(l(\"title.text\")){var m=l(\"title.position\",y?\"middle center\":\"top center\");y||\"middle center\"!==m||(e.title.position=\"top center\"),i.coerceFont(l,\"title.font\",n.font)}l(\"sort\"),l(\"direction\"),l(\"rotation\"),l(\"pull\")}else e.visible=!1}}},53644:function(t,e,r){\"use strict\";var n=r(10624).appendArrayMultiPointValues;t.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},21552:function(t,e,r){\"use strict\";var n=r(43616),i=r(76308);t.exports=function(t,e,r,a){var o=r.marker.pattern;o&&o.shape?n.pointStyle(t,r,a,e):i.fill(t,e.color)}},69656:function(t,e,r){\"use strict\";var n=r(3400);function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}e.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},e.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},e.getFirstFilled=function(t,e){if(n.isArrayOrTypedArray(t))for(var r=0;r<e.length;r++){var i=t[e[r]];if(i||0===i||\"\"===i)return i}},e.castOption=function(t,r){return n.isArrayOrTypedArray(t)?e.getFirstFilled(t,r):t||void 0},e.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},75792:function(t,e,r){\"use strict\";t.exports={attributes:r(74996),supplyDefaults:r(74174).supplyDefaults,supplyLayoutDefaults:r(90248),layoutAttributes:r(85204),calc:r(45768).calc,crossTraceCalc:r(45768).crossTraceCalc,plot:r(37820).plot,style:r(22152),styleOne:r(10528),moduleType:\"trace\",name:\"pie\",basePlotModule:r(80036),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},85204:function(t){\"use strict\";t.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},90248:function(t,e,r){\"use strict\";var n=r(3400),i=r(85204);t.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},37820:function(t,e,r){\"use strict\";var n=r(33428),i=r(7316),a=r(93024),o=r(76308),s=r(43616),l=r(3400),u=l.strScale,c=l.strTranslate,f=r(72736),h=r(82744),p=h.recordMinTextSize,d=h.clearMinTextSize,v=r(78048).TEXTPAD,g=r(69656),y=r(53644),m=r(3400).isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,u=i.trace,c=\"funnelarea\"===u.type;\"_hasHoverLabel\"in u||(u._hasHoverLabel=!1),\"_hasHoverEvent\"in u||(u._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[u.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[g.castOption(h,t.pts)],_module:u._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),v=s+t.pxmid[1]*(1-p),m=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=g.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=g.formatPieValue(t.v,m),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=g.formatPiePercent(t.percent,m),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:u,x0:d-p*i.r,x1:d+p*i.r,y:v,_x0:c?o+t.TL[0]:d-p*i.r,_x1:c?o+t.TR[0]:d+p*i.r,_y0:c?s+t.TL[1]:v-p*i.r,_y1:c?s+t.BL[1]:v+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:g.castOption(_.bgcolor,t.pts)||t.color,borderColor:g.castOption(_.bordercolor,t.pts),fontFamily:g.castOption(w.family,t.pts),fontSize:g.castOption(w.size,t.pts),fontColor:g.castOption(w.color,t.pts),nameLength:g.castOption(_.namelength,t.pts),textAlign:g.castOption(_.align,t.pts),hovertemplate:g.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[y(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],u._hasHoverLabel=!0}u._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[y(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[u.index],o=n.select(this).datum();u._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[y(o,i)],event:n.event}),u._hasHoverEvent=!1),u._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),u._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[u.index];e._dragging||!1===r.hovermode||(e._hoverdata=[y(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=g.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=g.castOption(t._input.textfont.color,e.pts));var i=g.castOption(t.insidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.insidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),u=s.bBox(o.node(),!0);r.titleBox={width:u.width,height:u.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var 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r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=O(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,u=t.r/(void 0===(l=t.trace.aspectratio)?1:l),c=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(c+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?c*=2:-1!==a.title.position.indexOf(\"right\")&&(c+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=c/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function O(t){var e,r=t.pull;if(!r)return 0;if(l.isArrayOrTypedArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function I(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var u=s/2,c=l/2;\"funnelarea\"!==a.type||a.scalegroup||(c/=a.aspectratio),i.r=Math.min(u,c)/(1+O(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var u,c;i.aspectratio>1?c=(u=r.r)/i.aspectratio:u=(c=r.r)*i.aspectratio,l=(u*=(1+i.baseratio)/2)*c}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if((i=(r=t[n][0]).trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function D(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function z(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,u=o.split(\"+\"),c=function(t){return-1!==u.indexOf(t)},f=c(\"label\"),h=c(\"text\"),p=c(\"value\"),d=c(\"percent\"),v=n.separators;if(s=f?[e.label]:[],h){var y=g.getFirstFilled(i.text,e.pts);m(y)&&s.push(y)}p&&s.push(g.formatPieValue(e.v,v)),d&&s.push(g.formatPiePercent(e.v/r.vTotal,v)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:g.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:g.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=g.getFirstFilled(i.text,e.pts);(m(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}t.exports={plot:function(t,e){var r=t._context.staticPlot,a=t._fullLayout,h=a._size;d(\"pie\",a),_(e,t),I(e,h);var v=l.makeTraceGroups(a._pielayer,e,\"trace\").each((function(e){var d=n.select(this),v=e[0],y=v.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=g.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,u=\"px0\",c=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,u=\"px1\",c=\"px0\"}for(n=D(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[u]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=D(a,s),r.midangle=s,n=D(a,s+=l*r.v/2),r.stopangle=s,r[c]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),d.attr(\"stroke-linejoin\",\"round\"),d.each((function(){var m=n.select(this).selectAll(\"g.slice\").data(e);m.enter().append(\"g\").classed(\"slice\",!0),m.exit().remove();var _=[[[],[]],[[],[]]],T=!1;m.each((function(i,o){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=y.index,_[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var u=v.cx,c=v.cy,h=n.select(this),d=h.selectAll(\"path.surface\").data([i]);if(d.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":r?\"none\":\"all\"}),h.call(x,t,e),y.pull){var m=+g.castOption(y.pull,i.pts)||0;m>0&&(u+=m*i.pxmid[0],c+=m*i.pxmid[1])}i.cxFinal=u,i.cyFinal=c;var k=y.hole;if(i.v===v.vTotal){var A=\"M\"+(u+i.px0[0])+\",\"+(c+i.px0[1])+P(i.px0,i.pxmid,!0,1)+P(i.pxmid,i.px0,!0,1)+\"Z\";k?d.attr(\"d\",\"M\"+(u+k*i.px0[0])+\",\"+(c+k*i.px0[1])+P(i.px0,i.pxmid,!1,k)+P(i.pxmid,i.px0,!1,k)+\"Z\"+A):d.attr(\"d\",A)}else{var M=P(i.px0,i.px1,!0,1);if(k){var S=1-k;d.attr(\"d\",\"M\"+(u+k*i.px1[0])+\",\"+(c+k*i.px1[1])+P(i.px1,i.px0,!1,k)+\"l\"+S*i.px0[0]+\",\"+S*i.px0[1]+M+\"Z\")}else d.attr(\"d\",\"M\"+u+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+M+\"Z\")}z(t,i,v);var E=g.castOption(y.textposition,i.pts),C=h.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==E?[0]:[]);C.enter().append(\"g\").classed(\"slicetext\",!0),C.exit().remove(),C.each((function(){var r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===E?function(t,e,r){return{color:g.castOption(t.outsidetextfont.color,e.pts)||g.castOption(t.textfont.color,e.pts)||r.color,family:g.castOption(t.outsidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,size:g.castOption(t.outsidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size}}(y,i,a.font):b(y,i,a.font));r.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var d,m=s.bBox(r.node());if(\"outside\"===E)d=L(m,i);else if(d=w(m,i,v),\"auto\"===E&&d.scale<1){var x=l.ensureUniformFontSize(t,y.outsidetextfont);r.call(s.font,x),d=L(m=s.bBox(r.node()),i)}var _=d.textPosAngle,k=void 0===_?i.pxmid:D(v.r,_);if(d.targetX=u+k[0]*d.rCenter+(d.x||0),d.targetY=c+k[1]*d.rCenter+(d.y||0),R(d,m),d.outside){var A=d.targetY;i.yLabelMin=A-m.height/2,i.yLabelMid=A,i.yLabelMax=A+m.height/2,i.labelExtraX=0,i.labelExtraY=0,T=!0}d.fontSize=h.size,p(y.type,d,a),e[o].transform=d,l.setTransormAndDisplay(r,d)}))}function P(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*v.r+\",\"+n*v.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var k=n.select(this).selectAll(\"g.titletext\").data(y.title.text?[0]:[]);if(k.enter().append(\"g\").classed(\"titletext\",!0),k.exit().remove(),k.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=y.title.text;y._meta&&(i=l.templateString(i,y._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,y.title.font).call(f.convertToTspans,t),e=\"middle center\"===y.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(v):C(v,h),r.attr(\"transform\",c(e.x,e.y)+u(Math.min(1,e.scale))+c(e.tx,e.ty))})),T&&function(t,e){var r,n,i,a,o,s,u,c,f,h,p,d,v;function y(t,e){return t.pxmid[1]-e.pxmid[1]}function m(t,e){return e.pxmid[1]-t.pxmid[1]}function x(t,r){r||(r={});var i,c,f,p,d=r.labelExtraY+(n?r.yLabelMax:r.yLabelMin),v=n?t.yLabelMin:t.yLabelMax,y=n?t.yLabelMax:t.yLabelMin,m=t.cyFinal+o(t.px0[1],t.px1[1]),x=d-v;if(x*u>0&&(t.labelExtraY=x),l.isArrayOrTypedArray(e.pull))for(c=0;c<h.length;c++)(f=h[c])===t||(g.castOption(e.pull,t.pts)||0)>=(g.castOption(e.pull,f.pts)||0)||((t.pxmid[1]-f.pxmid[1])*u>0?(x=f.cyFinal+o(f.px0[1],f.px1[1])-v-t.labelExtraY)*u>0&&(t.labelExtraY+=x):(y+t.labelExtraY-m)*u>0&&(i=3*s*Math.abs(c-h.indexOf(t)),(p=f.cxFinal+a(f.px0[0],f.px1[0])+i-(t.cxFinal+t.pxmid[0])-t.labelExtraX)*s>0&&(t.labelExtraX+=p)))}for(n=0;n<2;n++)for(i=n?y:m,o=n?Math.max:Math.min,u=n?1:-1,r=0;r<2;r++){for(a=r?Math.max:Math.min,s=r?1:-1,(c=t[n][r]).sort(i),f=t[1-n][r],h=f.concat(c),d=[],p=0;p<c.length;p++)void 0!==c[p].yLabelMid&&d.push(c[p]);for(v=!1,p=0;n&&p<f.length;p++)if(void 0!==f[p].yLabelMid){v=f[p];break}for(p=0;p<d.length;p++){var b=p&&d[p-1];v&&!p&&(b=v),x(d[p],b)}}}(_,y),function(t,e){t.each((function(t){var r=n.select(this);if(t.labelExtraX||t.labelExtraY){var i=r.select(\"g.slicetext text\");t.transform.targetX+=t.labelExtraX,t.transform.targetY+=t.labelExtraY,l.setTransormAndDisplay(i,t.transform);var a=t.cxFinal+t.pxmid[0],s=\"M\"+a+\",\"+(t.cyFinal+t.pxmid[1]),u=(t.yLabelMax-t.yLabelMin)*(t.pxmid[0]<0?-1:1)/4;if(t.labelExtraX){var c=t.labelExtraX*t.pxmid[1]/t.pxmid[0],f=t.yLabelMid+t.labelExtraY-(t.cyFinal+t.pxmid[1]);Math.abs(c)>Math.abs(f)?s+=\"l\"+f*t.pxmid[0]/t.pxmid[1]+\",\"+f+\"H\"+(a+t.labelExtraX+u):s+=\"l\"+t.labelExtraX+\",\"+c+\"v\"+(f-c)+\"h\"+u}else s+=\"V\"+(t.yLabelMid+t.labelExtraY)+\"h\"+u;l.ensureSingle(r,\"path\",\"textline\").call(o.stroke,e.outsidetextfont.color).attr({\"stroke-width\":Math.min(2,e.outsidetextfont.size/8),d:s,fill:\"none\"})}else r.select(\"path.textline\").remove()}))}(m,y),T&&y.automargin){var A=s.bBox(d.node()),M=y.domain,S=h.w*(M.x[1]-M.x[0]),E=h.h*(M.y[1]-M.y[0]),P=(.5*S-v.r)/h.w,O=(.5*E-v.r)/h.h;i.autoMargin(t,\"pie.\"+y.uid+\".automargin\",{xl:M.x[0]-P,xr:M.x[1]+P,yb:M.y[0]-O,yt:M.y[1]+O,l:Math.max(v.cx-v.r-A.left,0),r:Math.max(A.right-(v.cx+v.r),0),b:Math.max(A.bottom-(v.cy+v.r),0),t:Math.max(v.cy-v.r-A.top,0),pad:5})}}))}));setTimeout((function(){v.selectAll(\"tspan\").each((function(){var t=n.select(this);t.attr(\"dy\")&&t.attr(\"dy\",t.attr(\"dy\"))}))}),0)},formatSliceLabel:z,transformInsideText:w,determineInsideTextFont:b,positionTitleOutside:C,prerenderTitles:_,layoutAreas:I,attachFxHandlers:x,computeTransform:R}},22152:function(t,e,r){\"use strict\";var n=r(33428),i=r(10528),a=r(82744).resizeText;t.exports=function(t){var e=t._fullLayout._pielayer.selectAll(\".trace\");a(t,e,\"pie\"),e.each((function(e){var r=e[0].trace,a=n.select(this);a.style({opacity:r.opacity}),a.selectAll(\"path.surface\").each((function(e){n.select(this).call(i,e,r,t)}))}))}},10528:function(t,e,r){\"use strict\";var n=r(76308),i=r(69656).castOption,a=r(21552);t.exports=function(t,e,r,o){var s=r.marker.line,l=i(s.color,e.pts)||n.defaultLine,u=i(s.width,e.pts)||0;t.call(a,e,r,o).style(\"stroke-width\",u).call(n.stroke,l)}},35484:function(t,e,r){\"use strict\";var n=r(52904);t.exports={x:n.x,y:n.y,xy:{valType:\"data_array\",editType:\"calc\"},indices:{valType:\"data_array\",editType:\"calc\"},xbounds:{valType:\"data_array\",editType:\"calc\"},ybounds:{valType:\"data_array\",editType:\"calc\"},text:n.text,marker:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},opacity:{valType:\"number\",min:0,max:1,dflt:1,arrayOk:!1,editType:\"calc\"},blend:{valType:\"boolean\",dflt:null,editType:\"calc\"},sizemin:{valType:\"number\",min:.1,max:2,dflt:.5,editType:\"calc\"},sizemax:{valType:\"number\",min:.1,dflt:20,editType:\"calc\"},border:{color:{valType:\"color\",arrayOk:!1,editType:\"calc\"},arearatio:{valType:\"number\",min:0,max:1,dflt:0,editType:\"calc\"},editType:\"calc\"},editType:\"calc\"},transforms:void 0}},11072:function(t,e,r){\"use strict\";var n=r(67792).gl_pointcloud2d,i=r(3400).isArrayOrTypedArray,a=r(43080),o=r(19280).findExtremes,s=r(44928);function l(t,e){this.scene=t,this.uid=e,this.type=\"pointcloud\",this.pickXData=[],this.pickYData=[],this.xData=[],this.yData=[],this.textLabels=[],this.color=\"rgb(0, 0, 0)\",this.name=\"\",this.hoverinfo=\"all\",this.idToIndex=new Int32Array(0),this.bounds=[0,0,0,0],this.pointcloudOptions={positions:new Float32Array(0),idToIndex:this.idToIndex,sizemin:.5,sizemax:12,color:[0,0,0,1],areaRatio:1,borderColor:[0,0,0,1]},this.pointcloud=n(t.glplot,this.pointcloudOptions),this.pointcloud._trace=this}var u=l.prototype;u.handlePick=function(t){var e=this.idToIndex[t.pointId];return{trace:this,dataCoord:t.dataCoord,traceCoord:this.pickXYData?[this.pickXYData[2*e],this.pickXYData[2*e+1]]:[this.pickXData[e],this.pickYData[e]],textLabel:i(this.textLabels)?this.textLabels[e]:this.textLabels,color:this.color,name:this.name,pointIndex:e,hoverinfo:this.hoverinfo}},u.update=function(t){this.index=t.index,this.textLabels=t.text,this.name=t.name,this.hoverinfo=t.hoverinfo,this.bounds=[1/0,1/0,-1/0,-1/0],this.updateFast(t),this.color=s(t,{})},u.updateFast=function(t){var e,r,n,i,s,l,u=this.xData=this.pickXData=t.x,c=this.yData=this.pickYData=t.y,f=this.pickXYData=t.xy,h=t.xbounds&&t.ybounds,p=t.indices,d=this.bounds;if(f){if(n=f,e=f.length>>>1,h)d[0]=t.xbounds[0],d[2]=t.xbounds[1],d[1]=t.ybounds[0],d[3]=t.ybounds[1];else for(l=0;l<e;l++)i=n[2*l],s=n[2*l+1],i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);if(p)r=p;else for(r=new Int32Array(e),l=0;l<e;l++)r[l]=l}else for(e=u.length,n=new Float32Array(2*e),r=new Int32Array(e),l=0;l<e;l++)i=u[l],s=c[l],r[l]=l,n[2*l]=i,n[2*l+1]=s,i<d[0]&&(d[0]=i),i>d[2]&&(d[2]=i),s<d[1]&&(d[1]=s),s>d[3]&&(d[3]=s);this.idToIndex=r,this.pointcloudOptions.idToIndex=r,this.pointcloudOptions.positions=n;var v=a(t.marker.color),g=a(t.marker.border.color),y=t.opacity*t.marker.opacity;v[3]*=y,this.pointcloudOptions.color=v;var m=t.marker.blend;null===m&&(m=u.length<100||c.length<100),this.pointcloudOptions.blend=m,g[3]*=y,this.pointcloudOptions.borderColor=g;var x=t.marker.sizemin,b=Math.max(t.marker.sizemax,t.marker.sizemin);this.pointcloudOptions.sizeMin=x,this.pointcloudOptions.sizeMax=b,this.pointcloudOptions.areaRatio=t.marker.border.arearatio,this.pointcloud.update(this.pointcloudOptions);var _=this.scene.xaxis,w=this.scene.yaxis,T=b/2||.5;t._extremes[_._id]=o(_,[d[0],d[2]],{ppad:T}),t._extremes[w._id]=o(w,[d[1],d[3]],{ppad:T})},u.dispose=function(){this.pointcloud.dispose()},t.exports=function(t,e){var r=new l(t,e.uid);return 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e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:a,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:c.tinyRGB(n),tinyColorAlpha:n.getAlpha(),tinyColorHoverHue:c.tinyRGB(i),tinyColorHoverAlpha:i.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,linkArrowLength:t.linkArrowLength,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){var e=t.linkArrowLength;if(t.link.circular)return function(t,e){var r=t.width/2,n=t.circularPathData;return\"top\"===t.circularLinkType?\"M \"+(n.targetX-e)+\" \"+(n.targetY+r)+\" L\"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r-e)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r-e)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 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\"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+(n.rightInnerExtent-e)+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r-e)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r-e)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+(n.rightInnerExtent-e)+\" \"+(n.targetY+r)+\"L\"+(n.targetX-e)+\" \"+(n.targetY+r)+(e>0?\"L\"+n.targetX+\" \"+n.targetY:\"\")+\"Z\"}(t.link,e);var r=Math.abs((t.link.target.x0-t.link.source.x1)/2);e>r&&(e=r);var n=t.link.source.x1,a=t.link.target.x0-e,o=i(n,a),s=o(.5),l=o(.5),u=t.link.y0-t.link.width/2,c=t.link.y0+t.link.width/2,f=t.link.y1-t.link.width/2,h=t.link.y1+t.link.width/2,p=\"M\"+n+\",\"+u,d=\"C\"+s+\",\"+u+\" \"+l+\",\"+f+\" \"+a+\",\"+f,v=\"C\"+l+\",\"+h+\" \"+s+\",\"+c+\" \"+n+\",\"+c,g=e>0?\"L\"+(a+e)+\",\"+(f+t.link.width/2):\"\";return p+d+(g+=\"L\"+a+\",\"+h)+v+\"Z\"}}function S(t,e){var r=u(e.color),n=l.nodePadAcross,i=t.nodePad/2;e.dx=e.x1-e.x0,e.dy=e.y1-e.y0;var a=e.dx,o=Math.max(.5,e.dy),s=\"node_\"+e.pointNumber;return e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:c.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function C(t,e){t.call(L),e.attr(\"d\",M())}function P(t){t.attr(\"width\",(function(t){return t.node.x1-t.node.x0})).attr(\"height\",(function(t){return t.visibleHeight}))}function O(t){return t.link.width>1||t.linkLineWidth>0}function I(t){return p(t.translateX,t.translateY)+(t.horizontal?\"matrix(1 0 0 1 0 0)\":\"matrix(0 1 1 0 0 0)\")}function D(t,e,r){t.on(\".basic\",null).on(\"mouseover.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.hover(this,t,e),t.interactionState.hovered=[this,t])})).on(\"mousemove.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.follow(this,t),t.interactionState.hovered=[this,t])})).on(\"mouseout.basic\",(function(t){t.interactionState.dragInProgress||t.partOfGroup||(r.unhover(this,t,e),t.interactionState.hovered=!1)})).on(\"click.basic\",(function(t){t.interactionState.hovered&&(r.unhover(this,t,e),t.interactionState.hovered=!1),t.interactionState.dragInProgress||t.partOfGroup||r.select(this,t,e)}))}function z(t,e,r,i){var o=a.behavior.drag().origin((function(t){return{x:t.node.x0+t.visibleWidth/2,y:t.node.y0+t.visibleHeight/2}})).on(\"dragstart\",(function(a){if(\"fixed\"!==a.arrangement&&(h.ensureSingle(i._fullLayout._infolayer,\"g\",\"dragcover\",(function(t){i._fullLayout._dragCover=t})),h.raiseToTop(this),a.interactionState.dragInProgress=a.node,F(a.node),a.interactionState.hovered&&(r.nodeEvents.unhover.apply(0,a.interactionState.hovered),a.interactionState.hovered=!1),\"snap\"===a.arrangement)){var o=a.traceId+\"|\"+a.key;a.forceLayouts[o]?a.forceLayouts[o].alpha(1):function(t,e,r,i){!function(t){for(var e=0;e<t.length;e++)t[e].y=(t[e].y0+t[e].y1)/2,t[e].x=(t[e].x0+t[e].x1)/2}(r.graph.nodes);var a=r.graph.nodes.filter((function(t){return t.originalX===r.node.originalX})).filter((function(t){return!t.partOfGroup}));r.forceLayouts[e]=n.forceSimulation(a).alphaDecay(0).force(\"collide\",n.forceCollide().radius((function(t){return t.dy/2+r.nodePad/2})).strength(1).iterations(l.forceIterations)).force(\"constrain\",function(t,e,r,n){return function(){for(var t=0,i=0;i<r.length;i++){var a=r[i];a===n.interactionState.dragInProgress?(a.x=a.lastDraggedX,a.y=a.lastDraggedY):(a.vx=(a.originalX-a.x)/l.forceTicksPerFrame,a.y=Math.min(n.size-a.dy/2,Math.max(a.dy/2,a.y))),t=Math.max(t,Math.abs(a.vx),Math.abs(a.vy))}!n.interactionState.dragInProgress&&t<.1&&n.forceLayouts[e].alpha()>0&&n.forceLayouts[e].alpha(0)}}(0,e,a,r)).stop()}(0,o,a),function(t,e,r,n,i){window.requestAnimationFrame((function a(){var o;for(o=0;o<l.forceTicksPerFrame;o++)r.forceLayouts[n].tick();if(function(t){for(var e=0;e<t.length;e++)t[e].y0=t[e].y-t[e].dy/2,t[e].y1=t[e].y0+t[e].dy,t[e].x0=t[e].x-t[e].dx/2,t[e].x1=t[e].x0+t[e].dx}(r.graph.nodes),r.sankey.update(r.graph),C(t.filter(B(r)),e),r.forceLayouts[n].alpha()>0)window.requestAnimationFrame(a);else{var 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a=(t.graph.nodes[i].x0+t.graph.nodes[i].x1)/2,o=(t.graph.nodes[i].y0+t.graph.nodes[i].y1)/2;r.push(a/t.figure.width),n.push(o/t.figure.height)}b.call(\"_guiRestyle\",e,{\"node.x\":[r],\"node.y\":[n]},t.trace.index).then((function(){e._fullLayout._dragCover&&e._fullLayout._dragCover.remove()}))}function F(t){t.lastDraggedX=t.x0+t.dx/2,t.lastDraggedY=t.y0+t.dy/2}function B(t){return function(e){return e.node.originalX===t.node.originalX}}t.exports=function(t,e,r,n,i){var o=t._context.staticPlot,s=!1;h.ensureSingle(t._fullLayout._infolayer,\"g\",\"first-render\",(function(){s=!0}));var v=t._fullLayout._dragCover,b=r.filter((function(t){return m(t).trace.visible})).map(k.bind(null,n)),_=e.selectAll(\".\"+l.cn.sankey).data(b,g);_.exit().remove(),_.enter().append(\"g\").classed(l.cn.sankey,!0).style(\"box-sizing\",\"content-box\").style(\"position\",\"absolute\").style(\"left\",0).style(\"shape-rendering\",\"geometricPrecision\").style(\"pointer-events\",o?\"none\":\"auto\").attr(\"transform\",I),_.each((function(e,r){t._fullData[r]._sankey=e;var n=\"bgsankey-\"+e.trace.uid+\"-\"+r;h.ensureSingle(t._fullLayout._draggers,\"rect\",n),t._fullData[r]._bgRect=a.select(\".\"+n),t._fullData[r]._bgRect.style(\"pointer-events\",o?\"none\":\"all\").attr(\"width\",e.width).attr(\"height\",e.height).attr(\"x\",e.translateX).attr(\"y\",e.translateY).classed(\"bgsankey\",!0).style({fill:\"transparent\",\"stroke-width\":0})})),_.transition().ease(l.ease).duration(l.duration).attr(\"transform\",I);var L=_.selectAll(\".\"+l.cn.sankeyLinks).data(y,g);L.enter().append(\"g\").classed(l.cn.sankeyLinks,!0).style(\"fill\",\"none\");var C=L.selectAll(\".\"+l.cn.sankeyLink).data((function(t){return t.graph.links.filter((function(t){return t.value})).map(A.bind(null,t))}),g);C.enter().append(\"path\").classed(l.cn.sankeyLink,!0).call(D,_,i.linkEvents),C.style(\"stroke\",(function(t){return O(t)?c.tinyRGB(u(t.linkLineColor)):t.tinyColorHue})).style(\"stroke-opacity\",(function(t){return O(t)?c.opacity(t.linkLineColor):t.tinyColorAlpha})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})).style(\"stroke-width\",(function(t){return O(t)?t.linkLineWidth:1})).attr(\"d\",M()),C.style(\"opacity\",(function(){return t._context.staticPlot||s||v?1:0})).transition().ease(l.ease).duration(l.duration).style(\"opacity\",1),C.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var R=_.selectAll(\".\"+l.cn.sankeyNodeSet).data(y,g);R.enter().append(\"g\").classed(l.cn.sankeyNodeSet,!0),R.style(\"cursor\",(function(t){switch(t.arrangement){case\"fixed\":return\"default\";case\"perpendicular\":return\"ns-resize\";default:return\"move\"}}));var F=R.selectAll(\".\"+l.cn.sankeyNode).data((function(t){var e=t.graph.nodes;return function(t){var e,r=[];for(e=0;e<t.length;e++)t[e].originalX=(t[e].x0+t[e].x1)/2,t[e].originalY=(t[e].y0+t[e].y1)/2,-1===r.indexOf(t[e].originalX)&&r.push(t[e].originalX);for(r.sort((function(t,e){return t-e})),e=0;e<t.length;e++)t[e].originalLayerIndex=r.indexOf(t[e].originalX),t[e].originalLayer=t[e].originalLayerIndex/(r.length-1)}(e),e.map(S.bind(null,t))}),g);F.enter().append(\"g\").classed(l.cn.sankeyNode,!0).call(E).style(\"opacity\",(function(e){return!t._context.staticPlot&&!s||e.partOfGroup?0:1})),F.call(D,_,i.nodeEvents).call(z,C,i,t),F.transition().ease(l.ease).duration(l.duration).call(E).style(\"opacity\",(function(t){return t.partOfGroup?0:1})),F.exit().transition().ease(l.ease).duration(l.duration).style(\"opacity\",0).remove();var B=F.selectAll(\".\"+l.cn.nodeRect).data(y);B.enter().append(\"rect\").classed(l.cn.nodeRect,!0).call(P),B.style(\"stroke-width\",(function(t){return t.nodeLineWidth})).style(\"stroke\",(function(t){return c.tinyRGB(u(t.nodeLineColor))})).style(\"stroke-opacity\",(function(t){return c.opacity(t.nodeLineColor)})).style(\"fill\",(function(t){return t.tinyColorHue})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),B.transition().ease(l.ease).duration(l.duration).call(P);var N=F.selectAll(\".\"+l.cn.nodeLabel).data(y);N.enter().append(\"text\").classed(l.cn.nodeLabel,!0).style(\"cursor\",\"default\"),N.attr(\"data-notex\",1).text((function(t){return t.node.label})).each((function(e){var r=a.select(this);f.font(r,e.textFont),x.convertToTspans(r,t)})).style(\"text-shadow\",x.makeTextShadow(t._fullLayout.paper_bgcolor)).attr(\"text-anchor\",(function(t){return 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n=r(94288).hasColorscale,i=r(47128),a=r(43028);t.exports=function(t,e){a.hasLines(e)&&n(e,\"line\")&&i(t,e,{vals:e.line.color,containerStr:\"line\",cLetter:\"c\"}),a.hasMarkers(e)&&(n(e,\"marker\")&&i(t,e,{vals:e.marker.color,containerStr:\"marker\",cLetter:\"c\"}),n(e,\"marker.line\")&&i(t,e,{vals:e.marker.line.color,containerStr:\"marker.line\",cLetter:\"c\"}))}},88200:function(t){\"use strict\";t.exports={PTS_LINESONLY:20,minTolerance:.2,toleranceGrowth:10,maxScreensAway:20,eventDataKeys:[]}},96664:function(t,e,r){\"use strict\";var n=r(16356),i=r(96376).setGroupPositions;function a(t,e,r,n,i,a,o){i[n]=!0;var s={i:null,gap:!0,s:0};if(s[o]=r,t.splice(e,0,s),e&&r===t[e-1][o]){var l=t[e-1];s.s=l.s,s.i=l.i,s.gap=l.gap}else a&&(s.s=function(t,e,r,n){var i=t[e-1],a=t[e+1];return a?i?i.s+(a.s-i.s)*(r-i[n])/(a[n]-i[n]):a.s:i.s}(t,e,r,o));e||(t[0].t=t[1].t,t[0].trace=t[1].trace,delete t[1].t,delete 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n=r(21776).Ks,i=r(21776).Gw,a=r(98304),o=r(52904),s=r(45464),l=r(49084),u=r(98192).u,c=r(92880).extendFlat,f=r(67824).overrideAll,h=o.marker,p=o.line,d=h.line;t.exports=f({lon:{valType:\"data_array\"},lat:{valType:\"data_array\"},locations:{valType:\"data_array\"},locationmode:{valType:\"enumerated\",values:[\"ISO-3\",\"USA-states\",\"country 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if(\"vh\"===e.line.shape){for(n=[],i=0;i<o-1;i++)isNaN(r[2*i])||isNaN(r[2*i+1])?n.push(NaN,NaN,NaN,NaN):(n.push(r[2*i],r[2*i+1]),isNaN(r[2*i+2])||isNaN(r[2*i+3])?n.push(NaN,NaN):n.push(r[2*i],r[2*i+3]));n.push(r[a-2],r[a-1])}else n=r;var u=!1;for(i=0;i<n.length;i++)if(isNaN(n[i])){u=!0;break}var c=u||n.length>v.TOO_MANY_POINTS||h.hasMarkers(e)?\"rect\":\"round\";if(u&&e.connectgaps){var f=n[0],p=n[1];for(i=0;i<n.length;i+=2)isNaN(n[i])||isNaN(n[i+1])?(n[i]=f,n[i+1]=p):(f=n[i],p=n[i+1])}return{join:c,positions:n}},errorBarPositions:function(t,e,r,i,a){var s=o.getComponentMethod(\"errorbars\",\"makeComputeError\"),l=c.getFromId(t,e.xaxis,\"x\"),u=c.getFromId(t,e.yaxis,\"y\"),f=r.length/2,h={};function p(t,i){var a=i._id.charAt(0),o=e[\"error_\"+a];if(o&&o.visible&&(\"linear\"===i.type||\"log\"===i.type)){for(var l=s(o),u={x:0,y:1}[a],c={x:[0,1,2,3],y:[2,3,0,1]}[a],p=new Float64Array(4*f),d=1/0,v=-1/0,g=0,y=0;g<f;g++,y+=4){var m=t[g];if(n(m)){var x=r[2*g+u],b=l(m,g),_=b[0],w=b[1];if(n(_)&&n(w)){var T=m-_,k=m+w;p[y+c[0]]=x-i.c2l(T),p[y+c[1]]=i.c2l(k)-x,p[y+c[2]]=0,p[y+c[3]]=0,d=Math.min(d,m-_),v=Math.max(v,m+w)}}}h[a]={positions:r,errors:p,_bnds:[d,v]}}}return p(i,l),p(a,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(h.hasMarkers(e)){var s=r.font,u=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var f=n.sizes?n.sizes[i]:n.size,p=l(s)?s[i].size:s.size,d=l(u)?u.length>1?u[i]:u[0]:u,v=l(c)?c.length>1?c[i]:c[0]:c,g=y[d],m=y[v],x=f?f/.8+1:0,b=-m*x-.5*m;o.offset[i]=[g*x/p,b/p]}}return o}}},80220:function(t,e,r){\"use strict\";var n=r(3400),i=r(24040),a=r(80088),o=r(2876),s=r(88200),l=r(43028),u=r(43980),c=r(31147),f=r(74428),h=r(66828),p=r(70840),d=r(124);t.exports=function(t,e,r,v){function g(r,i){return n.coerce(t,e,o,r,i)}var y=!!t.marker&&a.isOpenSymbol(t.marker.symbol),m=l.isBubble(t),x=u(t,e,v,g);if(x){c(t,e,v,g),g(\"xhoverformat\"),g(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";g(\"text\"),g(\"hovertext\"),g(\"hovertemplate\"),g(\"mode\",b),l.hasMarkers(e)&&(f(t,e,r,v,g,{noAngleRef:!0,noStandOff:!0}),g(\"marker.line.width\",y||m?1:0)),l.hasLines(e)&&(g(\"connectgaps\"),h(t,e,r,v,g),g(\"line.shape\")),l.hasText(e)&&(g(\"texttemplate\"),d(t,e,v,g));var _=(e.line||{}).color,w=(e.marker||{}).color;g(\"fill\"),\"none\"!==e.fill&&p(t,e,r,g);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,g)}else e.visible=!1}},26768:function(t,e,r){\"use strict\";var n=r(3400),i=r(76308),a=r(13448).DESELECTDIM;t.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,u=l._scene,c=l.index,f=u.selectBatch[c],h=u.unselectBatch[c],p=u.textOptions[c],d=u.textSelectedOptions[c]||{},v=u.textUnselectedOptions[c]||{},g=n.extendFlat({},p);if(f.length||h.length){var y=d.color,m=v.color,x=p.color,b=n.isArrayOrTypedArray(x);for(g.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],g.color[r]=y||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;g.color[r]=m||(y?_:i.addOpacity(_,a))}}u.glText[c].update(g)}}},99396:function(t,e,r){\"use strict\";var n=r(76688);t.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},80088:function(t,e,r){\"use strict\";var n=r(67072);e.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},e.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},41272:function(t,e,r){\"use strict\";var n=r(24040),i=r(3400),a=r(44928);function o(t,e,r,o){var s=t.xa,l=t.ya,u=t.distance,c=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=i.isArrayOrTypedArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.ma=i.isArrayOrTypedArray(d.angle)?d.angle[f]:d.angle,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var v=d&&d.line;v&&(h.mlc=Array.isArray(v.color)?v.color[f]:v.color,h.mlw=i.isArrayOrTypedArray(v.width)?v.width[f]:v.width);var g=d&&d.gradient;g&&\"none\"!==g.type&&(h.mgt=Array.isArray(g.type)?g.type[f]:g.type,h.mgc=Array.isArray(g.color)?g.color[f]:g.color);var y=s.c2p(h.x,!0),m=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:y-x,x1:y+x,xLabelVal:k?k[f]:h.x,y0:m-x,y1:m+x,yLabelVal:A?A[f]:h.y,cd:T,distance:u,spikeDistance:c,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}t.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,u,c,f,h,p,d,v=t.cd,g=v[0].t,y=v[0].trace,m=t.xa,x=t.ya,b=g.x,_=g.y,w=m.c2p(e),T=x.c2p(r),k=t.distance;if(g.tree){var A=m.p2c(w-k),M=m.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?g.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):g.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=g.ids;var L=k;if(\"x\"===n){var C=!!y.xperiodalignment,P=!!y.yperiodalignment;for(c=0;c<i.length;c++){if(l=b[a=i[c]],f=Math.abs(m.c2p(l)-w),C){var O=m.c2p(y._xStarts[a]),I=m.c2p(y._xEnds[a]);f=w>=Math.min(O,I)&&w<=Math.max(O,I)?0:1/0}if(f<L){if(L=f,u=_[a],h=x.c2p(u)-T,P){var D=x.c2p(y._yStarts[a]),z=x.c2p(y._yEnds[a]);h=T>=Math.min(D,z)&&T<=Math.max(D,z)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[c]}}}else for(c=i.length-1;c>-1;c--)l=b[a=i[c]],u=_[a],f=m.c2p(l)-w,h=x.c2p(u)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 0===s?[t]:[o(t,b,_,y)]},calcHover:o}},38983:function(t,e,r){\"use strict\";var n=r(64628);n.plot=r(89876),t.exports=n},89876:function(t,e,r){\"use strict\";var n=r(38540),i=r(13472),a=r(24544),o=r(23352),s=r(3400),l=r(72760).selectMode,u=r(5048),c=r(43028),f=r(14328),h=r(26768).styleTextSelection,p={};function d(t,e,r,n){var i=t._size,a=t.width*n,o=t.height*n,s=i.l*n,l=i.b*n,u=i.r*n,c=i.t*n,f=i.w*n,h=i.h*n;return[s+e.domain[0]*f,l+r.domain[0]*h,a-u-(1-e.domain[1])*f,o-c-(1-r.domain[1])*h]}(t.exports=function(t,e,r){if(r.length){var v,g,y=t._fullLayout,m=e._scene,x=e.xaxis,b=e.yaxis;if(m)if(u(t,[\"ANGLE_instanced_arrays\",\"OES_element_index_uint\"],p)){var _=m.count,w=y._glcanvas.data()[0].regl;if(f(t,e,r),m.dirty){if(!m.line2d&&!m.error2d||m.scatter2d||m.fill2d||m.glText||w.clear({}),!0===m.error2d&&(m.error2d=a(w)),!0===m.line2d&&(m.line2d=i(w)),!0===m.scatter2d&&(m.scatter2d=n(w)),!0===m.fill2d&&(m.fill2d=i(w)),!0===m.glText)for(m.glText=new Array(_),v=0;v<_;v++)m.glText[v]=new o(w);if(m.glText){if(_>m.glText.length){var T=_-m.glText.length;for(v=0;v<T;v++)m.glText.push(new o(w))}else if(_<m.glText.length){var k=m.glText.length-_;m.glText.splice(_,k).forEach((function(t){t.destroy()}))}for(v=0;v<_;v++)m.glText[v].update(m.textOptions[v])}if(m.line2d&&(m.line2d.update(m.lineOptions),m.lineOptions=m.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),m.line2d.update(m.lineOptions)),m.error2d){var A=(m.errorXOptions||[]).concat(m.errorYOptions||[]);m.error2d.update(A)}m.scatter2d&&m.scatter2d.update(m.markerOptions),m.fillOrder=s.repeat(null,_),m.fill2d&&(m.fillOptions=m.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,u=m.lineOptions[e],c=[];s._ownfill&&c.push(e),s._nexttrace&&c.push(e+1),c.length&&(m.fillOrder[e]=c);var f,h,p=[],d=u&&u.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else if(\"toself\"===s.fill||\"tonext\"===s.fill){for(p=[],i=0,t.splitNull=!0,a=0;a<d.length;a+=2)(isNaN(d[a])||isNaN(d[a+1]))&&((p=p.concat(d.slice(i,a))).push(d[i],d[i+1]),p.push(null,null),i=a+2);p=p.concat(d.slice(i)),i&&p.push(d[i],d[i+1])}else{var v=s._nexttrace;if(v){var g=m.lineOptions[e+1];if(g){var y=g.positions;if(\"tonexty\"===s.fill){for(p=d.slice(),e=Math.floor(y.length/2);e--;){var x=y[2*e],b=y[2*e+1];isNaN(x)||isNaN(b)||p.push(x,b)}t.fill=v.fillcolor}}}}if(s._prevtrace&&\"tonext\"===s._prevtrace.fill){var _=m.lineOptions[e-1].positions,w=p.length/2,T=[i=w];for(a=0;a<_.length;a+=2)(isNaN(_[a])||isNaN(_[a+1]))&&(T.push(a/2+w+1),i=a+2);p=p.concat(_),t.hole=T}return t.fillmode=s.fill,t.opacity=s.opacity,t.positions=p,t}})),m.fill2d.update(m.fillOptions))}var M=y.dragmode,S=l(M),E=y.clickmode.indexOf(\"select\")>-1;for(v=0;v<_;v++){var L=r[v][0],C=L.trace,P=L.t,O=P.index,I=C._length,D=P.x,z=P.y;if(C.selectedpoints||S||E){if(S||(S=!0),C.selectedpoints){var R=m.selectBatch[O]=s.selIndices2selPoints(C),F={};for(g=0;g<R.length;g++)F[R[g]]=1;var B=[];for(g=0;g<I;g++)F[g]||B.push(g);m.unselectBatch[O]=B}var N=P.xpx=new Array(I),j=P.ypx=new Array(I);for(g=0;g<I;g++)N[g]=x.c2p(D[g]),j[g]=b.c2p(z[g])}else P.xpx=P.ypx=null}if(S){if(m.select2d||(m.select2d=n(y._glcanvas.data()[1].regl)),m.scatter2d){var U=new Array(_);for(v=0;v<_;v++)U[v]=m.selectBatch[v].length||m.unselectBatch[v].length?m.markerUnselectedOptions[v]:{};m.scatter2d.update(U)}m.select2d&&(m.select2d.update(m.markerOptions),m.select2d.update(m.markerSelectedOptions)),m.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};c.hasText(e)&&h(t)}))}else m.scatter2d&&m.scatter2d.update(m.markerOptions);var V={viewport:d(y,x,b,t._context.plotGlPixelRatio),range:[(x._rl||x.range)[0],(b._rl||b.range)[0],(x._rl||x.range)[1],(b._rl||b.range)[1]]},q=s.repeat(V,m.count);m.fill2d&&m.fill2d.update(q),m.line2d&&m.line2d.update(q),m.error2d&&m.error2d.update(q.concat(q)),m.scatter2d&&m.scatter2d.update(q),m.select2d&&m.select2d.update(q),m.glText&&m.glText.forEach((function(t){t.update(V)}))}else m.init()}}).reglPrecompiled=p},74588:function(t,e,r){\"use strict\";var n=r(3400);t.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var i=0;i<r.count;i++)r.glText[i].update(t)},r.draw=function(){for(var t=r.count,e=r.fill2d,i=r.error2d,a=r.line2d,o=r.scatter2d,s=r.glText,l=r.select2d,u=r.selectBatch,c=r.unselectBatch,f=0;f<t;f++){if(e&&r.fillOrder[f]&&e.draw(r.fillOrder[f]),a&&r.lineOptions[f]&&a.draw(f),i&&(r.errorXOptions[f]&&i.draw(f),r.errorYOptions[f]&&i.draw(f+t)),o&&r.markerOptions[f])if(c[f].length){var h=n.repeat([],r.count);h[f]=c[f],o.draw(h)}else 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n=r(3400),i=n.pushUnique,a=r(43028),o=r(50328);t.exports=function(t,e){var r=t.cd,s=r[0].trace,l=r[0].t,u=t.scene,c=u.matrixOptions.cdata,f=t.xaxis,h=t.yaxis,p=[];if(!u)return p;var d=!a.hasMarkers(s)&&!a.hasText(s);if(!0!==s.visible||d)return p;var v=o.getDimIndex(s,f),g=o.getDimIndex(s,h);if(!1===v||!1===g)return p;var y=l.xpx[v],m=l.ypx[g],x=c[v],b=c[g],_=(t.scene.selectBatch||[]).slice(),w=[];if(!1!==e&&!e.degenerate)for(var T=0;T<x.length;T++)e.contains([y[T],m[T]],null,T,t)?(p.push({pointNumber:T,x:x[T],y:b[T]}),i(_,T)):-1!==_.indexOf(T)?i(_,T):w.push(T);var k=u.matrixOptions;return _.length||w.length?u.selectBatch.length||u.unselectBatch.length||u.matrix.update(u.unselectedOptions,n.extendFlat({},k,u.selectedOptions,u.viewOpts)):u.matrix.update(k,null),u.selectBatch=_,u.unselectBatch=w,p}},90167:function(t,e,r){\"use strict\";var n=r(49084),i=r(29736).axisHoverFormat,a=r(21776).Ks,o=r(52948),s=r(45464),l=r(92880).extendFlat,u={x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},u:{valType:\"data_array\",editType:\"calc\"},v:{valType:\"data_array\",editType:\"calc\"},w:{valType:\"data_array\",editType:\"calc\"},starts:{x:{valType:\"data_array\",editType:\"calc\"},y:{valType:\"data_array\",editType:\"calc\"},z:{valType:\"data_array\",editType:\"calc\"},editType:\"calc\"},maxdisplayed:{valType:\"integer\",min:0,dflt:1e3,editType:\"calc\"},sizeref:{valType:\"number\",editType:\"calc\",min:0,dflt:1},text:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",editType:\"calc\"},hovertemplate:a({editType:\"calc\"},{keys:[\"tubex\",\"tubey\",\"tubez\",\"tubeu\",\"tubev\",\"tubew\",\"norm\",\"divergence\"]}),uhoverformat:i(\"u\",1),vhoverformat:i(\"v\",1),whoverformat:i(\"w\",1),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),showlegend:l({},s.showlegend,{dflt:!1})};l(u,n(\"\",{colorAttr:\"u/v/w 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L=function(){m=0,M=[],S=[],E=[]};(!m||m<M.length*S.length*E.length)&&L();var C=function(t){return\"x\"===t?v:\"y\"===t?g:y},P=function(t){return\"x\"===t?M:\"y\"===t?S:E},O=function(t){return t[m-1]<t[0]?-1:1},I=C(A[1]),D=C(A[3]),z=C(A[5]),R=P(A[1]).length,F=P(A[3]).length,B=P(A[5]).length,N=!1,j=function(t,e,r){return R*(F*t+e)+r},U=O(C(A[1])),V=O(C(A[3])),q=O(C(A[5]));for(e=0;e<B-1;e++){for(r=0;r<F-1;r++){for(i=0;i<R-1;i++){var H=j(e,r,i),G=j(e,r,i+1),W=j(e,r+1,i),Y=j(e+1,r,i);if(I[H]*U<I[G]*U&&D[H]*V<D[W]*V&&z[H]*q<z[Y]*q||(N=!0),N)break}if(N)break}if(N)break}return N&&(n.warn(\"Encountered arbitrary coordinates! 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y=n[c];r.xMax=Math.max(r.xMax,y),r.xMin=Math.min(r.xMin,y);var m=o[c];r.yMax=Math.max(r.yMax,m),r.yMin=Math.min(r.yMin,m);var x=l[c];r.zMax=Math.max(r.zMax,x),r.zMin=Math.min(r.zMin,x)}e._slen=u,e._normMax=f,e._xbnds=[r.xMin,r.xMax],e._ybnds=[r.yMin,r.yMax],e._zbnds=[r.zMin,r.zMax]},filter:s,processGrid:a}},25668:function(t,e,r){\"use strict\";var n=r(67792).gl_streamtube3d,i=n.createTubeMesh,a=r(3400),o=r(33040).parseColorScale,s=r(8932).extractOpts,l=r(52094),u={xaxis:0,yaxis:1,zaxis:2};function c(t,e){this.scene=t,this.uid=e,this.mesh=null,this.data=null}var f=c.prototype;function h(t){var e=t.length;return e>2?t.slice(1,e-1):2===e?[(t[0]+t[1])/2]:t}function p(t){var e=t.length;return 1===e?[.5,.5]:[t[1]-t[0],t[e-1]-t[e-2]]}function d(t,e){var r=t.fullSceneLayout,i=t.dataScale,c=e._len,f={};function d(t,e){var n=r[e],o=i[u[e]];return a.simpleMap(t,(function(t){return 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O.lightPosition=[D.x,D.y,D.z],O.ambient=e.lighting.ambient,O.diffuse=e.lighting.diffuse,O.specular=e.lighting.specular,O.roughness=e.lighting.roughness,O.fresnel=e.lighting.fresnel,O.opacity=e.opacity,e._pad=O.tubeScale*e.sizeref*2,O}f.handlePick=function(t){var e=this.scene.fullSceneLayout,r=this.scene.dataScale;function n(t,n){var i=e[n],a=r[u[n]];return i.l2c(t)/a}if(t.object===this.mesh){var i=t.data.position,a=t.data.velocity;return t.traceCoordinate=[n(i[0],\"xaxis\"),n(i[1],\"yaxis\"),n(i[2],\"zaxis\"),n(a[0],\"xaxis\"),n(a[1],\"yaxis\"),n(a[2],\"zaxis\"),t.data.intensity*this.data._normMax,t.data.divergence],t.textLabel=this.data.hovertext||this.data.text,!0}},f.update=function(t){this.data=t;var e=d(this.scene,t);this.mesh.update(e)},f.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},t.exports=function(t,e){var r=t.glplot.gl,n=d(t,e),a=i(r,n),o=new c(t,e.uid);return o.mesh=a,o.data=e,a._trace=o,t.glplot.add(a),o}},54304:function(t,e,r){\"use 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n=r(45464),i=r(21776).Ks,a=r(21776).Gw,o=r(49084),s=r(86968).u,l=r(74996),u=r(27328),c=r(92880).extendFlat,f=r(98192).c;t.exports={labels:{valType:\"data_array\",editType:\"calc\"},parents:{valType:\"data_array\",editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},branchvalues:{valType:\"enumerated\",values:[\"remainder\",\"total\"],dflt:\"remainder\",editType:\"calc\"},count:{valType:\"flaglist\",flags:[\"branches\",\"leaves\"],dflt:\"leaves\",editType:\"calc\"},level:{valType:\"any\",editType:\"plot\",anim:!0},maxdepth:{valType:\"integer\",editType:\"plot\",dflt:-1},marker:c({colors:{valType:\"data_array\",editType:\"calc\"},line:{color:c({},l.marker.line.color,{dflt:null}),width:c({},l.marker.line.width,{dflt:1}),editType:\"calc\"},pattern:f,editType:\"calc\"},o(\"marker\",{colorAttr:\"colors\",anim:!1})),leaf:{opacity:{valType:\"number\",editType:\"style\",min:0,max:1},editType:\"plot\"},text:l.text,textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"current 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n=r(7316);e.name=\"sunburst\",e.plot=function(t,r,i,a){n.plotBasePlot(e.name,t,r,i,a)},e.clean=function(t,r,i,a){n.cleanBasePlot(e.name,t,r,i,a)}},3776:function(t,e,r){\"use strict\";var n=r(74148),i=r(38248),a=r(3400),o=r(8932).makeColorScaleFuncFromTrace,s=r(45768).makePullColorFn,l=r(45768).generateExtendedColors,u=r(8932).calc,c=r(39032).ALMOST_EQUAL,f={},h={},p={};function d(t,e,r){var n=0,i=t.children;if(i){for(var a=i.length,o=0;o<a;o++)n+=d(i[o],e,r);r.branches&&n++}else r.leaves&&n++;return t.value=t.data.data.value=n,e._values||(e._values=[]),e._values[t.data.data.i]=n,n}e.calc=function(t,e){var r,l,f,h,p,v,g=t._fullLayout,y=e.ids,m=a.isArrayOrTypedArray(y),x=e.labels,b=e.parents,_=e.values,w=a.isArrayOrTypedArray(_),T=[],k={},A={},M=function(t){return t||\"number\"==typeof t},S=function(t){return!w||i(_[t])&&_[t]>=0};m?(r=Math.min(y.length,b.length),l=function(t){return M(y[t])&&S(t)},f=function(t){return String(y[t])}):(r=Math.min(x.length,b.length),l=function(t){return 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if(e={rpx1:t.rpx1,transform:{textPosAngle:n.textPosAngle,scale:0,rotate:n.rotate,rCenter:n.rCenter,x:n.x,y:n.y}},R)if(t.parent)if(Z){var i=t.x1>Z?2*Math.PI:0;e.x0=e.x1=i}else s.extendFlat(e,$(t));else e.x0=e.x1=V;else e.x0=e.x1=V;var o=a(e.transform.textPosAngle,t.transform.textPosAngle),l=a(e.rpx1,t.rpx1),u=a(e.x0,t.x0),f=a(e.x1,t.x1),h=a(e.transform.scale,n.scale),p=a(e.transform.rotate,n.rotate),d=0===n.rCenter?3:0===e.transform.rCenter?1/3:1,v=a(e.transform.rCenter,n.rCenter);return function(t){var e=l(t),r=u(t),i=f(t),a=function(t){return v(Math.pow(t,d))}(t),s={pxmid:G(e,(r+i)/2),rpx1:e,transform:{textPosAngle:o(t),rCenter:a,x:n.x,y:n.y}};return c(A.type,n,y),{transform:{targetX:Y(s),targetY:X(s),scale:h(t),rotate:p(t),rCenter:a}}}}(t);return function(t){return E(e(t),M)}})):w.attr(\"transform\",E(i,M))}))}function w(t){return e=t.rpx1,r=t.transform.textPosAngle,[e*Math.sin(r),-e*Math.cos(r)];var e,r}e.plot=function(t,e,r,i){var a,o,s=t._fullLayout,l=s._sunburstlayer,u=!r,c=!s.uniformtext.mode&&b.hasTransition(r);f(\"sunburst\",s),(a=l.selectAll(\"g.trace.sunburst\").data(e,(function(t){return t[0].trace.uid}))).enter().append(\"g\").classed(\"trace\",!0).classed(\"sunburst\",!0).attr(\"stroke-linejoin\",\"round\"),a.order(),c?(i&&(o=i()),n.transition().duration(r.duration).ease(r.easing).each(\"end\",(function(){o&&o()})).each(\"interrupt\",(function(){o&&o()})).each((function(){l.selectAll(\"g.trace\").each((function(e){_(t,e,this,r)}))}))):(a.each((function(e){_(t,e,this,r)})),s.uniformtext.mode&&y(t,s._sunburstlayer.selectAll(\".trace\"),\"sunburst\")),u&&a.exit().remove()},e.formatSliceLabel=function(t,e,r,n,i){var a=r.texttemplate,o=r.textinfo;if(!(a||o&&\"none\"!==o))return\"\";var l=i.separators,u=n[0],c=t.data.data,f=u.hierarchy,h=b.isHierarchyRoot(t),p=b.getParent(f,t),d=b.getValue(t);if(!a){var v,g=o.split(\"+\"),y=function(t){return-1!==g.indexOf(t)},m=[];if(y(\"label\")&&c.label&&m.push(c.label),c.hasOwnProperty(\"v\")&&y(\"value\")&&m.push(b.formatValue(c.v,l)),!h){y(\"current path\")&&m.push(b.getPath(t.data));var x=0;y(\"percent parent\")&&x++,y(\"percent entry\")&&x++,y(\"percent root\")&&x++;var _=x>1;if(x){var w,T=function(t){v=b.formatPercent(w,l),_&&(v+=\" of \"+t),m.push(v)};y(\"percent parent\")&&!h&&(w=d/b.getValue(p),T(\"parent\")),y(\"percent entry\")&&(w=d/b.getValue(e),T(\"entry\")),y(\"percent root\")&&(w=d/b.getValue(f),T(\"root\"))}}return y(\"text\")&&(v=s.castOption(r,c.i,\"text\"),s.isValidTextValue(v)&&m.push(v)),m.join(\"<br>\")}var k=s.castOption(r,c.i,\"texttemplate\");if(!k)return\"\";var A={};c.label&&(A.label=c.label),c.hasOwnProperty(\"v\")&&(A.value=c.v,A.valueLabel=b.formatValue(c.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),c.hasOwnProperty(\"color\")&&(A.color=c.color);var M=s.castOption(r,c.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,c.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},85676:function(t,e,r){\"use strict\";var n=r(33428),i=r(76308),a=r(3400),o=r(82744).resizeText,s=r(60404);function l(t,e,r,n){var o=e.data.data,l=!e.children,u=o.i,c=a.castOption(r,u,\"marker.line.color\")||i.defaultLine,f=a.castOption(r,u,\"marker.line.width\")||0;t.call(s,e,r,n).style(\"stroke-width\",f).call(i.stroke,c).style(\"opacity\",l?r.leaf.opacity:null)}t.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(e){var r=n.select(this),i=e[0].trace;r.style(\"opacity\",i.opacity),r.selectAll(\"path.surface\").each((function(e){n.select(this).call(l,e,i,t)}))}))},styleOne:l}},16716:function(t,e,r){\"use strict\";var n=r(76308),i=r(49084),a=r(29736).axisHoverFormat,o=r(21776).Ks,s=r(45464),l=r(92880).extendFlat,u=r(67824).overrideAll;function c(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var f=t.exports=u(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:c(),y:c(),z:c()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},56576:function(t,e,r){\"use strict\";var n=r(47128);t.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},79164:function(t,e,r){\"use strict\";var n=r(67792).gl_surface3d,i=r(67792).ndarray,a=r(67792).ndarray_linear_interpolate.d2,o=r(70448),s=r(11240),l=r(3400).isArrayOrTypedArray,u=r(33040).parseColorScale,c=r(43080),f=r(8932).extractOpts;function h(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){null!=t.dataCoordinate[a]&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var o=this.data.hovertext||this.data.text;return l(o)&&o[i]&&void 0!==o[i][n]?t.textLabel=o[i][n]:t.textLabel=o||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var d=[2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199,211,223,227,229,233,239,241,251,257,263,269,271,277,281,283,293,307,311,313,317,331,337,347,349,353,359,367,373,379,383,389,397,401,409,419,421,431,433,439,443,449,457,461,463,467,479,487,491,499,503,509,521,523,541,547,557,563,569,571,577,587,593,599,601,607,613,617,619,631,641,643,647,653,659,661,673,677,683,691,701,709,719,727,733,739,743,751,757,761,769,773,787,797,809,811,821,823,827,829,839,853,857,859,863,877,881,883,887,907,911,919,929,937,941,947,953,967,971,977,983,991,997,1009,1013,1019,1021,1031,1033,1039,1049,1051,1061,1063,1069,1087,1091,1093,1097,1103,1109,1117,1123,1129,1151,1153,1163,1171,1181,1187,1193,1201,1213,1217,1223,1229,1231,1237,1249,1259,1277,1279,1283,1289,1291,1297,1301,1303,1307,1319,1321,1327,1361,1367,1373,1381,1399,1409,1423,1427,1429,1433,1439,1447,1451,1453,1459,1471,1481,1483,1487,1489,1493,1499,1511,1523,1531,1543,1549,1553,1559,1567,1571,1579,1583,1597,1601,1607,1609,1613,1619,1621,1627,1637,1657,1663,1667,1669,1693,1697,1699,1709,1721,1723,1733,1741,1747,1753,1759,1777,1783,1787,1789,1801,1811,1823,1831,1847,1861,1867,1871,1873,1877,1879,1889,1901,1907,1913,1931,1933,1949,1951,1973,1979,1987,1993,1997,1999,2003,2011,2017,2027,2029,2039,2053,2063,2069,2081,2083,2087,2089,2099,2111,2113,2129,2131,2137,2141,2143,2153,2161,2179,2203,2207,2213,2221,2237,2239,2243,2251,2267,2269,2273,2281,2287,2293,2297,2309,2311,2333,2339,2341,2347,2351,2357,2371,2377,2381,2383,2389,2393,2399,2411,2417,2423,2437,2441,2447,2459,2467,2473,2477,2503,2521,2531,2539,2543,2549,2551,2557,2579,2591,2593,2609,2617,2621,2633,2647,2657,2659,2663,2671,2677,2683,2687,2689,2693,2699,2707,2711,2713,2719,2729,2731,2741,2749,2753,2767,2777,2789,2791,2797,2801,2803,2819,2833,2837,2843,2851,2857,2861,2879,2887,2897,2903,2909,2917,2927,2939,2953,2957,2963,2969,2971,2999];function v(t,e){if(t<e)return 0;for(var r=0;0===Math.floor(t%e);)t/=e,r++;return r}function g(t){for(var e=[],r=0;r<d.length;r++){var n=d[r];e.push(v(t,n))}return e}function y(t){for(var e=g(t),r=t,n=0;n<d.length;n++)if(e[n]>0){r=d[n];break}return r}function m(t,e){if(!(t<1||e<1)){for(var r=g(t),n=g(e),i=1,a=0;a<d.length;a++)i*=Math.pow(d[a],Math.max(r[a],n[a]));return i}}p.calcXnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getXat(e-1,0),i=this.getXat(e,0);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r},p.calcYnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getYat(0,e-1),i=this.getYat(0,e);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r};var x=[1,2,4,6,12,24,36,48,60,120,180,240,360,720,840,1260],b=x[9],_=x[13];function w(t,e,r){var n=r[8]+r[2]*e[0]+r[5]*e[1];return t[0]=(r[6]+r[0]*e[0]+r[3]*e[1])/n,t[1]=(r[7]+r[1]*e[0]+r[4]*e[1])/n,t}function T(t,e,r){return function(t,e,r,n){for(var i=[0,0],o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var u=0;u<s;u++)r(i,[l,u],n),t.set(l,u,a(e,i[0],i[1]))}(t,e,w,r),t}function k(t,e){for(var r=!1,n=0;n<t.length;n++)if(e===t[n]){r=!0;break}!1===r&&t.push(e)}p.estimateScale=function(t,e){for(var r=1+function(t){if(0!==t.length){for(var e=1,r=0;r<t.length;r++)e=m(e,t[r]);return e}}(0===e?this.calcXnums(t):this.calcYnums(t));r<b;)r*=2;for(;r>_;)r--,r/=y(r),++r<b&&(r=_);var n=Math.round(r/t);return n>1?n:1},p.refineCoords=function(t){for(var e=this.dataScaleX,r=this.dataScaleY,n=t[0].shape[0],a=t[0].shape[1],o=0|Math.floor(t[0].shape[0]*e+1),s=0|Math.floor(t[0].shape[1]*r+1),l=1+n+1,u=1+a+1,c=i(new Float32Array(l*u),[l,u]),f=[1/e,0,0,0,1/r,0,0,0,1],h=0;h<t.length;++h){this.surface.padField(c,t[h]);var p=i(new Float32Array(o*s),[o,s]);T(p,c,f),t[h]=p}},p.setContourLevels=function(){var t,e,r,n=[[],[],[]],i=[!1,!1,!1],a=!1;for(t=0;t<3;++t)if(this.showContour[t]&&(a=!0,this.contourSize[t]>0&&null!==this.contourStart[t]&&null!==this.contourEnd[t]&&this.contourEnd[t]>this.contourStart[t]))for(i[t]=!0,e=this.contourStart[t];e<this.contourEnd[t];e+=this.contourSize[t])r=e*this.scene.dataScale[t],k(n[t],r);if(a){var o=[[],[],[]];for(t=0;t<3;++t)this.showContour[t]&&(o[t]=i[t]?n[t]:this.scene.contourLevels[t]);this.surface.update({levels:o})}},p.update=function(t){var e,r,n,a,l=this.scene,h=l.fullSceneLayout,p=this.surface,d=u(t),v=l.dataScale,g=t.z[0].length,y=t._ylength,m=l.contourLevels;this.data=t;var x=[];for(e=0;e<3;e++)for(x[e]=[],r=0;r<g;r++)x[e][r]=[];for(r=0;r<g;r++)for(n=0;n<y;n++)x[0][r][n]=this.getXat(r,n,t.xcalendar,h.xaxis),x[1][r][n]=this.getYat(r,n,t.ycalendar,h.yaxis),x[2][r][n]=this.getZat(r,n,t.zcalendar,h.zaxis);if(t.connectgaps)for(t._emptypoints=s(x[2]),o(x[2],t._emptypoints),t._interpolatedZ=[],r=0;r<g;r++)for(t._interpolatedZ[r]=[],n=0;n<y;n++)t._interpolatedZ[r][n]=x[2][r][n];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<y;n++)null==(a=x[e][r][n])?x[e][r][n]=NaN:a=x[e][r][n]*=v[e];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<y;n++)null!=(a=x[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<y;n++)null!=(a=x[e][r][n])&&(x[e][r][n]-=this.objectOffset[e]);var b=[i(new Float32Array(g*y),[g,y]),i(new Float32Array(g*y),[g,y]),i(new 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A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=m[e],p.highlightColor[e]=w.contourColor[e]=c(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(w.dynamicColor[e]=c(S.highlightcolor),w.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in 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m(t,e){return\"clip\"+t._fullLayout._uid+\"_columnBoundaryClippath_\"+e.calcdata.key+\"_\"+e.specIndex}function x(t){return[].concat.apply([],t.map((function(t){return t}))).map((function(t){return t.__data__}))}function b(t,e,r){var a=t.selectAll(\".\"+n.cn.scrollbarKit).data(s.repeat,s.keyFun);a.enter().append(\"g\").classed(n.cn.scrollbarKit,!0).style(\"shape-rendering\",\"geometricPrecision\"),a.each((function(t){var e=t.scrollbarState;e.totalHeight=function(t){var e=t.rowBlocks;return 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u=l.selectAll(\".\"+n.cn.scrollbarGlyph).data(s.repeat,s.keyFun);u.enter().append(\"line\").classed(n.cn.scrollbarGlyph,!0).attr(\"stroke\",\"black\").attr(\"stroke-width\",n.scrollbarWidth).attr(\"stroke-linecap\",\"round\").attr(\"y1\",n.scrollbarWidth/2),u.attr(\"y2\",(function(t){return t.scrollbarState.barLength-n.scrollbarWidth/2})).attr(\"stroke-opacity\",(function(t){return t.columnDragInProgress||!t.scrollbarState.barWiggleRoom||r?0:.4})),u.transition().delay(0).duration(0),u.transition().delay(n.scrollbarHideDelay).duration(n.scrollbarHideDuration).attr(\"stroke-opacity\",0);var c=o.selectAll(\".\"+n.cn.scrollbarCaptureZone).data(s.repeat,s.keyFun);c.enter().append(\"line\").classed(n.cn.scrollbarCaptureZone,!0).attr(\"stroke\",\"white\").attr(\"stroke-opacity\",.01).attr(\"stroke-width\",n.scrollbarCaptureWidth).attr(\"stroke-linecap\",\"butt\").attr(\"y1\",0).on(\"mousedown\",(function(r){var 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32-Math.clz32(t)}:a.prototype._countBits=function(t){var e=t,r=0;return e>=4096&&(r+=13,e>>>=13),e>=64&&(r+=7,e>>>=7),e>=8&&(r+=4,e>>>=4),e>=2&&(r+=2,e>>>=2),r+e},a.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,r=0;return 0==(8191&e)&&(r+=13,e>>>=13),0==(127&e)&&(r+=7,e>>>=7),0==(15&e)&&(r+=4,e>>>=4),0==(3&e)&&(r+=2,e>>>=2),0==(1&e)&&r++,r},a.prototype.bitLength=function(){var t=this.words[this.length-1],e=this._countBits(t);return 26*(this.length-1)+e},a.prototype.zeroBits=function(){if(this.isZero())return 0;for(var t=0,e=0;e<this.length;e++){var r=this._zeroBits(this.words[e]);if(t+=r,26!==r)break}return t},a.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},a.prototype.toTwos=function(t){return 0!==this.negative?this.abs().inotn(t).iaddn(1):this.clone()},a.prototype.fromTwos=function(t){return this.testn(t-1)?this.notn(t).iaddn(1).ineg():this.clone()},a.prototype.isNeg=function(){return 0!==this.negative},a.prototype.neg=function(){return this.clone().ineg()},a.prototype.ineg=function(){return this.isZero()||(this.negative^=1),this},a.prototype.iuor=function(t){for(;this.length<t.length;)this.words[this.length++]=0;for(var e=0;e<t.length;e++)this.words[e]=this.words[e]|t.words[e];return this.strip()},a.prototype.ior=function(t){return n(0==(this.negative|t.negative)),this.iuor(t)},a.prototype.or=function(t){return this.length>t.length?this.clone().ior(t):t.clone().ior(this)},a.prototype.uor=function(t){return this.length>t.length?this.clone().iuor(t):t.clone().iuor(this)},a.prototype.iuand=function(t){var e;e=this.length>t.length?t:this;for(var r=0;r<e.length;r++)this.words[r]=this.words[r]&t.words[r];return this.length=e.length,this.strip()},a.prototype.iand=function(t){return n(0==(this.negative|t.negative)),this.iuand(t)},a.prototype.and=function(t){return this.length>t.length?this.clone().iand(t):t.clone().iand(this)},a.prototype.uand=function(t){return this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},a.prototype.iuxor=function(t){var e,r;this.length>t.length?(e=this,r=t):(e=t,r=this);for(var n=0;n<r.length;n++)this.words[n]=e.words[n]^r.words[n];if(this!==e)for(;n<e.length;n++)this.words[n]=e.words[n];return this.length=e.length,this.strip()},a.prototype.ixor=function(t){return n(0==(this.negative|t.negative)),this.iuxor(t)},a.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},a.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},a.prototype.inotn=function(t){n(\"number\"==typeof t&&t>=0);var e=0|Math.ceil(t/26),r=t%26;this._expand(e),r>0&&e--;for(var i=0;i<e;i++)this.words[i]=67108863&~this.words[i];return r>0&&(this.words[i]=~this.words[i]&67108863>>26-r),this.strip()},a.prototype.notn=function(t){return this.clone().inotn(t)},a.prototype.setn=function(t,e){n(\"number\"==typeof t&&t>=0);var r=t/26|0,i=t%26;return this._expand(r+1),this.words[r]=e?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},a.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var i=0,a=0;a<n.length;a++)e=(0|r.words[a])+(0|n.words[a])+i,this.words[a]=67108863&e,i=e>>>26;for(;0!==i&&a<r.length;a++)e=(0|r.words[a])+i,this.words[a]=67108863&e,i=e>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this},a.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,u=0,c=0|o[0],f=8191&c,h=c>>>13,p=0|o[1],d=8191&p,v=p>>>13,g=0|o[2],y=8191&g,m=g>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],O=8191&P,I=P>>>13,D=0|o[8],z=8191&D,R=D>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,q=0|s[1],H=8191&q,G=q>>>13,W=0|s[2],Y=8191&W,X=W>>>13,Z=0|s[3],K=8191&Z,J=Z>>>13,$=0|s[4],Q=8191&$,tt=$>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ut=st>>>13,ct=0|s[8],ft=8191&ct,ht=ct>>>13,pt=0|s[9],dt=8191&pt,vt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var gt=(u+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;u=((a=Math.imul(h,V))+(i>>>13)|0)+(gt>>>26)|0,gt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(v,U)|0,a=Math.imul(v,V);var yt=(u+(n=n+Math.imul(f,H)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,H)|0))<<13)|0;u=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(y,U),i=(i=Math.imul(y,V))+Math.imul(m,U)|0,a=Math.imul(m,V),n=n+Math.imul(d,H)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(v,H)|0,a=a+Math.imul(v,G)|0;var mt=(u+(n=n+Math.imul(f,Y)|0)|0)+((8191&(i=(i=i+Math.imul(f,X)|0)+Math.imul(h,Y)|0))<<13)|0;u=((a=a+Math.imul(h,X)|0)+(i>>>13)|0)+(mt>>>26)|0,mt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(y,H)|0,i=(i=i+Math.imul(y,G)|0)+Math.imul(m,H)|0,a=a+Math.imul(m,G)|0,n=n+Math.imul(d,Y)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(v,Y)|0,a=a+Math.imul(v,X)|0;var xt=(u+(n=n+Math.imul(f,K)|0)|0)+((8191&(i=(i=i+Math.imul(f,J)|0)+Math.imul(h,K)|0))<<13)|0;u=((a=a+Math.imul(h,J)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,H)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,H)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(y,Y)|0,i=(i=i+Math.imul(y,X)|0)+Math.imul(m,Y)|0,a=a+Math.imul(m,X)|0,n=n+Math.imul(d,K)|0,i=(i=i+Math.imul(d,J)|0)+Math.imul(v,K)|0,a=a+Math.imul(v,J)|0;var bt=(u+(n=n+Math.imul(f,Q)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,Q)|0))<<13)|0;u=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,H)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,H)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,Y)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,Y)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(y,K)|0,i=(i=i+Math.imul(y,J)|0)+Math.imul(m,K)|0,a=a+Math.imul(m,J)|0,n=n+Math.imul(d,Q)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(v,Q)|0,a=a+Math.imul(v,tt)|0;var _t=(u+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;u=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,H)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,H)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,Y)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,Y)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,K)|0,i=(i=i+Math.imul(b,J)|0)+Math.imul(_,K)|0,a=a+Math.imul(_,J)|0,n=n+Math.imul(y,Q)|0,i=(i=i+Math.imul(y,tt)|0)+Math.imul(m,Q)|0,a=a+Math.imul(m,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(v,rt)|0,a=a+Math.imul(v,nt)|0;var wt=(u+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;u=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(O,U),i=(i=Math.imul(O,V))+Math.imul(I,U)|0,a=Math.imul(I,V),n=n+Math.imul(L,H)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,H)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,Y)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,Y)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,K)|0,i=(i=i+Math.imul(T,J)|0)+Math.imul(k,K)|0,a=a+Math.imul(k,J)|0,n=n+Math.imul(b,Q)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,Q)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(y,rt)|0,i=(i=i+Math.imul(y,nt)|0)+Math.imul(m,rt)|0,a=a+Math.imul(m,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(v,at)|0,a=a+Math.imul(v,ot)|0;var Tt=(u+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ut)|0)+Math.imul(h,lt)|0))<<13)|0;u=((a=a+Math.imul(h,ut)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(z,U),i=(i=Math.imul(z,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(O,H)|0,i=(i=i+Math.imul(O,G)|0)+Math.imul(I,H)|0,a=a+Math.imul(I,G)|0,n=n+Math.imul(L,Y)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,Y)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,K)|0,i=(i=i+Math.imul(M,J)|0)+Math.imul(S,K)|0,a=a+Math.imul(S,J)|0,n=n+Math.imul(T,Q)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,Q)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(y,at)|0,i=(i=i+Math.imul(y,ot)|0)+Math.imul(m,at)|0,a=a+Math.imul(m,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ut)|0)+Math.imul(v,lt)|0,a=a+Math.imul(v,ut)|0;var kt=(u+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;u=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(z,H)|0,i=(i=i+Math.imul(z,G)|0)+Math.imul(R,H)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(O,Y)|0,i=(i=i+Math.imul(O,X)|0)+Math.imul(I,Y)|0,a=a+Math.imul(I,X)|0,n=n+Math.imul(L,K)|0,i=(i=i+Math.imul(L,J)|0)+Math.imul(C,K)|0,a=a+Math.imul(C,J)|0,n=n+Math.imul(M,Q)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,Q)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(y,lt)|0,i=(i=i+Math.imul(y,ut)|0)+Math.imul(m,lt)|0,a=a+Math.imul(m,ut)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(v,ft)|0,a=a+Math.imul(v,ht)|0;var At=(u+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,vt)|0)+Math.imul(h,dt)|0))<<13)|0;u=((a=a+Math.imul(h,vt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,H),i=(i=Math.imul(B,G))+Math.imul(N,H)|0,a=Math.imul(N,G),n=n+Math.imul(z,Y)|0,i=(i=i+Math.imul(z,X)|0)+Math.imul(R,Y)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(O,K)|0,i=(i=i+Math.imul(O,J)|0)+Math.imul(I,K)|0,a=a+Math.imul(I,J)|0,n=n+Math.imul(L,Q)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,Q)|0,a=a+Math.imul(C,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ut)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ut)|0,n=n+Math.imul(y,ft)|0,i=(i=i+Math.imul(y,ht)|0)+Math.imul(m,ft)|0,a=a+Math.imul(m,ht)|0;var Mt=(u+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,vt)|0)+Math.imul(v,dt)|0))<<13)|0;u=((a=a+Math.imul(v,vt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,Y),i=(i=Math.imul(B,X))+Math.imul(N,Y)|0,a=Math.imul(N,X),n=n+Math.imul(z,K)|0,i=(i=i+Math.imul(z,J)|0)+Math.imul(R,K)|0,a=a+Math.imul(R,J)|0,n=n+Math.imul(O,Q)|0,i=(i=i+Math.imul(O,tt)|0)+Math.imul(I,Q)|0,a=a+Math.imul(I,tt)|0,n=n+Math.imul(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ut)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ut)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(u+(n=n+Math.imul(y,dt)|0)|0)+((8191&(i=(i=i+Math.imul(y,vt)|0)+Math.imul(m,dt)|0))<<13)|0;u=((a=a+Math.imul(m,vt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,K),i=(i=Math.imul(B,J))+Math.imul(N,K)|0,a=Math.imul(N,J),n=n+Math.imul(z,Q)|0,i=(i=i+Math.imul(z,tt)|0)+Math.imul(R,Q)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(O,rt)|0,i=(i=i+Math.imul(O,nt)|0)+Math.imul(I,rt)|0,a=a+Math.imul(I,nt)|0,n=n+Math.imul(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ut)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ut)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(u+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,vt)|0)+Math.imul(_,dt)|0))<<13)|0;u=((a=a+Math.imul(_,vt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,Q),i=(i=Math.imul(B,tt))+Math.imul(N,Q)|0,a=Math.imul(N,tt),n=n+Math.imul(z,rt)|0,i=(i=i+Math.imul(z,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(O,at)|0,i=(i=i+Math.imul(O,ot)|0)+Math.imul(I,at)|0,a=a+Math.imul(I,ot)|0,n=n+Math.imul(L,lt)|0,i=(i=i+Math.imul(L,ut)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ut)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(u+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,vt)|0)+Math.imul(k,dt)|0))<<13)|0;u=((a=a+Math.imul(k,vt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(z,at)|0,i=(i=i+Math.imul(z,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(O,lt)|0,i=(i=i+Math.imul(O,ut)|0)+Math.imul(I,lt)|0,a=a+Math.imul(I,ut)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(u+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,vt)|0)+Math.imul(S,dt)|0))<<13)|0;u=((a=a+Math.imul(S,vt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(z,lt)|0,i=(i=i+Math.imul(z,ut)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ut)|0,n=n+Math.imul(O,ft)|0,i=(i=i+Math.imul(O,ht)|0)+Math.imul(I,ft)|0,a=a+Math.imul(I,ht)|0;var Pt=(u+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,vt)|0)+Math.imul(C,dt)|0))<<13)|0;u=((a=a+Math.imul(C,vt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ut))+Math.imul(N,lt)|0,a=Math.imul(N,ut),n=n+Math.imul(z,ft)|0,i=(i=i+Math.imul(z,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var Ot=(u+(n=n+Math.imul(O,dt)|0)|0)+((8191&(i=(i=i+Math.imul(O,vt)|0)+Math.imul(I,dt)|0))<<13)|0;u=((a=a+Math.imul(I,vt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var It=(u+(n=n+Math.imul(z,dt)|0)|0)+((8191&(i=(i=i+Math.imul(z,vt)|0)+Math.imul(R,dt)|0))<<13)|0;u=((a=a+Math.imul(R,vt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863;var Dt=(u+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,vt))+Math.imul(N,dt)|0))<<13)|0;return u=((a=Math.imul(N,vt))+(i>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,l[0]=gt,l[1]=yt,l[2]=mt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=Ot,l[17]=It,l[18]=Dt,0!==u&&(l[19]=u,r.length++),r};function v(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r,n=this.length+t.length;return r=10===this.length&&10===t.length?d(this,t,e):n<63?p(this,t,e):n<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),u=Math.max(0,a-t.length+1);u<=l;u++){var c=a-u,f=(0|t.words[c])*(0|e.words[u]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):v(this,t,e),r},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),c=0;c<i;c+=s)for(var f=l,h=u,p=0;p<o;p++){var d=r[c+p],v=n[c+p],g=r[c+p+o],y=n[c+p+o],m=f*g-h*y;y=f*y+h*g,g=m,r[c+p]=d+g,n[c+p]=v+y,r[c+p+o]=d-g,n[c+p+o]=v-y,p!==s&&(m=l*f-u*h,h=l*h+u*f,f=m)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},g.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),u=new Array(n),c=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,u,n),this.transform(o,a,s,l,n,i),this.transform(u,a,c,f,n,i);for(var p=0;p<n;p++){var d=s[p]*c[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*c[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),v(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var u=0;u<o;u++)l.words[u]=this.words[u];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,u=0;u<this.length;u++)this.words[u]=this.words[u+o];else this.words[0]=0,this.length=1;var c=0;for(u=this.length-1;u>=0&&(0!==c||u>=i);u--){var f=0|this.words[u];this.words[u]=c<<26-a|f>>>a,c=f&s}return l&&0!==c&&(l.words[l.length++]=c),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r||!(this.words[r]&i))},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!=(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var u=0;u<s.length;u++)s.words[u]=0}var c=n.clone()._ishlnsubmul(i,1,l);0===c.negative&&(n=c,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),u=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++u;for(var c=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(c),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,v=1;0==(r.words[0]&v)&&d<26;++d,v<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(c),l.isub(f)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(u)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var u=0,c=1;0==(e.words[0]&c)&&u<26;++u,c<<=1);if(u>0)for(e.iushrn(u);u-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return e},a.prototype.gtn=function(t){return 1===this.cmpn(t)},a.prototype.gt=function(t){return 1===this.cmp(t)},a.prototype.gten=function(t){return this.cmpn(t)>=0},a.prototype.gte=function(t){return this.cmp(t)>=0},a.prototype.ltn=function(t){return-1===this.cmpn(t)},a.prototype.lt=function(t){return-1===this.cmp(t)},a.prototype.lten=function(t){return this.cmpn(t)<=0},a.prototype.lte=function(t){return this.cmp(t)<=0},a.prototype.eqn=function(t){return 0===this.cmpn(t)},a.prototype.eq=function(t){return 0===this.cmp(t)},a.red=function(t){return new T(t)},a.prototype.toRed=function(t){return n(!this.red,\"Already a number in reduction context\"),n(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},a.prototype.fromRed=function(){return n(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},a.prototype._forceRed=function(t){return this.red=t,this},a.prototype.forceRed=function(t){return n(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},a.prototype.redAdd=function(t){return n(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},a.prototype.redIAdd=function(t){return n(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},a.prototype.redSub=function(t){return n(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},a.prototype.redISub=function(t){return n(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},a.prototype.redShl=function(t){return n(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},a.prototype.redMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},a.prototype.redIMul=function(t){return n(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},a.prototype.redSqr=function(){return n(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},a.prototype.redISqr=function(){return n(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},a.prototype.redSqrt=function(){return n(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},a.prototype.redInvm=function(){return n(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},a.prototype.redNeg=function(){return n(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},a.prototype.redPow=function(t){return n(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var y={k256:null,p224:null,p192:null,p25519:null};function m(t,e){this.name=t,this.p=new a(e,16),this.n=this.p.bitLength(),this.k=new a(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function x(){m.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function b(){m.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){m.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){m.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}m.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},m.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},m.prototype.split=function(t,e){t.iushrn(this.n,0,e)},m.prototype.imulK=function(t){return t.imul(this.k)},i(x,m),x.prototype.split=function(t,e){for(var r=4194303,n=Math.min(t.length,9),i=0;i<n;i++)e.words[i]=t.words[i];if(e.length=n,t.length<=9)return t.words[0]=0,void(t.length=1);var a=t.words[9];for(e.words[e.length++]=a&r,i=10;i<t.length;i++){var o=0|t.words[i];t.words[i-10]=(o&r)<<4|a>>>22,a=o}a>>>=22,t.words[i-10]=a,0===a&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,m),i(_,m),i(w,m),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(y[t])return y[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return y[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),u=this.m.subn(1).iushrn(1),c=this.m.bitLength();for(c=new a(2*c*c).toRed(this);0!==this.pow(c,u).cmp(l);)c.redIAdd(l);for(var f=this.pow(c,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var v=p,g=0;0!==v.cmp(s);g++)v=v.redSqr();n(g<d);var y=this.pow(f,new a(1).iushln(d-g-1));h=h.redMul(y),f=y.redSqr(),p=p.redMul(f),d=g}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var u=e.words[n],c=l-1;c>=0;c--){var f=u>>c&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4==++s||0===n&&0===c)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var 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if(h.right===s){if(!(d=p.left)||0!==d._color){p._color=0,p.right=h.left,h._color=1,h.left=p,l[f-2]=h,l[f-1]=s,i(p),i(h),f>=3&&((v=l[f-3]).right===p?v.right=h:v.left=h);break}h._color=1,p.left=n(1,d),p._color=0,f-=1}else{var d;if(!(d=p.left)||0!==d._color){var v;h.left=s.right,p._color=0,p.right=s.left,s._color=1,s.right=h,s.left=p,l[f-2]=s,l[f-1]=h,i(p),i(h),i(s),f>=3&&((v=l[f-3]).right===p?v.right=s:v.left=s);break}h._color=1,p.left=n(1,d),p._color=0,f-=1}}return l[0]._color=1,new a(o,l[0])},o.forEach=function(t,e,r){if(this.root)switch(arguments.length){case 1:return s(t,this.root);case 2:return l(e,this._compare,t,this.root);case 3:if(this._compare(e,r)>=0)return;return u(e,r,this._compare,t,this.root)}},Object.defineProperty(o,\"begin\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.left;return new c(this,t)}}),Object.defineProperty(o,\"end\",{get:function(){for(var t=[],e=this.root;e;)t.push(e),e=e.right;return new c(this,t)}}),o.at=function(t){if(t<0)return new c(this,[]);for(var e=this.root,r=[];;){if(r.push(e),e.left){if(t<e.left._count){e=e.left;continue}t-=e.left._count}if(!t)return new c(this,r);if(t-=1,!e.right)break;if(t>=e.right._count)break;e=e.right}return new c(this,[])},o.ge=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new c(this,n)},o.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new c(this,n)},o.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new c(this,n)},o.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new c(this,n)},o.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new c(this,n);r=i<=0?r.left:r.right}return new c(this,[])},o.remove=function(t){var e=this.find(t);return e?e.remove():this},o.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var f=c.prototype;function h(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function p(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(f,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(f,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),f.clone=function(){return new c(this.tree,this._stack.slice())},f.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var o=new Array(t.length),s=t[t.length-1];o[o.length-1]=new e(s._color,s.key,s.value,s.left,s.right,s._count);for(var l=t.length-2;l>=0;--l)(s=t[l]).left===t[l+1]?o[l]=new e(s._color,s.key,s.value,o[l+1],s.right,s._count):o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);if((s=o[o.length-1]).left&&s.right){var u=o.length;for(s=s.left;s.right;)o.push(s),s=s.right;var c=o[u-1];for(o.push(new e(s._color,c.key,c.value,s.left,s.right,s._count)),o[u-1].key=s.key,o[u-1].value=s.value,l=o.length-2;l>=u;--l)s=o[l],o[l]=new e(s._color,s.key,s.value,s.left,o[l+1],s._count);o[u-1].left=o[u]}if(0===(s=o[o.length-1])._color){var f=o[o.length-2];for(f.left===s?f.left=null:f.right===s&&(f.right=null),o.pop(),l=0;l<o.length;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(s.left||s.right){for(s.left?h(s,s.left):s.right&&h(s,s.right),s._color=1,l=0;l<o.length-1;++l)o[l]._count--;return new a(this.tree._compare,o[0])}if(1===o.length)return new a(this.tree._compare,null);for(l=0;l<o.length;++l)o[l]._count--;var p=o[o.length-2];return function(t){for(var e,a,o,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((a=t[l-1]).left===e){if((o=a.right).right&&0===o.right._color)return s=(o=a.right=r(o)).right=r(o.right),a.right=o.left,o.left=a,o.right=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((u=t[l-2]).left===a?u.left=o:u.right=o),void(t[l-1]=o);if(o.left&&0===o.left._color)return s=(o=a.right=r(o)).left=r(o.left),a.right=s.left,o.left=s.right,s.left=a,s.right=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((u=t[l-2]).left===a?u.left=s:u.right=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.right=n(0,o));a.right=n(0,o);continue}o=r(o),a.right=o.left,o.left=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((u=t[l-2]).left===a?u.left=o:u.right=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((o=a.left).left&&0===o.left._color)return s=(o=a.left=r(o)).left=r(o.left),a.left=o.right,o.right=a,o.left=s,o._color=a._color,e._color=1,a._color=1,s._color=1,i(a),i(o),l>1&&((u=t[l-2]).right===a?u.right=o:u.left=o),void(t[l-1]=o);if(o.right&&0===o.right._color)return s=(o=a.left=r(o)).right=r(o.right),a.left=s.right,o.right=s.left,s.right=a,s.left=o,s._color=a._color,a._color=1,o._color=1,e._color=1,i(a),i(o),i(s),l>1&&((u=t[l-2]).right===a?u.right=s:u.left=s),void(t[l-1]=s);if(1===o._color){if(0===a._color)return a._color=1,void(a.left=n(0,o));a.left=n(0,o);continue}var u;o=r(o),a.left=o.right,o.right=a,o._color=a._color,a._color=0,i(a),i(o),l>1&&((u=t[l-2]).right===a?u.right=o:u.left=o),t[l-1]=o,t[l]=a,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(o),p.left===s?p.left=null:p.right=null,new a(this.tree._compare,o[0])},Object.defineProperty(f,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(f,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(f,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),f.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(f,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),f.update=function(t){var r=this._stack;if(0===r.length)throw new Error(\"Can't update empty node!\");var n=new Array(r.length),i=r[r.length-1];n[n.length-1]=new e(i._color,i.key,t,i.left,i.right,i._count);for(var o=r.length-2;o>=0;--o)(i=r[o]).left===r[o+1]?n[o]=new e(i._color,i.key,i.value,n[o+1],i.right,i._count):n[o]=new e(i._color,i.key,i.value,i.left,n[o+1],i._count);return new a(this.tree._compare,n[0])},f.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(f,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},7453:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=new c(t);return r.update(e),r};var n=r(9557),i=r(1681),a=r(1011),o=r(2864),s=r(8468),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function u(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function c(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=c.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),u=e.bind(this,!0,(function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),c=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t)for(r=t.ticks,c=!0,this.autoTicks=!1,p=0;p<3;++p)this.tickSpacing[p]=0;else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,c=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),c=!0),c){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?c=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(c=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),u(\"tickColor\");var v=l(\"labels\");l(\"labelFont\")&&(v=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),u(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),u(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),u(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),u(\"gridColor\"),o(\"zeroEnable\"),u(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),u(\"backgroundColor\"),this._text?this._text&&(v||c)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&c&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,u=n[e],c=0;c<3;++c)if(e!==c){var f=a,h=s,p=o,d=l;u&1<<c&&(f=s,h=a,p=l,d=o),f[c]=r[0][c],h[c]=r[1][c],i[c]>0?(p[c]=-1,d[c]=0):(p[c]=0,d[c]=1)}}var v=[0,0,0],g={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var y=[0,0,0],m=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||g;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,c=o(r,n,i,a,s),f=c.cubeEdges,h=c.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E,L,C=v;for(A=0;A<3;++A)this.backgroundEnable[A]?C[A]=h[A]:C[A]=0;for(this._background.draw(r,n,i,a,C,this.backgroundColor),this._lines.bind(r,n,i,this),A=0;A<3;++A){var P=[0,0,0];h[A]>0?P[A]=a[1][A]:P[A]=a[0][A];for(var O=0;O<2;++O){var I=(A+1+O)%3,D=(A+1+(1^O))%3;this.gridEnable[I]&&this._lines.drawGrid(I,D,this.bounds,P,this.gridColor[I],this.gridWidth[I]*this.pixelRatio)}for(O=0;O<2;++O)I=(A+1+O)%3,D=(A+1+(1^O))%3,this.zeroEnable[D]&&Math.min(a[0][D],a[1][D])<=0&&Math.max(a[0][D],a[1][D])>=0&&this._lines.drawZero(I,D,this.bounds,P,this.zeroLineColor[D],this.zeroLineWidth[D]*this.pixelRatio)}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var z=u(y,M[A].primalMinor),R=u(m,M[A].mirrorMinor),F=this.lineTickLength;for(O=0;O<3;++O){var B=k/r[5*O];z[O]*=F[O]*B,R[O]*=F[O]*B}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,R,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}function N(t){(L=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio),A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,q=u(x,M[A].primalOffset);for(O=0;O<3;++O)this.lineTickEnable[A]&&(q[O]+=k*U[O]*Math.max(this.lineTickLength[O],0)/r[5*O]);var H=[0,0,0];if(H[A]=1,this.tickEnable[A]){for(-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,E=1,\"auto\"===(S=[this.tickAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),L=[0,0,0],j(A,U,V),O=0;O<3;++O)q[O]+=k*U[O]*this.tickPad[O]/r[5*O];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],q,this.tickColor[A],H,L,S)}if(this.labelEnable[A]){for(E=0,L=[0,0,0],this.labels[A].length>4&&(N(A),E=1),\"auto\"===(S=[this.labelAlign[A],.5,E])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),O=0;O<3;++O)q[O]+=k*U[O]*this.labelPad[O]/r[5*O];q[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],q,this.labelColor[A],[0,0,0],L,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},1011:function(t,e,r){\"use strict\";t.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var u=(l+1)%3,c=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[u]=d;for(var v=-1;v<=1;v+=2)f[c]=v,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var g=u;u=c,c=g}var y=n(t,new Float32Array(e)),m=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:y,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:y,type:t.FLOAT,size:3,offset:12,stride:24}],m),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,y,x,b)};var n=r(5827),i=r(2944),a=r(1943).bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},2864:function(t,e,r){\"use strict\";t.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var m=0,x=0;x<2;++x){c[2]=a[x][2];for(var b=0;b<2;++b){c[1]=a[b][1];for(var _=0;_<2;++_)c[0]=a[_][0],h(l[m],c,s),m+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)u[x][k]=l[x][k]/T;p&&(u[x][2]*=-1),T<0&&(w<0||u[x][2]<u[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(I=C<<A)+(C<<M)+(1-C<<S),O=I+(1-C<<M)+(C<<S);o(u[I],u[P],u[O],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(I=C<<A)+(C<<M)+(1-C<<S),O=I+(1-C<<M)+(C<<S);var I,D=d([l[I],l[P],l[O],l[I+(1<<M)+(1<<S)]]);C?E=D:L=D}L>E&&(w|=1<<A)}}}var z=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==z&&(R<0||u[R][1]>u[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x)(N=R^1<<x)!==w&&N!==z&&(F<0&&(F=N),(S=u[N])[0]<u[F][0]&&(F=N));var B=-1;for(x=0;x<3;++x){var N;(N=R^1<<x)!==w&&N!==z&&N!==F&&(B<0&&(B=N),(S=u[N])[0]>u[B][0]&&(B=N))}var j=v;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===z?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,q=w;for(A=0;A<3;++A)V[A]=q&1<<A?-1:1;return y};var n=r(2288),i=r(104),a=r(4670),o=r(417),s=new Array(16),l=new Array(8),u=new Array(8),c=new Array(3),f=[0,0,0];function h(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],u[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],u=s[0]/s[3]-n,c=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(u*h-c*f)}return o}var v=[1,1,1],g=[0,0,0],y={cubeEdges:v,axis:g}},1681:function(t,e,r){\"use strict\";t.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],u=[0,0,0],c=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var v=+r[f][d].x;o.push(v,0,1,v,1,1,v,0,-1,v,0,-1,v,1,1,v,1,-1)}var g=o.length/3|0;s[f]=h,l[f]=g-h,h=o.length/3|0;for(var y=0;y<r[f].length;++y)v=+r[f][y].x,o.push(v,0,1,v,1,1,v,0,-1,v,0,-1,v,1,1,v,1,-1);g=o.length/3|0,u[f]=h,c[f]=g-h}var m=n(t,new Float32Array(o)),x=i(t,[{buffer:m,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,m,x,b,l,s,c,u)};var n=r(5827),i=r(2944),a=r(1943).j,o=[0,0,0],s=[0,0,0],l=[0,0,0],u=[0,0,0],c=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,c[0]=this.gl.drawingBufferWidth,c[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=c,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,c=h(u,r);c[t]+=e[0][t],this.shader.uniforms.offset=c,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=f(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=f(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var c=f(s);c[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=c;var p=h(u,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var v=f(l);v[t]=1,this.shader.uniforms.screenAxis=v,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var c=h(u,n);c[t]+=r[0][t],this.shader.uniforms.offset=c;var p=f(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},1943:function(t,e,r){\"use strict\";var n=r(6832),i=r(5158),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);e.j=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);e.f=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);e.bg=function(t){return i(t,u,c,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},9557:function(t,e,r){\"use strict\";t.exports=function(t,e,r,i,o,l){var u=n(t),f=a(t,[{buffer:u,size:3}]),h=s(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,i,o,l),p};var n=r(5827),a=r(2944),o=r(875),s=r(1943).f,l=window||i.global||{},u=l.__TEXT_CACHE||{};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}l.__TEXT_CACHE={};var f=c.prototype,h=[0,0];f.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,h[0]=this.gl.drawingBufferWidth,h[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=h},f.unbind=function(){this.vao.unbind()},f.update=function(t,e,r,n,i){var a=[];function s(t,e,r,n,i,s){var l=u[r];l||(l=u[r]={});var c=l[e];c||(c=l[e]=function(t,e){try{return o(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,h=c.positions,p=c.cells,d=0,v=p.length;d<v;++d)for(var g=p[d],y=2;y>=0;--y){var m=h[g[y]];a.push(f*m[0],-f*m[1],t)}}for(var l=[0,0,0],c=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=a.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(a.length/3|0)-f[d],l[d]=a.length/3|0;for(var v=0;v<n[d].length;++v)n[d][v].text&&s(n[d][v].x,n[d][v].text,n[d][v].font||i,n[d][v].fontSize||12,1.25,p);c[d]=(a.length/3|0)-l[d]}this.buffer.update(a),this.tickOffset=l,this.tickCount=c,this.labelOffset=f,this.labelCount=h},f.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},f.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},f.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}},8468:function(t,e){\"use strict\";function r(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,u=o%a;o<0?(l=0|-Math.ceil(l),u=0|-u):(l=0|Math.floor(l),u|=0);var c=\"\"+l;if(o<0&&(c=\"-\"+c),i){for(var f=\"\"+u;f.length<i;)f=\"0\"+f;return c+\".\"+f}return c}e.create=function(t,e){for(var n=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:r(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:r(e[i],o)});n.push(a)}return n},e.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},2771:function(t,e,r){\"use strict\";t.exports=function(t,e,r,l,f){var h=e.model||u,p=e.view||u,y=e.projection||u,m=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,y,x,m)).axis;o(c,p,h),o(c,y,c);for(var _=v,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(c,c));s(c,c);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=g;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=m?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var O=d(g,c,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(O[C])))}}}}return _};var n=r(5795),i=r(4670),a=r(2864),o=r(104),s=r(2142),l=r(6342),u=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),c=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=h,s=p,u=0;u<3;++u)s[u]=o[u]=r[u];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var c=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(c*c+f*f)}return t}var v=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],g=[0,0,0]},5827:function(t,e,r){\"use strict\";var n=r(5306),i=r(7498),a=r(5050),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function u(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function c(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER&&(r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\"),r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=u(this.gl,this.type,this.length,this.usage,t.data,e):this.length=u(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=u(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?c(t,\"uint16\"):c(t,\"float32\"),this.length=u(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=u(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},t.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},1140:function(t,e,r){\"use strict\";var n=r(2858);t.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,u=1/0,c=-1/0,f=1/0,h=-1/0,p=null,d=null,v=[],g=1/0,y=!1,m=0;m<r.length;m++){var x=r[m];s=Math.min(x[0],s),l=Math.max(x[0],l),u=Math.min(x[1],u),c=Math.max(x[1],c),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[m];if(n.length(b)>o&&(o=n.length(b)),m){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(g=Math.min(g,_),y=!1):y=!0}y||(p=x,d=b),v.push(b)}var w=[s,u,f],T=[l,c,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(g)||(g=1),a.vectorScale=g;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A,m=0;for(var M=0;m<r.length;m++)for(var S=(x=r[m])[0],E=x[1],L=x[2],C=v[m],P=n.length(C)*k,O=0;O<8;O++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var I=a.positions.length;a.cells.push([I-6,I-5,I-4],[I-3,I-2,I-1])}return a};var i=r(7234);t.exports.createMesh=r(5028),t.exports.createConeMesh=function(e,r){return t.exports.createMesh(e,r,{shaders:i,traceType:\"cone\"})}},5028:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(2944),o=r(8931),s=r(104),l=r(7437),u=r(5050),c=r(9156),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,u,c){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=u,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=c,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=c({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return u(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,v=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],v=+t.vertexIntensityBounds[1];else for(var g=0;g<p.length;++g){var y=p[g];d=Math.min(d,y),v=Math.max(v,y)}else for(g=0;g<n.length;++g)y=n[g][2],d=Math.min(d,y),v=Math.max(v,y);for(this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],g=0;g<n.length;++g)for(var m=n[g],x=0;x<3;++x)!isNaN(m[x])&&isFinite(m[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],m[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],m[x]));var b=0;t:for(g=0;g<r.length;++g){var _=r[g];if(3===_.length){for(x=0;x<3;++x){m=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(m[w])||!isFinite(m[w]))continue t}for(x=0;x<3;++x){var T;m=n[T=_[2-x]],a.push(m[0],m[1],m[2],m[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(v-d),0]:[(m[2]-d)/(v-d),0],l.push(A[0],A[1]),f.push(g)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var u={model:r,view:n,projection:i,inverseModel:f.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};u.inverseModel=l(u.inverseModel,u.model),e.disable(e.CULL_FACE),this.texture.bind(0);var c=new Array(16);for(s(c,u.view,u.model),s(c,u.projection,c),l(c,c),o=0;o<3;++o)u.eyePosition[o]=c[12+o]/c[15];var h=c[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*c[4*o+3];for(o=0;o<3;++o){for(var p=c[12+o],d=0;d<3;++d)p+=c[4*d+o]*this.lightPosition[d];u.lightPosition[o]=p/h}if(this.triangleCount>0){var v=this.triShader;v.bind(),v.uniforms=u,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},t.exports=function(t,e,r){var s=r.shaders;1===arguments.length&&(t=(e=t).gl);var l=function(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}(t,s),c=function(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}(t,s),f=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));f.generateMipmap(),f.minFilter=t.LINEAR_MIPMAP_LINEAR,f.magFilter=t.LINEAR;var p=i(t),d=i(t),v=i(t),g=i(t),y=i(t),m=new h(t,f,l,c,p,d,y,v,g,a(t,[{buffer:p,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:v,type:t.FLOAT,size:4},{buffer:g,type:t.FLOAT,size:2},{buffer:d,type:t.FLOAT,size:4}]),r.traceType||\"cone\");return m.update(e),m}},7234:function(t,e,r){var n=r(6832),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},1950:function(t){t.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORMATS\",34467:\"COMPRESSED_TEXTURE_FORMATS\",34660:\"BUFFER_SIZE\",34661:\"BUFFER_USAGE\",34816:\"STENCIL_BACK_FUNC\",34817:\"STENCIL_BACK_FAIL\",34818:\"STENCIL_BACK_PASS_DEPTH_FAIL\",34819:\"STENCIL_BACK_PASS_DEPTH_PASS\",34877:\"BLEND_EQUATION_ALPHA\",34921:\"MAX_VERTEX_ATTRIBS\",34922:\"VERTEX_ATTRIB_ARRAY_NORMALIZED\",34930:\"MAX_TEXTURE_IMAGE_UNITS\",34962:\"ARRAY_BUFFER\",34963:\"ELEMENT_ARRAY_BUFFER\",34964:\"ARRAY_BUFFER_BINDING\",34965:\"ELEMENT_ARRAY_BUFFER_BINDING\",34975:\"VERTEX_ATTRIB_ARRAY_BUFFER_BINDING\",35040:\"STREAM_DRAW\",35044:\"STATIC_DRAW\",35048:\"DYNAMIC_DRAW\",35632:\"FRAGMENT_SHADER\",35633:\"VERTEX_SHADER\",35660:\"MAX_VERTEX_TEXTURE_IMAGE_UNITS\",35661:\"MAX_COMBINED_TEXTURE_IMAGE_UNITS\",35663:\"SHADER_TYPE\",35664:\"FLOAT_VEC2\",35665:\"FLOAT_VEC3\",35666:\"FLOAT_VEC4\",35667:\"INT_VEC2\",35668:\"INT_VEC3\",35669:\"INT_VEC4\",35670:\"BOOL\",35671:\"BOOL_VEC2\",35672:\"BOOL_VEC3\",35673:\"BOOL_VEC4\",35674:\"FLOAT_MAT2\",35675:\"FLOAT_MAT3\",35676:\"FLOAT_MAT4\",35678:\"SAMPLER_2D\",35680:\"SAMPLER_CUBE\",35712:\"DELETE_STATUS\",35713:\"COMPILE_STATUS\",35714:\"LINK_STATUS\",35715:\"VALIDATE_STATUS\",35716:\"INFO_LOG_LENGTH\",35717:\"ATTACHED_SHADERS\",35718:\"ACTIVE_UNIFORMS\",35719:\"ACTIVE_UNIFORM_MAX_LENGTH\",35720:\"SHADER_SOURCE_LENGTH\",35721:\"ACTIVE_ATTRIBUTES\",35722:\"ACTIVE_ATTRIBUTE_MAX_LENGTH\",35724:\"SHADING_LANGUAGE_VERSION\",35725:\"CURRENT_PROGRAM\",36003:\"STENCIL_BACK_REF\",36004:\"STENCIL_BACK_VALUE_MASK\",36005:\"STENCIL_BACK_WRITEMASK\",36006:\"FRAMEBUFFER_BINDING\",36007:\"RENDERBUFFER_BINDING\",36048:\"FRAMEBUFFER_ATTACHMENT_OBJECT_TYPE\",36049:\"FRAMEBUFFER_ATTACHMENT_OBJECT_NAME\",36050:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_LEVEL\",36051:\"FRAMEBUFFER_ATTACHMENT_TEXTURE_CUBE_MAP_FACE\",36053:\"FRAMEBUFFER_COMPLETE\",36054:\"FRAMEBUFFER_INCOMPLETE_ATTACHMENT\",36055:\"FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT\",36057:\"FRAMEBUFFER_INCOMPLETE_DIMENSIONS\",36061:\"FRAMEBUFFER_UNSUPPORTED\",36064:\"COLOR_ATTACHMENT0\",36096:\"DEPTH_ATTACHMENT\",36128:\"STENCIL_ATTACHMENT\",36160:\"FRAMEBUFFER\",36161:\"RENDERBUFFER\",36162:\"RENDERBUFFER_WIDTH\",36163:\"RENDERBUFFER_HEIGHT\",36164:\"RENDERBUFFER_INTERNAL_FORMAT\",36168:\"STENCIL_INDEX8\",36176:\"RENDERBUFFER_RED_SIZE\",36177:\"RENDERBUFFER_GREEN_SIZE\",36178:\"RENDERBUFFER_BLUE_SIZE\",36179:\"RENDERBUFFER_ALPHA_SIZE\",36180:\"RENDERBUFFER_DEPTH_SIZE\",36181:\"RENDERBUFFER_STENCIL_SIZE\",36194:\"RGB565\",36336:\"LOW_FLOAT\",36337:\"MEDIUM_FLOAT\",36338:\"HIGH_FLOAT\",36339:\"LOW_INT\",36340:\"MEDIUM_INT\",36341:\"HIGH_INT\",36346:\"SHADER_COMPILER\",36347:\"MAX_VERTEX_UNIFORM_VECTORS\",36348:\"MAX_VARYING_VECTORS\",36349:\"MAX_FRAGMENT_UNIFORM_VECTORS\",37440:\"UNPACK_FLIP_Y_WEBGL\",37441:\"UNPACK_PREMULTIPLY_ALPHA_WEBGL\",37442:\"CONTEXT_LOST_WEBGL\",37443:\"UNPACK_COLORSPACE_CONVERSION_WEBGL\",37444:\"BROWSER_DEFAULT_WEBGL\"}},6603:function(t,e,r){var 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outOfRange(clipBounds[0], clipBounds[1], fragPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  gl_FragColor = opacity * fragColor;\\n}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"offset\",type:\"vec3\"}])}},4234:function(t,e,r){\"use strict\";var n=r(8931);t.exports=function(t,e,r,n){i||(i=t.FRAMEBUFFER_UNSUPPORTED,a=t.FRAMEBUFFER_INCOMPLETE_ATTACHMENT,o=t.FRAMEBUFFER_INCOMPLETE_DIMENSIONS,s=t.FRAMEBUFFER_INCOMPLETE_MISSING_ATTACHMENT);var u=t.getExtension(\"WEBGL_draw_buffers\");if(!l&&u&&function(t,e){var r=t.getParameter(e.MAX_COLOR_ATTACHMENTS_WEBGL);l=new Array(r+1);for(var n=0;n<=r;++n){for(var i=new Array(r),a=0;a<n;++a)i[a]=t.COLOR_ATTACHMENT0+a;for(a=n;a<r;++a)i[a]=t.NONE;l[n]=i}}(t,u),Array.isArray(e)&&(n=r,r=0|e[1],e=0|e[0]),\"number\"!=typeof e)throw new Error(\"gl-fbo: Missing shape parameter\");var c=t.getParameter(t.MAX_RENDERBUFFER_SIZE);if(e<0||e>c||r<0||r>c)throw new 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c(t,e){t.bindFramebuffer(t.FRAMEBUFFER,e[0]),t.bindRenderbuffer(t.RENDERBUFFER,e[1]),t.bindTexture(t.TEXTURE_2D,e[2])}function f(t){switch(t){case i:throw new Error(\"gl-fbo: Framebuffer unsupported\");case a:throw new Error(\"gl-fbo: Framebuffer incomplete attachment\");case o:throw new Error(\"gl-fbo: Framebuffer incomplete dimensions\");case s:throw new Error(\"gl-fbo: Framebuffer incomplete missing attachment\");default:throw new Error(\"gl-fbo: Framebuffer failed for unspecified reason\")}}function h(t,e,r,i,a,o){if(!i)return null;var s=n(t,e,r,a,i);return s.magFilter=t.NEAREST,s.minFilter=t.NEAREST,s.mipSamples=1,s.bind(),t.framebufferTexture2D(t.FRAMEBUFFER,o,t.TEXTURE_2D,s.handle,0),s}function p(t,e,r,n,i){var a=t.createRenderbuffer();return t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function 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m=r.getExtension(\"WEBGL_depth_texture\");m?d?t.depth=h(r,i,a,m.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):v&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):v&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):v?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){for(t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null),y=0;y<t.color.length;++y)t.color[y].dispose(),t.color[y]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),c(r,e),f(x)}c(r,e)}(this)}var v=d.prototype;function g(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=u(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),c(n,a),f(s)),c(n,a)}}Object.defineProperties(v,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return g(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return g(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,g(this,this._shape[0],t),t},enumerable:!1}}),v.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},v.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},3530:function(t,e,r){var n=r(8974).sprintf,i=r(6603),a=r(9365),o=r(8008);t.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var u=n(\"Error compiling %s shader %s:\\n\",l,s),c=n(\"%s%s\",u,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var v=parseInt(d.split(\":\")[2]);if(isNaN(v))throw new Error(n(\"Could not parse error: %s\",d));h[v]=d}}var g=o(e).split(\"\\n\");for(p=0;p<g.length;p++)if((h[p+3]||h[p+2]||h[p+1])&&(u+=g[p]+\"\\n\",h[p+1])){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),u+=n(\"^^^ %s\\n\\n\",y)}return{long:u.trim(),short:c.trim()}}},6386:function(t,e,r){\"use strict\";t.exports=function(t,e){var r=t.gl,n=new u(t,o(r,l.vertex,l.fragment),o(r,l.pickVertex,l.pickFragment),s(r),s(r),s(r),s(r));return n.update(e),t.addObject(n),n};var n=r(5070),i=r(9560),a=r(5306),o=r(5158),s=r(5827),l=r(1292);function u(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var c,f=u.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(c=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],u=a[3]-a[1];c[0]=2*o/l,c[4]=2*s/u,c[6]=2*(r[0]-a[0])/l-1,c[7]=2*(r[1]-a[1])/u-1,e.bind();var f=e.uniforms;f.viewTransform=c,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,u=a[2]-a[0],c=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*u/f,t[4]=2*c/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var v=i.attributes;return this.positionBuffer.bind(),v.position.pointer(),this.weightBuffer.bind(),v.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),v.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},f.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var u,c,f,p,d=t.colorLevels||[0],v=t.colorValues||[0,0,0,1],g=d.length,y=this.bounds;l?(u=y[0]=r[0],c=y[1]=o[0],f=y[2]=r[r.length-1],p=y[3]=o[o.length-1]):(u=y[0]=r[0]+(r[1]-r[0])/2,c=y[1]=o[0]+(o[1]-o[0])/2,f=y[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=y[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var m=1/(f-u),x=1/(p-c),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,O;l?(P=x*(o[C]-c),O=x*(o[C+1]-c)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-c):x*(o[C]-(o[C]-o[C-1])/2-c),O=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-c):x*(o[C]+(o[C]-o[C-1])/2-c));for(var I=0;I<E;++I){var D,z;l?(D=m*(r[I]-u),z=m*(r[I+1]-u)):(D=I<b-1?m*(r[I]-(r[I+1]-r[I])/2-u):m*(r[I]-(r[I]-r[I-1])/2-u),z=I<b-1?m*(r[I]+(r[I+1]-r[I])/2-u):m*(r[I]+(r[I]-r[I-1])/2-u));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],q=s[l?(C+V)*b+(I+U):C*b+I],H=n.le(d,q);if(H<0)F=v[0],B=v[1],N=v[2],j=v[3];else if(H===g-1)F=v[4*g-4],B=v[4*g-3],N=v[4*g-2],j=v[4*g-1];else{var G=(q-d[H])/(d[H+1]-d[H]),W=1-G,Y=4*H,X=4*(H+1);F=W*v[Y]+G*v[X],B=W*v[Y+1]+G*v[X+1],N=W*v[Y+2]+G*v[X+2],j=W*v[Y+3]+G*v[X+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*D+.5*z,k[2*S+1]=.5*P+.5*O,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+I,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},1292:function(t,e,r){\"use strict\";var n=r(6832);t.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},248:function(t,e,r){var n=r(6832),i=r(5158),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];e.createShader=function(t){return i(t,a,o,null,l)},e.createPickShader=function(t){return i(t,a,s,null,l)}},6086:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),c=u(new Array(1024),[256,1,4]),p=0;p<1024;++p)c.data[p]=255;var d=a(e,c);d.wrap=e.REPEAT;var v=new y(e,r,o,s,l,d);return v.update(t),v};var n=r(5827),i=r(2944),a=r(8931),o=new Uint8Array(4),s=new Float32Array(o.buffer),l=r(5070),u=r(5050),c=r(248),f=c.createShader,h=c.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function v(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function g(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function y(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var m=y.prototype;m.isTransparent=function(){return this.hasAlpha},m.isOpaque=function(){return!this.hasAlpha},m.pickSlots=1,m.setPickBase=function(t){this.pickId=t},m.drawTransparent=m.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,clipBounds:v(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},m.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:v(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},m.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var 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t[0]=x*n+b*s+_*f+w*v,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*u+_*p+w*y,t[3]=x*o+b*c+_*d+w*m,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*v,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*u+_*p+w*y,t[7]=x*o+b*c+_*d+w*m,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*v,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*u+_*p+w*y,t[11]=x*o+b*c+_*d+w*m,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*v,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*u+_*p+w*y,t[15]=x*o+b*c+_*d+w*m,t}},5268:function(t){t.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),u=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*u,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*u,t[15]=1,t}},1120:function(t){t.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},4422:function(t){t.exports=function(t,e,r,n){var 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t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},4340:function(t,e,r){\"use strict\";var n=r(957),i=r(7309);function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}function s(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}t.exports=function(t,e,r,a,l,u){if(1===t.length)return[0,t[0].slice()];for(var c=new Array(t.length),f=0;f<t.length;++f)c[f]=o(t[f],r,a,l,u);var h=0,p=1/0;for(f=0;f<c.length;++f){for(var d=0,v=0;v<2;++v)d+=Math.pow(c[f][v]-e[v],2);d<p&&(p=d,h=f)}var g=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return(r=Math.sqrt(r))+(a=Math.sqrt(a))<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(c,e),y=0;for(f=0;f<3;++f){if(g[f]<-.001||g[f]>1.0001)return null;y+=g[f]}return Math.abs(y-1)>.001?null:[h,s(t,g),g]}},2056:function(t,e,r){var n=r(6832),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},e.pointShader={vertex:l,fragment:u,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},e.pickShader={vertex:c,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},e.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},e.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},8116:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(2944),o=r(8931),s=r(115),l=r(104),u=r(7437),c=r(5050),f=r(9156),h=r(7212),p=r(5306),d=r(2056),v=r(4340),g=d.meshShader,y=d.wireShader,m=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v,g,y,m,x,b,_,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=c,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=u,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=g,this.edgeUVs=y,this.edgeIds=v,this.edgeVAO=m,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,m.vertex,m.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function S(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function E(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function L(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var u=r[l],c=0;c<2;++c){var f=u[0];2===u.length&&(f=u[c]);for(var d=n[f][0],v=n[f][1],g=i[f],y=1-g,m=this.positions[d],x=this.positions[v],b=0;b<3;++b)o[s++]=g*m[b]+y*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=f({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return c(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],u=[],h=[],p=[],d=[],v=[],g=[],y=[],m=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,O=t.cellUVs,I=t.cellIntensity,D=1/0,z=-1/0;if(!C&&!O)if(P)if(t.vertexIntensityBounds)D=+t.vertexIntensityBounds[0],z=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];D=Math.min(D,F),z=Math.max(z,F)}else if(I)if(t.cellIntensityBounds)D=+t.cellIntensityBounds[0],z=+t.cellIntensityBounds[1];else for(R=0;R<I.length;++R)F=I[R],D=Math.min(D,F),z=Math.max(z,F);else for(R=0;R<n.length;++R)F=n[R][2],D=Math.min(D,F),z=Math.max(z,F);this.intensity=P||I||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.pickVertex=!(I||E);var B=t.pointSizes,N=t.pointSize||1;for(this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,q=0,H=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[Y=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;y.push(j[0],j[1],j[2]),X=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===X.length?m.push(X[0],X[1],X[2],this.opacity):(m.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],x.push(Z[0],Z[1]),B?b.push(B[Y]):b.push(N),_.push(R),H+=1;break;case 2:for(U=0;U<2;++U){j=n[Y=G[U]];for(var W=0;W<3;++W)if(isNaN(j[W])||!isFinite(j[W]))continue t}for(U=0;U<2;++U)j=n[Y=G[U]],p.push(j[0],j[1],j[2]),X=S?S[Y]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],v.push(Z[0],Z[1]),g.push(R);q+=1;break;case 3:for(U=0;U<3;++U)for(j=n[Y=G[U]],W=0;W<3;++W)if(isNaN(j[W])||!isFinite(j[W]))continue t;for(U=0;U<3;++U){var Y,X,Z,K;j=n[Y=G[2-U]],i.push(j[0],j[1],j[2]),(X=S?S[Y]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[Y]-D)/(z-D),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[Y]:P?[(P[Y]-D)/(z-D),0]:O?O[R]:I?[(I[R]-D)/(z-D),0]:[(j[2]-D)/(z-D),0],u.push(Z[0],Z[1]),K=w?w[Y]:T[R],l.push(K[0],K[1],K[2]),h.push(R)}V+=1}}this.pointCount=H,this.edgeCount=q,this.triangleCount=V,this.pointPositions.update(y),this.pointColors.update(m),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(v),this.edgeIds.update(new Uint32Array(g)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(u),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=u(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var c=new Array(16);for(l(c,s.view,s.model),l(c,s.projection,c),u(c,c),o=0;o<3;++o)s.eyePosition[o]=c[12+o]/c[15];var f,h=c[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*c[4*o+3];for(o=0;o<3;++o){for(var p=c[12+o],d=0;d<3;++d)p+=c[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind()),this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};(s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],u=this.positions[r[1]],c=this.positions[r[2]],f=[(l[0]+u[0]+c[0])/3,(l[1]+u[1]+c[1])/3,(l[2]+u[2]+c[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=v(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},t.exports=function(t,e){if(1===arguments.length&&(t=(e=t).gl),!(t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\")))throw new Error(\"derivatives not supported\");var r=function(t){var e=n(t,g.vertex,g.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}(t),s=function(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}(t),l=M(t),u=S(t),f=E(t),h=L(t),p=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),v=i(t),m=i(t),x=i(t),b=i(t),_=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:b,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:v,type:t.FLOAT,size:4},{buffer:m,type:t.FLOAT,size:2},{buffer:x,type:t.FLOAT,size:3}]),w=i(t),k=i(t),A=i(t),C=i(t),P=a(t,[{buffer:w,type:t.FLOAT,size:3},{buffer:C,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:k,type:t.FLOAT,size:4},{buffer:A,type:t.FLOAT,size:2}]),O=i(t),I=i(t),D=i(t),z=i(t),R=i(t),F=a(t,[{buffer:O,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:I,type:t.FLOAT,size:4},{buffer:D,type:t.FLOAT,size:2},{buffer:z,type:t.FLOAT,size:1}]),B=i(t),N=new T(t,p,r,s,l,u,f,h,d,b,v,m,x,_,w,C,k,A,P,O,R,I,D,z,F,B,a(t,[{buffer:B,type:t.FLOAT,size:3}]));return N.update(e),N}},4554:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[0,0,0,1,1,0,1,1]),i(e,a.boxVert,a.lineFrag))};var n=r(5827),i=r(5158),a=r(2709);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,u=o.prototype;u.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},u.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,u=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),u.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},3016:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new s(t,n(e),i(e,o.gridVert,o.gridFrag),i(e,o.tickVert,o.gridFrag))};var n=r(5827),i=r(5158),a=r(5070),o=r(2709);function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var u,c,f,h,p,d=s.prototype;d.draw=(u=[0,0],c=[0,0],f=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,v=0;v<2;++v){var g=a[v],y=a[v+2]-g,m=.5*(o[v+2]+o[v]),x=o[v+2]-o[v];c[v]=2*y/x,u[v]=2*(g-m)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=u,r.uniforms.dataScale=c;var b=0;for(v=0;v<2;++v){f[0]=f[1]=0,f[v]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[v]/(s[v+2]-s[v])*d,r.uniforms.color=h[v];var _=6*n[v].length;p[v]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,u=this.vbo,c=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,v=s.viewBox,g=s.pixelRatio,y=s.screenBox,m=y[2]-y[0],x=y[3]-y[1],b=v[2]-v[0],_=v[3]-v[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/m,t[0]*=b/m,e[1]*=_/x,t[1]*=_/x,c.bind(),u.bind(),c.attributes.dataCoord.pointer();var S=c.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,O=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),I=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),D=0+6*O,z=6*Math.max(0,I-O),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(v[0]-E[1])/m-1,i[1]=(v[3]+v[1])/x-1,o[0]=E[1]*g/m,o[1]=L[1]*g/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(v[2]+v[0])/m-1,i[1]=2*(v[1]-E[0])/x-1,o[0]=L[0]*g/m,o[1]=E[0]*g/x,z&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,D,z)),i[0]=2*(v[2]+E[3])/m-1,i[1]=(v[3]+v[1])/x-1,o[0]=E[3]*g/m,o[1]=L[3]*g/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(v[2]+v[0])/m-1,i[1]=2*(v[3]+E[2])/x-1,o[0]=L[2]*g/m,o[1]=E[2]*g/x,z&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,D,z))}}(),d.update=(h=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],u=r[o],c=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-u)/(c-u);s.push(d);for(var v=0;v<6;++v)n[i++]=d,n[i++]=h[v],n[i++]=p[v]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},1154:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new o(t,n(e,[-1,-1,-1,1,1,-1,1,1]),i(e,a.lineVert,a.lineFrag))};var n=r(5827),i=r(5158),a=r(2709);function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,u=o.prototype;u.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},u.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,u=this.shader,c=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,u.uniforms.start=s,u.uniforms.end=l,u.uniforms.width=i*o.pixelRatio,u.uniforms.color=a,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),u.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},2709:function(t,e,r){\"use strict\";var n=r(6832),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);t.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},5613:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl;return new l(t,n(e),i(e,s.textVert,s.textFrag))};var n=r(5827),i=r(5158),a=r(6946),o=r(5070),s=r(2709);function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var u,c,f,h,p,d,v=l.prototype;v.drawTicks=(u=[0,0],c=[0,0],f=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,v=e.tickPad,g=e.tickColor,y=e.tickAngle,m=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);u[0]=u[1]=0,u[t]=1,c[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];c[1^t]=M*s[1^t]-1,d[t]&&(c[1^t]-=M*p*v[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=u,r.uniforms.screenOffset=c,r.uniforms.color=g[t],r.uniforms.angle=y[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),m[t]&&T&&(c[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=c,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),c[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(c[1^t]+=M*p*v[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=u,r.uniforms.screenOffset=c,r.uniforms.color=g[t+2],r.uniforms.angle=y[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),m[t+2]&&T&&(c[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=c,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),v.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,u=r.pixelRatio;if(this.titleCount){for(var c=0;c<2;++c)e[c]=2*(o[c]*u-a[c])/(a[2+c]-a[c])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),v.bind=(h=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,u=.5*(n[o+2]+n[o]),c=n[o+2]-n[o],f=a[o],v=a[o+2]-f,g=i[o],y=i[o+2]-g;p[o]=2*l/c*v/y,h[o]=2*(s-u)/c*v/y}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),v.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,u=t.bounds;for(o=0;o<2;++o){var c=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,v=p.text,g=p.font||\"sans-serif\";i=p.fontSize||12;for(var y=1/(u[o+2]-u[o]),m=u[o],x=v.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(g,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-m)*y);c.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=c,this.tickX[o]=f}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},v.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},2117:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=new l(e,n(e,[e.drawingBufferWidth,e.drawingBufferHeight]));return r.grid=i(r),r.text=a(r),r.line=o(r),r.box=s(r),r.update(t),r};var n=r(2611),i=r(3016),a=r(5613),o=r(1154),s=r(4554);function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var u=l.prototype;function c(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}u.setDirty=function(){this.dirty=this.pickDirty=!0},u.setOverlayDirty=function(){this.dirty=!0},u.nextDepthValue=function(){return this._depthCounter++/65536},u.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var u=this.borderColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var c=this.backgroundColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var v=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(v,e[1],v,e[3],p[d],h[d]):o.drawLine(e[0],v,e[2],v,p[d],h[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var g=this.borderLineEnable,y=this.borderLineWidth,m=this.borderLineColor;for(g[1]&&o.drawLine(r[0],r[1]-.5*y[1]*i,r[0],r[3]+.5*y[3]*i,y[1],m[1]),g[0]&&o.drawLine(r[0]-.5*y[0]*i,r[1],r[2]+.5*y[2]*i,r[1],y[0],m[0]),g[3]&&o.drawLine(r[2],r[1]-.5*y[1]*i,r[2],r[3]+.5*y[3]*i,y[3],m[3]),g[2]&&o.drawLine(r[0]-.5*y[0]*i,r[3],r[2]+.5*y[2]*i,r[3],y[2],m[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},u.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},u.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),u=this.objects,c=0;c<u.length;++c){var f=u[c].pick(a,o,l);if(f)return f}return null}},u.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},u.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},u.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},u.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]),this.screenBox,this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=c(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=c(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=c(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=c(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=c(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=c(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(f),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},u.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();for(this.objects.length=0,t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},u.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},u.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},u.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},u.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},4296:function(t,e,r){\"use strict\";t.exports=function(t,e){t=t||document.body;var r=[.01,1/0];\"distanceLimits\"in(e=e||{})&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]),\"zoomMin\"in e&&(r[0]=e.zoomMin),\"zoomMax\"in e&&(r[1]=e.zoomMax);var u=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),c=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:u,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:u.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;u.idle(e-r),u.recalcMatrix(i),u.flush(e-(100+2*r));for(var a=!0,o=u.computedMatrix,s=0;s<16;++s)a=a&&c[s]===o[s],c[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(u.computedRadius[0]),!0)},lookAt:function(t,e,r){u.lookAt(u.lastT(),t,e,r)},rotate:function(t,e,r){u.rotate(u.lastT(),t,e,r)},pan:function(t,e,r){u.pan(u.lastT(),t,e,r)},translate:function(t,e,r){u.translate(u.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return u.computedMatrix},set:function(t){return u.setMatrix(u.lastT(),t),u.computedMatrix},enumerable:!0},mode:{get:function(){return u.getMode()},set:function(t){var e=u.computedUp.slice(),r=u.computedEye.slice(),i=u.computedCenter.slice();if(u.setMode(t),\"turntable\"===t){var a=n();u._active.lookAt(a,r,i,e),u._active.lookAt(a+500,r,i,[0,0,1]),u._active.flush(a)}return u.getMode()},enumerable:!0},center:{get:function(){return u.computedCenter},set:function(t){return u.lookAt(u.lastT(),null,t),u.computedCenter},enumerable:!0},eye:{get:function(){return u.computedEye},set:function(t){return u.lookAt(u.lastT(),t),u.computedEye},enumerable:!0},up:{get:function(){return u.computedUp},set:function(t){return u.lookAt(u.lastT(),null,null,t),u.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return u.setDistance(u.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return u.getDistanceLimits(r)},set:function(t){return u.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,c=\"zoom\"===o,h=!!a.control,p=!!a.alt,v=!!a.shift,g=!!(1&e),y=!!(2&e),m=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&g&&!h&&!p&&!v||g&&!h&&!p&&v)&&u.rotate(A,w*k*b,-T*k*_,0),(l&&g&&!h&&!p&&!v||y||g&&h&&!p&&!v)&&u.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),c&&g&&!h&&!p&&!v||m||g&&!h&&p&&!v)){var M=-d.zoomSpeed*_/window.innerHeight*(A-u.lastT())*100;u.pan(A,0,0,f*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))u.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-u.lastT())/20;u.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=r(8161),i=r(1152),a=r(6145),o=r(6475),s=r(2565),l=r(5233)},8245:function(t,e,r){var n=r(6832),i=r(5158),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);t.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},1059:function(t,e,r){\"use strict\";var n=r(4296),i=r(7453),a=r(2771),o=r(6496),s=r(2611),l=r(4234),u=r(8126),c=r(6145),f=r(1120),h=r(5268),p=r(8245),d=r(2321)({tablet:!0,featureDetect:!0});function v(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function g(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}return e>0?(r=Math.round(Math.pow(10,e)),Math.ceil(t/r)*r):Math.ceil(t)}function y(t){return\"boolean\"!=typeof t||t}t.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;e||(e=document.createElement(\"canvas\"),t.container?t.container.appendChild(e):document.body.appendChild(e));var r=t.gl;if(r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d})),!r)throw new Error(\"webgl not supported\");var m=t.bounds||[[-10,-10,-10],[10,10,10]],x=new v,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],O=!0,I=!0,D={view:null,projection:new Array(16),model:new Array(16),_ortho:!1},z=(I=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),R=t.cameraObject||n(e,T),F={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:R,axes:A,axesPixels:null,spikes:S,bounds:m,objects:E,shape:z,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:y(t.autoResize),autoBounds:y(t.autoBounds),autoScale:!!t.autoScale,autoCenter:y(t.autoCenter),clipToBounds:y(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:D,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,I=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},B=[r.drawingBufferWidth/F.pixelRatio|0,r.drawingBufferHeight/F.pixelRatio|0];function N(){if(!F._stopped&&F.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*F.pixelRatio),a=0|Math.ceil(n*F.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",O=!0}}}function j(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,z);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function U(){if(F.contextLost)return!0;r.isContextLost()&&(F.contextLost=!0,F.mouseListener.enabled=!1,F.selection.object=null,F.oncontextloss&&F.oncontextloss())}F.autoResize&&N(),window.addEventListener(\"resize\",N),F.update=function(t){F._stopped||(t=t||{},O=!0,I=!0)},F.add=function(t){F._stopped||(t.axes=A,E.push(t),L.push(-1),O=!0,I=!0,j())},F.remove=function(t){if(!F._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),O=!0,I=!0,j())}},F.dispose=function(){if(!F._stopped&&(F._stopped=!0,window.removeEventListener(\"resize\",N),e.removeEventListener(\"webglcontextlost\",U),F.mouseListener.enabled=!1,!F.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();for(b.dispose(),t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},F._mouseRotating=!1,F._prevButtons=0,F.enableMouseListeners=function(){F.mouseListener=c(e,(function(t,e,r){if(!F._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&F._prevButtons)F._mouseRotating=!0;else{F._mouseRotating&&(I=!0),F._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,B[1]-r-1,F.pickRadius);if(l){if(l.distance>x.distance)continue;for(var u=0;u<i;++u){var c=E[u];if(L[u]===s){var f=c.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=c,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),O=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),O=!0),(o=o||x.object!==a)&&F.onselect&&F.onselect(x),1&t&&!(1&F._prevButtons)&&F.onclick&&F.onclick(x),F._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",U);var V=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],q=[V[0].slice(),V[1].slice()];function H(){if(!U()){N();var t=F.camera.tick();D.view=F.camera.matrix,O=O||t,I=I||t,A.pixelRatio=F.pixelRatio,S.pixelRatio=F.pixelRatio;var e=E.length,n=V[0],i=V[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=F.pixelRatio,C.axes=F.axes,O=O||!!C.dirty,I=I||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],c=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],c[p])}var d=F.bounds;if(F.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var v=.05*(i[p]-n[p]);n[p]=n[p]-v,i[p]=i[p]+v}d[0][p]=n[p],d[1][p]=i[p]}var y=!1;for(p=0;p<3;++p)y=y||q[0][p]!==d[0][p]||q[1][p]!==d[1][p],q[0][p]=d[0][p],q[1][p]=d[1][p];if(I=I||y,O=O||y){if(y){var m=[0,0,0];for(o=0;o<3;++o)m[o]=g((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:m}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;for(z[0]=T,z[1]=k,B[0]=0|Math.max(T/F.pixelRatio,1),B[1]=0|Math.max(k/F.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,u=t.zFar,c=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,u),n._ortho=!0):(f(i,c,p,l,u),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var v=0;for(d=0;d<3;++d)v=Math.max(v,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/v,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(F,w),o=0;o<e;++o)(C=E[o]).axesBounds=d,F.clipToBounds&&(C.clipBounds=d);x.object&&(F.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),I&&(I=!1,function(){if(!U()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=B,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(D))}i.end()}}}()),F.axesPixels=a(F.axes,D,T,k),F.onrender&&F.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),F.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;for(A.enable&&(M=M||A.isTransparent(),A.draw(D)),S.axes=A,x.object&&S.draw(D),r.disable(r.CULL_FACE),o=0;o<e;++o)(C=E[o]).axes=A,C.pixelRatio=F.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(D),C.isTransparent&&C.isTransparent()&&(M=!0);if(M){for(b.shape=z,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(D),o=0;o<e;++o)(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(D);for(r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(D),o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(D)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,u(r),r.disable(r.BLEND)}for(O=!1,o=0;o<e;++o)E[o].dirty=!1}}}return F.enableMouseListeners(),function t(){F._stopped||F.contextLost||(H(),requestAnimationFrame(t))}(),F.redraw=function(){F._stopped||(O=!0,H())},F},createCamera:n}},8023:function(t,e,r){var n=r(6832);e.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),e.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),e.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),e.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},8271:function(t,e,r){\"use strict\";var n=r(5158),i=r(5827),a=r(5306),o=r(8023);function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}t.exports=function(t,e){var r=t.gl,a=new s(t,i(r),i(r),n(r,o.pointVertex,o.pointFragment),n(r,o.pickVertex,o.pickFragment));return a.update(e),t.addObject(a),a};var l,u,c=s.prototype;c.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},c.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),u=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)u[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(u),i||a.free(l),o||a.free(u),this.pointCount=n,this.pickOffset=0},c.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],u=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),c=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=c<5,r.uniforms.pointSize=c,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(u[0]=255&t,u[1]=t>>8&255,u[2]=t>>16&255,u[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=u,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),c.draw=c.unifiedDraw,c.drawPick=c.unifiedDraw,c.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},6093:function(t){t.exports=function(t,e,r,n){var i,a,o,s,l,u=e[0],c=e[1],f=e[2],h=e[3],p=r[0],d=r[1],v=r[2],g=r[3];return(a=u*p+c*d+f*v+h*g)<0&&(a=-a,p=-p,d=-d,v=-v,g=-g),1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n),t[0]=s*u+l*p,t[1]=s*c+l*d,t[2]=s*f+l*v,t[3]=s*h+l*g,t}},8240:function(t){\"use strict\";t.exports=function(t){return t||0===t?t.toString():\"\"}},4123:function(t,e,r){\"use strict\";var n=r(875);t.exports=function(t,e,r){var a=i[e];if(a||(a=i[e]={}),t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,u,c=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(u=0;u<s.positions[l].length;++u)s.positions[l][u]/=r;for(l=0;l<c.positions.length;++l)for(u=0;u<c.positions[l].length;++u)c.positions[l][u]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=c.positions.length;for(l=0;l<h;++l){var p=c.positions[l];for(u=0;u<2;++u)f[0][u]=Math.min(f[0][u],p[u]),f[1][u]=Math.max(f[1][u],p[u])}return a[t]=[s,c,f]};var i={}},9282:function(t,e,r){var n=r(5158),i=r(6832),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),u=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),c=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:c},h={vertex:o,fragment:l,attributes:c},p={vertex:s,fragment:l,attributes:c},d={vertex:a,fragment:u,attributes:c},v={vertex:o,fragment:u,attributes:c},g={vertex:s,fragment:u,attributes:c};function y(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}e.createPerspective=function(t){return y(t,f)},e.createOrtho=function(t){return y(t,h)},e.createProject=function(t){return y(t,p)},e.createPickPerspective=function(t){return y(t,d)},e.createPickOrtho=function(t){return y(t,v)},e.createPickProject=function(t){return y(t,g)}},2182:function(t,e,r){\"use strict\";var n=r(3596),i=r(5827),a=r(2944),o=r(5306),s=r(104),l=r(9282),u=r(4123),c=r(8240),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function v(t){return!0===t||t>1?1:t}function g(t,e,r,n,i,a,o,s,l,u,c,f){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=u,this.pickOrthoShader=c,this.pickProjectShader=f,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}t.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),u=l.createPickOrtho(e),c=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),v=new g(e,r,n,o,f,h,p,d,a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),s,u,c);return v.update(t),v};var y=g.prototype;y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},y.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var m=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}var L=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function C(t,e,r,n,i,a,o){var l=r.gl;if((a===r.projectHasAlpha||o)&&function(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,u=r.model||f,c=r.view||f,h=r.projection||f,d=e.axesBounds,v=function(t){for(var e=A,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],m[0]=2/o.drawingBufferWidth,m[1]=2/o.drawingBufferHeight,t.bind(),l.view=c,l.projection=h,l.screenSize=m,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=v,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var g=0;g<3;++g)if(a[g]){l.scale=e.projectScale[g],l.opacity=e.projectOpacity[g];for(var y=T,L=0;L<16;++L)y[L]=0;for(L=0;L<4;++L)y[5*L]=1;y[5*g]=0,i[g]<0?y[12+g]=d[0][g]:y[12+g]=d[1][g],s(y,u,y),l.model=y;var C=(g+1)%3,P=(g+2)%3,O=M(x),I=M(b);O[C]=1,I[P]=1;var D=p(0,0,0,S(_,O)),z=p(0,0,0,S(w,I));if(Math.abs(D[1])>Math.abs(z[1])){var R=D;D=z,z=R,R=O,O=I,I=R;var F=C;C=P,P=F}D[0]<0&&(O[C]=-1),z[1]>0&&(I[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(u[4*C+L],2),N+=Math.pow(u[4*P+L],2);O[C]/=Math.sqrt(B),I[P]/=Math.sqrt(N),l.axes[0]=O,l.axes[1]=I,l.fragClipBounds[0]=E(k,v[0],g,-1e8),l.fragClipBounds[1]=E(k,v[1],g,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}(e,r,n,i),a===r.hasAlpha||o){t.bind();var u=t.uniforms;u.model=n.model||f,u.view=n.view||f,u.projection=n.projection||f,m[0]=2/l.drawingBufferWidth,m[1]=2/l.drawingBufferHeight,u.screenSize=m,u.highlightId=r.highlightId,u.highlightScale=r.highlightScale,u.fragClipBounds=L,u.clipBounds=r.axes.bounds,u.opacity=r.opacity,u.pickGroup=r.pickId/255,u.pixelRatio=i,r.vao.bind(),r.vao.draw(l.TRIANGLES,r.vertexCount),r.lineWidth>0&&(l.lineWidth(r.lineWidth*i),r.vao.draw(l.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function P(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=c(a);var o=!0;n(a)&&(a=\"▼\",o=!1);var s=u(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}y.draw=function(t){C(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},y.drawTransparent=function(t){C(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},y.drawPick=function(t){C(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},y.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},y.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},y.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){Array.isArray(t.projectOpacity)?this.projectOpacity=t.projectOpacity.slice():(r=+t.projectOpacity,this.projectOpacity=[r,r,r]);for(var n=0;n<3;++n)this.projectOpacity[n]=v(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=v(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",u=t.alignment||[0,0];if(2===u.length)i=u[0],a=u[1];else for(i=[],a=[],n=0;n<u.length;++n)i[n]=u[n][0],a[n]=u[n][1];var 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float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha 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outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);e.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},e.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},7307:function(t,e,r){\"use strict\";var n=r(2858),i=r(4020),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},s=function(t,e,r){return t<e?e:t>r?r:t},l=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};t.exports=function(t,e){var r=t.startingPositions,u=t.maxLength||1e3,c=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,l=t[0],u=t[1],c=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=o(a[0],l),v=o(a[1],u),g=o(a[2],c),y=d+1,m=v+1,x=g+1;if(d=s(d,0,f-1),y=s(y,0,f-1),v=s(v,0,h-1),m=s(m,0,h-1),g=s(g,0,p-1),x=s(x,0,p-1),d<0||v<0||g<0||y>f-1||m>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][y],E=a[1][v],L=a[1][m],C=a[2][g],P=(l-M)/(S-M),O=(u-E)/(L-E),I=(c-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(O)||(O=.5),isFinite(I)||(I=.5),r.reversedX&&(d=f-1-d,y=f-1-y),r.reversedY&&(v=h-1-v,m=h-1-m),r.reversedZ&&(g=p-1-g,x=p-1-x),r.filled){case 5:k=g,A=x,w=v*p,T=m*p,b=d*p*h,_=y*p*h;break;case 4:k=g,A=x,b=d*p,_=y*p,w=v*p*f,T=m*p*f;break;case 3:w=v,T=m,k=g*h,A=x*h,b=d*h*p,_=y*h*p;break;case 2:w=v,T=m,b=d*h,_=y*h,k=g*h*f,A=x*h*f;break;case 1:b=d,_=y,k=g*f,A=x*f,w=v*f*p,T=m*f*p;break;default:b=d,_=y,w=v*f,T=m*f,k=g*f*h,A=x*f*h}var D=i[b+w+k],z=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),q=n.create(),H=n.create(),G=n.create();n.lerp(V,D,B,P),n.lerp(q,z,N,P),n.lerp(H,R,j,P),n.lerp(G,F,U,P);var W=n.create(),Y=n.create();n.lerp(W,V,H,O),n.lerp(Y,q,G,O);var X=n.create();return n.lerp(X,W,Y,I),X}(e,t,p)},v=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},g=[],y=e[0][0],m=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<y||e>b||r<m||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/u,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,u=0;u<s;u++){var c=t[u],f=c[0],h=c[1],p=c[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=l(e),v=l(r),g=l(n),y=Math.min(d,v,g);return isFinite(y)?y:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],O=[],I=d(C),D=C;O.push(I);var z=[],R=v(C,I),F=n.length(R);isFinite(F)&&F>S&&(S=F),z.push(F),g.push({points:P,velocities:O,divergences:z});for(var B=0;B<100*u&&P.length<u&&T(C);){B++;var N=n.clone(I),j=n.squaredLength(N);if(0===j)break;j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),I=d(N),n.squaredDistance(D,N)-A>-1e-4*A&&(P.push(N),D=N,O.push(I),R=v(N,I),F=n.length(R),isFinite(F)&&F>S&&(S=F),z.push(F)),C=N}}var U=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,u=0;u<l.length;u++)o=Math.max(o,n.length(l[u]));var c=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,u=[],c=[],f=[],h=[],p=[],d=[],v=0,g=0,y=i.create(),m=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),g=n.length(_)/a,y=i.create(),n.copy(y,_),y[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;u.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(m,y,y,y,m,m),d.push(v,g,g,g,v,v);var A=u.length;c.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=m;m=y,y=S;var E=v;v=g,g=E}return{positions:u,cells:c,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<c.length;s++){var v=c[s],g=f.length;for(f=f.concat(v.positions),p=p.concat(v.vectors),d=d.concat(v.vertexIntensity),u=0;u<v.cells.length;u++){var y=v.cells[u],m=[];h.push(m);for(var x=0;x<y.length;x++)m.push(y[x]+g)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}}(g,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*c*M/S),U};var u=r(9578),c=r(1140).createMesh;t.exports.createTubeMesh=function(t,e){return c(t,e,{shaders:u,traceType:\"streamtube\"})}},9054:function(t,e,r){var n=r(5158),i=r(6832),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color — in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);e.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},e.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},e.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},e.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},3754:function(t,e,r){\"use strict\";t.exports=function(t){var e=t.gl,r=m(e),n=b(e),s=x(e),l=_(e),u=i(e),c=a(e,[{buffer:u,size:4,stride:w,offset:0},{buffer:u,size:3,stride:w,offset:16},{buffer:u,size:3,stride:w,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),v=o(e,1,S,e.RGBA,e.UNSIGNED_BYTE);v.minFilter=e.LINEAR,v.magFilter=e.LINEAR;var g=new E(e,[0,0],[[0,0,0],[0,0,0]],r,n,u,c,v,s,l,f,h,p,d,[0,0,0]),y={levels:[[],[],[]]};for(var T in t)y[T]=t[T];return y.colormap=y.colormap||\"jet\",g.update(y),g};var n=r(2288),i=r(5827),a=r(2944),o=r(8931),s=r(5306),l=r(9156),u=r(7498),c=r(7382),f=r(5050),h=r(4162),p=r(104),d=r(7437),v=r(5070),g=r(9144),y=r(9054),m=y.createShader,x=y.createContourShader,b=y.createPickShader,_=y.createPickContourShader,w=40,T=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],k=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],A=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function M(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=A[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();var S=256;function E(t,e,r,n,i,a,o,l,u,c,h,p,d,v,g){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=g,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=u,this._contourPickShader=c,this._contourBuffer=h,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new M([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=v,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var L=E.prototype;L.genColormap=function(t,e){var r=!1,n=c([l({colormap:t,nshades:S,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return u.divseq(n,255),this.hasAlphaScale=r,n},L.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},L.isOpaque=function(){return!this.isTransparent()},L.pickSlots=1,L.setPickBase=function(t){this.pickId=t};var C=[0,0,0],P={showSurface:!1,showContour:!1,projections:[T.slice(),T.slice(),T.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function O(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||C,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=P.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var u=P.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)u[i][n]=t.clipBounds[i][n];u[0][r]=-1e8,u[1][r]=1e8}return P.showSurface=o,P.showContour=s,P}var I={model:T,view:T,projection:T,inverseModel:T.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},D=T.slice(),z=[1,0,0,0,1,0,0,0,1];function R(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=I;n.model=t.model||T,n.view=t.view||T,n.projection=t.projection||T,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=z,n.vertexColor=this.vertexColor;var s=D;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var u=s[12+i];for(o=0;o<3;++o)u+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=u/l}var c=O(n,this);if(c.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=c.projections[i],this._shader.uniforms.clipBounds=c.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(c.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=A[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=c.projections[i],f.uniforms.clipBounds=c.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=A[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var v=0;v<this.contourLevels[o].length;++v)v===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==v&&v-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][v]&&(f.uniforms.height=this.contourLevels[o][v],h.draw(r.LINES,this._contourCounts[o][v],this._contourOffsets[o][v]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=A[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=c.projections[o],f.uniforms.clipBounds=c.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}L.draw=function(t){return R.call(this,t,!1)},L.drawTransparent=function(t){return R.call(this,t,!0)};var F={model:T,view:T,projection:T,inverseModel:T,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function B(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function N(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function j(t){if(Array.isArray(t)){if(Array.isArray(t))return[N(t[0]),N(t[1]),N(t[2])];var e=N(t);return[e.slice(),e.slice(),e.slice()]}}L.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=F;r.model=t.model||T,r.view=t.view||T,r.projection=t.projection||T,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=z;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=O(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=A[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=A[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var u=0;u<this.contourLevels[a].length;++u)this._contourCounts[a][u]&&(s.uniforms.height=this.contourLevels[a][u],l.draw(e.LINES,this._contourCounts[a][u],this._contourOffsets[a][u]))}l.unbind()}},L.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var u=r.position;u[0]=u[1]=u[2]=0;for(var c=0;c<2;++c)for(var f=c?a:1-a,h=0;h<2;++h)for(var p=i+c,d=s+h,g=f*(h?l:1-l),y=0;y<3;++y)u[y]+=this._field[y].get(p,d)*g;for(var m=this._pickResult.level,x=0;x<3;++x)if(m[x]=v.le(this.contourLevels[x],u[x]),m[x]<0)this.contourLevels[x].length>0&&(m[x]=0);else if(m[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][m[x]],_=this.contourLevels[x][m[x]+1];Math.abs(b-u[x])>Math.abs(_-u[x])&&(m[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],y=0;y<3;++y)r.dataCoordinate[y]=this._field[y].get(r.index[0],r.index[1]);return r},L.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();u.assign(t.lo(1,1).hi(r[0],r[1]),e),u.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),u.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),u.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),u.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},L.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=B(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=B(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=B(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=j(t.contourColor)),\"contourProject\"in t&&(this.contourProject=B(t.contourProject,(function(t){return B(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=j(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=B(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=B(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=f(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var u=l[o];for(y=0;y<2;++y)if(u.shape[y]!==a[y])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],u)}}else if(t.ticks){var c=t.ticks;if(!Array.isArray(c)||2!==c.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=c[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var v=[0,0];v[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],v,0)}this._field[0].set(0,0,0);for(var y=0;y<a[0];++y)this._field[0].set(y+1,0,y);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),y=0;y<a[1];++y)this._field[1].set(0,y+1,y);this._field[1].set(0,a[1]+1,a[1]-1)}var m=this._field,x=f(s.mallocFloat(3*m[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)g(x.pick(o),m[o],\"mirror\");var b=f(s.mallocFloat(3*m[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(y=0;y<a[1]+2;++y){var _=x.get(0,o,y,0),w=x.get(0,o,y,1),T=x.get(1,o,y,0),A=x.get(1,o,y,1),M=x.get(2,o,y,0),S=x.get(2,o,y,1),E=T*S-A*M,L=M*w-S*_,C=_*A-w*T,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,y,0,E*P),b.set(o,y,1,L*P),b.set(o,y,2,C*P)}s.free(x.data);var O=[1/0,1/0,1/0],I=[-1/0,-1/0,-1/0],D=1/0,z=-1/0,R=(a[0]-1)*(a[1]-1)*6,F=s.mallocFloat(n.nextPow2(10*R)),N=0,U=0;for(o=0;o<a[0]-1;++o)t:for(y=0;y<a[1]-1;++y){for(var V=0;V<2;++V)for(var q=0;q<2;++q)for(var H=0;H<3;++H){var G=this._field[H].get(1+o+V,1+y+q);if(isNaN(G)||!isFinite(G))continue t}for(H=0;H<6;++H){var W=o+k[H][0],Y=y+k[H][1],X=this._field[0].get(W+1,Y+1),Z=this._field[1].get(W+1,Y+1);G=this._field[2].get(W+1,Y+1),E=b.get(W+1,Y+1,0),L=b.get(W+1,Y+1,1),C=b.get(W+1,Y+1,2),t.intensity&&(K=t.intensity.get(W,Y));var K=t.intensity?t.intensity.get(W,Y):G+this.objectOffset[2];F[N++]=W,F[N++]=Y,F[N++]=X,F[N++]=Z,F[N++]=G,F[N++]=0,F[N++]=K,F[N++]=E,F[N++]=L,F[N++]=C,O[0]=Math.min(O[0],X+this.objectOffset[0]),O[1]=Math.min(O[1],Z+this.objectOffset[1]),O[2]=Math.min(O[2],G+this.objectOffset[2]),D=Math.min(D,K),I[0]=Math.max(I[0],X+this.objectOffset[0]),I[1]=Math.max(I[1],Z+this.objectOffset[1]),I[2]=Math.max(I[2],G+this.objectOffset[2]),z=Math.max(z,K),U+=1}}for(t.intensityBounds&&(D=+t.intensityBounds[0],z=+t.intensityBounds[1]),o=6;o<N;o+=10)F[o]=(F[o]-D)/(z-D);this._vertexCount=U,this._coordinateBuffer.update(F.subarray(0,N)),s.freeFloat(F),s.free(b.data),this.bounds=[O,I],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===D&&this.intensityBounds[1]===z||(r=!0),this.intensityBounds=[D,z]}if(\"levels\"in t){var J=t.levels;for(J=Array.isArray(J[0])?J.slice():[[],[],J],o=0;o<3;++o)J[o]=J[o].slice(),J[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(y=0;y<J[o].length;++y)J[o][y]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(J[o].length!==this.contourLevels[o].length){r=!0;break}for(y=0;y<J[o].length;++y)if(J[o][y]!==this.contourLevels[o][y]){r=!0;break t}}this.contourLevels=J}if(r){m=this._field,a=this.shape;for(var $=[],Q=0;Q<3;++Q){var tt=this.contourLevels[Q],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[Q],tt[o]);et.push($.length/5|0),U=0;t:for(y=0;y<it.cells.length;++y){var at=it.cells[y];for(H=0;H<2;++H){var ot=it.positions[at[H]],st=ot[0],lt=0|Math.floor(st),ut=st-lt,ct=ot[1],ft=0|Math.floor(ct),ht=ct-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var vt=(Q+dt+1)%3;for(V=0;V<2;++V){var gt=V?ut:1-ut;for(W=0|Math.min(Math.max(lt+V,0),a[0]),q=0;q<2;++q){var yt=q?ht:1-ht;if(Y=0|Math.min(Math.max(ft+q,0),a[1]),G=dt<2?this._field[vt].get(W,Y):(this.intensity.get(W,Y)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var mt=gt*yt;nt[dt]+=mt*G}}}if(pt){if(H>0){for(var xt=0;xt<5;++xt)$.pop();U-=1}continue t}$.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[Q]=et,this._contourCounts[Q]=rt}var bt=s.mallocFloat($.length);for(o=0;o<$.length;++o)bt[o]=$[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},L.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},L.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,u=(o+2)%3,c=this._field[o],f=this._field[l],p=this._field[u],d=h(c,r[o]),v=d.cells,g=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<v.length;++e)for(var y=v[e],m=0;m<2;++m){var x=g[y[m]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,O=T*L,I=T*E,D=C*f.get(_,M)+P*f.get(_,S)+O*f.get(w,M)+I*f.get(w,S),z=C*p.get(_,M)+P*p.get(_,S)+O*p.get(w,M)+I*p.get(w,S);if(isNaN(D)||isNaN(z)){m&&(n-=1);break}a[2*n+0]=D,a[2*n+1]=z,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},8931:function(t,e,r){\"use strict\";var n=r(5050),i=r(7498),a=r(5306);t.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");if(o||function(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}(t),\"number\"==typeof arguments[1])return g(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return g(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=u(e)?e:e.raw;if(r)return function(t,e,r,n,i,a){var o=v(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new h(t,o,r,n,i,a)}(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return function(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=d(o,e.stride.slice()),u=0;\"float32\"===r?u=t.FLOAT:\"float64\"===r?(u=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?u=t.UNSIGNED_BYTE:(u=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var f,p,g=0;if(2===o.length)g=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])g=t.ALPHA;else if(2===o[2])g=t.LUMINANCE_ALPHA;else if(3===o[2])g=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}}u!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(u=t.UNSIGNED_BYTE,l=!1);var y=e.size;if(l)f=0===e.offset&&e.data.length===y?e.data:e.data.subarray(e.offset,e.offset+y);else{var m=[o[2],o[2]*o[0],1];p=a.malloc(y,r);var x=n(p,o,m,0);\"float32\"!==r&&\"float64\"!==r||u!==t.UNSIGNED_BYTE?i.assign(x,e):c(x,e),f=p.subarray(0,y)}var b=v(t);return t.texImage2D(t.TEXTURE_2D,0,g,o[0],o[1],0,g,u,f),l||a.free(p),new h(t,b,o[0],o[1],g,u)}(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function u(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var c=function(t,e){i.muls(t,e,255)};function f(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function h(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var p=h.prototype;function d(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function v(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function g(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=v(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new h(t,o,e,r,n,i)}Object.defineProperties(p,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var e=0;e<2;++e)if(l.indexOf(t[e])<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);this._wrapS=t[0],this._wrapT=t[1];var r=this.gl;return this.bind(),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_S,this._wrapS),r.texParameteri(r.TEXTURE_2D,r.TEXTURE_WRAP_T,this._wrapT),t}},shape:{get:function(){return this._shapeVector},set:function(t){if(Array.isArray(t)){if(2!==t.length)throw new Error(\"gl-texture2d: Invalid texture shape\")}else t=[0|t,0|t];return f(this,0|t[0],0|t[1]),[0|t[0],0|t[1]]}},width:{get:function(){return this._shape[0]},set:function(t){return f(this,t|=0,this._shape[1]),t}},height:{get:function(){return this._shape[1]},set:function(t){return t|=0,f(this,this._shape[0],t),t}}}),p.bind=function(t){var e=this.gl;return void 0!==t&&e.activeTexture(e.TEXTURE0+(0|t)),e.bindTexture(e.TEXTURE_2D,this.handle),void 0!==t?0|t:e.getParameter(e.ACTIVE_TEXTURE)-e.TEXTURE0},p.dispose=function(){this.gl.deleteTexture(this.handle)},p.generateMipmap=function(){this.bind(),this.gl.generateMipmap(this.gl.TEXTURE_2D);for(var t=Math.min(this._shape[0],this._shape[1]),e=0;t>0;++e,t>>>=1)this._mipLevels.indexOf(e)<0&&this._mipLevels.push(e)},p.setPixels=function(t,e,r,o){var s=this.gl;this.bind(),Array.isArray(e)?(o=r,r=0|e[1],e=0|e[0]):(e=e||0,r=r||0),o=o||0;var l=u(t)?t:t.raw;if(l)this._mipLevels.indexOf(o)<0?(s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,this.type,l),this._mipLevels.push(o)):s.texSubImage2D(s.TEXTURE_2D,o,e,r,this.format,this.type,l);else{if(!(t.shape&&t.stride&&t.data))throw new Error(\"gl-texture2d: Unsupported data type\");if(t.shape.length<2||e+t.shape[1]>this._shape[1]>>>o||r+t.shape[0]>this._shape[0]>>>o||e<0||r<0)throw new Error(\"gl-texture2d: Texture dimensions are out of bounds\");!function(t,e,r,o,s,l,u,f){var h=f.dtype,p=f.shape.slice();if(p.length<2||p.length>3)throw new Error(\"gl-texture2d: Invalid ndarray, must be 2d or 3d\");var v=0,g=0,y=d(p,f.stride.slice());if(\"float32\"===h?v=t.FLOAT:\"float64\"===h?(v=t.FLOAT,y=!1,h=\"float32\"):\"uint8\"===h?v=t.UNSIGNED_BYTE:(v=t.UNSIGNED_BYTE,y=!1,h=\"uint8\"),2===p.length)g=t.LUMINANCE,p=[p[0],p[1],1],f=n(f.data,p,[f.stride[0],f.stride[1],1],f.offset);else{if(3!==p.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===p[2])g=t.ALPHA;else if(2===p[2])g=t.LUMINANCE_ALPHA;else if(3===p[2])g=t.RGB;else{if(4!==p[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");g=t.RGBA}p[2]}if(g!==t.LUMINANCE&&g!==t.ALPHA||s!==t.LUMINANCE&&s!==t.ALPHA||(g=s),g!==s)throw new Error(\"gl-texture2d: Incompatible texture format for setPixels\");var m=f.size,x=u.indexOf(o)<0;if(x&&u.push(o),v===l&&y)0===f.offset&&f.data.length===m?x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,f.data):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,f.data):x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,f.data.subarray(f.offset,f.offset+m)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,f.data.subarray(f.offset,f.offset+m));else{var b;b=l===t.FLOAT?a.mallocFloat32(m):a.mallocUint8(m);var _=n(b,p,[p[2],p[2]*p[0],1]);v===t.FLOAT&&l===t.UNSIGNED_BYTE?c(_,f):i.assign(_,f),x?t.texImage2D(t.TEXTURE_2D,o,s,p[0],p[1],0,s,l,b.subarray(0,m)):t.texSubImage2D(t.TEXTURE_2D,o,e,r,p[0],p[1],s,l,b.subarray(0,m)),l===t.FLOAT?a.freeFloat32(b):a.freeUint8(b)}}(s,e,r,o,this.format,this.type,this._mipLevels,t)}}},3056:function(t){\"use strict\";t.exports=function(t,e,r){e?e.bind():t.bindBuffer(t.ELEMENT_ARRAY_BUFFER,null);var n=0|t.getParameter(t.MAX_VERTEX_ATTRIBS);if(r){if(r.length>n)throw new Error(\"gl-vao: Too many vertex attributes\");for(var i=0;i<r.length;++i){var a=r[i];if(a.buffer){var o=a.buffer,s=a.size||4,l=a.type||t.FLOAT,u=!!a.normalized,c=a.stride||0,f=a.offset||0;o.bind(),t.enableVertexAttribArray(i),t.vertexAttribPointer(i,s,l,u,c,f)}else{if(\"number\"==typeof a)t.vertexAttrib1f(i,a);else if(1===a.length)t.vertexAttrib1f(i,a[0]);else if(2===a.length)t.vertexAttrib2f(i,a[0],a[1]);else if(3===a.length)t.vertexAttrib3f(i,a[0],a[1],a[2]);else{if(4!==a.length)throw new Error(\"gl-vao: Invalid vertex attribute\");t.vertexAttrib4f(i,a[0],a[1],a[2],a[3])}t.disableVertexAttribArray(i)}}for(;i<n;++i)t.disableVertexAttribArray(i)}else for(t.bindBuffer(t.ARRAY_BUFFER,null),i=0;i<n;++i)t.disableVertexAttribArray(i)}},7220:function(t,e,r){\"use strict\";var n=r(3056);function i(t){this.gl=t,this._elements=null,this._attributes=null,this._elementsType=t.UNSIGNED_SHORT}i.prototype.bind=function(){n(this.gl,this._elements,this._attributes)},i.prototype.update=function(t,e,r){this._elements=e,this._attributes=t,this._elementsType=r||this.gl.UNSIGNED_SHORT},i.prototype.dispose=function(){},i.prototype.unbind=function(){},i.prototype.draw=function(t,e,r){r=r||0;var n=this.gl;this._elements?n.drawElements(t,e,this._elementsType,r):n.drawArrays(t,r,e)},t.exports=function(t){return new i(t)}},3778:function(t,e,r){\"use strict\";var n=r(3056);function i(t,e,r,n,i,a){this.location=t,this.dimension=e,this.a=r,this.b=n,this.c=i,this.d=a}function 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strict\";t.exports=function(t,e,r,n,i,a,o,s,l,u){var c=e+a+u;if(f>0){var f=Math.sqrt(c+1);t[0]=.5*(o-l)/f,t[1]=.5*(s-n)/f,t[2]=.5*(r-a)/f,t[3]=.5*f}else{var h=Math.max(e,a,u);f=Math.sqrt(2*h-c+1),e>=h?(t[0]=.5*f,t[1]=.5*(i+r)/f,t[2]=.5*(s+n)/f,t[3]=.5*(o-l)/f):a>=h?(t[0]=.5*(r+i)/f,t[1]=.5*f,t[2]=.5*(l+o)/f,t[3]=.5*(s-n)/f):(t[0]=.5*(n+s)/f,t[1]=.5*(o+l)/f,t[2]=.5*f,t[3]=.5*(r-i)/f)}return t}},7774:function(t,e,r){\"use strict\";t.exports=function(t){var e=(t=t||{}).center||[0,0,0],r=t.rotation||[0,0,0,1],n=t.radius||1;e=[].slice.call(e,0,3),c(r=[].slice.call(r,0,4),r);var i=new f(r,e,Math.log(n));return i.setDistanceLimits(t.zoomMin,t.zoomMax),(\"eye\"in t||\"up\"in t)&&i.lookAt(0,t.eye,t.center,t.up),i};var n=r(8444),i=r(3012),a=r(5950),o=r(7437),s=r(567);function l(t,e,r){return Math.sqrt(Math.pow(t,2)+Math.pow(e,2)+Math.pow(r,2))}function u(t,e,r,n){return Math.sqrt(Math.pow(t,2)+Math.pow(e,2)+Math.pow(r,2)+Math.pow(n,2))}function c(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=u(r,n,i,a);o>1e-6?(t[0]=r/o,t[1]=n/o,t[2]=i/o,t[3]=a/o):(t[0]=t[1]=t[2]=0,t[3]=1)}function f(t,e,r){this.radius=n([r]),this.center=n(e),this.rotation=n(t),this.computedRadius=this.radius.curve(0),this.computedCenter=this.center.curve(0),this.computedRotation=this.rotation.curve(0),this.computedUp=[.1,0,0],this.computedEye=[.1,0,0],this.computedMatrix=[.1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],this.recalcMatrix(0)}var h=f.prototype;h.lastT=function(){return Math.max(this.radius.lastT(),this.center.lastT(),this.rotation.lastT())},h.recalcMatrix=function(t){this.radius.curve(t),this.center.curve(t),this.rotation.curve(t);var e=this.computedRotation;c(e,e);var r=this.computedMatrix;a(r,e);var n=this.computedCenter,i=this.computedEye,o=this.computedUp,s=Math.exp(this.computedRadius[0]);i[0]=n[0]+s*r[2],i[1]=n[1]+s*r[6],i[2]=n[2]+s*r[10],o[0]=r[1],o[1]=r[5],o[2]=r[9];for(var l=0;l<3;++l){for(var 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Sr=function(t,e){this.type=Xt,this.needle=t,this.haystack=e};Sr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Jt),n=e.parse(t[2],2,Jt);return r&&n?ae(r.type,[Xt,Yt,Wt,Gt,Jt])?new Sr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\"):null},Sr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(ge(e))+\" instead.\");if(!oe(r,[\"string\",\"array\"]))throw new xe(\"Expected second argument to be of type array or string, but found \"+re(ge(r))+\" instead.\");return r.indexOf(e)>=0},Sr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},Sr.prototype.outputDefined=function(){return!0},Sr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var Er=function(t,e,r){this.type=Wt,this.needle=t,this.haystack=e,this.fromIndex=r};Er.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Jt),n=e.parse(t[2],2,Jt);if(!r||!n)return null;if(!ae(r.type,[Xt,Yt,Wt,Gt,Jt]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+re(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Wt);return i?new Er(r,n,i):null}return new Er(r,n)},Er.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!oe(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new xe(\"Expected first argument to be of type boolean, string, number or 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e={color:Zt,string:Yt,number:Wt,enum:Yt,boolean:Xt,formatted:Qt,resolvedImage:te};return\"array\"===t.type?ee(e[t.value]||Jt,t.length):e[t.type]}(e):void 0),n=r.parse(t,void 0,void 0,void 0,e&&\"string\"===e.type?{typeAnnotation:\"coerce\"}:void 0);return n?Xr(new un(n,e)):Zr(r.errors)}un.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._evaluator.globals=t,this._evaluator.feature=e,this._evaluator.featureState=r,this._evaluator.canonical=n,this._evaluator.availableImages=i||null,this._evaluator.formattedSection=a,this.expression.evaluate(this._evaluator)},un.prototype.evaluate=function(t,e,r,n,i,a){this._evaluator.globals=t,this._evaluator.feature=e||null,this._evaluator.featureState=r||null,this._evaluator.canonical=n,this._evaluator.availableImages=i||null,this._evaluator.formattedSection=a||null;try{var o=this.expression.evaluate(this._evaluator);if(null==o||\"number\"==typeof o&&o!=o)return this._defaultValue;if(this._enumValues&&!(o in this._enumValues))throw new xe(\"Expected value to be one of \"+Object.keys(this._enumValues).map((function(t){return JSON.stringify(t)})).join(\", \")+\", but found \"+JSON.stringify(o)+\" instead.\");return o}catch(t){return this._warningHistory[t.message]||(this._warningHistory[t.message]=!0,\"undefined\"!=typeof console&&console.warn(t.message)),this._defaultValue}};var hn=function(t,e){this.kind=t,this._styleExpression=e,this.isStateDependent=\"constant\"!==t&&!Xe(e.expression)};hn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},hn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)};var pn=function(t,e,r,n){this.kind=t,this.zoomStops=r,this._styleExpression=e,this.isStateDependent=\"camera\"!==t&&!Xe(e.expression),this.interpolationType=n};function dn(t,e){if(\"error\"===(t=fn(t,e)).result)return t;var r=t.value.expression,n=Ye(r);if(!n&&!Kr(e))return Zr([new qt(\"\",\"data expressions not supported\")]);var i=Ze(r,[\"zoom\"]);if(!i&&!Jr(e))return Zr([new qt(\"\",\"zoom expressions not supported\")]);var a=gn(r);if(!a&&!i)return Zr([new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.')]);if(a instanceof qt)return Zr([a]);if(a instanceof wr&&!$r(e))return Zr([new qt(\"\",'\"interpolate\" expressions cannot be used with this property')]);if(!a)return Xr(new hn(n?\"constant\":\"source\",t.value));var o=a instanceof wr?a.interpolation:void 0;return Xr(new pn(n?\"camera\":\"composite\",t.value,a.labels,o))}pn.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},pn.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},pn.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?wr.interpolationFactor(this.interpolationType,t,e,r):0};var vn=function(t,e){this._parameters=t,this._specification=e,jt(this,rn(this._parameters,this._specification))};function gn(t){var e=null;if(t instanceof Ar)e=gn(t.result);else if(t instanceof kr)for(var r=0,n=t.args;r<n.length;r+=1){var i=n[r];if(e=gn(i))break}else(t instanceof tr||t instanceof wr)&&t.input instanceof Ee&&\"zoom\"===t.input.name&&(e=t);return e instanceof qt||t.eachChild((function(t){var r=gn(t);r instanceof qt?e=r:!e&&r?e=new qt(\"\",'\"zoom\" expression may only be used as input to a top-level \"step\" or \"interpolate\" expression.'):e&&r&&e!==r&&(e=new qt(\"\",'Only one zoom-based \"step\" or \"interpolate\" subexpression may be used in an expression.'))})),e}function yn(t){var e=t.key,r=t.value,n=t.valueSpec||{},i=t.objectElementValidators||{},a=t.style,o=t.styleSpec,s=[],l=Qr(r);if(\"object\"!==l)return[new Bt(e,r,\"object expected, \"+l+\" found\")];for(var u in r){var c=u.split(\".\")[0],f=n[c]||n[\"*\"],h=void 0;if(i[c])h=i[c];else if(n[c])h=Hn;else if(i[\"*\"])h=i[\"*\"];else{if(!n[\"*\"]){s.push(new Bt(e,r[u],'unknown property \"'+u+'\"'));continue}h=Hn}s=s.concat(h({key:(e?e+\".\":e)+u,value:r[u],valueSpec:f,style:a,styleSpec:o,object:r,objectKey:u},r))}for(var p in n)i[p]||n[p].required&&void 0===n[p].default&&void 0===r[p]&&s.push(new Bt(e,r,'missing required property \"'+p+'\"'));return s}function mn(t){var e=t.value,r=t.valueSpec,n=t.style,i=t.styleSpec,a=t.key,o=t.arrayElementValidator||Hn;if(\"array\"!==Qr(e))return[new Bt(a,e,\"array expected, \"+Qr(e)+\" found\")];if(r.length&&e.length!==r.length)return[new Bt(a,e,\"array length \"+r.length+\" expected, length \"+e.length+\" found\")];if(r[\"min-length\"]&&e.length<r[\"min-length\"])return[new Bt(a,e,\"array length at least \"+r[\"min-length\"]+\" expected, length \"+e.length+\" found\")];var s={type:r.value,values:r.values};i.$version<7&&(s.function=r.function),\"object\"===Qr(r.value)&&(s=r.value);for(var l=[],u=0;u<e.length;u++)l=l.concat(o({array:e,arrayIndex:u,value:e[u],valueSpec:s,style:n,styleSpec:i,key:a+\"[\"+u+\"]\"}));return l}function xn(t){var e=t.key,r=t.value,n=t.valueSpec,i=Qr(r);return\"number\"===i&&r!=r&&(i=\"NaN\"),\"number\"!==i?[new Bt(e,r,\"number expected, \"+i+\" found\")]:\"minimum\"in n&&r<n.minimum?[new Bt(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Bt(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function bn(t){var e,r,n,i=t.valueSpec,a=Ut(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,u=\"array\"===Qr(t.value.stops)&&\"array\"===Qr(t.value.stops[0])&&\"object\"===Qr(t.value.stops[0][0]),c=yn({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Bt(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;return e=e.concat(mn({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Qr(r)&&0===r.length&&e.push(new Bt(t.key,r,\"array must have at least one stop\")),e},default:function(t){return Hn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&c.push(new Bt(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||c.push(new Bt(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!$r(t.valueSpec)&&c.push(new Bt(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!Kr(t.valueSpec)?c.push(new Bt(t.key,t.value,\"property functions not supported\")):s&&!Jr(t.valueSpec)&&c.push(new Bt(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!u||void 0!==t.value.property||c.push(new Bt(t.key,t.value,'\"property\" property is required')),c;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Qr(a))return[new Bt(s,a,\"array expected, \"+Qr(a)+\" found\")];if(2!==a.length)return[new Bt(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(u){if(\"object\"!==Qr(a[0]))return[new Bt(s,a,\"object expected, \"+Qr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Bt(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Bt(s,a,\"object stop key must have value\")];if(n&&n>Ut(a[0].zoom))return[new Bt(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ut(a[0].zoom)!==n&&(n=Ut(a[0].zoom),r=void 0,o={}),e=e.concat(yn({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:xn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return cn(Vt(a[1]))?e.concat([new Bt(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(Hn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Qr(t.value),l=Ut(t.value),u=null!==t.value?t.value:n;if(e){if(s!==e)return[new Bt(t.key,u,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Bt(t.key,u,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var c=\"number expected, \"+s+\" found\";return Kr(i)&&void 0===a&&(c+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Bt(t.key,u,c)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Bt(t.key,u,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Bt(t.key,u,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Bt(t.key,u,\"integer expected, found \"+l)]}}function _n(t){var e=(\"property\"===t.expressionContext?dn:fn)(Vt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Bt(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Bt(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Xe(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Xe(r))return[new Bt(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ze(r,[\"zoom\",\"feature-state\"]))return[new Bt(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Ye(r))return[new Bt(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function wn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+n.values.join(\", \")+\"], \"+JSON.stringify(r)+\" found\")):-1===Object.keys(n.values).indexOf(Ut(r))&&i.push(new Bt(e,r,\"expected one of [\"+Object.keys(n.values).join(\", \")+\"], \"+JSON.stringify(r)+\" found\")),i}function Tn(t){if(!0===t||!1===t)return!0;if(!Array.isArray(t)||0===t.length)return!1;switch(t[0]){case\"has\":return t.length>=2&&\"$id\"!==t[1]&&\"$type\"!==t[1];case\"in\":return t.length>=3&&(\"string\"!=typeof t[1]||Array.isArray(t[2]));case\"!in\":case\"!has\":case\"none\":return!1;case\"==\":case\"!=\":case\">\":case\">=\":case\"<\":case\"<=\":return 3!==t.length||Array.isArray(t[1])||Array.isArray(t[2]);case\"any\":case\"all\":for(var e=0,r=t.slice(1);e<r.length;e+=1){var n=r[e];if(!Tn(n)&&\"boolean\"!=typeof n)return!1}return!0;default:return!0}}vn.deserialize=function(t){return new vn(t._parameters,t._specification)},vn.serialize=function(t){return{_parameters:t._parameters,_specification:t._specification}};var kn={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function An(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};Tn(t)||(t=En(t));var e=fn(t,kn);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:Sn(t)}}function Mn(t,e){return t<e?-1:t>e?1:0}function Sn(t){if(!Array.isArray(t))return!1;if(\"within\"===t[0])return!0;for(var e=1;e<t.length;e++)if(Sn(t[e]))return!0;return!1}function En(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?Ln(t[1],t[2],\"==\"):\"!=\"===r?On(Ln(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?Ln(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(En))):\"all\"===r?[\"all\"].concat(t.slice(1).map(En)):\"none\"===r?[\"all\"].concat(t.slice(1).map(En).map(On)):\"in\"===r?Cn(t[1],t.slice(2)):\"!in\"===r?On(Cn(t[1],t.slice(2))):\"has\"===r?Pn(t[1]):\"!has\"===r?On(Pn(t[1])):\"within\"!==r||t}function Ln(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function Cn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(Mn)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function Pn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function On(t){return[\"!\",t]}function In(t){return Tn(Vt(t.value))?_n(jt({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):Dn(t)}function Dn(t){var e=t.value,r=t.key;if(\"array\"!==Qr(e))return[new Bt(r,e,\"array expected, \"+Qr(e)+\" found\")];var n,i=t.styleSpec,a=[];if(e.length<1)return[new Bt(r,e,\"filter array must have at least 1 element\")];switch(a=a.concat(wn({key:r+\"[0]\",value:e[0],valueSpec:i.filter_operator,style:t.style,styleSpec:t.styleSpec})),Ut(e[0])){case\"<\":case\"<=\":case\">\":case\">=\":e.length>=2&&\"$type\"===Ut(e[1])&&a.push(new Bt(r,e,'\"$type\" cannot be use with operator \"'+e[0]+'\"'));case\"==\":case\"!=\":3!==e.length&&a.push(new Bt(r,e,'filter array for operator \"'+e[0]+'\" must have 3 elements'));case\"in\":case\"!in\":e.length>=2&&\"string\"!==(n=Qr(e[1]))&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));for(var o=2;o<e.length;o++)n=Qr(e[o]),\"$type\"===Ut(e[1])?a=a.concat(wn({key:r+\"[\"+o+\"]\",value:e[o],valueSpec:i.geometry_type,style:t.style,styleSpec:t.styleSpec})):\"string\"!==n&&\"number\"!==n&&\"boolean\"!==n&&a.push(new Bt(r+\"[\"+o+\"]\",e[o],\"string, number, or boolean expected, \"+n+\" found\"));break;case\"any\":case\"all\":case\"none\":for(var s=1;s<e.length;s++)a=a.concat(Dn({key:r+\"[\"+s+\"]\",value:e[s],style:t.style,styleSpec:t.styleSpec}));break;case\"has\":case\"!has\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"string\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"string expected, \"+n+\" found\"));break;case\"within\":n=Qr(e[1]),2!==e.length?a.push(new Bt(r,e,'filter array for \"'+e[0]+'\" operator must have 2 elements')):\"object\"!==n&&a.push(new Bt(r+\"[1]\",e[1],\"object expected, \"+n+\" found\"))}return a}function zn(t,e){var r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return Hn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var u,c=t.valueSpec||s[o];if(!c)return[new Bt(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Qr(a)&&Kr(c)&&!c.tokens&&(u=/^{([^}]+)}$/.exec(a)))return[new Bt(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(u[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new Bt(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&tn(Vt(a))&&\"identity\"===Ut(a.type)&&f.push(new Bt(r,a,'\"text-font\" does not support identity 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h=i.sources&&i.sources[r.source],p=h&&Ut(h.type);h?\"vector\"===p&&\"raster\"===s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a raster source')):\"raster\"===p&&\"raster\"!==s?e.push(new Bt(n,r.source,'layer \"'+r.id+'\" requires a vector source')):\"vector\"!==p||r[\"source-layer\"]?\"raster-dem\"===p&&\"hillshade\"!==s?e.push(new Bt(n,r.source,\"raster-dem source can only be used with layer type 'hillshade'.\")):\"line\"!==s||!r.paint||!r.paint[\"line-gradient\"]||\"geojson\"===p&&h.lineMetrics||e.push(new Bt(n,r,'layer \"'+r.id+'\" specifies a line-gradient, which requires a GeoJSON source with `lineMetrics` enabled.')):e.push(new Bt(n,r,'layer \"'+r.id+'\" must specify a \"source-layer\"')):e.push(new Bt(n,r.source,'source \"'+r.source+'\" not found'))}else e.push(new Bt(n,r,'missing required property \"source\"'));return 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Arrows\"](t)&&(t>=11026&&t<=11055||t>=11088&&t<=11097||t>=11192&&t<=11243)||pi[\"CJK Symbols and Punctuation\"](t)||pi.Katakana(t)||pi[\"Private Use Area\"](t)||pi[\"CJK Compatibility Forms\"](t)||pi[\"Small Form Variants\"](t)||pi[\"Halfwidth and Fullwidth Forms\"](t)||8734===t||8756===t||8757===t||t>=9984&&t<=10087||t>=10102&&t<=10131||65532===t||65533===t)}(t))}function yi(t){return pi.Arabic(t)||pi[\"Arabic Supplement\"](t)||pi[\"Arabic Extended-A\"](t)||pi[\"Arabic Presentation Forms-A\"](t)||pi[\"Arabic Presentation Forms-B\"](t)}function mi(t){return t>=1424&&t<=2303||pi[\"Arabic Presentation Forms-A\"](t)||pi[\"Arabic Presentation Forms-B\"](t)}function xi(t,e){return!(!e&&mi(t)||t>=2304&&t<=3583||t>=3840&&t<=4255||pi.Khmer(t))}function bi(t){for(var e=0,r=t;e<r.length;e+=1)if(mi(r[e].charCodeAt(0)))return!0;return!1}var _i=\"deferred\",wi=\"loading\",Ti=\"loaded\",ki=\"error\",Ai=null,Mi=\"unavailable\",Si=null,Ei=function(t){t&&\"string\"==typeof t&&t.indexOf(\"NetworkError\")>-1&&(Mi=ki),Ai&&Ai(t)};function Li(){Ci.fire(new Dt(\"pluginStateChange\",{pluginStatus:Mi,pluginURL:Si}))}var Ci=new Rt,Pi=function(){return Mi},Oi=function(){if(Mi!==_i||!Si)throw new Error(\"rtl-text-plugin cannot be downloaded unless a pluginURL is specified\");Mi=wi,Li(),Si&&Mt({url:Si},(function(t){t?Ei(t):(Mi=Ti,Li())}))},Ii={applyArabicShaping:null,processBidirectionalText:null,processStyledBidirectionalText:null,isLoaded:function(){return Mi===Ti||null!=Ii.applyArabicShaping},isLoading:function(){return Mi===wi},setState:function(t){Mi=t.pluginStatus,Si=t.pluginURL},isParsed:function(){return null!=Ii.applyArabicShaping&&null!=Ii.processBidirectionalText&&null!=Ii.processStyledBidirectionalText},getPluginURL:function(){return Si}},Di=function(t,e){this.zoom=t,e?(this.now=e.now,this.fadeDuration=e.fadeDuration,this.zoomHistory=e.zoomHistory,this.transition=e.transition):(this.now=0,this.fadeDuration=0,this.zoomHistory=new hi,this.transition={})};Di.prototype.isSupportedScript=function(t){return function(t,e){for(var r=0,n=t;r<n.length;r+=1)if(!xi(n[r].charCodeAt(0),e))return!1;return!0}(t,Ii.isLoaded())},Di.prototype.crossFadingFactor=function(){return 0===this.fadeDuration?1:Math.min((this.now-this.zoomHistory.lastIntegerZoomTime)/this.fadeDuration,1)},Di.prototype.getCrossfadeParameters=function(){var t=this.zoom,e=t-Math.floor(t),r=this.crossFadingFactor();return t>this.zoomHistory.lastIntegerZoom?{fromScale:2,toScale:1,t:e+(1-e)*r}:{fromScale:.5,toScale:1,t:1-(1-r)*e}};var zi=function(t,e){this.property=t,this.value=e,this.expression=function(t,e){if(tn(t))return new vn(t,e);if(cn(t)){var r=dn(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=ue.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};zi.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},zi.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var Ri=function(t){this.property=t,this.value=new zi(t,void 0)};Ri.prototype.transitioned=function(t,e){return new Bi(this.property,this.value,e,p({},t.transition,this.transition),t.now)},Ri.prototype.untransitioned=function(){return new Bi(this.property,this.value,null,{},0)};var Fi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};Fi.prototype.getValue=function(t){return w(this._values[t].value.value)},Fi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].value=new zi(this._values[t].property,null===e?void 0:w(e))},Fi.prototype.getTransition=function(t){return w(this._values[t].transition)},Fi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new Ri(this._values[t].property)),this._values[t].transition=w(e)||void 0},Fi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},Fi.prototype.transitioned=function(t,e){for(var r=new Ni(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},Fi.prototype.untransitioned=function(){for(var t=new Ni(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var Bi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};Bi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var Ni=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};Ni.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},Ni.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var ji=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};ji.prototype.getValue=function(t){return w(this._values[t].value)},ji.prototype.setValue=function(t,e){this._values[t]=new zi(this._values[t].property,null===e?void 0:w(e))},ji.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},ji.prototype.possiblyEvaluate=function(t,e,r){for(var n=new Vi(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var Ui=function(t,e,r){this.property=t,this.value=e,this.parameters=r};Ui.prototype.isConstant=function(){return\"constant\"===this.value.kind},Ui.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},Ui.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var Vi=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};Vi.prototype.get=function(t){return this._values[t]};var qi=function(t){this.specification=t};qi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},qi.prototype.interpolate=function(t,e,r){var n=rr[this.specification.type];return n?n(t,e,r):t};var Hi=function(t,e){this.specification=t,this.overrides=e};Hi.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new Ui(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new Ui(this,t.expression,e)},Hi.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new Ui(this,{kind:\"constant\",value:void 0},t.parameters);var n=rr[this.specification.type];return n?new Ui(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Hi.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new Ui(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new Ui(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new Ui(this,{kind:\"constant\",value:s},e)}return new Ui(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Hi),Wi=function(t){this.specification=t};Wi.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return 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Vi(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate($n,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return x(t,Zi)?this._transitionablePaint.getTransition(t.slice(0,-11)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Jn,n,t,e,r))return!1}if(x(t,Zi))return this._transitionablePaint.setTransition(t.slice(0,-11),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),_(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&Qn(this,t.call(Zn,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Ft,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof Ui&&Kr(e.property.specification)&&(\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent)return!0}return!1},e}(Rt),Ji={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},$i=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Qi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function ta(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Ji[i].BYTES_PER_ELEMENT),o=r=ea(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:ea(r,Math.max(n,e)),alignment:e}}function ea(t,e){return Math.ceil(t/e)*e}Qi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Qi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Qi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Qi.prototype.clear=function(){this.length=0},Qi.prototype.resize=function(t){this.reserve(t),this.length=t},Qi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new 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this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Qi);ia.prototype.bytesPerElement=12,oi(\"StructArrayLayout2i4i12\",ia);var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Qi);aa.prototype.bytesPerElement=8,oi(\"StructArrayLayout2i4ub8\",aa);var oa=function(t){function e(){t.apply(this,arguments)}return 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this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}($i);Ma.prototype.size=48;var Sa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new Ma(this,t)},e}(ga);oi(\"PlacedSymbolArray\",Sa);var Ea=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var 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r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return 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s=t;s<e;s++)this.paintVertexArray.emplace(s,r,n);this.maxValue=Math.max(this.maxValue,Math.abs(r),Math.abs(n))}},so.prototype.upload=function(t){this.paintVertexArray&&this.paintVertexArray.arrayBuffer&&(this.paintVertexBuffer&&this.paintVertexBuffer.buffer?this.paintVertexBuffer.updateData(this.paintVertexArray):this.paintVertexBuffer=t.createVertexBuffer(this.paintVertexArray,this.paintVertexAttributes,this.expression.isStateDependent))},so.prototype.destroy=function(){this.paintVertexBuffer&&this.paintVertexBuffer.destroy()},so.prototype.setUniform=function(t,e){var r=this.useIntegerZoom?Math.floor(e.zoom):e.zoom,n=f(this.expression.interpolationFactor(r,this.zoom,this.zoom+1),0,1);t.set(n)},so.prototype.getBinding=function(t,e,r){return new Ka(t,e)};var lo=function(t,e,r,n,i,a){this.expression=t,this.type=e,this.useIntegerZoom=r,this.zoom=n,this.layerId=a,this.zoomInPaintVertexArray=new i,this.zoomOutPaintVertexArray=new i};lo.prototype.populatePaintArray=function(t,e,r){var n=this.zoomInPaintVertexArray.length;this.zoomInPaintVertexArray.resize(t),this.zoomOutPaintVertexArray.resize(t),this._setPaintValues(n,t,e.patterns&&e.patterns[this.layerId],r)},lo.prototype.updatePaintArray=function(t,e,r,n,i){this._setPaintValues(t,e,r.patterns&&r.patterns[this.layerId],i)},lo.prototype._setPaintValues=function(t,e,r,n){if(n&&r){var i=r.min,a=r.mid,o=r.max,s=n[i],l=n[a],u=n[o];if(s&&l&&u)for(var c=t;c<e;c++)this.zoomInPaintVertexArray.emplace(c,l.tl[0],l.tl[1],l.br[0],l.br[1],s.tl[0],s.tl[1],s.br[0],s.br[1],l.pixelRatio,s.pixelRatio),this.zoomOutPaintVertexArray.emplace(c,l.tl[0],l.tl[1],l.br[0],l.br[1],u.tl[0],u.tl[1],u.br[0],u.br[1],l.pixelRatio,u.pixelRatio)}},lo.prototype.upload=function(t){this.zoomInPaintVertexArray&&this.zoomInPaintVertexArray.arrayBuffer&&this.zoomOutPaintVertexArray&&this.zoomOutPaintVertexArray.arrayBuffer&&(this.zoomInPaintVertexBuffer=t.createVertexBuffer(this.zoomInPaintVertexArray,Fa.members,this.expression.isStateDependent),this.zoomOutPaintVertexBuffer=t.createVertexBuffer(this.zoomOutPaintVertexArray,Fa.members,this.expression.isStateDependent))},lo.prototype.destroy=function(){this.zoomOutPaintVertexBuffer&&this.zoomOutPaintVertexBuffer.destroy(),this.zoomInPaintVertexBuffer&&this.zoomInPaintVertexBuffer.destroy()};var uo=function(t,e,r){this.binders={},this._buffers=[];var n=[];for(var i in t.paint._values)if(r(i)){var a=t.paint.get(i);if(a 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instanceof ao&&n.setConstantPatternPositions(t,e)}},uo.prototype.updatePaintArrays=function(t,e,r,n,i){var a=!1;for(var o in t)for(var s=0,l=e.getPositions(o);s<l.length;s+=1){var u=l[s],c=r.feature(u.index);for(var f in this.binders){var h=this.binders[f];if((h instanceof oo||h instanceof so||h instanceof lo)&&!0===h.expression.isStateDependent){var p=n.paint.get(f);h.expression=p.value,h.updatePaintArray(u.start,u.end,c,t[o],i),a=!0}}}return a},uo.prototype.defines=function(){var t=[];for(var e in this.binders){var r=this.binders[e];(r instanceof io||r instanceof ao)&&t.push.apply(t,r.uniformNames.map((function(t){return\"#define HAS_UNIFORM_\"+t})))}return t},uo.prototype.getBinderAttributes=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof oo||r instanceof so)for(var n=0;n<r.paintVertexAttributes.length;n++)t.push(r.paintVertexAttributes[n].name);else if(r instanceof lo)for(var i=0;i<Fa.members.length;i++)t.push(Fa.members[i].name)}return t},uo.prototype.getBinderUniforms=function(){var t=[];for(var e in this.binders){var r=this.binders[e];if(r instanceof io||r instanceof ao||r instanceof so)for(var n=0,i=r.uniformNames;n<i.length;n+=1){var a=i[n];t.push(a)}}return t},uo.prototype.getPaintVertexBuffers=function(){return this._buffers},uo.prototype.getUniforms=function(t,e){var r=[];for(var n in this.binders){var i=this.binders[n];if(i instanceof io||i instanceof ao||i instanceof so)for(var a=0,o=i.uniformNames;a<o.length;a+=1){var s=o[a];if(e[s]){var l=i.getBinding(t,e[s],s);r.push({name:s,property:n,binding:l})}}}return r},uo.prototype.setUniforms=function(t,e,r,n){for(var i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.name,l=o.property,u=o.binding;this.binders[l].setUniform(u,n,r.get(l),s)}},uo.prototype.updatePaintBuffers=function(t){for(var e in this._buffers=[],this.binders){var r=this.binders[e];if(t&&r instanceof lo){var 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u=t.readVarint();n=7&u,i=u>>3}if(i--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new a(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},Ys.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,u=-1/0;t.pos<e;){if(n<=0){var c=t.readVarint();r=7&c,n=c>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>u&&(u=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,u]},Ys.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),u=Ys.types[this.type];function c(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];c(l=f);break;case 2:for(n=0;n<l.length;n++)c(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=Zs(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}return r&&i.push(r),i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)c(l[n][i])}1===l.length?l=l[0]:u=\"Multi\"+u;var h={type:\"Feature\",geometry:{type:u,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var Ks=Js;function Js(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields($s,this,e),this.length=this._features.length}function $s(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){for(var e=null,r=t.readVarint()+t.pos;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Qs(t,e,r){if(3===t){var n=new Ks(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Js.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new Ws(this._pbf,e,this.extent,this._keys,this._values)};var tl={VectorTile:function(t,e){this.layers=t.readFields(Qs,{},e)},VectorTileFeature:Ws,VectorTileLayer:Ks},el=tl.VectorTileFeature.types,rl=Math.pow(2,13);function nl(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*rl)+o,i*rl*2,a*rl*2,Math.round(s))}var il=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new ia,this.indexArray=new va,this.programConfigurations=new co(t.layers,t.zoom),this.segments=new za,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function al(t,e){return t.x===e.x&&(t.x<0||t.x>po)||t.y===e.y&&(t.y<0||t.y>po)}il.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=Ns(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,u=a.sourceLayerIndex,c=this.layers[0]._featureFilter.needGeometry,f=mo(o,c);if(this.layers[0]._featureFilter.filter(new Di(this.zoom),f,r)){var h={id:s,sourceLayerIndex:u,index:l,geometry:c?f.geometry:yo(o),properties:o.properties,type:o.type,patterns:{}};this.hasPattern?this.features.push(js(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,u,this.index,!0)}}},il.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},il.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},il.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},il.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},il.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Gs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},il.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},il.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=Fs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,u=0,c=s;u<c.length;u+=1)l+=c[u].length;for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!((O=d).every((function(t){return t.x<0}))||O.every((function(t){return t.x>po}))||O.every((function(t){return t.y<0}))||O.every((function(t){return t.y>po}))))for(var v=0,g=0;g<d.length;g++){var y=d[g];if(g>=1){var m=d[g-1];if(!al(y,m)){f.vertexLength+4>za.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=y.sub(m)._perp()._unit(),b=m.dist(y);v+b>32768&&(v=0),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,v),nl(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,v),v+=b,nl(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,0,v),nl(this.layoutVertexArray,m.x,m.y,x.x,x.y,0,1,v);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>za.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===el[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];nl(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=as(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}var O;this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},oi(\"FillExtrusionBucket\",il,{omit:[\"layers\",\"features\"]});var ol={paint:new Xi({\"fill-extrusion-opacity\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new Gi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Hi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new qi(Ft[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},sl=function(t){function e(e){t.call(this,e,ol)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new il(t)},e.prototype.queryRadius=function(){return Io(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,i,o,s,l){var u=Do(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),c=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var i=[],o=0,s=t;o<s.length;o+=1){var l=s[o],u=[l.x,l.y,n,1];qo(u,u,e),i.push(new a(u[0]/u[3],u[1]/u[3]))}return i}(u,l,0,0),p=function(t,e,r,n){for(var i=[],o=[],s=n[8]*e,l=n[9]*e,u=n[10]*e,c=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,v=0,g=t;v<g.length;v+=1){for(var y=[],m=[],x=0,b=g[v];x<b.length;x+=1){var _=b[x],w=_.x,T=_.y,k=n[0]*w+n[4]*T+n[12],A=n[1]*w+n[5]*T+n[13],M=n[2]*w+n[6]*T+n[14],S=n[3]*w+n[7]*T+n[15],E=M+u,L=S+c,C=k+f,P=A+h,O=M+p,I=S+d,D=new a((k+s)/L,(A+l)/L);D.z=E/L,y.push(D);var z=new a(C/I,P/I);z.z=O/I,m.push(z)}i.push(y),o.push(m)}return[i,o]}(n,f,c,l);return function(t,e,r){var n=1/0;To(r,e)&&(n=ul(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],u=a[s+1],c=o[s],f=[l,u,o[s+1],c,l];_o(r,f)&&(n=Math.min(n,ul(r,f)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ki);function ll(t,e){return t.x*e.x+t.y*e.y}function ul(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),u=o.sub(i),c=ll(s,s),f=ll(s,l),h=ll(l,l),p=ll(u,s),d=ll(u,l),v=c*h-f*f,g=(h*p-f*d)/v,y=(c*d-f*p)/v,m=1-g-y,x=i.z*m+r.z*g+a.z*y;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var cl=ta([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,fl=ta([{name:\"a_uv_x\",components:1,type:\"Float32\"},{name:\"a_split_index\",components:1,type:\"Float32\"}]).members,hl=tl.VectorTileFeature.types,pl=Math.cos(Math.PI/180*37.5),dl=Math.pow(2,14)/.5,vl=function(t){var e=this;this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.lineClipsArray=[],this.gradients={},this.layers.forEach((function(t){e.gradients[t.id]={}})),this.layoutVertexArray=new aa,this.layoutVertexArray2=new oa,this.indexArray=new va,this.programConfigurations=new co(t.layers,t.zoom),this.segments=new za,this.maxLineLength=0,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};vl.prototype.populate=function(t,e,r){this.hasPattern=Ns(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,u=s.id,c=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p=mo(l,h);if(this.layers[0]._featureFilter.filter(new Di(this.zoom),p,r)){var d=n?n.evaluate(p,{},r):void 0,v={id:u,properties:l.properties,type:l.type,sourceLayerIndex:f,index:c,geometry:h?p.geometry:yo(l),patterns:{},sortKey:d};i.push(v)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var g=0,y=i;g<y.length;g+=1){var m=y[g],x=m,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=js(\"line\",this.layers,m,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(m,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},vl.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},vl.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},vl.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},vl.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},vl.prototype.upload=function(t){this.uploaded||(0!==this.layoutVertexArray2.length&&(this.layoutVertexBuffer2=t.createVertexBuffer(this.layoutVertexArray2,fl)),this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,cl),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},vl.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},vl.prototype.lineFeatureClips=function(t){if(t.properties&&t.properties.hasOwnProperty(\"mapbox_clip_start\")&&t.properties.hasOwnProperty(\"mapbox_clip_end\"))return{start:+t.properties.mapbox_clip_start,end:+t.properties.mapbox_clip_end}},vl.prototype.addFeature=function(t,e,r,n,i){var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),u=a.get(\"line-round-limit\");this.lineClips=this.lineFeatureClips(t);for(var c=0,f=e;c<f.length;c+=1){var h=f[c];this.addLine(h,t,o,s,l,u)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},vl.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,this.lineClips){this.lineClipsArray.push(this.lineClips);for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance(),this.maxLineLength=Math.max(this.maxLineLength,this.totalDistance)}for(var s=\"Polygon\"===hl[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var u=0;u<l-1&&t[u].equals(t[u+1]);)u++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var c,f=this.overscaling<=16?15*po/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,v=void 0,g=void 0;this.e1=this.e2=-1,s&&(c=t[l-2],g=t[u].sub(c)._unit()._perp());for(var y=u;y<l;y++)if(!(d=y===l-1?s?t[u+1]:void 0:t[y+1])||!t[y].equals(d)){g&&(v=g),c&&(p=c),c=t[y],g=d?d.sub(c)._unit()._perp():v;var m=(v=v||g).add(g);0===m.x&&0===m.y||m._unit();var x=v.x*g.x+v.y*g.y,b=m.x*g.x+m.y*g.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<pl&&p&&d,k=v.x*g.y-v.y*g.x>0;if(T&&y>u){var A=c.dist(p);if(A>2*f){var M=c.sub(c.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,v,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,c),\"miter\"===E)m._mult(_),this.addCurrentVertex(c,m,0,0,h);else if(\"flipbevel\"===E){if(_>100)m=g.mult(-1);else{var L=_*v.add(g).mag()/v.sub(g).mag();m._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(c,m,0,0,h),this.addCurrentVertex(c,m.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,O=k?0:C;if(p&&this.addCurrentVertex(c,v,P,O,h),\"fakeround\"===E)for(var I=Math.round(180*w/Math.PI/20),D=1;D<I;D++){var z=D/I;if(.5!==z){var R=z-.5;z+=z*R*(z-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=g.sub(v)._mult(z)._add(v)._unit()._mult(k?-1:1);this.addHalfVertex(c,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(c,g,-P,-O,h)}else if(\"butt\"===E)this.addCurrentVertex(c,m,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(c,m,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(c,v,0,0,h),this.addCurrentVertex(c,v,1,1,h,!0)),d&&(this.addCurrentVertex(c,g,-1,-1,h,!0),this.addCurrentVertex(c,g,0,0,h)));if(T&&y<l-1){var N=c.dist(d);if(N>2*f){var j=c.add(d.sub(c)._mult(f/N)._round());this.updateDistance(c,j),this.addCurrentVertex(j,g,0,0,h),c=j}}}}},vl.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var 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e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==Il.Bytes)return t.push(this.readFixed64());var e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==Il.Bytes)return t.push(this.readSFixed64());var e=Fl(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===Il.Varint)for(;this.buf[this.pos++]>127;);else if(e===Il.Bytes)this.pos=this.readVarint()+this.pos;else if(e===Il.Fixed32)this.pos+=4;else{if(e!==Il.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return this.length=this.pos,this.pos=0,this.buf.subarray(0,this.length)},writeFixed32:function(t){this.realloc(4),Kl(this.buf,t,this.pos),this.pos+=4},writeSFixed32:function(t){this.realloc(4),Kl(this.buf,t,this.pos),this.pos+=4},writeFixed64:function(t){this.realloc(8),Kl(this.buf,-1&t,this.pos),Kl(this.buf,Math.floor(t*zl),this.pos+4),this.pos+=8},writeSFixed64:function(t){this.realloc(8),Kl(this.buf,-1&t,this.pos),Kl(this.buf,Math.floor(t*zl),this.pos+4),this.pos+=8},writeVarint:function(t){(t=+t||0)>268435455||t<0?function(t,e){var r,n;if(t>=0?(r=t%4294967296|0,n=t/4294967296|0):(n=~(-t/4294967296),4294967295^(r=~(-t%4294967296))?r=r+1|0:(r=0,n=n+1|0)),t>=0x10000000000000000||t<-0x10000000000000000)throw new Error(\"Given varint doesn't fit into 10 bytes\");e.realloc(10),function(t,e,r){r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos++]=127&t|128,t>>>=7,r.buf[r.pos]=127&t}(r,0,e),function(t,e){var r=(7&t)<<4;e.buf[e.pos++]|=r|((t>>>=3)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),t&&(e.buf[e.pos++]=127&t)))))}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&Nl(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),Pl(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),Pl(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&Nl(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,Il.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,jl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,Ul,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,Hl,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,Vl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,ql,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,Gl,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,Wl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,Yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,Xl,e)},writeBytesField:function(t,e){this.writeTag(t,Il.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,Il.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,Il.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,Il.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,Il.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,Il.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,Il.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,Il.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,Il.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,Il.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};var $l=3;function Ql(t,e,r){1===t&&r.readMessage(tu,e)}function tu(t,e,r){if(3===t){var n=r.readMessage(eu,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,u=n.top,c=n.advance;e.push({id:i,bitmap:new Jo({width:o+2*$l,height:s+2*$l},a),metrics:{width:o,height:s,left:l,top:u,advance:c}})}}function eu(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}var ru=$l;function nu(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,u=0,c=t;u<c.length;u+=1)for(var f=c[u],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else f.h===p.h?(p.x+=f.w,p.w-=f.w):f.w===p.w?(p.y+=f.h,p.h-=f.h):(o.push({x:p.x+f.w,y:p.y,w:p.w-f.w,h:f.h}),p.y+=f.h,p.h-=f.h);break}}return{w:s,h:l,fill:e/(s*l)||0}}var iu=1,au=function(t,e){var r=e.pixelRatio,n=e.version,i=e.stretchX,a=e.stretchY,o=e.content;this.paddedRect=t,this.pixelRatio=r,this.stretchX=i,this.stretchY=a,this.content=o,this.version=n},ou={tl:{configurable:!0},br:{configurable:!0},tlbr:{configurable:!0},displaySize:{configurable:!0}};ou.tl.get=function(){return[this.paddedRect.x+iu,this.paddedRect.y+iu]},ou.br.get=function(){return[this.paddedRect.x+this.paddedRect.w-iu,this.paddedRect.y+this.paddedRect.h-iu]},ou.tlbr.get=function(){return this.tl.concat(this.br)},ou.displaySize.get=function(){return[(this.paddedRect.w-2*iu)/this.pixelRatio,(this.paddedRect.h-2*iu)/this.pixelRatio]},Object.defineProperties(au.prototype,ou);var su=function(t,e){var r={},n={};this.haveRenderCallbacks=[];var i=[];this.addImages(t,r,i),this.addImages(e,n,i);var a=nu(i),o=a.w,s=a.h,l=new $o({width:o||1,height:s||1});for(var u in t){var c=t[u],f=r[u].paddedRect;$o.copy(c.data,l,{x:0,y:0},{x:f.x+iu,y:f.y+iu},c.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,v=d.x+iu,g=d.y+iu,y=p.data.width,m=p.data.height;$o.copy(p.data,l,{x:0,y:0},{x:v,y:g},p.data),$o.copy(p.data,l,{x:0,y:m-1},{x:v,y:g-1},{width:y,height:1}),$o.copy(p.data,l,{x:0,y:0},{x:v,y:g+m},{width:y,height:1}),$o.copy(p.data,l,{x:y-1,y:0},{x:v-1,y:g},{width:1,height:m}),$o.copy(p.data,l,{x:0,y:0},{x:v+y,y:g},{width:1,height:m})}this.image=l,this.iconPositions=r,this.patternPositions=n};su.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2*iu,h:i.data.height+2*iu};r.push(a),e[n]=new au(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},su.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},su.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},oi(\"ImagePosition\",au),oi(\"ImageAtlas\",su);var lu={horizontal:1,vertical:2,horizontalOnly:3},uu=-17;var cu=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};cu.forText=function(t,e){var r=new cu;return r.scale=t||1,r.fontStack=e,r},cu.forImage=function(t){var e=new cu;return e.imageName=t,e};var fu=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function hu(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=fu.fromFeature(t,i);f===lu.vertical&&y.verticalizePunctuation();var m=Ii.processBidirectionalText,x=Ii.processStyledBidirectionalText;if(m&&1===y.sections.length){g=[];for(var b=0,_=m(y.toString(),bu(y,u,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new fu;T.text=w,T.sections=y.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);g.push(T)}}else if(x){g=[];for(var A=0,M=x(y.text,y.sectionIndex,bu(y,u,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new fu;E.text=S[0],E.sectionIndex=S[1],E.sections=y.sections,g.push(E)}}else g=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(y,bu(y,u,a,e,n,p,d));var L=[],C={positionedLines:L,text:y.toString(),top:c[1],bottom:c[1],left:c[0],right:c[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,u,c,f){for(var h=0,p=uu,d=0,v=0,g=\"right\"===s?1:\"left\"===s?0:.5,y=0,m=0,x=i;m<x.length;m+=1){var b=x[m];b.trim();var _=b.getMaxScale(),w=(_-1)*Ll,T={positionedGlyphs:[],lineOffset:0};t.positionedLines[y]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,O=null,I=null,D=Ll,z=!(l===lu.horizontal||!c&&!vi(L)||c&&(pu[L]||yi(L)));if(S.imageName){var R=n[S.imageName];if(!R)continue;I=S.imageName,t.iconsInText=t.iconsInText||!0,O=R.paddedRect;var F=R.displaySize;S.scale=S.scale*Ll/f,P={width:F[0],height:F[1],left:iu,top:-ru,advance:z?F[1]:F[0]},C=w+(Ll-F[1]*S.scale),D=P.advance;var B=z?F[0]*S.scale-Ll*_:F[1]*S.scale-Ll*_;B>0&&B>A&&(A=B)}else{var N=r[S.fontStack],j=N&&N[L];if(j&&j.rect)O=j.rect,P=j.metrics;else{var U=e[S.fontStack],V=U&&U[L];if(!V)continue;P=V.metrics}C=(_-S.scale)*Ll}z?(t.verticalizable=!0,k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:z,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=D*S.scale+u):(k.push({glyph:L,imageName:I,x:h,y:p+C,vertical:z,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:O}),h+=P.advance*S.scale+u)}if(0!==k.length){var q=h-u;d=Math.max(q,d),wu(k,0,k.length-1,g,A)}h=0;var H=a*_+A;T.lineOffset=Math.max(A,w),p+=H,v=Math.max(H,v),++y}else p+=a,++y}var G=p-uu,W=_u(o),Y=W.horizontalAlign,X=W.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var u=(e-r)*i,c=0;c=a!==o?-s*n-uu:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=0,d=h[f].positionedGlyphs;p<d.length;p+=1){var v=d[p];v.x+=u,v.y+=c}})(t.positionedLines,g,Y,X,d,v,a,G,i.length),t.top+=-X*G,t.bottom=t.top+G,t.left+=-Y*d,t.right=t.left+d}(C,e,r,n,g,o,s,l,f,u,h,v),!function(t){for(var e=0,r=t;e<r.length;e+=1)if(0!==r[e].positionedGlyphs.length)return!1;return!0}(L)&&C}fu.fromFeature=function(t,e){for(var r=new fu,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},fu.prototype.length=function(){return this.text.length},fu.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},fu.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},fu.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},fu.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;n&&gi(n)&&!El[t[r+1]]||i&&gi(i)&&!El[t[r-1]]||!El[t[r]]?e+=t[r]:e+=El[t[r]]}return e}(this.text)},fu.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&pu[this.text.charCodeAt(e)];e++)t++;for(var r=this.text.length,n=this.text.length-1;n>=0&&n>=t&&pu[this.text.charCodeAt(n)];n--)r--;this.text=this.text.substring(t,r),this.sectionIndex=this.sectionIndex.slice(t,r)},fu.prototype.substring=function(t,e){var r=new fu;return r.text=this.text.substring(t,e),r.sectionIndex=this.sectionIndex.slice(t,e),r.sections=this.sections,r},fu.prototype.toString=function(){return this.text},fu.prototype.getMaxScale=function(){var t=this;return this.sectionIndex.reduce((function(e,r){return 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wu(t,e,r,n,i){if(n||i)for(var a=t[r],o=a.metrics.advance*a.scale,s=(t[r].x+o)*n,l=e;l<=r;l++)t[l].x-=s,t[l].y+=i}function Tu(t,e,r,n,i,a){var o,s=t.image;if(s.content){var l=s.content,u=s.pixelRatio||1;o=[l[0]/u,l[1]/u,s.displaySize[0]-l[2]/u,s.displaySize[1]-l[3]/u]}var c,f,h,p,d=e.left*a,v=e.right*a;\"width\"===r||\"both\"===r?(p=i[0]+d-n[3],f=i[0]+v+n[1]):f=(p=i[0]+(d+v-s.displaySize[0])/2)+s.displaySize[0];var g=e.top*a,y=e.bottom*a;return\"height\"===r||\"both\"===r?(c=i[1]+g-n[0],h=i[1]+y+n[2]):h=(c=i[1]+(g+y-s.displaySize[1])/2)+s.displaySize[1],{image:s,top:c,right:f,bottom:h,left:p,collisionPadding:o}}du[10]=!0,du[32]=!0,du[38]=!0,du[40]=!0,du[41]=!0,du[43]=!0,du[45]=!0,du[47]=!0,du[173]=!0,du[183]=!0,du[8203]=!0,du[8208]=!0,du[8211]=!0,du[8231]=!0;var ku=function(t){function e(e,r,n,i){t.call(this,e,r),this.angle=n,void 0!==i&&(this.segment=i)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.clone=function(){return new 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i=t.interpolationType,a=t.minZoom,o=t.maxZoom,s=i?f(wr.interpolationFactor(i,e,a,o),0,1):0;\"camera\"===t.kind?n=er(t.minSize,t.maxSize,s):r=s}return{uSizeT:r,uSize:n}}var Lu=Object.freeze({__proto__:null,getSizeData:Mu,evaluateSizeForFeature:Su,evaluateSizeForZoom:Eu,SIZE_PACK_FACTOR:Au});function Cu(t,e,r,n,i){if(void 0===e.segment)return!0;for(var a=e,o=e.segment+1,s=0;s>-r/2;){if(--o<0)return!1;s-=t[o].dist(a),a=t[o]}s+=t[o].dist(t[o+1]),o++;for(var l=[],u=0;s<r/2;){var c=t[o-1],f=t[o],h=t[o+1];if(!h)return!1;var p=c.angleTo(f)-f.angleTo(h);for(p=Math.abs((p+3*Math.PI)%(2*Math.PI)-Math.PI),l.push({distance:s,angleDelta:p}),u+=p;s-l[0].distance>n;)u-=l.shift().angleDelta;if(u>i)return!1;o++,s+=f.dist(h)}return!0}function Pu(t){for(var e=0,r=0;r<t.length-1;r++)e+=t[r].dist(t[r+1]);return e}function Ou(t,e,r){return t?.6*e*r:0}function Iu(t,e){return Math.max(t?t.right-t.left:0,e?e.right-e.left:0)}function Du(t,e,r,n,i,a){for(var 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a(0,0);c.push({tl:D,tr:z,bl:R,br:F,tex:y,writingMode:e.writingMode,glyphOffset:S,sectionIndex:g.sectionIndex,isSDF:x,pixelOffsetTL:Y,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return c}(0,r,l,i,o,s,n,t.allowVerticalPlacement),y=t.textSizeData,m=null;\"source\"===y.kind?(m=[Au*i.layout.get(\"text-size\").evaluate(s,{})])[0]>ec&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tc+'. Reduce your \"text-size\".'):\"composite\"===y.kind&&((m=[Au*d.compositeTextSizes[0].evaluate(s,{},v),Au*d.compositeTextSizes[1].evaluate(s,{},v)])[0]>ec||m[1]>ec)&&k(t.layerIds[0]+': Value for \"text-size\" is >= '+tc+'. Reduce your \"text-size\".'),t.addSymbols(t.text,g,m,l,o,s,c,e,u.lineStartIndex,u.lineLength,p,v);for(var x=0,b=f;x<b.length;x+=1)h[b[x]]=t.text.placedSymbolArray.length-1;return 4*g.length}function nc(t){for(var e in t)return t[e];return null}function ic(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var ac=tl.VectorTileFeature.types,oc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function sc(t,e,r,n,i,a,o,s,l,u,c,f,h){var p=s?Math.min(ec,Math.round(s[0])):0,d=s?Math.min(ec,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*u,16*c,256*f,256*h)}function lc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function uc(t){for(var e=0,r=t.sections;e<r.length;e+=1)if(bi(r[e].text))return!0;return!1}var cc=function(t){this.layoutVertexArray=new la,this.indexArray=new va,this.programConfigurations=t,this.segments=new za,this.dynamicLayoutVertexArray=new ua,this.opacityVertexArray=new ca,this.placedSymbolArray=new Sa};cc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},cc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,wl.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Tl.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,oc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},cc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},oi(\"SymbolBuffers\",cc);var fc=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new za,this.collisionVertexArray=new da};fc.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,kl.members,!0)},fc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},oi(\"CollisionBuffers\",fc);var hc=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=Bo([]),this.placementViewportMatrix=Bo([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Mu(this.zoom,e[\"text-size\"]),this.iconSizeData=Mu(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.canOverlap=r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\"),this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&this.canOverlap,\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return lu[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};hc.prototype.createArrays=function(){this.text=new cc(new co(this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new cc(new co(this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new Ca,this.lineVertexArray=new Pa,this.symbolInstances=new La},hc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=El[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},hc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof he&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),u=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,c=i.get(\"symbol-sort-key\");if(this.features=[],l||u){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new Di(this.zoom),v=0,g=t;v<g.length;v+=1){var y=g[v],m=y.feature,x=y.id,b=y.index,_=y.sourceLayerIndex,w=n._featureFilter.needGeometry,T=mo(m,w);if(n._featureFilter.filter(d,T,r)){w||(T.geometry=yo(m));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=he.factory(A);uc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===Pi()||this.hasRTLText&&Ii.isParsed())&&(k=Sl(M,n,T))}var S=void 0;if(u){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof pe?E:pe.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?c.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:T.geometry,properties:m.properties,type:ac[m.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),O=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(lu.vertical)>=0;for(var I=0,D=k.sections;I<D.length;I+=1){var z=D[I];if(z.image)f[z.image.name]=!0;else{var R=di(k.toString()),F=z.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(z.text,B,O,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var u=0;u<t.length;u++){var c=t[u],f=c.geometry,h=c.text?c.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var v=s(p,d,f),g=o(p,d,n[v].geometry);delete e[p],delete r[d],r[l(h,n[g].geometry,!0)]=g,n[v].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(u),e[p]=i-1,r[d]=i-1)}else a(u)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},hc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},hc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},hc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},hc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},hc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},hc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},hc.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var u=a[l];this.lineVertexArray.emplaceBack(u.x,u.y,u.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},hc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,u,c,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,this.canOverlap?a.sortKey:void 0),v=this.glyphOffsetArray.length,g=d.vertexLength,y=this.allowVerticalPlacement&&o===lu.vertical?Math.PI/2:0,m=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,O=b.sectionIndex,I=d.vertexLength,D=C[1];sc(p,s.x,s.y,_.x,D+_.y,A.x,A.y,r,P,M.x,M.y,E,L),sc(p,s.x,s.y,w.x,D+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),sc(p,s.x,s.y,T.x,D+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),sc(p,s.x,s.y,k.x,D+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),lc(t.dynamicLayoutVertexArray,s,y),h.emplaceBack(I,I+1,I+2),h.emplaceBack(I+1,I+2,I+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&O===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,m&&m[O])}t.placedSymbolArray.emplaceBack(s.x,s.y,v,this.glyphOffsetArray.length-v,g,l,u,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,c)},hc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},hc.prototype.addCollisionDebugVertices=function(t,e,r,n,i,o,s){var l=i.segments.prepareSegment(4,i.layoutVertexArray,i.indexArray),u=l.vertexLength,c=i.layoutVertexArray,f=i.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(c,f,o,h,p,new a(t,e)),this._addCollisionDebugVertex(c,f,o,h,p,new a(r,e)),this._addCollisionDebugVertex(c,f,o,h,p,new a(r,n)),this._addCollisionDebugVertex(c,f,o,h,p,new a(t,n)),l.vertexLength+=4;var d=i.indexArray;d.emplaceBack(u,u+1),d.emplaceBack(u+1,u+2),d.emplaceBack(u+2,u+3),d.emplaceBack(u+3,u),l.primitiveLength+=4},hc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,u=a.y2;this.addCollisionDebugVertices(o,s,l,u,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},hc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new fc(ha,Al.members,_a),this.iconCollisionBox=new fc(ha,Al.members,_a);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},hc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var u={},c=e;c<r;c++){var f=t.get(c);u.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},u.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);u.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},u.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var v=t.get(d);u.iconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},u.iconFeatureIndex=v.featureIndex;break}for(var g=s;g<l;g++){var y=t.get(g);u.verticalIconBox={x1:y.x1,y1:y.y1,x2:y.x2,y2:y.y2,anchorPointX:y.anchorPointX,anchorPointY:y.anchorPointY},u.verticalIconFeatureIndex=y.featureIndex;break}return u},hc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},hc.prototype.hasTextData=function(){return this.text.segments.get().length>0},hc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},hc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},hc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},hc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},hc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},hc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},hc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},hc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},oi(\"SymbolBucket\",hc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),hc.MAX_GLYPHS=65535,hc.addDynamicAttributes=lc;var pc=new Xi({\"symbol-placement\":new qi(Ft.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new qi(Ft.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new qi(Ft.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Hi(Ft.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new qi(Ft.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new qi(Ft.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new qi(Ft.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new qi(Ft.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new qi(Ft.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Hi(Ft.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new qi(Ft.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new qi(Ft.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Hi(Ft.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Hi(Ft.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new qi(Ft.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new qi(Ft.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Hi(Ft.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Hi(Ft.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new qi(Ft.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new qi(Ft.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new qi(Ft.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Hi(Ft.layout_symbol[\"text-field\"]),\"text-font\":new Hi(Ft.layout_symbol[\"text-font\"]),\"text-size\":new Hi(Ft.layout_symbol[\"text-size\"]),\"text-max-width\":new Hi(Ft.layout_symbol[\"text-max-width\"]),\"text-line-height\":new qi(Ft.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Hi(Ft.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Hi(Ft.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Hi(Ft.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new qi(Ft.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Hi(Ft.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new qi(Ft.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new qi(Ft.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Hi(Ft.layout_symbol[\"text-rotate\"]),\"text-padding\":new qi(Ft.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new qi(Ft.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Hi(Ft.layout_symbol[\"text-transform\"]),\"text-offset\":new Hi(Ft.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new qi(Ft.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new qi(Ft.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new qi(Ft.layout_symbol[\"text-optional\"])}),dc={paint:new Xi({\"icon-opacity\":new Hi(Ft.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Hi(Ft.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Hi(Ft.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Hi(Ft.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Hi(Ft.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new qi(Ft.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new qi(Ft.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Hi(Ft.paint_symbol[\"text-opacity\"]),\"text-color\":new Hi(Ft.paint_symbol[\"text-color\"],{runtimeType:Zt,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Hi(Ft.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Hi(Ft.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Hi(Ft.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new qi(Ft.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new qi(Ft.paint_symbol[\"text-translate-anchor\"])}),layout:pc},vc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Gt,this.defaultValue=t};vc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},vc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},vc.prototype.outputDefined=function(){return!1},vc.prototype.serialize=function(){return null},oi(\"FormatSectionOverride\",vc,{omit:[\"defaultValue\"]});var gc=function(t){function e(e){t.call(this,e,dc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||cn(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new hc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=dc.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i,a=this.paint.get(n),o=new vc(a),s=new un(o,a.property.specification);i=\"constant\"===a.value.kind||\"source\"===a.value.kind?new hn(\"source\",s):new pn(\"composite\",s,a.value.zoomStops,a.value._interpolationType),this.paint._values[n]=new Ui(a.property,i,a.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=dc.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof he)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof me&&ge(t.value)===Qt){var e=t.value;a(e.sections)}else t instanceof we?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ki),yc={paint:new Xi({\"background-color\":new qi(Ft.paint_background[\"background-color\"]),\"background-pattern\":new Wi(Ft.paint_background[\"background-pattern\"]),\"background-opacity\":new qi(Ft.paint_background[\"background-opacity\"])})},mc=function(t){function e(e){t.call(this,e,yc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ki),xc={paint:new Xi({\"raster-opacity\":new qi(Ft.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new qi(Ft.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new qi(Ft.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new qi(Ft.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new qi(Ft.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new qi(Ft.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new qi(Ft.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new qi(Ft.paint_raster[\"raster-fade-duration\"])})},bc=function(t){function e(e){t.call(this,e,xc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ki);var _c=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Ki),wc={circle:Go,heatmap:es,hillshade:ns,fill:Hs,\"fill-extrusion\":sl,line:bl,symbol:gc,background:mc,raster:bc};var Tc=s.HTMLImageElement,kc=s.HTMLCanvasElement,Ac=s.HTMLVideoElement,Mc=s.ImageData,Sc=s.ImageBitmap,Ec=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Ec.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Tc||t instanceof kc||t instanceof Ac||t instanceof Mc||Sc&&t instanceof Sc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},u=l.x,c=l.y;t instanceof Tc||t instanceof kc||t instanceof Ac||t instanceof Mc||Sc&&t instanceof Sc?s.texSubImage2D(s.TEXTURE_2D,0,u,c,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,u,c,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Ec.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Ec.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Ec.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Lc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Lc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Lc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var Cc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},m([\"receive\",\"process\"],this),this.invoker=new Lc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=S()?t:s};function Pc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}Cc.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=C(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:ci(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},Cc.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else S()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},Cc.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},Cc.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(fi(e.error)):n(null,fi(e.data)))}else{var i=!1,a=C(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?ci(e):null,data:ci(n,a)},a)}:function(t){i=!0},s=null,l=fi(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var u=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,u[0],l.source)[u[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},Cc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Oc=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Oc.prototype.setNorthEast=function(t){return this._ne=t instanceof Dc?new Dc(t.lng,t.lat):Dc.convert(t),this},Oc.prototype.setSouthWest=function(t){return this._sw=t instanceof Dc?new Dc(t.lng,t.lat):Dc.convert(t),this},Oc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Dc)e=t,r=t;else{if(!(t instanceof Oc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Oc.convert(a))}var o=t;return this.extend(Dc.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Dc(e.lng,e.lat),this._ne=new Dc(r.lng,r.lat)),this},Oc.prototype.getCenter=function(){return new Dc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Oc.prototype.getSouthWest=function(){return this._sw},Oc.prototype.getNorthEast=function(){return this._ne},Oc.prototype.getNorthWest=function(){return new Dc(this.getWest(),this.getNorth())},Oc.prototype.getSouthEast=function(){return new Dc(this.getEast(),this.getSouth())},Oc.prototype.getWest=function(){return this._sw.lng},Oc.prototype.getSouth=function(){return this._sw.lat},Oc.prototype.getEast=function(){return this._ne.lng},Oc.prototype.getNorth=function(){return this._ne.lat},Oc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Oc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Oc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Oc.prototype.contains=function(t){var e=Dc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Oc.convert=function(t){return!t||t instanceof Oc?t:new Oc(t)};var Ic=6371008.8,Dc=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Dc.prototype.wrap=function(){return new Dc(h(this.lng,-180,180),this.lat)},Dc.prototype.toArray=function(){return[this.lng,this.lat]},Dc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Dc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return Ic*Math.acos(Math.min(i,1))},Dc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Oc(new Dc(this.lng-r,this.lat-e),new Dc(this.lng+r,this.lat+e))},Dc.convert=function(t){if(t instanceof Dc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Dc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Dc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var zc=2*Math.PI*Ic;function Rc(t){return zc*Math.cos(t*Math.PI/180)}function Fc(t){return(180+t)/360}function Bc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Nc(t,e){return t/Rc(e)}function jc(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var Uc=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};Uc.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Dc.convert(t);return new Uc(Fc(r.lng),Bc(r.lat),Nc(e,r.lat))},Uc.prototype.toLngLat=function(){return new Dc(360*this.x-180,jc(this.y))},Uc.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Rc(jc(e));var t,e},Uc.prototype.meterInMercatorCoordinateUnits=function(){return 1/zc*(t=jc(this.y),1/Math.cos(t*Math.PI/180));var t};var Vc=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=Gc(0,t,t,e,r)};Vc.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},Vc.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Pc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Pc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},Vc.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new a((t.x*e-this.x)*po,(t.y*e-this.y)*po)},Vc.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var qc=function(t,e){this.wrap=t,this.canonical=e,this.key=Gc(t,e.z,e.z,e.x,e.y)},Hc=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new Vc(r,+n,+i),this.key=Gc(e,t,r,n,i)};function Gc(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}Hc.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},Hc.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new Hc(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new Hc(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},Hc.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?Gc(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):Gc(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},Hc.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},Hc.prototype.children=function(t){if(this.overscaledZ>=t)return[new Hc(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new Hc(e,this.wrap,e,r,n),new Hc(e,this.wrap,e,r+1,n),new Hc(e,this.wrap,e,r,n+1),new Hc(e,this.wrap,e,r+1,n+1)]},Hc.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},Hc.prototype.wrapped=function(){return new Hc(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},Hc.prototype.unwrapTo=function(t){return new Hc(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},Hc.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},Hc.prototype.toUnwrapped=function(){return new qc(this.wrap,this.canonical)},Hc.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},Hc.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new Uc(t.x-this.wrap,t.y))},oi(\"CanonicalTileID\",Vc),oi(\"OverscaledTileID\",Hc,{omit:[\"posMatrix\"]});var Wc=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return k('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};Wc.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},Wc.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},Wc.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},Wc.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},Wc.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},Wc.prototype.getPixels=function(){return new $o({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},Wc.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,u=a;u<o;u++)for(var c=n;c<i;c++)this.data[this._idx(c,u)]=t.data[this._idx(c+s,u+l)]},oi(\"DEMData\",Wc);var Yc=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};Yc.prototype.encode=function(t){return this._stringToNumber[t]},Yc.prototype.decode=function(t){return this._numberToString[t]};var Xc=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},Zc={geometry:{configurable:!0}};Zc.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},Zc.geometry.set=function(t){this._geometry=t},Xc.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(Xc.prototype,Zc);var Kc=function(){this.state={},this.stateChanges={},this.deletedStates={}};Kc.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},p(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r)this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]},Kc.prototype.removeFeatureState=function(t,e,r){if(null!==this.deletedStates[t]){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e)if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null;else this.deletedStates[t]=null}},Kc.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=p({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},Kc.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},Kc.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),p(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var u in this.deletedStates[o]){if(null===this.deletedStates[o][u])this.state[o][u]={};else for(var c=0,f=Object.keys(this.deletedStates[o][u]);c<f.length;c+=1){var h=f[c];delete this.state[o][u][h]}s[u]=this.state[o][u]}r[o]=r[o]||{},p(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t)t[d].setFeatureState(r,e)};var Jc=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new ti(po,16,0),this.grid3D=new ti(po,16,0),this.featureIndexArray=new Ia,this.promoteId=e};function $c(t,e,r,n,i){return b(t,(function(t,a){var o=e instanceof Vi?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function Qc(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function tf(t,e){return e-t}Jc.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var u=e[l],c=[1/0,1/0,-1/0,-1/0],f=0;f<u.length;f++){var h=u[f];c[0]=Math.min(c[0],h.x),c[1]=Math.min(c[1],h.y),c[2]=Math.max(c[2],h.x),c[3]=Math.max(c[3],h.y)}c[0]<po&&c[1]<po&&c[2]>=0&&c[3]>=0&&s.insert(o,c[0],c[1],c[2],c[3])}},Jc.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new tl.VectorTile(new Ol(this.rawTileData)).layers,this.sourceLayerCoder=new Yc(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},Jc.prototype.query=function(t,e,r,n){var i=this;this.loadVTLayers();for(var o=t.params||{},s=po/t.tileSize/t.scale,l=An(o.filter),u=t.queryGeometry,c=t.queryPadding*s,f=Qc(u),h=this.grid.query(f.minX-c,f.minY-c,f.maxX+c,f.maxY+c),p=Qc(t.cameraQueryGeometry),d=0,v=this.grid3D.query(p.minX-c,p.minY-c,p.maxX+c,p.maxY+c,(function(e,r,n,i){return function(t,e,r,n,i){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&i>=l.y)return!0}var u=[new a(e,r),new a(e,i),new a(n,i),new a(n,r)];if(t.length>2)for(var c=0,f=u;c<f.length;c+=1)if(Co(t,f[c]))return!0;for(var h=0;h<t.length-1;h++)if(Po(t[h],t[h+1],u))return!0;return!1}(t.cameraQueryGeometry,e-c,r-c,n+c,i+c)}));d<v.length;d+=1){var g=v[d];h.push(g)}h.sort(tf);for(var y,m={},x=function(a){var c=h[a];if(c!==y){y=c;var f=i.featureIndexArray.get(c),p=null;i.loadMatchingFeature(m,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=yo(e)),r.queryIntersectsFeature(u,e,n,p,i.z,t.transform,s,t.pixelPosMatrix)}))}},b=0;b<h.length;b++)x(b);return m},Jc.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,u,c){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),d=this.vtLayers[h].feature(n);if(i.needGeometry){var v=mo(d,!0);if(!i.filter(new Di(this.tileID.overscaledZ),v,this.tileID.canonical))return}else if(!i.filter(new Di(this.tileID.overscaledZ),d))return;for(var g=this.getId(d,h),y=0;y<f.length;y++){var m=f[y];if(!(a&&a.indexOf(m)<0)){var x=s[m];if(x){var b={};void 0!==g&&u&&(b=u.getState(x.sourceLayer||\"_geojsonTileLayer\",g));var _=p({},l[m]);_.paint=$c(_.paint,x.paint,d,b,o),_.layout=$c(_.layout,x.layout,d,b,o);var w=!c||c(d,x,b);if(w){var T=new Xc(d,this.z,this.x,this.y,g);T.layer=_;var k=t[m];void 0===k&&(k=t[m]=[]),k.push({featureIndex:n,feature:T,intersectionZ:w})}}}}}},Jc.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var u=An(i),c=0,f=t;c<f.length;c+=1){var h=f[c];this.loadMatchingFeature(l,r,n,h,u,a,o,s,e)}return l},Jc.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1)if(t===i[n])return!0;return!1},Jc.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},oi(\"FeatureIndex\",Jc,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var ef=function(t,e){this.tileID=t,this.uid=v(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};ef.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<N.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},ef.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},ef.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof hc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof hc&&o.hasRTLText){this.hasRTLText=!0,Ii.isLoading()||Ii.isLoaded()||\"deferred\"!==Pi()||Oi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new Aa},ef.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},ef.prototype.getBucket=function(t){return this.buckets[t.id]},ef.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Ec(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Ec(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},ef.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},ef.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,u){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:u,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},ef.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=An(e&&e.filter),s=this.tileID.canonical,l=s.z,u=s.x,c=s.y,f={z:l,x:u,y:c},h=0;h<a.length;h++){var p=a.feature(h);if(o.needGeometry){var d=mo(p,!0);if(!o.filter(new Di(this.tileID.overscaledZ),d,this.tileID.canonical))continue}else if(!o.filter(new Di(this.tileID.overscaledZ),p))continue;var v=r.getId(p,i),g=new Xc(p,l,u,c,v);g.tile=f,t.push(g)}}},ef.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},ef.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},ef.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=E(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},ef.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},ef.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},ef.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},ef.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<N.now()},ef.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},ef.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=N.now()+t},ef.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1)r[i[n]]=!0;this.dependencies[t]=r},ef.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1)if(a[s[o]])return!0}return!1};var rf=s.performance,nf=function(t){this._marks={start:[t.url,\"start\"].join(\"#\"),end:[t.url,\"end\"].join(\"#\"),measure:t.url.toString()},rf.mark(this._marks.start)};nf.prototype.finish=function(){rf.mark(this._marks.end);var t=rf.getEntriesByName(this._marks.measure);return 0===t.length&&(rf.measure(this._marks.measure,this._marks.start,this._marks.end),t=rf.getEntriesByName(this._marks.measure),rf.clearMarks(this._marks.start),rf.clearMarks(this._marks.end),rf.clearMeasures(this._marks.measure)),t},t.Actor=Cc,t.AlphaImage=Jo,t.CanonicalTileID=Vc,t.CollisionBoxArray=Aa,t.Color=ue,t.DEMData=Wc,t.DataConstantProperty=qi,t.DictionaryCoder=Yc,t.EXTENT=po,t.ErrorEvent=zt,t.EvaluationParameters=Di,t.Event=Dt,t.Evented=Rt,t.FeatureIndex=Jc,t.FillBucket=Us,t.FillExtrusionBucket=il,t.ImageAtlas=su,t.ImagePosition=au,t.LineBucket=vl,t.LngLat=Dc,t.LngLatBounds=Oc,t.MercatorCoordinate=Uc,t.ONE_EM=Ll,t.OverscaledTileID=Hc,t.Point=a,t.Point$1=a,t.Properties=Xi,t.Protobuf=Ol,t.RGBAImage=$o,t.RequestManager=W,t.RequestPerformance=nf,t.ResourceType=_t,t.SegmentVector=za,t.SourceFeatureState=Kc,t.StructArrayLayout1ui2=wa,t.StructArrayLayout2f1f2i16=pa,t.StructArrayLayout2i4=ra,t.StructArrayLayout3ui6=va,t.StructArrayLayout4i8=na,t.SymbolBucket=hc,t.Texture=Ec,t.Tile=ef,t.Transitionable=Fi,t.Uniform1f=Ka,t.Uniform1i=Za,t.Uniform2f=Ja,t.Uniform3f=$a,t.Uniform4f=Qa,t.UniformColor=to,t.UniformMatrix4f=ro,t.UnwrappedTileID=qc,t.ValidationError=Bt,t.WritingMode=lu,t.ZoomHistory=hi,t.add=function(t,e,r){return t[0]=e[0]+r[0],t[1]=e[1]+r[1],t[2]=e[2]+r[2],t},t.addDynamicAttributes=lc,t.asyncAll=function(t,e,r){if(!t.length)return r(null,[]);var n=t.length,i=new Array(t.length),a=null;t.forEach((function(t,o){e(t,(function(t,e){t&&(a=t),i[o]=e,0==--n&&r(a,i)}))}))},t.bezier=u,t.bindAll=m,t.browser=N,t.cacheEntryPossiblyAdded=function(t){++xt>ht&&(t.getActor().send(\"enforceCacheSizeLimit\",ft),xt=0)},t.clamp=f,t.clearTileCache=function(t){var e=s.caches.delete(ct);t&&e.catch(t).then((function(){return t()}))},t.clipLine=Fu,t.clone=function(t){var e=new Fo(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e},t.clone$1=w,t.clone$2=function(t){var e=new Fo(3);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e},t.collisionCircleLayout=Ml,t.config=j,t.create=function(){var t=new Fo(16);return 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generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)rt(r,t.features[n],e,n);else\"Feature\"===t.type?rt(r,t,e):rt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=lt(t,1,-1-r,r,0,-1,2,e),a=lt(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=lt(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=gt(i,1).concat(n)),a&&(n=n.concat(gt(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function kt(t,e,r){return 32*((1<<t)*r+e)+t}function At(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new g(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}V.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new j(s,K,J,a,Float32Array),r&&console.timeEnd(o);for(var u=i;u>=n;u--){var c=+Date.now();s=this._cluster(s,u),this.trees[u]=new j(s,K,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",u,s.length,+Date.now()-c)}return r&&console.timeEnd(\"total time\"),this},V.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],u=[],c=0,f=l.range(Y(r),X(a),Y(i),X(n));c<f.length;c+=1){var h=f[c],p=l.points[h];u.push(p.numPoints?G(p):this.points[p.index])}return u},V.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,u=i.within(a.x,a.y,o);l<u.length;l+=1){var c=u[l],f=i.points[c];f.parentId===t&&s.push(f.numPoints?G(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},V.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},V.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,u=(r+1+s)/i,c={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,u),n.points,e,r,i,c),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,u),n.points,i,r,i,c),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,u),n.points,-1,r,i,c),c.features.length?c:null},V.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},V.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},V.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],u=l.numPoints,c={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:u?W(l):this.points[l.index].properties},f=void 0;u?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(c.id=f),a.features.push(c)}},V.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(+t,this.options.maxZoom+1))},V.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=n.minPoints,l=i/(a*Math.pow(2,e)),u=0;u<t.length;u++){var c=t[u];if(!(c.zoom<=e)){c.zoom=e;for(var f=this.trees[e+1],h=f.within(c.x,c.y,l),p=c.numPoints||1,d=p,v=0,g=h;v<g.length;v+=1){var y=g[v],m=f.points[y];m.zoom>e&&(d+=m.numPoints||1)}if(d>=s){for(var x=c.x*p,b=c.y*p,_=o&&p>1?this._map(c,!0):null,w=(u<<5)+(e+1)+this.points.length,T=0,k=h;T<k.length;T+=1){var A=k[T],M=f.points[A];if(!(M.zoom<=e)){M.zoom=e;var S=M.numPoints||1;x+=M.x*S,b+=M.y*S,M.parentId=w,o&&(_||(_=this._map(c,!0)),o(_,this._map(M)))}}c.parentId=w,r.push(q(x/d,b/d,w,d,_))}else if(r.push(c),d>1)for(var E=0,L=h;E<L.length;E+=1){var C=L[E],P=f.points[C];P.zoom<=e||(P.zoom=e,r.push(P))}}}return r},V.prototype._getOriginId=function(t){return t-this.points.length>>5},V.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},V.prototype._map=function(t,e){if(t.numPoints)return e?Z({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?Z({},n):n},Tt.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},Tt.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,u=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var c=1<<e,f=kt(e,r,n),h=this.tiles[f];if(!h&&(u>1&&console.time(\"creation\"),h=this.tiles[f]=bt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),u)){u>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){u>1&&console.time(\"clipping\");var v,g,y,m,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;v=g=y=m=null,x=lt(t,c,r-_,r+T,0,h.minX,h.maxX,l),b=lt(t,c,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(v=lt(x,c,n-_,n+T,1,h.minY,h.maxY,l),g=lt(x,c,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(y=lt(b,c,n-_,n+T,1,h.minY,h.maxY,l),m=lt(b,c,n+w,n+k,1,h.minY,h.maxY,l),b=null),u>1&&console.timeEnd(\"clipping\"),s.push(v||[],e+1,2*r,2*n),s.push(g||[],e+1,2*r,2*n+1),s.push(y||[],e+1,2*r+1,2*n),s.push(m||[],e+1,2*r+1,2*n+1)}}},Tt.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=kt(t,e=(e%o+o)%o,r);if(this.tiles[s])return mt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,u=t,c=e,f=r;!l&&u>0;)u--,c=Math.floor(c/2),f=Math.floor(f/2),l=this.tiles[kt(u,c,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",u,c,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,u,c,f,t,e,r),a>1&&console.timeEnd(\"drilling 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i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new Tt(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var u={};if(i){var c=i.finish();c&&(u.resourceTiming={},u.resourceTiming[n.source]=JSON.parse(JSON.stringify(c)))}r(null,u)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"))}}},r.prototype.removeSource=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),e()},r.prototype.getClusterExpansionZoom=function(t,e){try{e(null,this._geoJSONIndex.getClusterExpansionZoom(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterChildren=function(t,e){try{e(null,this._geoJSONIndex.getChildren(t.clusterId))}catch(t){e(t)}},r.prototype.getClusterLeaves=function(t,e){try{e(null,this._geoJSONIndex.getLeaves(t.clusterId,t.limit,t.offset))}catch(t){e(t)}},r}(l);var St=function(e){var r=this;this.self=e,this.actor=new t.Actor(e,this),this.layerIndexes={},this.availableImages={},this.workerSourceTypes={vector:l,geojson:Mt},this.workerSources={},this.demWorkerSources={},this.self.registerWorkerSource=function(t,e){if(r.workerSourceTypes[t])throw new Error('Worker source with name \"'+t+'\" already registered.');r.workerSourceTypes[t]=e},this.self.registerRTLTextPlugin=function(e){if(t.plugin.isParsed())throw new Error(\"RTL text plugin already 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s=i([\"transform\",\"WebkitTransform\"]);r.setTransform=function(t,e){t.style[s]=e};var l=!1;try{var u=Object.defineProperty({},\"passive\",{get:function(){l=!0}});t.window.addEventListener(\"test\",u,u),t.window.removeEventListener(\"test\",u,u)}catch(t){l=!1}r.addEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&l?t.addEventListener(e,r,n):t.addEventListener(e,r,n.capture)},r.removeEventListener=function(t,e,r,n){void 0===n&&(n={}),\"passive\"in n&&l?t.removeEventListener(e,r,n):t.removeEventListener(e,r,n.capture)};var c=function(e){e.preventDefault(),e.stopPropagation(),t.window.removeEventListener(\"click\",c,!0)};function f(t){var e=t.userImage;return!!(e&&e.render&&e.render())&&(t.data.replace(new Uint8Array(e.data.buffer)),!0)}r.suppressClick=function(){t.window.addEventListener(\"click\",c,!0),t.window.setTimeout((function(){t.window.removeEventListener(\"click\",c,!0)}),0)},r.mousePos=function(e,r){var n=e.getBoundingClientRect();return new t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!(t&&(4!==t.length||t[0]<0||e.data.width<t[0]||t[1]<0||e.data.height<t[1]||t[2]<0||e.data.width<t[2]||t[3]<0||e.data.height<t[3]||t[2]<t[0]||t[3]<t[1]))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,u=l.x+1,c=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:u,y:c},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:u,y:c-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:u,y:c+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:u-1,y:c},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:u+h,y:c},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=g,d=g,v=1e20;function g(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function y(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(m(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(m(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function m(t,e,r,n,i){r[0]=0,n[0]=-v,n[1]=+v;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+v}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}g.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?v:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?v:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(y(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),y(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1)(0,o[i])(t,e);delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,u=o.glyph;(n[s]||(n[s]={}))[l]=u&&{id:u.id,bitmap:u.bitmap.clone(),metrics:u.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=\"-transition\",T=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,w)?this._transitionable.setTransition(n.slice(0,-11),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),k=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};k.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},k.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var u=t[l];i=s*r,a=(s+=u)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===u})}return n},k.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],u=0;u<this.width;u++){u/l.right>1&&(l=t[++s]);var c=Math.abs(u-l.left),f=Math.abs(u-l.right),h=Math.min(c,f),p=void 0,d=i/r*(n+1);if(l.isDash){var v=n-Math.abs(d);p=Math.sqrt(h*h+v*v)}else p=n-Math.sqrt(h*h+d*d);this.data[o+u]=Math.max(0,Math.min(255,p+128))}},k.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],u=0;u<this.width;u++){u/l.right>1&&(l=t[++s]);var c=Math.abs(u-l.left),f=Math.abs(u-l.right),h=Math.min(c,f),p=l.isDash?h:-h;this.data[o+u]=Math.max(0,Math.min(255,p+128))}},k.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var u={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,u},k.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var A=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function M(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}A.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},A.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},A.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},A.Actor=t.Actor;var S=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};S.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},S.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var E=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setSourceProperty=function(t){this._tileJSONRequest&&this._tileJSONRequest.cancel(),t(),this.map.style.sourceCaches[this.id].clearTiles(),this.load()},r.prototype.setTiles=function(t){var e=this;return this.setSourceProperty((function(){e._options.tiles=t})),this},r.prototype.setUrl=function(t){var e=this;return this.setSourceProperty((function(){e.url=t,e._options.url=t})),this},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=M(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new S(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),C=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(L),P=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,minPoints:Math.max(2,n.clusterMinPoints||2),extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties,filter:n.filter},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),O=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var u=i-r,c=a-n,f=Math.max(u,c),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var D=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,O.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var r=e[t];if(isNaN(r)||r<=0)return!0}return!1},r}(I),R={vector:E,raster:L,\"raster-dem\":C,geojson:P,video:D,image:I,canvas:z};function F(e,r){var n=t.identity([]);return t.translate(n,n,[1,1,0]),t.scale(n,n,[.5*e.width,.5*e.height,1]),t.multiply(n,n,e.calculatePosMatrix(r.toUnwrapped()))}function B(t,e,r,n,i,a){var o=function(t,e,r){if(t)for(var n=0,i=t;n<i.length;n+=1){var a=e[i[n]];if(a&&a.source===r&&\"fill-extrusion\"===a.type)return!0}else for(var o in e){var s=e[o];if(s.source===r&&\"fill-extrusion\"===s.type)return!0}return!1}(i&&i.layers,e,t.id),s=a.maxPitchScaleFactor(),l=t.tilesIn(n,s,o);l.sort(N);for(var u=[],c=0,f=l;c<f.length;c+=1){var h=f[c];u.push({wrappedTileID:h.tileID.wrapped().key,queryResults:h.tile.queryRenderedFeatures(e,r,t._state,h.queryGeometry,h.cameraQueryGeometry,h.scale,i,a,s,F(t.transform,h.tileID))})}var p=function(t){for(var e={},r={},n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.queryResults,s=a.wrappedTileID,l=r[s]=r[s]||{};for(var u in o)for(var 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Mt=function(t,e,r){this.func=t,this.mask=e,this.range=r};Mt.ReadOnly=!1,Mt.ReadWrite=!0,Mt.disabled=new Mt(519,Mt.ReadOnly,[0,1]);var St=7680,Et=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Et.disabled=new Et({func:519,mask:0},0,0,St,St,St);var Lt=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};Lt.Replace=[1,0],Lt.disabled=new Lt(Lt.Replace,t.Color.transparent,[!1,!1,!1,!1]),Lt.unblended=new Lt(Lt.Replace,t.Color.transparent,[!0,!0,!0,!0]),Lt.alphaBlended=new Lt([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Ct=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Ct.disabled=new Ct(!1,1029,2305),Ct.backCCW=new Ct(!0,1029,2305);var Pt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new G(this),this.clearDepth=new W(this),this.clearStencil=new Y(this),this.colorMask=new X(this),this.depthMask=new Z(this),this.stencilMask=new K(this),this.stencilFunc=new J(this),this.stencilOp=new $(this),this.stencilTest=new Q(this),this.depthRange=new tt(this),this.depthTest=new et(this),this.depthFunc=new rt(this),this.blend=new nt(this),this.blendFunc=new it(this),this.blendColor=new at(this),this.blendEquation=new ot(this),this.cullFace=new st(this),this.cullFaceSide=new lt(this),this.frontFace=new ut(this),this.program=new ct(this),this.activeTexture=new ft(this),this.viewport=new ht(this),this.bindFramebuffer=new pt(this),this.bindRenderbuffer=new dt(this),this.bindTexture=new vt(this),this.bindVertexBuffer=new gt(this),this.bindElementBuffer=new yt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new mt(this),this.pixelStoreUnpack=new xt(this),this.pixelStoreUnpackPremultiplyAlpha=new bt(this),this.pixelStoreUnpackFlipY=new _t(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\"),this.maxTextureSize=t.getParameter(t.MAX_TEXTURE_SIZE)};Pt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Pt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Pt.prototype.createIndexBuffer=function(t,e){return new U(this,t,e)},Pt.prototype.createVertexBuffer=function(t,e,r){return new q(this,t,e,r)},Pt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Pt.prototype.createFramebuffer=function(t,e,r){return new At(this,t,e,r)},Pt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Pt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Pt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Pt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Pt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,Lt.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Pt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ot=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new R[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new j(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(It).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(It).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(Dt(this._source.type)){for(var u={},c={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],v=this._tiles[p];if(v&&!(v.fadeEndTime&&v.fadeEndTime<=t.browser.now())){var g=this.findLoadedParent(d,o);g&&(this._addTile(g.tileID),u[g.tileID.key]=g.tileID),c[p]=d}}for(var y in this._retainLoadedChildren(c,a,s,l),u)l[y]||(this._coveredTiles[y]=!0,l[y]=u[y])}for(var m in l)this._tiles[m].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,u=t;l<u.length;l+=1){var c=u[l],f=this._addTile(c);n[c.key]=c,f.hasData()||e<this._source.maxzoom&&(s[c.key]=c)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],v=this._tiles[d.key];if(!v.hasData()){if(e+1>this._source.maxzoom){var g=d.children(this._source.maxzoom)[0],y=this.getTile(g);if(y&&y.hasData()){n[g.key]=g;continue}}else{var m=d.children(this._source.maxzoom);if(n[m[0].key]&&n[m[1].key]&&n[m[2].key]&&n[m[3].key])continue}for(var x=v.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(v=this.getTile(_))&&x&&(v=this._addTile(_)),v&&(n[_.key]=_,x=v.wasRequested(),v.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),u=s.map((function(t){return o.pointCoordinate(t)})),c=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,v=0,g=u;v<g.length;v+=1){var y=g[v];f=Math.min(f,y.x),h=Math.min(h,y.y),p=Math.max(p,y.x),d=Math.max(d,y.y)}for(var m=function(e){var n=i._tiles[c[e]];if(!n.holdingForFade()){var s=n.tileID,v=Math.pow(2,o.zoom-n.tileID.overscaledZ),g=r*n.queryPadding*t.EXTENT/n.tileSize/v,y=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(y[0].x-g<t.EXTENT&&y[0].y-g<t.EXTENT&&y[1].x+g>=0&&y[1].y+g>=0){var m=l.map((function(t){return s.getTilePoint(t)})),x=u.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:m,cameraQueryGeometry:x,scale:v})}}},x=0;x<c.length;x++)m(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(Dt(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles)this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\");this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function It(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function Dt(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function zt(){return new t.window.Worker(oa.workerUrl)}Ot.maxOverzooming=10,Ot.maxUnderzooming=3;var Rt=\"mapboxgl_preloaded_worker_pool\",Ft=function(){this.active={}};Ft.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Ft.workerCount;)this.workers.push(new zt);return this.active[t]=!0,this.workers.slice()},Ft.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Ft.prototype.isPreloaded=function(){return!!this.active[Rt]},Ft.prototype.numActive=function(){return Object.keys(this.active).length};var Bt,Nt=Math.floor(t.browser.hardwareConcurrency/2);function jt(){return Bt||(Bt=new Ft),Bt}function Ut(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function Vt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Ut(t[n],e[t[n].ref]));return t}Ft.workerCount=Math.max(Math.min(Nt,6),1);var qt={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Ht(t,e,r){r.push({command:qt.addSource,args:[t,e[t]]})}function Gt(t,e,r){e.push({command:qt.removeSource,args:[t]}),r[t]=!0}function Wt(t,e,r,n){Gt(t,r,n),Ht(t,e,r)}function Yt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Xt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Zt(t){return t.id}function Kt(t,e){return t[e.id]=e,t}function Jt(e,r){if(!e)return[{command:qt.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:qt.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:qt.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:qt.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:qt.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:qt.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:qt.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:qt.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:qt.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:qt.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Gt(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Yt(e,r,a)?n.push({command:qt.setGeoJSONSourceData,args:[a,r[a].data]}):Wt(a,r,n,i)):Ht(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:qt.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,u,c,f=(e=e||[]).map(Zt),h=r.map(Zt),p=e.reduce(Kt,{}),d=r.reduce(Kt,{}),v=f.slice(),g=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:qt.removeLayer,args:[o]}),v.splice(v.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],v[v.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:qt.removeLayer,args:[o]}),v.splice(v.lastIndexOf(o,v.length-a),1)):a++,u=v[v.length-i],n.push({command:qt.addLayer,args:[d[o],u]}),v.splice(v.length-i,0,o),g[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!g[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(c in Xt(s.layout,l.layout,n,o,null,qt.setLayoutProperty),Xt(s.paint,l.paint,n,o,null,qt.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:qt.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:qt.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(c)&&\"layout\"!==c&&\"paint\"!==c&&\"filter\"!==c&&\"metadata\"!==c&&\"minzoom\"!==c&&\"maxzoom\"!==c&&(0===c.indexOf(\"paint.\")?Xt(s[c],l[c],n,o,c.slice(6),qt.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:qt.setLayerProperty,args:[o,c,l[c]]}));for(c in l)l.hasOwnProperty(c)&&!s.hasOwnProperty(c)&&\"layout\"!==c&&\"paint\"!==c&&\"filter\"!==c&&\"metadata\"!==c&&\"minzoom\"!==c&&\"maxzoom\"!==c&&(0===c.indexOf(\"paint.\")?Xt(s[c],l[c],n,o,c.slice(6),qt.setPaintProperty):t.deepEqual(s[c],l[c])||n.push({command:qt.setLayerProperty,args:[o,c,l[c]]}))}else n.push({command:qt.removeLayer,args:[o]}),u=v[v.lastIndexOf(o)+1],n.push({command:qt.addLayer,args:[l,u]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:qt.setStyle,args:[r]}]}return n}var $t=function(t,e){this.reset(t,e)};$t.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},$t.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Qt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function te(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function ee(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function re(e,r){var n=[e.x,e.y,0,1];pe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ne(t,e){return.5+t/e*.5}function ie(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ae(e,r,n,i,a,o,s,l){var u=i?e.textSizeData:e.iconSizeData,c=t.evaluateSizeForZoom(u,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,v=n.transform.width/n.transform.height,g=!1,y=0;y<d.length;y++){var m=d.get(y);if(m.hidden||m.writingMode===t.WritingMode.vertical&&!g)he(m.numGlyphs,h);else{g=!1;var x=[m.anchorX,m.anchorY,0,1];if(t.transformMat4(x,x,r),ie(x,f)){var b=x[3],_=ne(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(u,c,m),T=s?w/_:w*_,k=new t.Point(m.anchorX,m.anchorY),A=re(k,a).point,M={},S=le(m,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,v);g=S.useVertical,(S.notEnoughRoom||g||S.needsFlipping&&le(m,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,v).notEnoughRoom)&&he(m.numGlyphs,h)}else he(m.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function oe(t,e,r,n,i,a,o,s,l,u,c){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),v=e.getoffsetX(f-1),g=ce(t*d,r,n,i,a,o,s.segment,h,p,l,u,c);if(!g)return null;var y=ce(t*v,r,n,i,a,o,s.segment,h,p,l,u,c);return y?{first:g,last:y}:null}function se(e,r,n,i){return e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i?{useVertical:!0}:(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function le(e,r,n,i,a,o,s,l,u,c,f,h,p,d){var v,g=r/24,y=e.lineOffsetX*g,m=e.lineOffsetY*g;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=oe(g,l,y,m,n,f,h,e,u,o,p);if(!w)return{notEnoughRoom:!0};var T=re(w.first.point,s).point,k=re(w.last.point,s).point;if(i&&!n){var A=se(e.writingMode,T,k,d);if(A)return A}v=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)v.push(ce(g*l.getoffsetX(M),y,m,n,f,h,e.segment,b,_,u,o,p));v.push(w.last)}else{if(i&&!n){var S=re(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(u.getx(E),u.gety(E)),C=re(L,a),P=C.signedDistanceFromCamera>0?C.point:ue(h,L,S,1,a),O=se(e.writingMode,S,P,d);if(O)return O}var I=ce(g*l.getoffsetX(e.glyphStartIndex),y,m,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,u,o,p);if(!I)return{notEnoughRoom:!0};v=[I]}for(var D=0,z=v;D<z.length;D+=1){var R=z[D];t.addDynamicAttributes(c,R.point,R.angle)}return{}}function ue(t,e,r,n,i){var a=re(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function ce(e,r,n,i,a,o,s,l,u,c,f,h){var p=i?e-r:e+r,d=p>0?1:-1,v=0;i&&(d*=-1,v=Math.PI),d<0&&(v+=Math.PI);for(var g=d>0?l+s:l+s+1,y=a,m=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((g+=d)<l||g>=u)return null;if(m=y,w.push(y),void 0===(y=h[g])){var T=new t.Point(c.getx(g),c.gety(g)),k=re(T,f);if(k.signedDistanceFromCamera>0)y=h[g]=k.point;else{var A=g-d;y=ue(0===x?o:new t.Point(c.getx(A),c.gety(A)),T,m,_-x+1,f)}}x+=b,b=m.dist(y)}var M=(_-x)/b,S=y.sub(m),E=S.mult(M)._add(m);E._add(S._unit()._perp()._mult(n*d));var L=v+Math.atan2(y.y-m.y,y.x-m.x);return w.push(E),{point:E,angle:L,path:w}}Qt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Qt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Qt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Qt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Qt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Qt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var u=this.circles[3*l],c=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:u-f,y1:c-f,x2:u+f,y2:c+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Qt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var u=[],c={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,u,c,i),n?u.length>0:u},Qt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Qt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Qt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Qt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,u=this.boxCells[i];if(null!==u)for(var c=this.bboxes,f=0,h=u;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=c[d+2]&&e<=c[d+3]&&r>=c[d+0]&&n>=c[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:c[d],y1:c[d+1],x2:c[d+2],y2:c[d+3]})}}}var v=this.circleCells[i];if(null!==v)for(var g=this.circles,y=0,m=v;y<m.length;y+=1){var x=m[y];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(g[b],g[b+1],g[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=g[b],w=g[b+1],T=g[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Qt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,u=o.seenUids,c=this.boxCells[i];if(null!==c)for(var f=this.bboxes,h=0,p=c;h<p.length;h+=1){var d=p[h];if(!u.box[d]){u.box[d]=!0;var v=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[v+0],f[v+1],f[v+2],f[v+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var y=this.circles,m=0,x=g;m<x.length;m+=1){var b=x[m];if(!u.circle[b]){u.circle[b]=!0;var _=3*b;if(this._circlesCollide(y[_],y[_+1],y[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Qt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),u=this._convertToYCellCoord(e),c=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=c;h++)for(var p=u;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Qt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Qt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Qt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Qt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var u=(o-i)/2,c=Math.abs(e-(i+u));if(c>u+r)return!1;if(l<=s||c<=u)return!0;var f=l-s,h=c-u;return f*f+h*h<=r*r};var fe=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function he(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(fe,3*n)}}function pe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var de=100,ve=function(t,e,r){void 0===e&&(e=new Qt(t.width+200,t.height+200,25)),void 0===r&&(r=new Qt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+de,this.screenBottomBoundary=t.height+de,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function ge(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}ve.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,u=t.x2*o+a.point.x,c=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,u,c)||!e&&this.grid.hitTest(s,l,u,c,i)?{box:[],offscreen:!1}:{box:[s,l,u,c],offscreen:this.isOffscreen(s,l,u,c)}},ve.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,u,c,f,h,p){var d=[],v=new t.Point(r.anchorX,r.anchorY),g=re(v,o),y=ne(this.transform.cameraToCenterDistance,g.signedDistanceFromCamera),m=(c?a/y:a*y)/t.ONE_EM,x=re(v,s).point,b=oe(m,i,r.lineOffsetX*m,r.lineOffsetY*m,!1,x,v,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*y+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new $t,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var O=1;O<L.path.length;O++)C.push(L.path[O]);var I=2.5*k;if(l){var D=C.map((function(t){return re(t,l)}));C=D.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:D.map((function(t){return t.point}))}var z=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);z=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=z;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/I)+1;for(var q=0;q<V;q++){var H=q/Math.max(V-1,1),G=S.lerp(H),W=G.x+de,Y=G.y+de;d.push(W,Y,k,0);var X=W-k,Z=Y-k,K=W+k,J=Y+k;if(T=T&&this.isOffscreen(X,Z,K,J),w=w||this.isInsideGrid(X,Z,K,J),!e&&this.grid.hitTestCircle(W,Y,k,f)&&(_=!0,!u))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!u&&_||!w?[]:d,offscreen:T,collisionDetected:_}},ve.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var u=l[s],c=new t.Point(u.x+de,u.y+de);n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y),r.push(c)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var v=d[p],g=v.key;if(void 0===f[g.bucketInstanceId]&&(f[g.bucketInstanceId]={}),!f[g.bucketInstanceId][g.featureIndex]){var y=[new t.Point(v.x1,v.y1),new t.Point(v.x2,v.y1),new t.Point(v.x2,v.y2),new t.Point(v.x1,v.y2)];t.polygonIntersectsPolygon(r,y)&&(f[g.bucketInstanceId][g.featureIndex]=!0,void 0===h[g.bucketInstanceId]&&(h[g.bucketInstanceId]=[]),h[g.bucketInstanceId].push(g.featureIndex))}}return h},ve.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},ve.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},ve.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return pe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+de,(-i[1]/i[3]+1)/2*this.transform.height+de),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},ve.prototype.isOffscreen=function(t,e,r,n){return r<de||t>=this.screenRightBoundary||n<de||e>this.screenBottomBoundary},ve.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},ve.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var ye=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};ye.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var me=function(t,e,r,n,i){this.text=new ye(t?t.text:null,e,r,i),this.icon=new ye(t?t.icon:null,e,n,i)};me.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var xe=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},be=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},_e=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},we=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function Te(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point(s+u[0]*a,l+u[1]*a)}function ke(e,r,n,i,a,o){var s=e.x1,l=e.x2,u=e.y1,c=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:u+p.y,x2:l+p.x,y2:c+p.y,anchorPointX:f,anchorPointY:h}}we.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var Ae=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new ve(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new we(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Me(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}Ae.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,u=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),c=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=ge(n,1,this.transform.zoom),v=te(f,h,p,this.transform,d),g=null;if(h){var y=ee(f,h,p,this.transform,d);g=t.multiply([],this.transform.labelPlaneMatrix,y)}this.retainedQueryData[a.bucketInstanceId]=new _e(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var m={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:v,labelToScreenMatrix:g,scale:u,textPixelRatio:c,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:m})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:m})}},Ae.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d){var v,g=[f.textOffset0,f.textOffset1],y=Te(t,r,n,g,i),m=this.collisionIndex.placeCollisionBox(ke(e,y.x,y.y,a,o,this.transform.angle),c,s,l,u.predicate);if(!d||0!==this.collisionIndex.placeCollisionBox(ke(d,y.x,y.y,a,o,this.transform.angle),c,s,l,u.predicate).box.length)return m.box.length>0?(this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(v=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:g,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:v},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:y,placedGlyphBoxes:m}):void 0},Ae.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,u=a.textLabelPlaneMatrix,c=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,v=a.collisionGroup,g=s.get(\"text-optional\"),y=s.get(\"icon-optional\"),m=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=m&&(x||!o.hasIconData()||y),A=x&&(m||!o.hasTextData()||g);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new xe(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,O=null,I=0,D=0,z=0;a.textFeatureIndex?I=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(I=e.featureIndex),a.verticalTextFeatureIndex&&(D=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length&&(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),!(L&&L.box&&L.box.length));i+=1);else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,u=e.textBoxScale,c=w&&!x?r:null,h={box:[],offscreen:!1},p=m?2*N.length:N.length,d=0;d<p;++d){var g=N[d%N.length],y=d>=N.length,k=i.attemptAnchorPlacement(g,t,a,s,u,b,_,f,l,v,y,e,o,n,c);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var q=i.prevPlacement.variableOffsets[e.crossTileID];q&&(i.variableOffsets[e.crossTileID]=q,i.markUsedJustification(o,q.anchor,e,V))}}else{var H=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,m,f,l,v.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return H(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?H(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),W=t.evaluateSizeForFeature(o.textSizeData,d,G),Y=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(m,G,o.lineVertexArray,o.glyphOffsetArray,W,l,u,c,n,_,v.predicate,X,Y),T=m||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(z=a.iconFeatureIndex),a.iconBox){var Z=function(t){var e=w&&E?ke(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,v.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(O=Z(a.verticalIconBox)).box.length>0:(O=Z(a.iconBox)).box.length>0,S=S&&O.offscreen}var K=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,J=y||0===e.numIconVertices;if(K||J?J?K||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&D?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,D,v.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,I,v.ID)),M&&O&&i.collisionIndex.insertCollisionBox(O.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,z,v.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,I,v.ID),n)){var $=o.bucketInstanceId,Q=i.collisionCircleArrays[$];void 0===Q&&(Q=i.collisionCircleArrays[$]=new be);for(var tt=0;tt<P.circles.length;tt+=4)Q.circles.push(P.circles[tt+0]),Q.circles.push(P.circles[tt+1]),Q.circles.push(P.circles[tt+2]),Q.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new xe(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},Ae.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var u=l[s];u>=0&&(e.text.placedSymbolArray.get(u).crossTileID=a>=0&&u!==a?0:n.crossTileID)}},Ae.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},Ae.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],u=i[s];u?(this.opacities[s]=new me(u,n,l.text,l.icon),r=r||l.text!==u.text.placed||l.icon!==u.icon.placed):(this.opacities[s]=new me(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var c in i){var f=i[c];if(!this.opacities[c]){var h=new me(f,n,!1,!1);h.isHidden()||(this.opacities[c]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},Ae.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},Ae.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new me(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),u=a.get(\"text-variable-anchor\"),c=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new me(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},v=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,v=a.crossTileID,g=r[v],y=i.opacities[v];g?y=o:y||(y=p,i.opacities[v]=y),r[v]=!0;var m=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(m){var T=De(y.text),k=_?ze:T;d(e.text,s,k);var A=w?ze:T;d(e.text,l,A);var M=y.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=De(y.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:ze;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=y.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var O=C?ze:L;d(e.icon,a.numVerticalIconVertices,O),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=y.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var I=e.collisionArrays[n];if(I){var D=new t.Point(0,0);if(I.textBox||I.verticalTextBox){var z=!0;if(u){var R=i.variableOffsets[v];R?(D=Te(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),c&&D._rotate(f?i.transform.angle:-i.transform.angle)):z=!1}I.textBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!z||_,D.x,D.y),I.verticalTextBox&&Me(e.textCollisionBox.collisionVertexArray,y.text.placed,!z||w,D.x,D.y)}var F=Boolean(!w&&I.verticalIconBox);I.iconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,F,h?D.x:0,h?D.y:0),I.verticalIconBox&&Me(e.iconCollisionBox.collisionVertexArray,y.icon.placed,!F,h?D.x:0,h?D.y:0)}}},g=0;g<e.symbolInstances.length;g++)v(g);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var y=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=y.invProjMatrix,e.placementViewportMatrix=y.viewportMatrix,e.collisionCircleArray=y.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},Ae.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},Ae.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},Ae.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},Ae.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},Ae.prototype.setStale=function(){this.stale=!0};var Se=Math.pow(2,25),Ee=Math.pow(2,24),Le=Math.pow(2,17),Ce=Math.pow(2,16),Pe=Math.pow(2,9),Oe=Math.pow(2,8),Ie=Math.pow(2,1);function De(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*Se+e*Ee+r*Le+e*Ce+r*Pe+e*Oe+r*Ie+e}var ze=0,Re=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Re.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var Fe=function(t,e,r,n,i,a,o){this.placement=new Ae(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};Fe.prototype.isDone=function(){return this._done},Fe.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Re(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},Fe.prototype.commit=function(t){return this.placement.commit(t),this.placement};var Be=512/t.EXTENT/2,Ne=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Ne.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=Be/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Ne.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,u=o;l<u.length;l+=1){var c=u[l];if(Math.abs(c.coord.x-s.x)<=n&&Math.abs(c.coord.y-s.y)<=n&&!r[c.crossTileID]){r[c.crossTileID]=!0,a.crossTileID=c.crossTileID;break}}}}};var je=function(){this.maxCrossTileID=0};je.prototype.generate=function(){return++this.maxCrossTileID};var Ue=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Ue.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Ue.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++)e.symbolInstances.get(n).crossTileID=0;this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var u=o[t.scaledTo(Number(a)).key];u&&u.findMatches(e.symbolInstances,t,i)}}for(var c=0;c<e.symbolInstances.length;c++){var f=e.symbolInstances.get(c);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Ne(t,e.symbolInstances,e.bucketInstanceId),!0},Ue.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Ue.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ve=function(){this.layerIndexes={},this.crossTileIDs=new je,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ve.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Ue);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],u=l.getBucket(t);u&&t.id===u.layerIds[0]&&(u.bucketInstanceId||(u.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,u,this.crossTileIDs)&&(i=!0),a[u.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ve.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var qe=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},He=t.pick(qt,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ge=t.pick(qt,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),We=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),Ye=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new A(jt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new k(256,512),this.crossTileSymbolIndex=new Ve,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if(t.triggerPluginCompletionEvent(e),r&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(We,!1)},r.prototype._load=function(e,r){if(!r||!qe(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=Vt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new T(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,c())})),u=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){u=null,o||(o=t,a=e,c())}));function c(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],u=l.width,c=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,v=l.stretchX,g=l.stretchY,y=l.content,m=new t.RGBAImage({width:u,height:c});t.RGBAImage.copy(e,m,{x:f,y:h},{x:0,y:0},{width:u,height:c}),r[s]={data:m,pixelRatio:d,sdf:p,stretchX:v,stretchY:g,content:y}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),u&&(u.cancel(),u=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}var l={};for(var u in this.sourceCaches){var c=this.sourceCaches[u];l[u]=c.used,c.used=!1}for(var f=0,h=this._order;f<h.length;f+=1){var p=h[f],d=this._layers[p];d.recalculate(e,this._availableImages),!d.isHidden(e.zoom)&&d.source&&(this.sourceCaches[d.source].used=!0)}for(var v in l){var g=this.sourceCaches[v];l[v]!==g.used&&g.fire(new t.Event(\"data\",{sourceDataType:\"visibility\",dataType:\"source\",sourceId:v}))}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),qe(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=Vt(e.layers);var n=Jt(this.serialize(),e).filter((function(t){return!(t.command in Ge)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in He)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._afterImageUpdated(e)},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._afterImageUpdated(e)},r.prototype._afterImageUpdated=function(e){this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.dispatcher.broadcast(\"setImages\",this._availableImages),this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0&&this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n))){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Ot(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(qe(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is required to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var u=l[s][o];if(u)for(var c=0,f=u;c<f.length;c+=1){var h=f[c];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var v=this._order[d];if(r(v))for(var g=i.length-1;g>=0;g--){var y=i[g].feature;if(n[y.layer.id]<d)break;p.push(y),i.pop()}else for(var m=0,x=t;m<x.length;m+=1){var b=x[m][v];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var u=[];for(var c in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[c]||u.push(B(this.sourceCaches[c],this._layers,this._serializedLayers,e,r,n));return this.placement&&u.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),u=[],c=0,f=Object.keys(l).map(Number);c<f.length;c+=1){var h=f[c];u.push(o[h])}u.sort(N);for(var p=function(){var r=v[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],u=n[a];u.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var c=0,f=u;c<f.length;c+=1){var h=f[c];o.push(h)}}},d=0,v=u;d<v.length;d+=1)p();var g=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var y in s)g(y);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(u)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&qe(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers)this._layers[e].setEventedParent(null);for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},u=0,c=this._order;u<c.length;u+=1){var f=c[u],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new Fe(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var v=0,g=this._order;v<g.length;v+=1){var y=g[v],m=this._layers[y];\"symbol\"===m.type&&this.placement.updateLayerOpacities(m,l[m.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);Ye.getSourceType=function(t){return R[t]},Ye.setSourceType=function(t,e){R[t]=e},Ye.registerForPluginStateChange=t.registerForPluginStateChange;var Xe=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ze=_r(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),Ke=_r(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Je=_r(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),$e=_r(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Qe=_r(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),tr=_r(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),er=_r(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),rr=_r(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),nr=_r(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),ir=_r(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),ar=_r(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),or=_r(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),sr=_r(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),lr=_r(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),ur=_r(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),cr=_r(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),fr=_r(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggerationFactor=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;float exaggeration=u_zoom < 15.0 ? (u_zoom-15.0)*exaggerationFactor : 0.0;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/pow(2.0,exaggeration+(19.2562-u_zoom));gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),hr=_r(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),pr=_r(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),dr=_r(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,v_uv);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;attribute float a_uv_x;attribute float a_split_index;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;uniform float u_image_height;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp vec2 v_uv;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;highp float texel_height=1.0/u_image_height;highp float half_texel_height=0.5*texel_height;v_uv=vec2(a_uv_x,a_split_index*texel_height-half_texel_height);vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),vr=_r(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),gr=_r(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),yr=_r(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),mr=_r(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),xr=_r(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),br=_r(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function _r(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n=e.match(/attribute ([\\w]+) ([\\w]+)/g),i=t.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),a=e.match(/uniform ([\\w]+) ([\\w]+)([\\s]*)([\\w]*)/g),o=a?a.concat(i):i,s={};return{fragmentSource:t=t.replace(r,(function(t,e,r,n,i){return s[i]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,n,i){var a=\"float\"===n?\"vec2\":\"vec4\",o=i.match(/color/)?\"color\":a;return s[i]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\nvarying \"+r+\" \"+n+\" \"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\nuniform lowp float u_\"+i+\"_t;\\nattribute \"+r+\" \"+a+\" a_\"+i+\";\\n#else\\nuniform \"+r+\" \"+n+\" u_\"+i+\";\\n#endif\\n\":\"vec4\"===o?\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = a_\"+i+\";\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+i+\"\\n    \"+r+\" \"+n+\" \"+i+\" = unpack_mix_\"+o+\"(a_\"+i+\", u_\"+i+\"_t);\\n#else\\n    \"+r+\" \"+n+\" \"+i+\" = u_\"+i+\";\\n#endif\\n\"})),staticAttributes:n,staticUniforms:o}}var wr=Object.freeze({__proto__:null,prelude:Ze,background:Ke,backgroundPattern:Je,circle:$e,clippingMask:Qe,heatmap:tr,heatmapTexture:er,collisionBox:rr,collisionCircle:nr,debug:ir,fill:ar,fillOutline:or,fillOutlinePattern:sr,fillPattern:lr,fillExtrusion:ur,fillExtrusionPattern:cr,hillshadePrepare:fr,hillshade:hr,line:pr,lineGradient:dr,linePattern:vr,lineSDF:gr,raster:yr,symbolIcon:mr,symbolSDF:xr,symbolTextAndIcon:br}),Tr=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};function kr(t){for(var e=[],r=0;r<t.length;r++)if(null!==t[r]){var n=t[r].split(\" \");e.push(n.pop())}return e}Tr.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,u=0;!l&&u<n.length;u++)this.boundPaintVertexBuffers[u]!==n[u]&&(l=!0);var c=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||c?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},Tr.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,u=this.context,c=u.gl;if(u.extVertexArrayObject)this.vao&&this.destroy(),this.vao=u.extVertexArrayObject.createVertexArrayOES(),u.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=u.currentNumAttributes||0;for(var f=l;f<s;f++)c.disableVertexAttribArray(f)}e.enableAttributes(c,t);for(var h=0,p=r;h<p.length;h+=1)p[h].enableAttributes(c,t);a&&a.enableAttributes(c,t),o&&o.enableAttributes(c,t),e.bind(),e.setVertexAttribPointers(c,t,i);for(var d=0,v=r;d<v.length;d+=1){var g=v[d];g.bind(),g.setVertexAttribPointers(c,t,i)}a&&(a.bind(),a.setVertexAttribPointers(c,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(c,t,i)),u.currentNumAttributes=l},Tr.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var Ar=function(t,e,r,n,i,a){var o=t.gl;this.program=o.createProgram();for(var s=kr(r.staticAttributes),l=n?n.getBinderAttributes():[],u=s.concat(l),c=r.staticUniforms?kr(r.staticUniforms):[],f=n?n.getBinderUniforms():[],h=[],p=0,d=c.concat(f);p<d.length;p+=1){var v=d[p];h.indexOf(v)<0&&h.push(v)}var g=n?n.defines():[];a&&g.push(\"#define OVERDRAW_INSPECTOR;\");var y=g.concat(Ze.fragmentSource,r.fragmentSource).join(\"\\n\"),m=g.concat(Ze.vertexSource,r.vertexSource).join(\"\\n\"),x=o.createShader(o.FRAGMENT_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(x,y),o.compileShader(x),o.attachShader(this.program,x);var b=o.createShader(o.VERTEX_SHADER);if(o.isContextLost())this.failedToCreate=!0;else{o.shaderSource(b,m),o.compileShader(b),o.attachShader(this.program,b),this.attributes={};var _={};this.numAttributes=u.length;for(var w=0;w<this.numAttributes;w++)u[w]&&(o.bindAttribLocation(this.program,w,u[w]),this.attributes[u[w]]=w);o.linkProgram(this.program),o.deleteShader(b),o.deleteShader(x);for(var T=0;T<h.length;T++){var k=h[T];if(k&&!_[k]){var A=o.getUniformLocation(this.program,k);A&&(_[k]=A)}}this.fixedUniforms=i(t,_),this.binderUniforms=n?n.getUniforms(t,_):[]}}};function Mr(t,e,r){var n=1/ge(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}Ar.prototype.draw=function(t,e,r,n,i,a,o,s,l,u,c,f,h,p,d,v){var g,y=t.gl;if(!this.failedToCreate){for(var m in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[m].set(o[m]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(g={},g[y.LINES]=2,g[y.TRIANGLES]=3,g[y.LINE_STRIP]=1,g)[e],b=0,_=c.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new Tr)).bind(t,this,l,p?p.getPaintVertexBuffers():[],u,w.vertexOffset,d,v),y.drawElements(e,w.primitiveLength*x,y.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Sr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var u=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[u.r,u.g,u.b],u_vertical_gradient:+n,u_opacity:i}},Er=function(e,r,n,i,a,o,s){return t.extend(Sr(e,r,n,i),Mr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Lr=function(t){return{u_matrix:t}},Cr=function(e,r,n,i){return t.extend(Lr(e),Mr(n,r,i))},Pr=function(t,e){return{u_matrix:t,u_world:e}},Or=function(e,r,n,i,a){return t.extend(Cr(e,r,n,i),{u_world:a})},Ir=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=ge(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Dr=function(t,e,r){var n=ge(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},zr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Rr=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Fr=function(t){return{u_matrix:t}},Br=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:ge(e,1,r),u_intensity:n}},Nr=function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}},jr=function(e,r,n){var i=n.paint.get(\"hillshade-shadow-color\"),a=n.paint.get(\"hillshade-highlight-color\"),o=n.paint.get(\"hillshade-accent-color\"),s=n.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===n.paint.get(\"hillshade-illumination-anchor\")&&(s-=e.transform.angle);var l,u,c,f=!e.options.moving;return{u_matrix:e.transform.calculatePosMatrix(r.tileID.toUnwrapped(),f),u_image:0,u_latrange:(l=r.tileID,u=Math.pow(2,l.canonical.z),c=l.canonical.y,[new t.MercatorCoordinate(0,c/u).toLngLat().lat,new t.MercatorCoordinate(0,(c+1)/u).toLngLat().lat]),u_light:[n.paint.get(\"hillshade-exaggeration\"),s],u_shadow:i,u_highlight:a,u_accent:o}},Ur=function(e,r){var n=r.stride,i=t.create();return t.ortho(i,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(i,i,[0,-t.EXTENT,0]),{u_matrix:i,u_image:1,u_dimension:[n,n],u_zoom:e.overscaledZ,u_unpack:r.getUnpackVector()}};var Vr=function(e,r,n){var i=e.transform;return{u_matrix:Yr(e,r,n),u_ratio:1/ge(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},qr=function(e,r,n,i){return t.extend(Vr(e,r,n),{u_image:0,u_image_height:i})},Hr=function(e,r,n,i){var a=e.transform,o=Wr(r,a);return{u_matrix:Yr(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/ge(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Gr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=Wr(r,o),u=\"round\"===n.layout.get(\"line-cap\"),c=s.getDash(i.from,u),f=s.getDash(i.to,u),h=c.width*a.fromScale,p=f.width*a.toScale;return t.extend(Vr(e,r,n),{u_patternscale_a:[l/h,-c.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:c.y,u_tex_y_b:f.y,u_mix:a.t})};function Wr(t,e){return 1/ge(t,1,e.tileZoom)}function Yr(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Xr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Zr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Zr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var Kr,Jr=function(t,e,r,n,i,a,o,s,l,u){var c=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:c.cameraToCenterDistance,u_pitch:c.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:c.width/c.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:u,u_texture:0}},$r=function(e,r,n,i,a,o,s,l,u,c,f){var h=a.transform;return t.extend(Jr(e,r,n,i,a,o,s,l,u,c),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},Qr=function(e,r,n,i,a,o,s,l,u,c){return t.extend($r(e,r,n,i,a,o,s,l,!0,u,!0),{u_texsize_icon:c,u_texture_icon:1})},tn=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},en=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,u=Math.pow(2,n.tileID.overscaledZ),c=n.tileSize*Math.pow(2,r.transform.tileZoom)/u,f=c*(n.tileID.canonical.x+n.tileID.wrap*u),h=c*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/ge(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},rn={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image),u_image_height:new t.Uniform1f(e,r.u_image_height)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function nn(e,r,n,i,a,o,s){for(var l=e.context,u=l.gl,c=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var v=i[d],g=r.getTile(v),y=g.getBucket(n);if(y){var m=v.posMatrix;0===a[0]&&0===a[1]||(m=e.translatePosMatrix(v.posMatrix,g,a,o));var x=s?y.textCollisionBox:y.iconCollisionBox,b=y.collisionCircleArray;if(b.length>0){var _=t.create(),w=m;t.mul(_,y.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,y.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&c.draw(l,u.LINES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,Dr(m,e.transform,g),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],O=E.circleArray[C+1],I=E.circleArray[C+2],D=E.circleArray[C+3];k.emplace(A++,P,O,I,D,0),k.emplace(A++,P,O,I,D,1),k.emplace(A++,P,O,I,D,2),k.emplace(A++,P,O,I,D,3)}(!Kr||Kr.length<2*h)&&(Kr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var z=l.createIndexBuffer(Kr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=zr(N.transform,N.invTransform,e.transform);T.draw(l,u.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,j,n.id,R,z,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),z.destroy()}}var an=t.identity(new Float32Array(16));function on(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,u=-(s.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point((l/a+c[0])*o,(u/a+c[1])*o)}function sn(e,r,n,i,a,o,s,l,u,c,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,v={};p.clear();for(var g=0;g<h.length;g++){var y=h.get(g),m=e.allowVerticalPlacement&&!y.placedOrientation,x=y.hidden||!y.crossTileID||m?null:i[y.crossTileID];if(x){var b=new t.Point(y.anchorX,y.anchorY),_=re(b,n?l:s),w=ne(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,c,y)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/u);for(var k=x.width,A=x.height,M=on(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?re(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&y.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<y.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&y.associatedIconIndex>=0&&(v[y.associatedIconIndex]={shiftedAnchor:S,angle:E})}else he(y.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var O=C.get(P);if(O.hidden)he(O.numGlyphs,d);else{var I=v[P];if(I)for(var D=0;D<O.numGlyphs;D++)t.addDynamicAttributes(d,I.shiftedAnchor,I.angle);else he(O.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function ln(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function un(e,r,n,i,a,o,s,l,u,c,f,h){for(var p=e.context,d=p.gl,v=e.transform,g=\"map\"===l,y=\"map\"===u,m=g&&\"point\"!==n.layout.get(\"symbol-placement\"),x=g&&!y&&!m,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=!1,w=e.depthModeForSublayer(0,Mt.ReadOnly),T=n.layout.get(\"text-variable-anchor\"),k=[],A=0,M=i;A<M.length;A+=1){var S=M[A],E=r.getTile(S),L=E.getBucket(n);if(L){var C=a?L.text:L.icon;if(C&&C.segments.get().length){var P=C.programConfigurations.get(n.id),O=a||L.sdfIcons,I=a?L.textSizeData:L.iconSizeData,D=y||0!==v.pitch,z=e.useProgram(ln(O,a,L),P),R=t.evaluateSizeForZoom(I,v.zoom),F=void 0,B=[0,0],N=void 0,j=void 0,U=null,V=void 0;if(a){if(N=E.glyphAtlasTexture,j=d.LINEAR,F=E.glyphAtlasTexture.size,L.iconsInText){B=E.imageAtlasTexture.size,U=E.imageAtlasTexture;var q=\"composite\"===I.kind||\"camera\"===I.kind;V=D||e.options.rotating||e.options.zooming||q?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||L.iconsNeedLinear;N=E.imageAtlasTexture,j=O||e.options.rotating||e.options.zooming||H||D?d.LINEAR:d.NEAREST,F=E.imageAtlasTexture.size}var G=ge(E,1,e.transform.zoom),W=te(S.posMatrix,y,g,e.transform,G),Y=ee(S.posMatrix,y,g,e.transform,G),X=T&&L.hasTextData(),Z=\"none\"!==n.layout.get(\"icon-text-fit\")&&X&&L.hasIconData();m&&ae(L,S.posMatrix,e,a,W,Y,y,c);var K=e.translatePosMatrix(S.posMatrix,E,o,s),J=m||a&&T||Z?an:W,$=e.translatePosMatrix(Y,E,o,s,!0),Q=O&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),tt={program:z,buffers:C,uniformValues:O?L.iconsInText?Qr(I.kind,R,x,y,e,K,J,$,F,B):$r(I.kind,R,x,y,e,K,J,$,a,F,!0):Jr(I.kind,R,x,y,e,K,J,$,a,F),atlasTexture:N,atlasTextureIcon:U,atlasInterpolation:j,atlasInterpolationIcon:V,isSDF:O,hasHalo:Q};if(b&&L.canOverlap){_=!0;for(var et=0,rt=C.segments.get();et<rt.length;et+=1){var nt=rt[et];k.push({segments:new t.SegmentVector([nt]),sortKey:nt.sortKey,state:tt})}}else k.push({segments:C.segments,sortKey:0,state:tt})}}}_&&k.sort((function(t,e){return t.sortKey-e.sortKey}));for(var it=0,at=k;it<at.length;it+=1){var ot=at[it],st=ot.state;if(p.activeTexture.set(d.TEXTURE0),st.atlasTexture.bind(st.atlasInterpolation,d.CLAMP_TO_EDGE),st.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),st.atlasTextureIcon&&st.atlasTextureIcon.bind(st.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),st.isSDF){var lt=st.uniformValues;st.hasHalo&&(lt.u_is_halo=1,cn(st.buffers,ot.segments,n,e,st.program,w,f,h,lt)),lt.u_is_halo=0}cn(st.buffers,ot.segments,n,e,st.program,w,f,h,st.uniformValues)}}function cn(t,e,r,n,i,a,o,s,l){var u=n.context,c=u.gl;i.draw(u,c.TRIANGLES,a,o,s,Ct.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function fn(t,e,r,n,i,a,o){var s,l,u,c,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),v=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var g=0,y=n;g<y.length;g+=1){var m=y[g],x=e.getTile(m);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(v));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(m.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){c=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];u=\"fillOutlinePattern\"===l&&d?Or(S,t,v,x,E):Pr(S,E)}else c=b.indexBuffer,f=b.segments,u=d?Cr(S,t,v,x):Lr(S);w.draw(t.context,s,i,t.stencilModeForClipping(m),a,Ct.disabled,u,r.id,b.layoutVertexBuffer,c,f,r.paint,t.transform.zoom,_)}}}}function hn(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,u=r.paint.get(\"fill-extrusion-pattern\"),c=u.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var v=d[p],g=e.getTile(v),y=g.getBucket(r);if(y){var m=y.programConfigurations.get(r.id),x=t.useProgram(c?\"fillExtrusionPattern\":\"fillExtrusion\",m);c&&(t.context.activeTexture.set(l.TEXTURE0),g.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),m.updatePaintBuffers(f));var b=u.constantOr(null);if(b&&g.imageAtlas){var _=g.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&m.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(v.posMatrix,g,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=c?Er(k,t,A,h,v,f,g):Sr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Ct.backCCW,M,r.id,y.layoutVertexBuffer,y.indexBuffer,y.segments,r.paint,t.transform.zoom,m)}}}function pn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var u=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var c=jr(t,e,r);u.draw(o,s.TRIANGLES,n,i,a,Ct.disabled,c,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function dn(e,r,n,i,a,o){var s=e.context,l=s.gl,u=r.dem;if(u&&u.data){var c=u.dim,f=u.stride,h=u.getPixels();if(s.activeTexture.set(l.TEXTURE1),s.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(f),r.demTexture){var p=r.demTexture;p.update(h,{premultiply:!1}),p.bind(l.NEAREST,l.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(s,h,l.RGBA,{premultiply:!1}),r.demTexture.bind(l.NEAREST,l.CLAMP_TO_EDGE);s.activeTexture.set(l.TEXTURE0);var d=r.fbo;if(!d){var v=new t.Texture(s,{width:c,height:c,data:null},l.RGBA);v.bind(l.LINEAR,l.CLAMP_TO_EDGE),(d=r.fbo=s.createFramebuffer(c,c,!0)).colorAttachment.set(v.texture)}s.bindFramebuffer.set(d.framebuffer),s.viewport.set([0,0,c,c]),e.useProgram(\"hillshadePrepare\").draw(s,l.TRIANGLES,i,a,o,Ct.disabled,Ur(r.tileID,u),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function vn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,u=r?(s-r.timeAdded)/o:-1,c=n.getSource(),f=a.coveringZoomLevel({tileSize:c.tileSize,roundZoom:c.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-u,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var gn=new t.Color(1,0,0,1),yn=new t.Color(0,1,0,1),mn=new t.Color(0,0,1,1),xn=new t.Color(1,0,1,1),bn=new t.Color(0,1,1,1);function _n(t){var e=t.transform.padding;wn(t,t.transform.height-(e.top||0),3,gn),wn(t,e.bottom||0,3,yn),Tn(t,e.left||0,3,mn),Tn(t,t.transform.width-(e.right||0),3,xn);var r=t.transform.centerPoint;!function(t,e,r,n){var i=20,a=2;kn(t,e-a/2,r-i/2,a,i,n),kn(t,e-i/2,r-a/2,i,a,n)}(t,r.x,t.transform.height-r.y,bn)}function wn(t,e,r,n){kn(t,0,e+r/2,t.transform.width,r,n)}function Tn(t,e,r,n){kn(t,e-r/2,0,r,t.transform.height,n)}function kn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function An(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=Mt.disabled,u=Et.disabled,c=e.colorModeForRenderPass(),f=\"$debug\";i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,u,c,Ct.disabled,Rr(o,t.Color.red),f,e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var h=r.getTileByID(n.key).latestRawTileData,p=h&&h.byteLength||0,d=Math.floor(p/1024),v=r.getTile(n).tileSize,g=512/Math.min(v,512)*(n.overscaledZ/e.transform.zoom)*.5,y=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(y+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,y+\" \"+d+\"kb\"),s.draw(i,a.TRIANGLES,l,u,Lt.alphaBlended,Ct.disabled,Rr(o,t.Color.transparent,g),f,e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var Mn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Et.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,u=\"map\"===a,c=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),v=d.getBucket(n);if(v&&v.text&&v.text.segments.get().length){var g=v.textSizeData,y=t.evaluateSizeForZoom(g,l.zoom),m=ge(d,1,r.transform.zoom),x=te(p.posMatrix,c,u,r.transform,m),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&v.hasIconData();if(y){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);sn(v,u,c,s,t.symbolSize,l,x,p.posMatrix,_,y,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&un(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&un(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(nn(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),nn(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var u=e.context,c=u.gl,f=e.depthModeForSublayer(0,Mt.ReadOnly),h=Et.disabled,p=e.colorModeForRenderPass(),d=[],v=0;v<i.length;v++){var g=i[v],y=r.getTile(g),m=y.getBucket(n);if(m){var x=m.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:m.layoutVertexBuffer,indexBuffer:m.indexBuffer,uniformValues:Ir(e,g,y,n)};if(l)for(var _=0,w=m.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:m.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,O=S.uniformValues,I=M.segments;L.draw(u,c.TRIANGLES,f,h,p,Ct.disabled,O,n.id,C,P,I,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Et.disabled,l=new Lt([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);(function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}})(a,e,n),a.clear({color:t.Color.transparent});for(var u=0;u<i.length;u++){var c=i[u];if(!r.hasRenderableParent(c)){var f=r.getTile(c),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),v=e.transform.zoom;d.draw(a,o.TRIANGLES,Mt.disabled,s,l,Ct.disabled,Br(c.posMatrix,f,v,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(a){n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA)),o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,Mt.disabled,Et.disabled,e.colorModeForRenderPass(),Ct.disabled,Nr(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1))for(var s=e.depthModeForSublayer(0,Mt.ReadOnly),l=e.colorModeForRenderPass(),u=n.paint.get(\"line-dasharray\"),c=n.paint.get(\"line-pattern\"),f=c.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":u?\"lineSDF\":h?\"lineGradient\":\"line\",v=e.context,g=v.gl,y=!0,m=0,x=i;m<x.length;m+=1){var b=x[m],_=r.getTile(b);if(!f||_.patternsLoaded()){var w=_.getBucket(n);if(w){var T=w.programConfigurations.get(n.id),k=e.context.program.get(),A=e.useProgram(d,T),M=y||A.program!==k,S=c.constantOr(null);if(S&&_.imageAtlas){var E=_.imageAtlas,L=E.patternPositions[S.to.toString()],C=E.patternPositions[S.from.toString()];L&&C&&T.setConstantPatternPositions(L,C)}var P=f?Hr(e,_,n,p):u?Gr(e,_,n,u,p):h?qr(e,_,n,w.lineClipsArray.length):Vr(e,_,n);if(f)v.activeTexture.set(g.TEXTURE0),_.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),T.updatePaintBuffers(p);else if(u&&(M||e.lineAtlas.dirty))v.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(v);else if(h){var O=w.gradients[n.id],I=O.texture;if(n.gradientVersion!==O.version){var D=256;if(n.stepInterpolant){var z=r.getSource().maxzoom,R=b.canonical.z===z?Math.ceil(1<<e.transform.maxZoom-b.canonical.z):1,F=w.maxLineLength/t.EXTENT*1024*R;D=t.clamp(t.nextPowerOfTwo(F),256,v.maxTextureSize)}O.gradient=t.renderColorRamp({expression:n.gradientExpression(),evaluationKey:\"lineProgress\",resolution:D,image:O.gradient||void 0,clips:w.lineClipsArray}),O.texture?O.texture.update(O.gradient):O.texture=new t.Texture(v,O.gradient,g.RGBA),O.version=n.gradientVersion,I=O.texture}v.activeTexture.set(g.TEXTURE0),I.bind(n.stepInterpolant?g.NEAREST:g.LINEAR,g.CLAMP_TO_EDGE)}A.draw(v,g.TRIANGLES,s,e.stencilModeForClipping(b),l,Ct.disabled,P,n.id,w.layoutVertexBuffer,w.indexBuffer,w.segments,n.paint,e.transform.zoom,T,w.layoutVertexBuffer2),y=!1}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),u=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===u){var c=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?Mt.ReadWrite:Mt.ReadOnly);fn(e,r,n,i,c,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,Mt.ReadOnly);fn(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))hn(t,e,r,n,a,Et.disabled,Lt.disabled),hn(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();hn(t,e,r,n,a,Et.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=t.depthModeForSublayer(0,Mt.ReadOnly),o=t.colorModeForRenderPass(),s=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],l=s[0],u=0,c=s[1];u<c.length;u+=1){var f=c[u],h=e.getTile(f);h.needsHillshadePrepare&&\"offscreen\"===t.renderPass?dn(t,h,r,a,Et.disabled,o):\"translucent\"===t.renderPass&&pn(t,h,r,a,l[f.overscaledZ],o)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),u=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),c=u[0],f=u[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,v=f;d<v.length;d+=1){var g=v[d],y=t.depthModeForSublayer(g.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?Mt.ReadWrite:Mt.ReadOnly,a.LESS),m=e.getTile(g),x=t.transform.calculatePosMatrix(g.toUnwrapped(),p);m.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(g,0),_=vn(m,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),m.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-m.tileID.overscaledZ),T=[m.tileID.canonical.x*w%1,m.tileID.canonical.y*w%1]):m.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Xr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,y,Et.disabled,l,Ct.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,y,c[g.overscaledZ],l,Ct.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,u=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(u)){var c=!u&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===c){var f=Et.disabled,h=t.depthModeForSublayer(0,\"opaque\"===c?Mt.ReadWrite:Mt.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(u?\"backgroundPattern\":\"background\"),v=s.coveringTiles({tileSize:l});u&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var g=r.getCrossfadeParameters(),y=0,m=v;y<m.length;y+=1){var x=m[y],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=u?en(b,i,t,u,{tileID:x,tileSize:l},g):tn(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Ct.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)An(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Et.disabled);var o=\"3d\"===i.renderingMode?new Mt(t.context.gl.LEQUAL,Mt.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,Mt.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},Sn=function(t,e){this.context=new Pt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ot.maxUnderzooming+Ot.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ve,this.gpuTimers={}};Sn.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},Sn.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Xe.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Xe.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,O.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Xe.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Et({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},Sn.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,Mt.disabled,this.stencilClearMode,Lt.disabled,Ct.disabled,Fr(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},Sn.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(Lt.disabled),r.setDepthMode(Mt.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,Mt.disabled,new Et({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),Lt.disabled,Ct.disabled,Fr(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},Sn.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Et({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},Sn.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Et({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},Sn.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Et({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Et.disabled,e),n]},Sn.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){var r=1/8;return new Lt([e.CONSTANT_COLOR,e.ONE],new t.Color(r,r,r,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?Lt.unblended:Lt.alphaBlended},Sn.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return Mt.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new Mt(r||this.context.gl.LEQUAL,e,[n,n])},Sn.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},Sn.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,u,c={},f={},h={};for(var p in a){var d=a[p];c[p]=d.getVisibleCoordinates(),f[p]=c[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var v=0;v<i.length;v++){var g=i[v];if(this.style._layers[g].is3D()){this.opaquePassCutoff=v;break}}this.renderPass=\"offscreen\";for(var y=0,m=i;y<m.length;y+=1){var x=m[y],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=c[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,c[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(u&&u.id)&&(u=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<u.getSource().maxzoom)&&(l=u))})),l&&Mn.debug(this,l,l.getVisibleCoordinates())),this.options.showPadding&&_n(this),this.context.setDefault()},Sn.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),Mn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},Sn.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},Sn.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},Sn.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},Sn.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},Sn.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var u=[a?n[0]:ge(r,n[0],this.transform.zoom),a?n[1]:ge(r,n[1],this.transform.zoom),0],c=new Float32Array(16);return t.translate(c,e,u),c},Sn.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},Sn.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},Sn.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},Sn.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new Ar(this.context,t,wr[t],e,rn[t],this._showOverdrawInspector)),this.cache[r]},Sn.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},Sn.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},Sn.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},Sn.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var En=function(t,e){this.points=t,this.planes=e};En.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new En(a,o)};var Ln=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Ln.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Ln(n,i)},Ln.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Ln.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Ln.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var u=Number.MAX_VALUE,c=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];u=Math.min(u,h),c=Math.max(c,h)}if(c<0||u>this.max[l]-this.min[l])return 0}return 1};var Cn=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};Cn.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},Cn.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},Cn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},Cn.prototype.clone=function(){return new Cn(this.top,this.bottom,this.left,this.right)},Cn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var Pn=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new Cn,this._posMatrixCache={},this._alignedPosMatrixCache={}},On={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};Pn.prototype.clone=function(){var t=new Pn(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},On.minZoom.get=function(){return this._minZoom},On.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},On.maxZoom.get=function(){return this._maxZoom},On.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},On.minPitch.get=function(){return this._minPitch},On.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},On.maxPitch.get=function(){return this._maxPitch},On.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},On.renderWorldCopies.get=function(){return this._renderWorldCopies},On.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},On.worldSize.get=function(){return this.tileSize*this.scale},On.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},On.size.get=function(){return new t.Point(this.width,this.height)},On.bearing.get=function(){return-this.angle/Math.PI*180},On.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},On.pitch.get=function(){return this._pitch/Math.PI*180},On.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},On.fov.get=function(){return this._fov/Math.PI*180},On.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},On.zoom.get=function(){return this._zoom},On.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},On.center.get=function(){return this._center},On.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},On.padding.get=function(){return this._edgeInsets.toJSON()},On.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},On.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},Pn.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},Pn.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},Pn.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},Pn.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),u=s-1;u<=l+1;u++)0!==u&&r.push(new t.UnwrappedTileID(u,e));return r},Pn.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=En.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var u=function(t){return{aabb:new Ln([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},c=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)c.push(u(-d)),c.push(u(d));for(c.push(u(0));c.length>0;){var v=c.pop(),g=v.x,y=v.y,m=v.fullyVisible;if(!m){var x=v.aabb.intersects(s);if(0===x)continue;m=2===x}var b=v.aabb.distanceX(o),_=v.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-v.zoom)-2;if(v.zoom===h||w>T&&v.zoom>=l)f.push({tileID:new t.OverscaledTileID(v.zoom===h?p:v.zoom,v.wrap,v.zoom,g,y),distanceSq:t.sqrLen([o[0]-.5-g,o[1]-.5-y])});else for(var k=0;k<4;k++){var A=(g<<1)+k%2,M=(y<<1)+(k>>1);c.push({aabb:v.aabb.quadrant(k),zoom:v.zoom+1,x:A,y:M,wrap:v.wrap,fullyVisible:m})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},Pn.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},On.unmodified.get=function(){return this._unmodified},Pn.prototype.zoomScale=function(t){return Math.pow(2,t)},Pn.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},Pn.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},Pn.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},On.point.get=function(){return this.project(this.center)},Pn.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},Pn.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},Pn.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},Pn.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},Pn.prototype.coordinateLocation=function(t){return t.toLngLat()},Pn.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,u=n[1]/a,c=r[2]/i,f=n[2]/a,h=c===f?0:(0-c)/(f-c);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,u,h)/this.worldSize)},Pn.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},Pn.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},Pn.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},Pn.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},Pn.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},Pn.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},Pn.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,u=this.size,c=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<u.y?u.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<u.x?u.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=c,void(this._constraining=!1);if(this.latRange){var v=p.y,g=u.y/2;v-g<a&&(i=a+g),v+g>o&&(i=o-g)}if(this.lngRange){var y=p.x,m=u.x/2;y-m<s&&(n=s+m),y+m>l&&(n=l-m)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=c,this._constraining=!1}},Pn.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,u=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),c=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,c,u),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),v=Math.sin(this.angle),g=s-Math.round(s)+d*h+v*p,y=l-Math.round(l)+d*p+v*h,m=new Float64Array(f);if(t.translate(m,m,[g>.5?g-1:g,y>.5?y-1:y,0]),this.alignedProjMatrix=m,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},Pn.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},Pn.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},Pn.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var u=l[s];n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(Pn.prototype,On);var In=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};In.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},In.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},In.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),u=this._map.getPitch(),c=\"\";if(c+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||u)&&(c+=\"/\"+Math.round(10*l)/10),u&&(c+=\"/\"+Math.round(u)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+c):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+c),\"#\"+p.join(\"&\")}return\"#\"+c},In.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},In.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},In.prototype._updateHashUnthrottled=function(){var e=t.window.location.href.replace(/(#.+)?$/,this.getHashString());try{t.window.history.replaceState(t.window.history.state,null,e)}catch(t){}};var Dn={linearity:.3,easing:t.bezier(0,0,.3,1)},zn=t.extend({deceleration:2500,maxSpeed:1400},Dn),Rn=t.extend({deceleration:20,maxSpeed:1400},Dn),Fn=t.extend({deceleration:1e3,maxSpeed:360},Dn),Bn=t.extend({deceleration:1e3,maxSpeed:90},Dn),Nn=function(t){this._map=t,this.clear()};function jn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Un(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}Nn.prototype.clear=function(){this._inertiaBuffer=[]},Nn.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},Nn.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},Nn.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Un(r.pan.mag(),o,t.extend({},zn,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,jn(s,l)}if(r.zoom){var u=Un(r.zoom,o,Rn);s.zoom=this._map.transform.zoom+u.amount,jn(s,u)}if(r.bearing){var c=Un(r.bearing,o,Fn);s.bearing=this._map.transform.bearing+t.clamp(c.amount,-179,179),jn(s,c)}if(r.pitch){var f=Un(r.pitch,o,Bn);s.pitch=this._map.transform.pitch+f.amount,jn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Vn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),qn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),u=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),c=i.unproject(u);e.call(this,n,{points:s,point:u,lngLats:l,lngLat:c,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Hn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Gn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Gn.prototype.reset=function(){delete this._mousedownPos},Gn.prototype.wheel=function(t){return this._firePreventable(new Hn(t.type,this._map,t))},Gn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseup=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.dblclick=function(t){return this._firePreventable(new Vn(t.type,this._map,t))},Gn.prototype.mouseover=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.mouseout=function(t){this._map.fire(new Vn(t.type,this._map,t))},Gn.prototype.touchstart=function(t){return this._firePreventable(new qn(t.type,this._map,t))},Gn.prototype.touchmove=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchend=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype.touchcancel=function(t){this._map.fire(new qn(t.type,this._map,t))},Gn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Gn.prototype.isEnabled=function(){return!0},Gn.prototype.isActive=function(){return!1},Gn.prototype.enable=function(){},Gn.prototype.disable=function(){};var Wn=function(t){this._map=t};Wn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},Wn.prototype.mousemove=function(t){this._map.fire(new Vn(t.type,this._map,t))},Wn.prototype.mousedown=function(){this._delayContextMenu=!0},Wn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Vn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},Wn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Vn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},Wn.prototype.isEnabled=function(){return!0},Wn.prototype.isActive=function(){return!1},Wn.prototype.enable=function(){},Wn.prototype.disable=function(){};var Yn=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Xn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Yn.prototype.isEnabled=function(){return!!this._enabled},Yn.prototype.isActive=function(){return!!this._active},Yn.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Yn.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Yn.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Yn.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Yn.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Yn.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Yn.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Yn.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Zn=function(t){this.reset(),this.numTouches=t.numTouches};Zn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Zn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Xn(n,r)))},Zn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Xn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Zn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var Kn=function(t){this.singleTap=new Zn(t),this.numTaps=t.numTaps,this.reset()};Kn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},Kn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},Kn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},Kn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Jn=function(){this._zoomIn=new Kn({numTouches:1,numTaps:2}),this._zoomOut=new Kn({numTouches:2,numTaps:1}),this.reset()};Jn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Jn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Jn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Jn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var $n={};$n[0]=1,$n[2]=2;var Qn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Qn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Qn.prototype._correctButton=function(t,e){return!1},Qn.prototype._move=function(t,e){return{}},Qn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Qn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r)if(t.preventDefault(),function(t,e){var r=$n[e];return void 0===t.buttons||(t.buttons&r)!==r}(t,this._eventButton))this.reset();else if(this._moved||!(e.dist(r)<this._clickTolerance))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Qn.prototype.mouseupWindow=function(t){this._lastPoint&&r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Qn.prototype.enable=function(){this._enabled=!0},Qn.prototype.disable=function(){this._enabled=!1,this.reset()},Qn.prototype.isEnabled=function(){return this._enabled},Qn.prototype.isActive=function(){return this._active};var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Qn),ei=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Qn),ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Qn),ni=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};ni.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},ni.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},ni.prototype.touchmove=function(t,e,r){if(this._active&&!(r.length<this._minTouches))return t.preventDefault(),this._calculateTransform(t,e,r)},ni.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},ni.prototype.touchcancel=function(){this.reset()},ni.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Xn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var u=i[l],c=this._touches[l];c&&(a._add(u),o._add(u.sub(c)),s++,i[l]=u)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},ni.prototype.enable=function(){this._enabled=!0},ni.prototype.disable=function(){this._enabled=!1,this.reset()},ni.prototype.isEnabled=function(){return this._enabled},ni.prototype.isActive=function(){return this._active};var ii=function(){this.reset()};function ai(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}ii.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},ii.prototype._start=function(t){},ii.prototype._move=function(t,e,r){return{}},ii.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},ii.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=ai(r,e,i),s=ai(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},ii.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=ai(n,e,a),l=ai(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},ii.prototype.touchcancel=function(){this.reset()},ii.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},ii.prototype.disable=function(){this._enabled=!1,this.reset()},ii.prototype.isEnabled=function(){return this._enabled},ii.prototype.isActive=function(){return this._active};function oi(t,e){return Math.log(t/e)/Math.LN2}var si=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs(oi(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:oi(this._distance,r),pinchAround:e}},e}(ii);function li(t,e){return 180*t.angleWith(e)/Math.PI}var ui=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:li(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=li(t,this._startVector);return Math.abs(r)<e},e}(ii);function ci(t){return Math.abs(t.y)>Math.abs(t.x)}var fi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ci(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid)return this._lastPoints=t,this._active=!0,{pitchDelta:(n.y+i.y)/2*-.5}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ci(t)&&ci(e)&&a}},e}(ii),hi={panStep:100,bearingStep:15,pitchStep:10},pi=function(){var t=hi;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep,this._rotationDisabled=!1};function di(t){return t*(2-t)}pi.prototype.reset=function(){this._active=!1},pi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return this._rotationDisabled&&(n=0,i=0),{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:di,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},pi.prototype.enable=function(){this._enabled=!0},pi.prototype.disable=function(){this._enabled=!1,this.reset()},pi.prototype.isEnabled=function(){return this._enabled},pi.prototype.isActive=function(){return this._active},pi.prototype.disableRotation=function(){this._rotationDisabled=!0},pi.prototype.enableRotation=function(){this._rotationDisabled=!1};var vi=4.000244140625,gi=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=.0022222222222222222,t.bindAll([\"_onTimeout\"],this)};gi.prototype.setZoomRate=function(t){this._defaultZoomRate=t},gi.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},gi.prototype.isEnabled=function(){return!!this._enabled},gi.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},gi.prototype.isZooming=function(){return!!this._zooming},gi.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},gi.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},gi.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%vi==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},gi.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},gi.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},gi.prototype.renderFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>vi?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,u=this._easing,c=!1;if(\"wheel\"===this._type&&l&&u){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=u(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):c=!0}else o=s,c=!0;return this._active=!0,c&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!c,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},gi.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},gi.prototype.reset=function(){this._active=!1};var yi=function(t,e){this._clickZoom=t,this._tapZoom=e};yi.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},yi.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},yi.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},yi.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var mi=function(){this.reset()};mi.prototype.reset=function(){this._active=!1},mi.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},mi.prototype.enable=function(){this._enabled=!0},mi.prototype.disable=function(){this._enabled=!1,this.reset()},mi.prototype.isEnabled=function(){return this._enabled},mi.prototype.isActive=function(){return this._active};var xi=function(){this._tap=new Kn({numTouches:1,numTaps:1}),this.reset()};xi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},xi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},xi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},xi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},xi.prototype.touchcancel=function(){this.reset()},xi.prototype.enable=function(){this._enabled=!0},xi.prototype.disable=function(){this._enabled=!1,this.reset()},xi.prototype.isEnabled=function(){return this._enabled},xi.prototype.isActive=function(){return this._active};var bi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};bi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},bi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},bi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},bi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var _i=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};_i.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},_i.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},_i.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},_i.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var wi=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};wi.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},wi.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},wi.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},wi.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},wi.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var Ti=function(t){return t.zoom||t.drag||t.pitch||t.rotate},ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function Ai(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var Mi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new Nn(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!0}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],u=s[1],c=s[2];r.addEventListener(l,u,l===t.window.document?this.handleWindowEvent:this.handleEvent,c)}};Mi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},Mi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Gn(e,t));var n=e.boxZoom=new Yn(e,t);this._add(\"boxZoom\",n);var i=new Jn,a=new mi;e.doubleClickZoom=new yi(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new xi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new fi;this._add(\"touchPitch\",s);var l=new ei(t),u=new ri(t);e.dragRotate=new _i(t,l,u),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",u,[\"mouseRotate\"]);var c=new ti(t),f=new ni(t);e.dragPan=new bi(r,c,f),this._add(\"mousePan\",c),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ui,p=new si;e.touchZoomRotate=new wi(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new gi(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var v=e.keyboard=new pi;this._add(\"keyboard\",v),this._add(\"blockableMapEvent\",new Wn(e));for(var g=0,y=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];g<y.length;g+=1){var m=y[g];t.interactive&&t[m]&&e[m].enable(t[m])}},Mi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},Mi.prototype.stop=function(t){if(!this._updatingCamera){for(var e=0,r=this._handlers;e<r.length;e+=1)r[e].handler.reset();this._inertia.clear(),this._fireEvents({},{},t),this._changes=[]}},Mi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1)if(e[t].handler.isActive())return!0;return!1},Mi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},Mi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},Mi.prototype.isMoving=function(){return Boolean(Ti(this._eventsInProgress))||this.isZooming()},Mi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},Mi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},Mi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},Mi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),u=0,c=this._handlers;u<c.length;u+=1){var f=c[u],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var v=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(v=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,v,h,n),v&&v.needsRenderFrame&&this._triggerRenderFrame()),(v||p.isActive())&&(o[h]=p)}}var g={};for(var y in this._previousActiveHandlers)o[y]||(g[y]=n);this._previousActiveHandlers=o,(Object.keys(g).length||Ai(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||Ai(i))&&this._map._stop(!0),this._updatingCamera=!1;var m=i.cameraAnimation;m&&(this._inertia.clear(),this._fireEvents({},{},!0),this._changes=[],m(this._map))}else this.stop(!0)},Mi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},Mi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],u=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,u)}this._updateMapTransform(e,r,n),this._changes=[]},Mi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!Ai(t))return this._fireEvents(e,r,!0);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,u=t.around,c=t.pinchAround;void 0!==c&&(u=c),n._stop(!0),u=u||n.transform.centerPoint;var f=i.pointLocation(a?u.sub(a):u);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,u),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r,!0)},Mi.prototype._fireEvents=function(e,r,n){var i=this,a=Ti(this._eventsInProgress),o=Ti(e),s={};for(var l in e){var u=e[l].originalEvent;this._eventsInProgress[l]||(s[l+\"start\"]=u),this._eventsInProgress[l]=e[l]}for(var c in!a&&o&&this._fireEvent(\"movestart\",o.originalEvent),s)this._fireEvent(c,s[c]);for(var f in o&&this._fireEvent(\"move\",o.originalEvent),e){var h=e[f].originalEvent;this._fireEvent(f,h)}var p,d={};for(var v in this._eventsInProgress){var g=this._eventsInProgress[v],y=g.handlerName,m=g.originalEvent;this._handlersById[y].isActive()||(delete this._eventsInProgress[v],p=r[y]||m,d[v+\"end\"]=p)}for(var x in d)this._fireEvent(x,d[x]);var b=Ti(this._eventsInProgress);if(n&&(a||o)&&!b){this._updatingCamera=!0;var _=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),w=function(t){return 0!==t&&-i._bearingSnap<t&&t<i._bearingSnap};_?(w(_.bearing||this._map.getBearing())&&(_.bearing=0),this._map.easeTo(_,{originalEvent:p})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:p})),w(this._map.getBearing())&&this._map.resetNorth()),this._updatingCamera=!1}},Mi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},Mi.prototype._requestFrame=function(){var t=this;return this._map.triggerRepaint(),this._map._renderTaskQueue.add((function(e){delete t._frameId,t.handleEvent(new ki(\"renderFrame\",{timeStamp:e})),t._applyChanges()}))},Mi.prototype._triggerRenderFrame=function(){void 0===this._frameId&&(this._frameId=this._requestFrame())};var Si=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){e=t.LngLatBounds.convert(e);var n=r&&r.bearing||0;return this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),n,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,u=s.project(t.LngLat.convert(e)),c=s.project(t.LngLat.convert(r)),f=u.rotate(-n*Math.PI/180),h=c.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),v=p.sub(d),g=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/v.x,y=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/v.y;if(!(y<0||g<0)){var m=Math.min(s.scaleZoom(s.scale*Math.min(g,y)),i.maxZoom),x=\"number\"==typeof i.offset.x?new t.Point(i.offset.x,i.offset.y):t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(b,_).rotate(n*Math.PI/180),T=x.add(w).mult(s.scale/s.zoomScale(m));return{center:s.unproject(u.add(c).div(2).sub(T)),zoom:m,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),u=\"zoom\"in e?+e.zoom:a,c=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),v=i.pointLocation(d),g=t.LngLat.convert(e.center||v);this._normalizeCenter(g);var y,m,x=i.project(v),b=i.project(g).sub(x),_=i.zoomScale(u-a);e.around&&(y=t.LngLat.convert(e.around),m=i.locationPoint(y));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||u!==a,this._rotating=this._rotating||o!==c,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,u,e)),n._rotating&&(i.bearing=t.number(o,c,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),y)i.setLocationAtPoint(y,m);else{var v=i.zoomScale(i.zoom-a),g=u>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(g,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(v));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),u=this.getPadding(),c=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(c-o),v=t.Point.convert(e.offset),g=a.centerPoint.add(v),y=a.pointLocation(g),m=t.LngLat.convert(e.center||y);this._normalizeCenter(m);var x=a.project(y),b=a.project(m).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,c),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),O=function(t){return C(P)/C(P+_*t)},I=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},D=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(D)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var z=T<w?-1:1;D=Math.abs(Math.log(T/w))/_,I=function(){return 0},O=function(t){return Math.exp(z*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*D/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*D,d=1/O(i);a.zoom=1===e?c:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(u,p,e),g=a.centerPoint.add(v));var y=1===e?m:a.unproject(x.add(b.mult(I(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?y.wrap():y,g),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop(!1)}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),Ei=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_toggleAttribution\",\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};Ei.prototype.getDefaultPosition=function(){return\"bottom-right\"},Ei.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._compactButton=r.create(\"button\",\"mapboxgl-ctrl-attrib-button\",this._container),this._compactButton.addEventListener(\"click\",this._toggleAttribution),this._setElementTitle(this._compactButton,\"ToggleAttribution\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),this._innerContainer.setAttribute(\"role\",\"list\"),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},Ei.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},Ei.prototype._setElementTitle=function(t,e){var r=this._map._getUIString(\"AttributionControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)},Ei.prototype._toggleAttribution=function(){this._container.classList.contains(\"mapboxgl-compact-show\")?(this._container.classList.remove(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"false\")):(this._container.classList.add(\"mapboxgl-compact-show\"),this._compactButton.setAttribute(\"aria-pressed\",\"true\"))},Ei.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\",this._setElementTitle(e,\"MapFeedback\")}},Ei.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"visibility\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},Ei.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},Ei.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\",\"mapboxgl-compact-show\")};var Li=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};Li.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},Li.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},Li.prototype.getDefaultPosition=function(){return\"bottom-left\"},Li.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},Li.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t)if(t[e].getSource().mapbox_logo)return!0;return!1}},Li.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var Ci=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};Ci.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},Ci.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},Ci.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},Ci.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Pi={\"AttributionControl.ToggleAttribution\":\"Toggle attribution\",\"AttributionControl.MapFeedback\":\"Map feedback\",\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},Oi=t.window.HTMLImageElement,Ii=t.window.HTMLElement,Di=t.window.ImageBitmap,zi=60,Ri={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:zi,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Fi=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Ri,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>zi)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new Pn(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new Ci,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Pi,e.locale),this._clickTolerance=e.clickTolerance,this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Ii))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_onMapScroll\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1),t.window.addEventListener(\"orientationchange\",this._onWindowResize,!1)),this.handlers=new Mi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new In(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new Ei({customAttribution:e.customAttribution})),this.addControl(new Li,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&(r=e.getDefaultPosition?e.getDefaultPosition():\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.hasControl=function(t){return this._controls.indexOf(t)>-1},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?zi:t)>zi)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Vn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Vn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Vn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new Ye(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new Ye(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof Oi||Di&&r instanceof Di){var u=t.browser.getImageData(r),c=u.width,f=u.height,h=u.data;this.style.addImage(e,{data:new t.RGBAImage({width:c,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,v=r.data,g=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(v)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:g}),g.onAdd&&g.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof Oi||Di&&r instanceof Di?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof Oi||Di&&r instanceof Di);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\"),this._canvas.setAttribute(\"role\",\"region\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)})),this._container.addEventListener(\"scroll\",this._onMapScroll,!1)},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new Sn(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype._onMapScroll=function(t){if(t.target===this._container)return this._container.scrollTop=0,this._container.scrollLeft=0,!1},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var u=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),c=u.crossFadingFactor();1===c&&c===this._crossFadingFactor||(o=!0,this._crossFadingFactor=c),this.style.update(u)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}var p=this._sourcesDirty||this._styleDirty||this._placementDirty;return p||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&this.fire(new t.Event(\"idle\")),!this._loaded||this._fullyLoaded||p||(this._fullyLoaded=!0),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1)r[e].onRemove(this);this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"orientationchange\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext&&n.loseContext(),Bi(this._canvasContainer),Bi(this._controlContainer),Bi(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(Si);function Bi(t){t.parentNode&&t.parentNode.removeChild(t)}var Ni={showCompass:!0,showZoom:!0,visualizePitch:!1},ji=function(e){var n=this;this.options=t.extend({},Ni,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};ji.prototype._updateZoomButtons=function(){var t=this._map.getZoom(),e=t===this._map.getMaxZoom(),r=t===this._map.getMinZoom();this._zoomInButton.disabled=e,this._zoomOutButton.disabled=r,this._zoomInButton.setAttribute(\"aria-disabled\",e.toString()),this._zoomOutButton.setAttribute(\"aria-disabled\",r.toString())},ji.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},ji.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ui(this._map,this._compass,this.options.visualizePitch)),this._container},ji.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},ji.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},ji.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ui=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new ei({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new ri({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Vi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ui.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ui.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ui.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ui.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ui.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ui.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ui.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ui.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ui.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ui.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ui.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var qi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Hi(t,e,r){var n=t.classList;for(var i in qi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Gi,Wi=function(e){function n(n,i){if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._scale=n&&n.scale||1,this._draggable=n&&n.draggable||!1,this._clickTolerance=n&&n.clickTolerance||0,this._isDragging=!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var a=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");a.setAttributeNS(null,\"display\",\"block\"),a.setAttributeNS(null,\"height\",\"41px\"),a.setAttributeNS(null,\"width\",\"27px\"),a.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");o.setAttributeNS(null,\"stroke\",\"none\"),o.setAttributeNS(null,\"stroke-width\",\"1\"),o.setAttributeNS(null,\"fill\",\"none\"),o.setAttributeNS(null,\"fill-rule\",\"evenodd\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"fill-rule\",\"nonzero\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),l.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,c=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];u<c.length;u+=1){var f=c[u],h=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");h.setAttributeNS(null,\"opacity\",\"0.04\"),h.setAttributeNS(null,\"cx\",\"10.5\"),h.setAttributeNS(null,\"cy\",\"5.80029008\"),h.setAttributeNS(null,\"rx\",f.rx),h.setAttributeNS(null,\"ry\",f.ry),l.appendChild(h)}var p=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");p.setAttributeNS(null,\"fill\",this._color);var d=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");d.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),p.appendChild(d);var v=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");v.setAttributeNS(null,\"opacity\",\"0.25\"),v.setAttributeNS(null,\"fill\",\"#000000\");var g=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");g.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),v.appendChild(g);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var m=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");m.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");x.setAttributeNS(null,\"fill\",\"#000000\"),x.setAttributeNS(null,\"opacity\",\"0.25\"),x.setAttributeNS(null,\"cx\",\"5.5\"),x.setAttributeNS(null,\"cy\",\"5.5\"),x.setAttributeNS(null,\"r\",\"5.4999962\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#FFFFFF\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\"),m.appendChild(x),m.appendChild(b),s.appendChild(l),s.appendChild(p),s.appendChild(v),s.appendChild(y),s.appendChild(m),a.appendChild(s),a.setAttributeNS(null,\"height\",41*this._scale+\"px\"),a.setAttributeNS(null,\"width\",27*this._scale+\"px\"),this._element.appendChild(a),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),Hi(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=13.5,r=Math.sqrt(Math.pow(e,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[r,-1*(24.6+r)],\"bottom-right\":[-r,-1*(24.6+r)],left:[e,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Vi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,qi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){if(!this._isDragging){var r=this._clickTolerance||this._map._clickTolerance;this._isDragging=e.point.dist(this._pointerdownPos)>=r}this._isDragging&&(this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\")))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._pointerdownPos=null,this._isDragging=!1,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._pointerdownPos=t.point,this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Yi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Xi=0,Zi=!1,Ki=function(e){function n(r){e.call(this),this.options=t.extend({},Yi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Gi?n(Gi):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Gi=\"denied\"!==t.state,n(Gi)})):(Gi=!!t.window.navigator.geolocation,n(Gi)),this._container;var n},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Xi=0,Zi=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&Zi)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Wi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Wi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Xi--,Zi=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Xi>1?(e={maximumAge:6e5,timeout:0},Zi=!0):(e=this.options.positionOptions,Zi=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Ji={maxWidth:100,unit:\"metric\"},$i=function(e){this.options=t.extend({},Ji,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function Qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;l>5280?ta(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\")):ta(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else r&&\"nautical\"===r.unit?ta(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\")):s>=1e3?ta(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):ta(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function ta(t,e,r,n){var i,a,o,s=(i=r,(a=Math.pow(10,(\"\"+Math.floor(i)).length-1))*((o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o))),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}$i.prototype.getDefaultPosition=function(){return\"bottom-left\"},$i.prototype._onMove=function(){Qi(this._map,this._container,this.options)},$i.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},$i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},$i.prototype.setUnit=function(t){this.options.unit=t,Qi(this._map,this._container,this.options)};var ea=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};ea.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},ea.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},ea.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},ea.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},ea.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},ea.prototype._isFullscreen=function(){return this._fullscreen},ea.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},ea.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var ra={closeButton:!0,closeOnClick:!0,focusAfterOpen:!0,className:\"\",maxWidth:\"240px\"},na=[\"a[href]\",\"[tabindex]:not([tabindex='-1'])\",\"[contenteditable]:not([contenteditable='false'])\",\"button:not([disabled])\",\"input:not([disabled])\",\"select:not([disabled])\",\"textarea:not([disabled])\"].join(\", \"),ia=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(ra),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._focusFirstElement(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){if(this._content)for(;this._content.hasChildNodes();)this._content.firstChild&&this._content.removeChild(this._content.firstChild);else this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container);return this._content.appendChild(t),this._createCloseButton(),this._update(),this._focusFirstElement(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.setOffset=function(t){return this.options.offset=t,this._update(),this},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createCloseButton=function(){this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(t){var e=this,n=this._lngLat||this._trackPointer;if(this._map&&n&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return e._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Vi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||t)){var i=this._pos=this._trackPointer&&t?t:this._map.project(this._lngLat),a=this.options.anchor,o=aa(this.options.offset);if(!a){var s,l=this._container.offsetWidth,u=this._container.offsetHeight;s=i.y+o.bottom.y<u?[\"top\"]:i.y>this._map.transform.height-u?[\"bottom\"]:[],i.x<l/2?s.push(\"left\"):i.x>this._map.transform.width-l/2&&s.push(\"right\"),a=0===s.length?\"bottom\":s.join(\"-\")}var c=i.add(o[a]).round();r.setTransform(this._container,qi[a]+\" translate(\"+c.x+\"px,\"+c.y+\"px)\"),Hi(this._container,a,\"popup\")}},n.prototype._focusFirstElement=function(){if(this.options.focusAfterOpen&&this._container){var t=this._container.querySelector(na);t&&t.focus()}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);function aa(e){if(e){if(\"number\"==typeof e){var r=Math.round(Math.sqrt(.5*Math.pow(e,2)));return{center:new t.Point(0,0),top:new t.Point(0,e),\"top-left\":new t.Point(r,r),\"top-right\":new t.Point(-r,r),bottom:new t.Point(0,-e),\"bottom-left\":new t.Point(r,-r),\"bottom-right\":new t.Point(-r,-r),left:new t.Point(e,0),right:new t.Point(-e,0)}}if(e instanceof t.Point||Array.isArray(e)){var n=t.Point.convert(e);return{center:n,top:n,\"top-left\":n,\"top-right\":n,bottom:n,\"bottom-left\":n,\"bottom-right\":n,left:n,right:n}}return{center:t.Point.convert(e.center||[0,0]),top:t.Point.convert(e.top||[0,0]),\"top-left\":t.Point.convert(e[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(e[\"top-right\"]||[0,0]),bottom:t.Point.convert(e.bottom||[0,0]),\"bottom-left\":t.Point.convert(e[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(e[\"bottom-right\"]||[0,0]),left:t.Point.convert(e.left||[0,0]),right:t.Point.convert(e.right||[0,0])}}return aa(new t.Point(0,0))}var oa={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Fi,NavigationControl:ji,GeolocateControl:Ki,AttributionControl:Ei,ScaleControl:$i,FullscreenControl:ea,Popup:ia,Marker:Wi,Style:Ye,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){jt().acquire(Rt)},clearPrewarmedResources:function(){var t=Bt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(Rt),Bt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Ft.workerCount},set workerCount(t){Ft.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return oa})),r}()},3108:function(t,e,r){\"use strict\";t.exports=r(26099)},26099:function(t,e,r){\"use strict\";var n=r(64928),i=r(32420),a=r(51160),o=r(76752),s=r(55616),l=r(31264),u=r(47520),c=r(18400),f=r(72512),h=r(76244);function p(t,e){for(var r=e[0],n=e[1],a=1/(e[2]-r),o=1/(e[3]-n),s=new Array(t.length),l=0,u=t.length/2;l<u;l++)s[2*l]=i((t[2*l]-r)*a,0,1),s[2*l+1]=i((t[2*l+1]-n)*o,0,1);return 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t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=b.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),b.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(h(t)?t:{})};T.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst 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float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 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return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign 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t.offset&&(t.offset=[t.offset,0]),this.positionOffset=m(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[i],e.font[r]))){var u=t.family.join(\", \"),c=[t.style];t.style!=t.variant&&c.push(t.variant),t.variant!=t.weight&&c.push(t.weight),_&&t.weight!=t.stretch&&c.push(t.stretch),e.font[r]={baseString:i,family:u,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:y(u,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:c.join(\" \")})},T.fonts[i]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);g(t.kerning,v(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=c.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),c.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=c.mallocUint8(this.count),P=c.mallocFloat(2*this.count);this.textWidth=[];for(var O=0,I=0;O<this.counts.length;O++){for(var D=this.counts[O],z=this.font[O]||this.font[0],R=this.fontAtlas[O]||this.fontAtlas[0],F=0;F<D;F++){var B=this.text.charAt(I),N=this.text.charAt(I-1);if(C[I]=R.ids[B],P[2*I]=z.width[B],F){var j=P[2*I-2],U=P[2*I],V=P[2*I-1]+.5*j+.5*U;if(this.kerning){var q=z.kerning[N+B];q&&(V+=.001*q)}P[2*I+1]=V}else P[2*I+1]=.5*P[2*I];I++}this.textWidth.push(P.length?.5*P[2*I-2]+P[2*I-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),c.freeUint8(C),c.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),c=x(s*i);n.width=l,n.height=c,n.rows=s,n.cols=o,n.em&&n.texture({data:u({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,c],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,-1*(i+=\"number\"==typeof t?t-n.baseline:-n[t])}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var H;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;H=c.mallocUint8(G);for(var W=(t.color.subarray||t.color.slice).bind(t.color),Y=0;Y<G;Y+=4)H.set(l(W(Y,Y+4),\"uint8\"),Y)}else{var X=t.color.length;H=c.mallocUint8(4*X);for(var Z=0;Z<X;Z++)H.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=H}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var K=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(K);for(var J=0;J<this.batch.length;J++)this.batch[J]={count:this.counts.length>1?this.counts[J]:this.counts[0],offset:this.textOffsets.length>1?this.textOffsets[J]:this.textOffsets[0],color:this.color?this.color.length<=4?this.color:this.color.subarray(4*J,4*J+4):[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[J]:this.opacity,baseline:null!=this.baselineOffset[J]?this.baselineOffset[J]:this.baselineOffset[0],align:this.align?null!=this.alignOffset[J]?this.alignOffset[J]:this.alignOffset[0]:0,atlas:this.fontAtlas[J]||this.fontAtlas[0],positionOffset:this.positionOffset.length>2?this.positionOffset.subarray(2*J,2*J+2):this.positionOffset}}else this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new Uint8Array([0,0,0,255]),T.prototype.alignOffset=[0,0],T.maxAtlasSize=1024,T.atlasCanvas=document.createElement(\"canvas\"),T.atlasContext=T.atlasCanvas.getContext(\"2d\",{alpha:!1}),T.baseFontSize=64,T.fonts={},t.exports=T},55212:function(t,e,r){\"use strict\";var n=r(55616);function 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n=t.segments({inverted:!1,regions:[]}),i=0;i<e.coordinates.length;i++)n=t.selectUnion(t.combine(n,r(e.coordinates[i])));return t.polygon(n)}throw new Error(\"PolyBool: Cannot convert GeoJSON object to PolyBool polygon\")},fromPolygon:function(t,e,r){function n(t,r){return e.pointInsideRegion([.5*(t[0][0]+t[1][0]),.5*(t[0][1]+t[1][1])],r)}function i(t){return{region:t,children:[]}}r=t.polygon(t.segments(r));var a=i(null);function o(t,e){for(var r=0;r<t.children.length;r++)if(n(e,(s=t.children[r]).region))return void o(s,e);var a=i(e);for(r=0;r<t.children.length;r++){var s;n((s=t.children[r]).region,e)&&(a.children.push(s),t.children.splice(r,1),r--)}t.children.push(a)}for(var s=0;s<r.regions.length;s++){var l=r.regions[s];l.length<3||o(a,l)}function u(t,e){for(var r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var c=[];function f(t){var e=[u(t.region,!1)];c.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return u(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return c.length<=0?{type:\"Polygon\",coordinates:[]}:1==c.length?{type:\"Polygon\",coordinates:c[0]}:{type:\"MultiPolygon\",coordinates:c}}};t.exports=e},72200:function(t,e,r){var n=r(48088);t.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return i=t.isStart,a=t.pt,o=r,s=n.isStart,l=n.pt,u=n.other.pt,(0!==(c=e.pointsCompare(a,l))?c:e.pointsSame(o,u)?0:i!==s?i?1:-1:e.pointAboveOrOnLine(o,s?l:u,s?u:l)?1:-1)<0;var i,a,o,s,l,u,c}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var 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y,m,x=g();if(x)t?(m=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(x.seg.myFill.above=!x.seg.myFill.above):x.seg.otherFill=h.seg.myFill,r&&r.segmentUpdate(x.seg),h.other.remove(),h.remove();if(a.getHead()!==h){r&&r.rewind(h.seg);continue}t?(m=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=v?v.seg.myFill.above:i,h.seg.myFill.above=m?!h.seg.myFill.below:h.seg.myFill.below):null===h.seg.otherFill&&(y=v?h.primary===v.primary?v.seg.otherFill.above:v.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:y,below:y}),r&&r.status(h.seg,!!d&&d.seg,!!v&&v.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&c(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var 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r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},11403:function(t){t.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},u=s,c=0;c<n.length;c++){var f=(g=n[c])[0],h=(g[1],g[g.length-1]);if(g[g.length-2],e.pointsSame(f,a)){if(k(c,!0,!0))break}else if(e.pointsSame(f,o)){if(k(c,!0,!1))break}else if(e.pointsSame(h,a)){if(k(c,!1,!0))break}else if(e.pointsSame(h,o)&&k(c,!1,!1))break}if(u===s)return 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a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],u=o[0],c=o[1];e.pointsCollinear(l,s,u)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,u,c)&&(r&&r.chainRemoveHead(i,u),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},82368:function(t){function e(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var r={union:function(t,r){return e(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],r)},intersect:function(t,r){return e(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],r)},difference:function(t,r){return e(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],r)},differenceRev:function(t,r){return e(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],r)},xor:function(t,r){return e(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],r)}};t.exports=r},9696:function(t,e,r){\"use 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this.big_endian?16777216*r[t]+65536*r[t+1]+256*r[t+2]+r[t+3]:r[t]+256*r[t+1]+65536*r[t+2]+16777216*r[t+3]},n.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},n.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},n.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return this.read_uint32(e);case 9:return 0|this.read_uint32(e);default:return null}},n.prototype.scan_ifd=function(t,n,i){var a=this.read_uint16(n);n+=2;for(var o=0;o<a;o++){var s=this.read_uint16(n),l=this.read_uint16(n+2),u=this.read_uint32(n+4),c=this.exif_format_length(l),f=u*c,h=f<=4?n+8:this.read_uint32(n+8),p=!1;if(h+f>this.input.length)throw e(\"unexpected EOF\",\"EBADDATA\");for(var d=[],v=h,g=0;g<u;g++,v+=c){var y=this.exif_format_read(l,v);if(null===y){d=null;break}d.push(y)}if(Array.isArray(d)&&2===l&&(d=r(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===i({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:u,entry_offset:n+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);n+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(n)})},t.exports.ExifParser=n,t.exports.get_orientation=function(t){var e=0;try{return new n(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},44600:function(t,e,r){\"use strict\";var n=r(9696).eW,i=r(9696).eI;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return 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t=l(t,\"float64\"),r.count=Math.floor(t.length/2),r.bounds=n(t,2),r.offset=e,e+=r.count,t}},{color:function(t,e){var r=e.count;if(t||(t=\"transparent\"),!Array.isArray(t)||\"number\"==typeof t[0]){var n=t;t=Array(r);for(var a=0;a<r;a++)t[a]=n}if(t.length<r)throw Error(\"Not enough colors\");for(var o=new Uint8Array(4*r),s=0;s<r;s++){var l=i(t[s],\"uint8\");o.set(l,4*s)}return o},range:function(t,e,r){var n=e.bounds;return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=f(e.scale),e.translateFract=f(e.translate),t},viewport:function(t){var e;return Array.isArray(t)?e={x:t[0],y:t[1],width:t[2]-t[0],height:t[3]-t[1]}:t?(e={x:t.x||t.left||0,y:t.y||t.top||0},t.right?e.width=t.right-e.x:e.width=t.w||t.width||0,t.bottom?e.height=t.bottom-e.y:e.height=t.h||t.height||0):e={x:0,y:0,width:y.drawingBufferWidth,height:y.drawingBufferHeight},e}}]),c):c})),e||r){var h=x.reduce((function(t,e,r){return t+(e?e.count:0)}),0),g=new Float64Array(2*h),_=new Uint8Array(4*h),w=new Float32Array(4*h);x.forEach((function(t,e){if(t){var r=t.positions,n=t.count,i=t.offset,a=t.color,o=t.errors;n&&(_.set(a,4*i),w.set(o,4*i),g.set(r,2*i))}}));var T=c(g);u(T);var k=f(g,T);p(k),d(_),v(w)}}}function k(){u.destroy(),p.destroy(),d.destroy(),v.destroy(),g.destroy()}};var h=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},13472:function(t,e,r){\"use strict\";var n=r(72160),i=r(76752),a=r(50896),o=r(55616),s=r(47520),l=r(28912),u=r(71152),c=r(37816),f=c.float32,h=c.fract32,p=r(60463),d=r(51160),v=r(10272);function g(t,e){if(!(this instanceof g))return new g(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=g.shaders.has(t)?g.shaders.get(t):g.shaders.set(t,g.createShaders(t)).get(t),this.update(e)}t.exports=g,g.dashMult=2,g.maxPatternLength=256,g.precisionThreshold=3e6,g.maxPoints=1e4,g.maxLines=2048,g.shaders=new p,g.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:\"\\nprecision highp float;\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\",frag:\"\\nprecision highp float;\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\",attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:\"\\nprecision highp float;\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\",frag:\"\\nprecision highp float;\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\",attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1},bColor:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:4,divisor:1},prevCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:0,divisor:1},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},nextCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:24,divisor:1}}},n))}catch(t){e=i}return{fill:t({primitive:\"triangle\",elements:function(t,e){return e.triangles},offset:0,vert:\"\\nprecision highp float;\\n\\nattribute vec2 position, positionFract;\\n\\nuniform vec4 color;\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float pixelRatio, id;\\nuniform vec4 viewport;\\nuniform float opacity;\\n\\nvarying vec4 fragColor;\\n\\nconst float MAX_LINES = 256.;\\n\\nvoid main() {\\n\\tfloat 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at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*g.dashMult*.5;ot<st;++ot)Q[rt++]=nt;nt^=255}}y.dashLength=tt,y.dashTexture({channels:1,data:Q,width:Q.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=y.count,ut=t.color;ut||(ut=\"transparent\");var ct=new Uint8Array(4*lt+4);if(Array.isArray(ut)&&\"number\"!=typeof ut[0]){for(var ft=0;ft<lt;ft++){var ht=n(ut[ft],\"uint8\");ct.set(ht,4*ft)}ct.set(n(ut[0],\"uint8\"),4*lt)}else for(var pt=n(ut,\"uint8\"),dt=0;dt<lt+1;dt++)ct.set(pt,4*dt);y.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ct})}}else e.passes[p]=null})),t.length<this.passes.length){for(var p=t.length;p<this.passes.length;p++){var y=this.passes[p];y&&(y.colorBuffer.destroy(),y.positionBuffer.destroy(),y.dashTexture.destroy())}this.passes.length=t.length}for(var m=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&m.push(this.passes[x]);return this.passes=m,this}},g.prototype.destroy=function(){return 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Uint8Array(1020),width:255,height:1,type:\"uint8\",format:\"rgba\",wrapS:\"clamp\",wrapT:\"clamp\",mag:\"nearest\",min:\"nearest\"}),c(this,{regl:t,gl:i,groups:[],markerCache:[null],markerTextures:[null],palette:a,paletteIds:{},paletteTexture:n,maxColors:255,maxSize:100,canvas:i.canvas}),this.update(e);var o={uniforms:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return 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vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\\n\"]),this.drawMarker=t(s);var l=c({},o);l.frag=f([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius 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paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),v&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}x.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},x.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},x.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},x.prototype.drawItem=function(t,e){var r,n=this.groups,o=n[t];if(\"number\"==typeof e&&(t=e,o=n[e],e=null),o&&o.count&&o.opacity){o.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,o,e));for(var s=[],l=1;l<o.activation.length;l++)o.activation[l]&&(!0===o.activation[l]||o.activation[l].data.length)&&s.push.apply(s,function(t){if(Array.isArray(t))return a(t)}(r=this.getMarkerDrawOptions(l,o,e))||function(t){if(\"undefined\"!=typeof Symbol&&null!=t[Symbol.iterator]||null!=t[\"@@iterator\"])return Array.from(t)}(r)||i(r)||function(){throw new TypeError(\"Invalid attempt to spread non-iterable instance.\\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.\")}());s.length&&this.drawMarker(s)}},x.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,u=e.count;if(this.regl,!a)return r?[c({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[c({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var f=[],h=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(u),v=0;v<r.length;v++){var g=r[v];d[g]=p?p[g]:1}l.subdata(d)}for(var y=h.length;y--;){var m=n(h[y],2),x=m[0],b=m[1];f.push(c({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return f},x.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,l=this.maxSize,f=this.maxColors,v=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=h(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=c({},x.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var m=0,b=0;if(p(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=x.defaults.size),m+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=x.defaults.borderSize),m+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=x.defaults.color),e=t.updateColor(e),b++,e},borderColor:function(e,r){return null==e&&(e=x.defaults.borderColor),e=t.updateColor(e),b++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,l=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=d(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?s(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=g.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:g.fract32(t,p),usage:\"dynamic\"}),l({data:new Uint8Array(c),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var u=t.addMarker(e[s]);a[u]||(a[u]=new Uint8Array(r.count)),a[u][s]=1}for(var c=0;c<a.length;c++)if(a[c]){var f={data:a[c],type:\"uint8\",usage:\"static\"};i[c]?i[c](f):i[c]=o.buffer(f),i[c].data=a[c]}}else i[t.addMarker(e)]=!0;return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=g.fract(e.scale),e.translateFract=g.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),m){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/l),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/l);A({data:M,usage:\"dynamic\"})}if(b){var E,L=n,C=L.count,P=L.color,O=L.borderColor,I=L.colorBuffer;if(t.tooManyColors){if(P.length||O.length){E=new Uint8Array(8*C);for(var D=0;D<C;D++){var z=P[D];E[8*D]=v[4*z],E[8*D+1]=v[4*z+1],E[8*D+2]=v[4*z+2],E[8*D+3]=v[4*z+3];var R=O[D];E[8*D+4]=v[4*R],E[8*D+5]=v[4*R+1],E[8*D+6]=v[4*R+2],E[8*D+7]=v[4*R+3]}}}else if(P.length||O.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%f,E[4*F+1]=Math.floor(P[F]/f)),null!=O[F]&&(E[4*F+2]=O[F]%f,E[4*F+3]=Math.floor(O[F]/f))}I({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},x.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},x.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var s=0;s<t.length;s+=4)a.push(t.slice(s,s+4));else for(var u=0;u<t.length;u+=4)a.push(t.subarray(u,u+4));t=a}for(var c=0;c<t.length;c++){var f=t[c];f=o(f,\"uint8\");var h=l(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[c]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},x.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},x.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var b=r(50896);t.exports=function(t,e){var r=new m(t,e),n=r.render.bind(r);return b(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},55795:function(t,e,r){\"use strict\";var n=r(38540),i=r(55616),a=r(76752),o=r(3951),s=r(67752),l=r(51160),u=r(47520);function c(t,e){if(!(this instanceof c))return new c(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x,s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y,l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}t.exports=c,c.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},c.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,u=0;u<l.length;u++)i.push(this.passes[l[u]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},c.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values 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Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(u(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var c=0;c<s.columns;c++)s.bounds[c]=a(o.data[c],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var v=s.columns,g=s.count,y=s.viewport.width,m=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=y/v,w=m/v;s.passes=[];for(var T=0;T<v;T++)for(var k=0;k<v;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:g,stride:v},y:{buffer:s.buffer,offset:T,count:g,stride:v}}:M.positions={x:{buffer:s.buffer,offset:k*g,count:g},y:{buffer:s.buffer,offset:T*g,count:g}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],O=E[3];M.viewport=[x+L*y+S[0],b+C*m+S[1],x+P*y-S[2],b+O*m-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},c.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var u=e[i],c=this.traces[i],f=c.passes,h=c.passOffset;f=f.map((function(t,e){n[h+e]=u}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},c.prototype.destroy=function(){return this.traces.forEach((function(t){t.buffer&&t.buffer.destroy&&t.buffer.destroy()})),this.traces=null,this.passes=null,this.scatter.destroy(),this}},28624:function(t){t.exports=function(){function t(t,e){this.id=W++,this.type=t,this.data=e}function e(t){if(0===t.length)return[];var r=t.charAt(0),n=t.charAt(t.length-1);if(1<t.length&&r===n&&('\"'===r||\"'\"===r))return['\"'+t.substr(1,t.length-2).replace(/\\\\/g,\"\\\\\\\\\").replace(/\"/g,'\\\\\"')+'\"'];if(r=/\\[(false|true|null|\\d+|'[^']*'|\"[^\"]*\")\\]/.exec(t))return e(t.substr(0,r.index)).concat(e(r[1])).concat(e(t.substr(r.index+r[0].length)));if(1===(r=t.split(\".\")).length)return['\"'+t.replace(/\\\\/g,\"\\\\\\\\\").replace(/\"/g,'\\\\\"')+'\"'];for(t=[],n=0;n<r.length;++n)t=t.concat(e(r[n]));return t}function r(t){return\"[\"+e(t).join(\"][\")+\"]\"}function n(t){return\"string\"==typeof t?t.split():t}function i(t){return\"string\"==typeof t?document.querySelector(t):t}function a(t){var e,r,a,o,s=t||{};t={};var 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),13},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),400},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/8)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]},daysInWeek:function(){return 8},dayOfWeek:function(t,e,r){return(this._validate(t,e,r,n.local.invalidDate).day()+1)%8},weekDay:function(t,e,r){var n=this.dayOfWeek(t,e,r);return n>=2&&n<=6},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{century:o[Math.floor((i.year()-1)/100)+1]||\"\"}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year()+(i.year()<0?1:0),e=i.month(),(r=i.day())+(e>1?16:0)+(e>2?32*(e-2):0)+400*(t-1)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t+.5)-Math.floor(this.jdEpoch)-1;var e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},65168:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return this.newDate(r,n,i)}}),n.calendars.ethiopian=a},2084:function(t,e,r){var n=r(38700),i=r(50896);function 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return this._leapYear(e.year())},_leapYear:function(t){return o(7*(t=t<0?t+1:t)+1,19)<7},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),this._leapYear(t.year?t.year():t)?13:12},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),this.toJD(-1===t?1:t+1,7,1)-this.toJD(t,7,1)},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),12===e&&this.leapYear(t)||8===e&&5===o(this.daysInYear(t),10)?30:9===e&&3===o(this.daysInYear(t),10)?29:this.daysPerMonth[e-1]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return 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e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},24747:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},65616:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new 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this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return 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o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},73040:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return this.daysInYear(t)!==this.daysPerYear},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){if(t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),void 0===this.NEPALI_CALENDAR_DATA[t])return this.daysPerYear;for(var e=0,r=this.minMonth;r<=12;r++)e+=this.NEPALI_CALENDAR_DATA[t][r];return e},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),void 0===this.NEPALI_CALENDAR_DATA[t]?this.daysPerMonth[e-1]:this.NEPALI_CALENDAR_DATA[t][e]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=n.instance(),o=0,s=e,l=t;this._createMissingCalendarData(t);var u=t-(s>9||9===s&&r>=this.NEPALI_CALENDAR_DATA[l][0]?56:57);for(9!==e&&(o=r,s--);9!==s;)s<=0&&(s=12,l--),o+=this.NEPALI_CALENDAR_DATA[l][s],s--;return 9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(u)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(u,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var u=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,u)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 0===this.NEPALI_CALENDAR_DATA[r]&&(this.NEPALI_CALENDAR_DATA[r]=e)},NEPALI_CALENDAR_DATA:{1970:[18,31,31,32,31,31,31,30,29,30,29,30,30],1971:[18,31,31,32,31,32,30,30,29,30,29,30,30],1972:[17,31,32,31,32,31,30,30,30,29,29,30,30],1973:[19,30,32,31,32,31,30,30,30,29,30,29,31],1974:[19,31,31,32,30,31,31,30,29,30,29,30,30],1975:[18,31,31,32,32,30,31,30,29,30,29,30,30],1976:[17,31,32,31,32,31,30,30,30,29,29,30,31],1977:[18,31,32,31,32,31,31,29,30,29,30,29,31],1978:[18,31,31,32,31,31,31,30,29,30,29,30,30],1979:[18,31,31,32,32,31,30,30,29,30,29,30,30],1980:[17,31,32,31,32,31,30,30,30,29,29,30,31],1981:[18,31,31,31,32,31,31,29,30,30,29,30,30],1982:[18,31,31,32,31,31,31,30,29,30,29,30,30],1983:[18,31,31,32,32,31,30,30,29,30,29,30,30],1984:[17,31,32,31,32,31,30,30,30,29,29,30,31],1985:[18,31,31,31,32,31,31,29,30,30,29,30,30],1986:[18,31,31,32,31,31,31,30,29,30,29,30,30],1987:[18,31,32,31,32,31,30,30,29,30,29,30,30],1988:[17,31,32,31,32,31,30,30,30,29,29,30,31],1989:[18,31,31,31,32,31,31,30,29,30,29,30,30],1990:[18,31,31,32,31,31,31,30,29,30,29,30,30],1991:[18,31,32,31,32,31,30,30,29,30,29,30,30],1992:[17,31,32,31,32,31,30,30,30,29,30,29,31],1993:[18,31,31,31,32,31,31,30,29,30,29,30,30],1994:[18,31,31,32,31,31,31,30,29,30,29,30,30],1995:[17,31,32,31,32,31,30,30,30,29,29,30,30],1996:[17,31,32,31,32,31,30,30,30,29,30,29,31],1997:[18,31,31,32,31,31,31,30,29,30,29,30,30],1998:[18,31,31,32,31,31,31,30,29,30,29,30,30],1999:[17,31,32,31,32,31,30,30,30,29,29,30,31],2e3:[17,30,32,31,32,31,30,30,30,29,30,29,31],2001:[18,31,31,32,31,31,31,30,29,30,29,30,30],2002:[18,31,31,32,32,31,30,30,29,30,29,30,30],2003:[17,31,32,31,32,31,30,30,30,29,29,30,31],2004:[17,30,32,31,32,31,30,30,30,29,30,29,31],2005:[18,31,31,32,31,31,31,30,29,30,29,30,30],2006:[18,31,31,32,32,31,30,30,29,30,29,30,30],2007:[17,31,32,31,32,31,30,30,30,29,29,30,31],2008:[17,31,31,31,32,31,31,29,30,30,29,29,31],2009:[18,31,31,32,31,31,31,30,29,30,29,30,30],2010:[18,31,31,32,32,31,30,30,29,30,29,30,30],2011:[17,31,32,31,32,31,30,30,30,29,29,30,31],2012:[17,31,31,31,32,31,31,29,30,30,29,30,30],2013:[18,31,31,32,31,31,31,30,29,30,29,30,30],2014:[18,31,31,32,32,31,30,30,29,30,29,30,30],2015:[17,31,32,31,32,31,30,30,30,29,29,30,31],2016:[17,31,31,31,32,31,31,29,30,30,29,30,30],2017:[18,31,31,32,31,31,31,30,29,30,29,30,30],2018:[18,31,32,31,32,31,30,30,29,30,29,30,30],2019:[17,31,32,31,32,31,30,30,30,29,30,29,31],2020:[17,31,31,31,32,31,31,30,29,30,29,30,30],2021:[18,31,31,32,31,31,31,30,29,30,29,30,30],2022:[17,31,32,31,32,31,30,30,30,29,29,30,30],2023:[17,31,32,31,32,31,30,30,30,29,30,29,31],2024:[17,31,31,31,32,31,31,30,29,30,29,30,30],2025:[18,31,31,32,31,31,31,30,29,30,29,30,30],2026:[17,31,32,31,32,31,30,30,30,29,29,30,31],2027:[17,30,32,31,32,31,30,30,30,29,30,29,31],2028:[17,31,31,32,31,31,31,30,29,30,29,30,30],2029:[18,31,31,32,31,32,30,30,29,30,29,30,30],2030:[17,31,32,31,32,31,30,30,30,30,30,30,31],2031:[17,31,32,31,32,31,31,31,31,31,31,31,31],2032:[17,32,32,32,32,32,32,32,32,32,32,32,32],2033:[18,31,31,32,32,31,30,30,29,30,29,30,30],2034:[17,31,32,31,32,31,30,30,30,29,29,30,31],2035:[17,30,32,31,32,31,31,29,30,30,29,29,31],2036:[17,31,31,32,31,31,31,30,29,30,29,30,30],2037:[18,31,31,32,32,31,30,30,29,30,29,30,30],2038:[17,31,32,31,32,31,30,30,30,29,29,30,31],2039:[17,31,31,31,32,31,31,29,30,30,29,30,30],2040:[17,31,31,32,31,31,31,30,29,30,29,30,30],2041:[18,31,31,32,32,31,30,30,29,30,29,30,30],2042:[17,31,32,31,32,31,30,30,30,29,29,30,31],2043:[17,31,31,31,32,31,31,29,30,30,29,30,30],2044:[17,31,31,32,31,31,31,30,29,30,29,30,30],2045:[18,31,32,31,32,31,30,30,29,30,29,30,30],2046:[17,31,32,31,32,31,30,30,30,29,29,30,31],2047:[17,31,31,31,32,31,31,30,29,30,29,30,30],2048:[17,31,31,32,31,31,31,30,29,30,29,30,30],2049:[17,31,32,31,32,31,30,30,30,29,29,30,30],2050:[17,31,32,31,32,31,30,30,30,29,30,29,31],2051:[17,31,31,31,32,31,31,30,29,30,29,30,30],2052:[17,31,31,32,31,31,31,30,29,30,29,30,30],2053:[17,31,32,31,32,31,30,30,30,29,29,30,30],2054:[17,31,32,31,32,31,30,30,30,29,30,29,31],2055:[17,31,31,32,31,31,31,30,29,30,30,29,30],2056:[17,31,31,32,31,32,30,30,29,30,29,30,30],2057:[17,31,32,31,32,31,30,30,30,29,29,30,31],2058:[17,30,32,31,32,31,30,30,30,29,30,29,31],2059:[17,31,31,32,31,31,31,30,29,30,29,30,30],2060:[17,31,31,32,32,31,30,30,29,30,29,30,30],2061:[17,31,32,31,32,31,30,30,30,29,29,30,31],2062:[17,30,32,31,32,31,31,29,30,29,30,29,31],2063:[17,31,31,32,31,31,31,30,29,30,29,30,30],2064:[17,31,31,32,32,31,30,30,29,30,29,30,30],2065:[17,31,32,31,32,31,30,30,30,29,29,30,31],2066:[17,31,31,31,32,31,31,29,30,30,29,29,31],2067:[17,31,31,32,31,31,31,30,29,30,29,30,30],2068:[17,31,31,32,32,31,30,30,29,30,29,30,30],2069:[17,31,32,31,32,31,30,30,30,29,29,30,31],2070:[17,31,31,31,32,31,31,29,30,30,29,30,30],2071:[17,31,31,32,31,31,31,30,29,30,29,30,30],2072:[17,31,32,31,32,31,30,30,29,30,29,30,30],2073:[17,31,32,31,32,31,30,30,30,29,29,30,31],2074:[17,31,31,31,32,31,31,30,29,30,29,30,30],2075:[17,31,31,32,31,31,31,30,29,30,29,30,30],2076:[16,31,32,31,32,31,30,30,30,29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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},4592:function(t,e,r){var n=r(38700),i=r(50896),a=n.instance();function o(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}o.prototype=new 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return t=this._t2gYear(i.year()),a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=this._t2gYear(i.year()),a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)},_g2tYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)}}),n.calendars.thai=o},45348:function(t,e,r){var n=r(38700),i=r(50896);function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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n=r(50896);function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(u.local.invalidDate||u.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(u.local.invalidDate||u.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(u.local.differentCalendars||u.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,u.local.invalidMonth||u.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,u.local.invalidMonth||u.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,u.local.invalidYear||u.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day(),\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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n=this._validate(t,e,r,u.local.invalidDate||u.regionalOptions[\"\"].invalidDate),i=new Date(n.year(),n.month()-1,n.day());return i.setHours(0),i.setMinutes(0),i.setSeconds(0),i.setMilliseconds(0),i.setHours(i.getHours()>12?i.getHours()+2:0),i},fromJSDate:function(t){return this.newDate(t.getFullYear(),t.getMonth()+1,t.getDate())}});var u=t.exports=new i;u.cdate=a,u.baseCalendar=s,u.calendars.gregorian=l},15168:function(t,e,r){var n=r(50896),i=r(38700);n(i.regionalOptions[\"\"],{invalidArguments:\"Invalid arguments\",invalidFormat:\"Cannot format a date from another calendar\",missingNumberAt:\"Missing number at position {0}\",unknownNameAt:\"Unknown name at position {0}\",unexpectedLiteralAt:\"Unexpected literal at position {0}\",unexpectedText:\"Additional text found at end\"}),i.local=i.regionalOptions[\"\"],n(i.cdate.prototype,{formatDate:function(t,e){return\"string\"!=typeof 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       "                            \n",
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       "\n",
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = STT_obj.plot_sankey(adata.obs['attractor'].tolist(),adata.obs['Region'].tolist())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a698479b-1594-4ec3-85ee-6cb3cb757feb",
   "metadata": {},
   "source": [
    "## Saving and Loading Data\n",
    "\n",
    "We need to save the data after the calculation is complete, and we provide the load function to load it directly in the next analysis without having to re-analyse it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "39f3e839-ee64-4a6d-9978-c224dcb6b68a",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "#del adata.uns['r2_keep_train']\n",
    "#del adata.uns['r2_keep_test']\n",
    "#del adata.uns['kernel']\n",
    "#del adata.uns['kernel_connectivities']\n",
    "\n",
    "STT_obj.adata.write('data/mouse_brain_adata.h5ad')\n",
    "STT_obj.adata_aggr.write('data/mouse_brain_adata_aggr.h5ad')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c1dfb32b-03e0-4e5d-a415-9399fc60f0f5",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "adata=ov.read('data/mouse_brain_adata.h5ad')\n",
    "adata_aggr=ov.read('data/mouse_brain_adata_aggr.h5ad')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "babfd4b1-d462-4482-afcd-7970e1964602",
   "metadata": {},
   "outputs": [],
   "source": [
    "STT_obj=ov.space.STT(adata,spatial_loc='xy_loc',region='Region')\n",
    "STT_obj.load(adata,adata_aggr)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "249fc7da-aca2-4ba0-a103-7d1d9e5c667a",
   "metadata": {},
   "source": [
    "## Gene Dynamic\n",
    "\n",
    "The genes with high multistability scores possess varying expression levels in both unspliced and spliced counts within various attractors, and show a gradual change during stage transitions. These gene were stored in `adata.var['r2_test']`\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "9d3a836f-06f7-4cfd-bc44-e3a269a8e366",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Lrtm1     0.643272\n",
       "Pax5      0.611002\n",
       "Rspo2     0.596486\n",
       "Stum      0.595376\n",
       "Dmrt1     0.595088\n",
       "            ...   \n",
       "Irx1     -0.337963\n",
       "Bambi    -0.361296\n",
       "Pou3f1   -0.367426\n",
       "Fzd10    -0.379495\n",
       "Ostm1    -0.988888\n",
       "Name: r2_test, Length: 117, dtype: float64"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "adata.var['r2_test'].sort_values(ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "869d68d7-7c42-40ea-a890-00c32a7fe034",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x640 with 6 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 542,
       "width": 557
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "STT_obj.plot_top_genes(top_genes = 6, ncols = 2, figsize = (8,8),)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b52bb2cb-d16e-42f3-b342-553584258688",
   "metadata": {},
   "source": [
    "We analysed the attractor 1-related gene Sim1, and we found that in the unspliced Mu matrix (smooth unspliced), Sim1 is expressed low at attractor 1; in the spliced matrix Ms, Sim1 is expressed high at attractor 1. It indicates that there is a dynamic tendency of Sim1 gene at attractor 1, i.e., the direction of Sim1 expression is flowing towards attractor 1.\n",
    "\n",
    "Velo analyses can also illustrate this, although Sim1 expression is not highest at attractor 1."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "30d17849-435e-45e8-a48b-bddbe346c6ca",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 960x240 with 8 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 221,
       "width": 956
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "fig, axes = plt.subplots(1, 4, figsize=(12, 3))\n",
    "ov.pl.embedding(adata, basis=\"xy_loc\", \n",
    "                color=[\"Sim1\"],frameon='small',\n",
    "                title='Sim1:Ms',show=False,\n",
    "                layer='Ms',cmap='RdBu_r',ax=axes[0]\n",
    "               )\n",
    "ov.pl.embedding(adata, basis=\"xy_loc\", \n",
    "                color=[\"Sim1\"],frameon='small',\n",
    "                title='Sim1:Mu',show=False,\n",
    "                layer='Mu',cmap='RdBu_r',ax=axes[1]\n",
    "               )\n",
    "ov.pl.embedding(adata, basis=\"xy_loc\", \n",
    "                color=[\"Sim1\"],frameon='small',\n",
    "                title='Sim1:Velo',show=False,\n",
    "                layer='velo',cmap='RdBu_r',ax=axes[2]\n",
    "               )\n",
    "ov.pl.embedding(adata, basis=\"xy_loc\", \n",
    "                color=[\"Sim1\"],frameon='small',\n",
    "                title='Sim1:exp',show=False,\n",
    "                #layer='Mu',\n",
    "                cmap='RdBu_r',ax=axes[3]\n",
    "               )\n",
    "plt.tight_layout()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}