{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Del Mar College Glycol Pilot Plant Dataset Quick Start\n",
"\n",
"Version 1.0 \n",
"\n",
"The Pilot Plant Dataset is an Academic Hub dataset hosted by the OSIsoft Cloud Service (OCS, https://www.osisoft.com/solutions/cloud/vision/), a cloud-native real-time data infrastructure used to perform enterprise-wide analytics using tools and languages of the user's choice. \n",
"\n",
"
\n",
"\n",
"**Raw operational data has specific characteristics making it difficult to deal with directly**, among them:\n",
"\n",
"* variable data collection frequencies\n",
"* bad values (system error codes)\n",
"* data gaps \n",
"\n",
"\n",
"**But data science projects using operational data needs to be:**\n",
"\n",
"* **Time-aligned** to deal with the characteritics above in consistent way according to the data type (e.g. interpolation for float values, repeat last good value for categorical data, etc)\n",
"* **Context aware** so that the data can be understandable, across as many real-world assets that you need it for\n",
"* **Shaped and filtered** to ensure you have the data you need, in the form you need it\n",
"\n",
"**The OCS solutions for application-ready data are Data Views:**\n",
"\n",
"\n",
"\n",
"**Each Academic Hub datasets comes endowed with a set of asset-centric data views.** \n",
"\n",
"The goal of Academic Hub Python library is to provide a very generic and consistent way to access:\n",
"\n",
"* the list of existing datasets\n",
"* for a given dataset:\n",
" * the list of its assets\n",
" * the OCS namespace where the dataset is hosted\n",
"* for a given asset, the list of data views it belongs to\n",
"\n",
"\n",
"The rest of this notebook is a working example of the functionality listed above for the Pilot Plant dataset\n",
"
\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Install Academic Hub Python library "
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Requirement already satisfied: ocs-academic-hub==0.97.0 in /opt/conda/lib/python3.7/site-packages (0.97.0)\n",
"Requirement already satisfied: plotly in /opt/conda/lib/python3.7/site-packages (4.14.1)\n",
"Requirement already satisfied: python-dateutil>=2.8.0 in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (2.8.1)\n",
"Requirement already satisfied: backoff in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (1.10.0)\n",
"Requirement already satisfied: numpy in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (1.19.4)\n",
"Requirement already satisfied: pandas>=0.24.2 in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (1.1.5)\n",
"Requirement already satisfied: typeguard>=2.4.1 in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (2.10.0)\n",
"Requirement already satisfied: gql in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (2.0.0)\n",
"Requirement already satisfied: ocs-sample-library-hub==0.1.18 in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (0.1.18)\n",
"Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from plotly) (1.15.0)\n",
"Requirement already satisfied: retrying>=1.3.3 in /opt/conda/lib/python3.7/site-packages (from plotly) (1.3.3)\n",
"Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from plotly) (1.15.0)\n",
"Requirement already satisfied: graphql-core<3,>=2.3.2 in /opt/conda/lib/python3.7/site-packages (from gql->ocs-academic-hub==0.97.0) (2.3.2)\n",
"Requirement already satisfied: requests<3,>=2.12 in /opt/conda/lib/python3.7/site-packages (from gql->ocs-academic-hub==0.97.0) (2.25.1)\n",
"Requirement already satisfied: promise<3,>=2.3 in /opt/conda/lib/python3.7/site-packages (from gql->ocs-academic-hub==0.97.0) (2.3)\n",
"Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from plotly) (1.15.0)\n",
"Requirement already satisfied: rx<2,>=1.6 in /opt/conda/lib/python3.7/site-packages (from graphql-core<3,>=2.3.2->gql->ocs-academic-hub==0.97.0) (1.6.1)\n",
"Requirement already satisfied: promise<3,>=2.3 in /opt/conda/lib/python3.7/site-packages (from gql->ocs-academic-hub==0.97.0) (2.3)\n",
"Requirement already satisfied: requests<3,>=2.12 in /opt/conda/lib/python3.7/site-packages (from gql->ocs-academic-hub==0.97.0) (2.25.1)\n",
"Requirement already satisfied: python-dateutil>=2.8.0 in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (2.8.1)\n",
"Requirement already satisfied: python-dateutil>=2.8.0 in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (2.8.1)\n",
"Requirement already satisfied: pytz>=2017.2 in /opt/conda/lib/python3.7/site-packages (from pandas>=0.24.2->ocs-academic-hub==0.97.0) (2020.4)\n",
"Requirement already satisfied: numpy in /opt/conda/lib/python3.7/site-packages (from ocs-academic-hub==0.97.0) (1.19.4)\n",
"Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from plotly) (1.15.0)\n",
"Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from plotly) (1.15.0)\n",
"Requirement already satisfied: chardet<5,>=3.0.2 in /opt/conda/lib/python3.7/site-packages (from requests<3,>=2.12->gql->ocs-academic-hub==0.97.0) (3.0.4)\n",
"Requirement already satisfied: urllib3<1.27,>=1.21.1 in /opt/conda/lib/python3.7/site-packages (from requests<3,>=2.12->gql->ocs-academic-hub==0.97.0) (1.25.11)\n",
"Requirement already satisfied: idna<3,>=2.5 in /opt/conda/lib/python3.7/site-packages (from requests<3,>=2.12->gql->ocs-academic-hub==0.97.0) (2.10)\n",
"Requirement already satisfied: certifi>=2017.4.17 in /opt/conda/lib/python3.7/site-packages (from requests<3,>=2.12->gql->ocs-academic-hub==0.97.0) (2020.12.5)\n",
"Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from plotly) (1.15.0)\n",
"\u001b[33mWARNING: You are using pip version 20.3.1; however, version 21.1.3 is available.\n",
"You should consider upgrading via the '/opt/conda/bin/python3 -m pip install --upgrade pip' command.\u001b[0m\n"
]
}
],
"source": [
"!pip install ocs-academic-hub==0.97.0 plotly"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## [Optional] Use the `pip uninstall` only in case of library issues"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"# It's sometimes necessary to uninstall previous versions, uncomment and run the following line. \n",
"# Then restart kernel and reinstall with previous cell\n",
"# !pip uninstall -y ocs-academic-hub ocs-sample-library-preview"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Import HubClient, necessary to connect and interact with OCS"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"from ocs_academic_hub import HubClient\n",
"import datetime as dt"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Running the following cell initiates the login sequence\n",
"\n",
"**Warning:** a new brower tab will open offering the choice of identifying with Microsoft or Google. You should always pick Google:\n",
"
\n",
"\n",
"Return to this web page when done"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"env: OCS_HUB_CONFIG=config.ini\n",
"> configuration file: None\n",
"@ --- authorization granted ---\n",
"@ Hub data file: hub_datasets.json\n"
]
}
],
"source": [
"#%env OCS_HUB_CONFIG=config.ini\n",
"hub = HubClient()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Refresh datasets information\n",
"\n",
"Over time existing datasets are updated and new ones are added. The cell below makes sure you have the latest version of the production datasets. \n",
"\n",
"Note: after execution of this method, a file named `hub_datasets.json` will be created in the same directory as this notebook. The data in this file supersedes the one built-in with the `ocs_academic_hub` module. To get back to the built-in datasets information, move/rename/delete `hub_datasets.json`. "
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"@ Hub data file: hub_datasets.json\n",
"@ Current dataset: Brewery\n"
]
}
],
"source": [
"hub.refresh_datasets()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Get list of published hub datasets\n"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['Brewery', 'Campus_Energy', 'Champlain_College', 'Pilot_Plant', 'Wind_Farms']"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hub.datasets()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Display current active dataset\n",
"\n",
"The default dataset is Brewery. Only one dataset can be active. "
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'Brewery'"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hub.current_dataset()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Set Pilot_Plant as the current dataset"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"hub.set_dataset(\"Pilot_Plant\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Verify that Pilot Plant is active"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'Pilot_Plant'"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hub.current_dataset()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Get list of assets with Data Views\n",
"\n",
"Returned into the form of a pandas dataframe, with column `Asset_Id` and `Description`. Each asset has a unique `Asset_Id` as its identity. \n",
"\n",
"This data set has only two assets: Hands-On Training unit #1 (HOT-1) and Hands-On Training unit #3 (HOT-3). "
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Asset_Id | \n",
" Description | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" HOT-1 | \n",
" HOT-1 unit | \n",
"
\n",
" \n",
" 1 | \n",
" HOT-3 | \n",
" HOT-3 unit | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Asset_Id Description\n",
"0 HOT-1 HOT-1 unit\n",
"1 HOT-3 HOT-3 unit"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hots = hub.assets()\n",
"hots"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## List of all Data Views\n",
"\n",
"Those are all single-asset default (with all data available for the asset) Data Views"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['pilot.plant_hot-1', 'pilot.plant_hot-3']"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hub.asset_dataviews()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## List of all Data Views for HOT-1 \n",
"\n",
"Empty filter (`filter=\"\"`) allows to see all dataviews for the asset instead of simply the default one. \n",
"\n",
"\n",
"
Assets HOT-1 and HOT-3 are built from a set of components, each component having its own data view. Click here for the list of components and their description. \n",
"
\n",
"\n",
"We use `HOT-1` as the representative asset below: "
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Asset Id: HOT-1\n"
]
},
{
"data": {
"text/plain": [
"['pilot.plant_hot-1',\n",
" 'pilot.plant_hot-1_e-101',\n",
" 'pilot.plant_hot-1_e-102',\n",
" 'pilot.plant_hot-1_htr-101',\n",
" 'pilot.plant_hot-1_tk-101',\n",
" 'pilot.plant_hot-1_tk-102',\n",
" 'pilot.plant_hot-1_tk-103']"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hot1_id = hots[\"Asset_Id\"][0]\n",
"print(\"Asset Id:\", hot1_id)\n",
"dvs_academic = hub.asset_dataviews(asset=hot1_id, filter=\"\")\n",
"dvs_academic"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Get the OCS namespace associated to the dataset\n",
"\n",
"Each data set belongs to a namespace within the Academic Hub OCS account. Since dataset may move over time, the function below always return the active namespace for the given dataset. "
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'hub_lab_data'"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dataset = hub.current_dataset()\n",
"namespace_id = hub.namespace_of(dataset)\n",
"namespace_id"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Get Data View structure\n",
"\n",
"With Stream Name, the column name under which stream data appears, its value type and engineering units if available. The structure of the default data view is displayed below. "
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Data View ID: pilot.plant_hot-1\n",
"Asset_Id Column_Name Stream_Type Stream_UOM OCS_Stream_Name\n",
" HOT-1 E-101 Air Cooler Outlet Pressure Float PSIG delmar.DELMAR_UNIT1_PI-113.PV\n",
" HOT-1 E-101 Air Cooler Outlet Temperature Float °F delmar.DELMAR_UNIT1_TI-107.PV\n",
" HOT-1 E-101 Inlet Pressure Float PSIG delmar.DELMAR_UNIT1_PI-110.PV\n",
" HOT-1 E-101 Run Status Category delmar.DELMAR_UNIT1_XB-101\n",
" HOT-1 E-101 Shell Side Outlet Temperature Float °F delmar.DELMAR_UNIT1_TI-106.PV\n",
" HOT-1 E-102 Duty Float delmar.DELMAR_UNIT1_E-102_DUTY\n",
" HOT-1 E-102 Heat Transfer Coefficient Float delmar.DELMAR_UNIT1_E-102_HTC\n",
" HOT-1 E-102 Inlet pressure Float PSIG delmar.DELMAR_UNIT1_PI-105.PV\n",
" HOT-1 E-102 LMTD Float delmar.DELMAR_UNIT1_E-102_LMTD\n",
" HOT-1 E-102 Shell Side Inlet Temperature Float °F delmar.DELMAR_UNIT1_TI-105.PV\n",
" HOT-1 E-102 Tube Side Inlet Temperature Float °F delmar.DELMAR_UNIT1_TI-101.PV\n",
" HOT-1 E-102 Tube Side Outlet Pressure Float PSIG delmar.DELMAR_UNIT1_PI-112.PV\n",
" HOT-1 E-102 Tube Side Outlet Temperature Controller Mode Category delmar.DELMAR_UNIT1_TIC-103.MODE\n",
" HOT-1 E-102 Tube Side Outlet Temperature Controller Output Float % delmar.DELMAR_UNIT1_TIC-103.OUT\n",
" HOT-1 E-102 Tube Side Outlet Temperature Controller PV Float °F delmar.DELMAR_UNIT1_TIC-103.PV\n",
" HOT-1 E-102 Tube Side Outlet Temperature Controller Setpoint Float °F delmar.DELMAR_UNIT1_TIC-103.SP\n",
" HOT-1 Feed Flow Controller Mode Category delmar.DELMAR_UNIT1_FIC-101.MODE\n",
" HOT-1 Feed Flow Controller Output Float % delmar.DELMAR_UNIT1_FIC-101.OUT\n",
" HOT-1 Feed Flow Controller PV Float GPM delmar.DELMAR_UNIT1_FIC-101.PV\n",
" HOT-1 Feed Flow Controller Setpoint Float GPM delmar.DELMAR_UNIT1_FIC-101.SP\n",
" HOT-1 Feed Tank Level Controller Output Float % delmar.DELMAR_UNIT1_LIC-101.OUT\n",
" HOT-1 Feed Tank Level Controller PV Float % delmar.DELMAR_UNIT1_LIC-101.PV\n",
" HOT-1 Feed Tank Level Controller Setpoint Float % delmar.DELMAR_UNIT1_LIC-101.SP\n",
" HOT-1 H-101 Outlet Pressure Float PSIG delmar.DELMAR_UNIT1_PI-109.PV\n",
" HOT-1 H-101 Outlet Temperature Controller Mode Category delmar.DELMAR_UNIT1_TIC-104.MODE\n",
" HOT-1 H-101 Outlet Temperature Controller Output Float % delmar.DELMAR_UNIT1_TIC-104.OUT\n",
" HOT-1 H-101 Outlet Temperature Controller PV Float °F delmar.DELMAR_UNIT1_TIC-104.PV\n",
" HOT-1 H-101 Outlet Temperature Controller Setpoint Float °F delmar.DELMAR_UNIT1_TIC-104.SP\n",
" HOT-1 P-101 A/B Discharge pressure Float PSIG delmar.DELMAR_UNIT1_PI-111.PV\n",
" HOT-1 P-101A Run Status Category delmar.DELMAR_UNIT1_XB-101A\n",
" HOT-1 P-101B Run Status Category delmar.DELMAR_UNIT1_XB-101B\n",
" HOT-1 P-102 Discharge pressure Float PSIG delmar.DELMAR_UNIT1_PI-108.PV\n",
" HOT-1 P-102 Run Status Category delmar.DELMAR_UNIT1_XB-102\n",
" HOT-1 P-103 Run Status Category delmar.DELMAR_UNIT1_XB-103\n",
" HOT-1 Product Water Flow Float GPM delmar.DELMAR_UNIT1_FI-102.PV\n",
" HOT-1 T-101 Level Controller Mode Category delmar.DELMAR_UNIT1_LIC-101.MODE\n",
" HOT-1 Unit 1 Common Trouble Alarm Category delmar.DELMAR_UNIT1_XA-100\n"
]
}
],
"source": [
"dataview_id = hub.asset_dataviews(asset=hot1_id, filter=\"default\")[0]\n",
"print(\"Data View ID:\", dataview_id)\n",
"print(hub.dataview_definition(namespace_id, dataview_id).to_string(index=False))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Getting data from a Data View\n",
"\n",
"Return interpolated data between a start and end date, with the requested interpolation interval (format is HH:MM:SS)\n",
"\n",
"\n",
"\n",
"Since this training equipment is idle most of time, we show how to identify the interesting time ranges by filtering on the state transition `Not Running/Running` of the 5 `Run Status` streams/columns present in the Data View definition above for asset `HOT-1` \n",
"
"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Now: 2021-07-20T17:43:29.171312\n",
"+++++++++++++\n",
" ==> Finished 'dataview_interpolated_pd' in 7.0587 secs [ 3.82K rows/sec ]\n"
]
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Timestamp | \n",
" Asset_Id | \n",
" H-101 Outlet Temperature Controller Output | \n",
" E-102 Tube Side Inlet Temperature | \n",
" E-102 Tube Side Outlet Temperature Controller PV | \n",
" Feed Flow Controller Setpoint | \n",
" H-101 Outlet Pressure | \n",
" H-101 Outlet Temperature Controller Setpoint | \n",
" E-101 Air Cooler Outlet Pressure | \n",
" Feed Tank Level Controller Output | \n",
" ... | \n",
" P-103 Run Status | \n",
" E-102 Tube Side Outlet Temperature Controller Mode | \n",
" P-102 Run Status | \n",
" P-101A Run Status | \n",
" P-101B Run Status | \n",
" Unit 1 Common Trouble Alarm | \n",
" E-101 Run Status | \n",
" T-101 Level Controller Mode | \n",
" Feed Flow Controller Mode | \n",
" H-101 Outlet Temperature Controller Mode | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 2020-10-13 03:50:00 | \n",
" HOT-1 | \n",
" 0.0 | \n",
" 80.853500 | \n",
" 79.547200 | \n",
" NaN | \n",
" 0.028985 | \n",
" 0.000000 | \n",
" 0.024224 | \n",
" NaN | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Auto | \n",
"
\n",
" \n",
" 1 | \n",
" 2020-10-13 04:05:00 | \n",
" HOT-1 | \n",
" 0.0 | \n",
" 80.568184 | \n",
" 79.326280 | \n",
" 0.0 | \n",
" 0.028834 | \n",
" 0.000000 | \n",
" 0.023924 | \n",
" 0.0 | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Auto | \n",
"
\n",
" \n",
" 2 | \n",
" 2020-10-13 04:20:00 | \n",
" HOT-1 | \n",
" 0.0 | \n",
" 80.338120 | \n",
" 79.105354 | \n",
" 0.0 | \n",
" 0.028684 | \n",
" 0.000000 | \n",
" 0.023624 | \n",
" 0.0 | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Auto | \n",
"
\n",
" \n",
" 3 | \n",
" 2020-10-13 04:35:00 | \n",
" HOT-1 | \n",
" 0.0 | \n",
" 80.108055 | \n",
" 78.884440 | \n",
" 0.0 | \n",
" 0.028533 | \n",
" 0.000000 | \n",
" 0.023324 | \n",
" 0.0 | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Auto | \n",
"
\n",
" \n",
" 4 | \n",
" 2020-10-13 04:50:00 | \n",
" HOT-1 | \n",
" 0.0 | \n",
" 79.877990 | \n",
" 78.684654 | \n",
" 0.0 | \n",
" 0.028382 | \n",
" 0.000000 | \n",
" 0.023023 | \n",
" 0.0 | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Auto | \n",
"
\n",
" \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
"
\n",
" \n",
" 26931 | \n",
" 2021-07-20 16:35:00 | \n",
" HOT-1 | \n",
" NaN | \n",
" 86.835106 | \n",
" 88.544970 | \n",
" NaN | \n",
" NaN | \n",
" 84.928986 | \n",
" NaN | \n",
" NaN | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Manual | \n",
"
\n",
" \n",
" 26932 | \n",
" 2021-07-20 16:50:00 | \n",
" HOT-1 | \n",
" NaN | \n",
" 87.713356 | \n",
" 89.663925 | \n",
" NaN | \n",
" NaN | \n",
" 85.534720 | \n",
" NaN | \n",
" NaN | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Manual | \n",
"
\n",
" \n",
" 26933 | \n",
" 2021-07-20 17:05:00 | \n",
" HOT-1 | \n",
" NaN | \n",
" 88.690380 | \n",
" 90.702354 | \n",
" NaN | \n",
" NaN | \n",
" 86.182040 | \n",
" NaN | \n",
" NaN | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Manual | \n",
"
\n",
" \n",
" 26934 | \n",
" 2021-07-20 17:20:00 | \n",
" HOT-1 | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Manual | \n",
"
\n",
" \n",
" 26935 | \n",
" 2021-07-20 17:35:00 | \n",
" HOT-1 | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" ... | \n",
" Not Running | \n",
" Manual | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Normal | \n",
" Not Running | \n",
" Init. Manual | \n",
" Manual | \n",
" Manual | \n",
"
\n",
" \n",
"
\n",
"
26936 rows × 39 columns
\n",
"
"
],
"text/plain": [
" Timestamp Asset_Id \\\n",
"0 2020-10-13 03:50:00 HOT-1 \n",
"1 2020-10-13 04:05:00 HOT-1 \n",
"2 2020-10-13 04:20:00 HOT-1 \n",
"3 2020-10-13 04:35:00 HOT-1 \n",
"4 2020-10-13 04:50:00 HOT-1 \n",
"... ... ... \n",
"26931 2021-07-20 16:35:00 HOT-1 \n",
"26932 2021-07-20 16:50:00 HOT-1 \n",
"26933 2021-07-20 17:05:00 HOT-1 \n",
"26934 2021-07-20 17:20:00 HOT-1 \n",
"26935 2021-07-20 17:35:00 HOT-1 \n",
"\n",
" H-101 Outlet Temperature Controller Output \\\n",
"0 0.0 \n",
"1 0.0 \n",
"2 0.0 \n",
"3 0.0 \n",
"4 0.0 \n",
"... ... \n",
"26931 NaN \n",
"26932 NaN \n",
"26933 NaN \n",
"26934 NaN \n",
"26935 NaN \n",
"\n",
" E-102 Tube Side Inlet Temperature \\\n",
"0 80.853500 \n",
"1 80.568184 \n",
"2 80.338120 \n",
"3 80.108055 \n",
"4 79.877990 \n",
"... ... \n",
"26931 86.835106 \n",
"26932 87.713356 \n",
"26933 88.690380 \n",
"26934 NaN \n",
"26935 NaN \n",
"\n",
" E-102 Tube Side Outlet Temperature Controller PV \\\n",
"0 79.547200 \n",
"1 79.326280 \n",
"2 79.105354 \n",
"3 78.884440 \n",
"4 78.684654 \n",
"... ... \n",
"26931 88.544970 \n",
"26932 89.663925 \n",
"26933 90.702354 \n",
"26934 NaN \n",
"26935 NaN \n",
"\n",
" Feed Flow Controller Setpoint H-101 Outlet Pressure \\\n",
"0 NaN 0.028985 \n",
"1 0.0 0.028834 \n",
"2 0.0 0.028684 \n",
"3 0.0 0.028533 \n",
"4 0.0 0.028382 \n",
"... ... ... \n",
"26931 NaN NaN \n",
"26932 NaN NaN \n",
"26933 NaN NaN \n",
"26934 NaN NaN \n",
"26935 NaN NaN \n",
"\n",
" H-101 Outlet Temperature Controller Setpoint \\\n",
"0 0.000000 \n",
"1 0.000000 \n",
"2 0.000000 \n",
"3 0.000000 \n",
"4 0.000000 \n",
"... ... \n",
"26931 84.928986 \n",
"26932 85.534720 \n",
"26933 86.182040 \n",
"26934 NaN \n",
"26935 NaN \n",
"\n",
" E-101 Air Cooler Outlet Pressure Feed Tank Level Controller Output \\\n",
"0 0.024224 NaN \n",
"1 0.023924 0.0 \n",
"2 0.023624 0.0 \n",
"3 0.023324 0.0 \n",
"4 0.023023 0.0 \n",
"... ... ... \n",
"26931 NaN NaN \n",
"26932 NaN NaN \n",
"26933 NaN NaN \n",
"26934 NaN NaN \n",
"26935 NaN NaN \n",
"\n",
" ... P-103 Run Status \\\n",
"0 ... Not Running \n",
"1 ... Not Running \n",
"2 ... Not Running \n",
"3 ... Not Running \n",
"4 ... Not Running \n",
"... ... ... \n",
"26931 ... Not Running \n",
"26932 ... Not Running \n",
"26933 ... Not Running \n",
"26934 ... Not Running \n",
"26935 ... Not Running \n",
"\n",
" E-102 Tube Side Outlet Temperature Controller Mode P-102 Run Status \\\n",
"0 Manual Not Running \n",
"1 Manual Not Running \n",
"2 Manual Not Running \n",
"3 Manual Not Running \n",
"4 Manual Not Running \n",
"... ... ... \n",
"26931 Manual Not Running \n",
"26932 Manual Not Running \n",
"26933 Manual Not Running \n",
"26934 Manual Not Running \n",
"26935 Manual Not Running \n",
"\n",
" P-101A Run Status P-101B Run Status Unit 1 Common Trouble Alarm \\\n",
"0 Not Running Not Running Normal \n",
"1 Not Running Not Running Normal \n",
"2 Not Running Not Running Normal \n",
"3 Not Running Not Running Normal \n",
"4 Not Running Not Running Normal \n",
"... ... ... ... \n",
"26931 Not Running Not Running Normal \n",
"26932 Not Running Not Running Normal \n",
"26933 Not Running Not Running Normal \n",
"26934 Not Running Not Running Normal \n",
"26935 Not Running Not Running Normal \n",
"\n",
" E-101 Run Status T-101 Level Controller Mode \\\n",
"0 Not Running Init. Manual \n",
"1 Not Running Init. Manual \n",
"2 Not Running Init. Manual \n",
"3 Not Running Init. Manual \n",
"4 Not Running Init. Manual \n",
"... ... ... \n",
"26931 Not Running Init. Manual \n",
"26932 Not Running Init. Manual \n",
"26933 Not Running Init. Manual \n",
"26934 Not Running Init. Manual \n",
"26935 Not Running Init. Manual \n",
"\n",
" Feed Flow Controller Mode H-101 Outlet Temperature Controller Mode \n",
"0 Manual Auto \n",
"1 Manual Auto \n",
"2 Manual Auto \n",
"3 Manual Auto \n",
"4 Manual Auto \n",
"... ... ... \n",
"26931 Manual Manual \n",
"26932 Manual Manual \n",
"26933 Manual Manual \n",
"26934 Manual Manual \n",
"26935 Manual Manual \n",
"\n",
"[26936 rows x 39 columns]"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Obtain a Pandas dataframe with data spanning the whole current time range of the dataset,\n",
"# at 15 minutes interpolated interval since the beginning of the dataset up to now.\n",
"\n",
"now = dt.datetime.now().isoformat()\n",
"print(\"Now:\", now)\n",
"\n",
"df_acad = hub.dataview_interpolated_pd(\n",
" namespace_id, dataview_id, \"2020-10-13T03:50\", now, \"00:15:00\"\n",
")\n",
"# Save a copy of the data frame as a CSV file for analysis/inspection with other tools (e.g. Excel)\n",
"df_acad.to_csv(\"pilot_plant.csv\")\n",
"# Display preview result data frame\n",
"df_acad"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"RangeIndex: 26936 entries, 0 to 26935\n",
"Data columns (total 39 columns):\n",
" # Column Non-Null Count Dtype \n",
"--- ------ -------------- ----- \n",
" 0 Timestamp 26936 non-null datetime64[ns]\n",
" 1 Asset_Id 26936 non-null object \n",
" 2 H-101 Outlet Temperature Controller Output 20188 non-null float64 \n",
" 3 E-102 Tube Side Inlet Temperature 20207 non-null float64 \n",
" 4 E-102 Tube Side Outlet Temperature Controller PV 20207 non-null float64 \n",
" 5 Feed Flow Controller Setpoint 20187 non-null float64 \n",
" 6 H-101 Outlet Pressure 20198 non-null float64 \n",
" 7 H-101 Outlet Temperature Controller Setpoint 20207 non-null float64 \n",
" 8 E-101 Air Cooler Outlet Pressure 20192 non-null float64 \n",
" 9 Feed Tank Level Controller Output 20187 non-null float64 \n",
" 10 H-101 Outlet Temperature Controller PV 20207 non-null float64 \n",
" 11 P-102 Discharge pressure 20101 non-null float64 \n",
" 12 E-102 Tube Side Outlet Pressure 20206 non-null float64 \n",
" 13 E-102 Tube Side Outlet Temperature Controller Output 20188 non-null float64 \n",
" 14 E-102 Tube Side Outlet Temperature Controller Setpoint 20207 non-null float64 \n",
" 15 E-102 Heat Transfer Coefficient 4825 non-null float64 \n",
" 16 P-101 A/B Discharge pressure 20203 non-null float64 \n",
" 17 E-102 Inlet pressure 20208 non-null float64 \n",
" 18 Feed Tank Level Controller PV 20209 non-null float64 \n",
" 19 Feed Flow Controller PV 20203 non-null float64 \n",
" 20 E-102 Duty 5499 non-null float64 \n",
" 21 Product Water Flow 20189 non-null float64 \n",
" 22 E-102 LMTD 4825 non-null float64 \n",
" 23 Feed Tank Level Controller Setpoint 20189 non-null float64 \n",
" 24 E-101 Inlet Pressure 20202 non-null float64 \n",
" 25 E-101 Air Cooler Outlet Temperature 20207 non-null float64 \n",
" 26 E-101 Shell Side Outlet Temperature 20207 non-null float64 \n",
" 27 E-102 Shell Side Inlet Temperature 20207 non-null float64 \n",
" 28 Feed Flow Controller Output 20188 non-null float64 \n",
" 29 P-103 Run Status 26936 non-null object \n",
" 30 E-102 Tube Side Outlet Temperature Controller Mode 26936 non-null object \n",
" 31 P-102 Run Status 26936 non-null object \n",
" 32 P-101A Run Status 26936 non-null object \n",
" 33 P-101B Run Status 26936 non-null object \n",
" 34 Unit 1 Common Trouble Alarm 26936 non-null object \n",
" 35 E-101 Run Status 26936 non-null object \n",
" 36 T-101 Level Controller Mode 26936 non-null object \n",
" 37 Feed Flow Controller Mode 26936 non-null object \n",
" 38 H-101 Outlet Temperature Controller Mode 26936 non-null object \n",
"dtypes: datetime64[ns](1), float64(27), object(11)\n",
"memory usage: 8.0+ MB\n"
]
}
],
"source": [
"# Information about the dataframe - this is a Pandas operation \n",
"df_acad.info()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Find all Run Status columns\n",
"\n",
"First, let display all the columns of the dataframe"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['Timestamp', 'Asset_Id', 'H-101 Outlet Temperature Controller Output',\n",
" 'E-102 Tube Side Inlet Temperature',\n",
" 'E-102 Tube Side Outlet Temperature Controller PV',\n",
" 'Feed Flow Controller Setpoint', 'H-101 Outlet Pressure',\n",
" 'H-101 Outlet Temperature Controller Setpoint',\n",
" 'E-101 Air Cooler Outlet Pressure', 'Feed Tank Level Controller Output',\n",
" 'H-101 Outlet Temperature Controller PV', 'P-102 Discharge pressure',\n",
" 'E-102 Tube Side Outlet Pressure',\n",
" 'E-102 Tube Side Outlet Temperature Controller Output',\n",
" 'E-102 Tube Side Outlet Temperature Controller Setpoint',\n",
" 'E-102 Heat Transfer Coefficient', 'P-101 A/B Discharge pressure',\n",
" 'E-102 Inlet pressure', 'Feed Tank Level Controller PV',\n",
" 'Feed Flow Controller PV', 'E-102 Duty', 'Product Water Flow',\n",
" 'E-102 LMTD', 'Feed Tank Level Controller Setpoint',\n",
" 'E-101 Inlet Pressure', 'E-101 Air Cooler Outlet Temperature',\n",
" 'E-101 Shell Side Outlet Temperature',\n",
" 'E-102 Shell Side Inlet Temperature', 'Feed Flow Controller Output',\n",
" 'P-103 Run Status',\n",
" 'E-102 Tube Side Outlet Temperature Controller Mode',\n",
" 'P-102 Run Status', 'P-101A Run Status', 'P-101B Run Status',\n",
" 'Unit 1 Common Trouble Alarm', 'E-101 Run Status',\n",
" 'T-101 Level Controller Mode', 'Feed Flow Controller Mode',\n",
" 'H-101 Outlet Temperature Controller Mode'],\n",
" dtype='object')"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df_acad.columns "
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['P-103 Run Status',\n",
" 'P-102 Run Status',\n",
" 'P-101A Run Status',\n",
" 'P-101B Run Status',\n",
" 'E-101 Run Status']"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Keep the ones with `Run Status` in them \n",
"run_status_columns = [c for c in df_acad.columns if 'Run Status' in c]\n",
"run_status_columns"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Timestamp | \n",
" P-103 Run Status | \n",
" P-102 Run Status | \n",
" P-101A Run Status | \n",
" P-101B Run Status | \n",
" E-101 Run Status | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 2020-10-13 03:50:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 1 | \n",
" 2020-10-13 04:05:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 2 | \n",
" 2020-10-13 04:20:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 3 | \n",
" 2020-10-13 04:35:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 4 | \n",
" 2020-10-13 04:50:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
" ... | \n",
"
\n",
" \n",
" 26931 | \n",
" 2021-07-20 16:35:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 26932 | \n",
" 2021-07-20 16:50:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 26933 | \n",
" 2021-07-20 17:05:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 26934 | \n",
" 2021-07-20 17:20:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
" 26935 | \n",
" 2021-07-20 17:35:00 | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
" Not Running | \n",
"
\n",
" \n",
"
\n",
"
26936 rows × 6 columns
\n",
"
"
],
"text/plain": [
" Timestamp P-103 Run Status P-102 Run Status P-101A Run Status \\\n",
"0 2020-10-13 03:50:00 Not Running Not Running Not Running \n",
"1 2020-10-13 04:05:00 Not Running Not Running Not Running \n",
"2 2020-10-13 04:20:00 Not Running Not Running Not Running \n",
"3 2020-10-13 04:35:00 Not Running Not Running Not Running \n",
"4 2020-10-13 04:50:00 Not Running Not Running Not Running \n",
"... ... ... ... ... \n",
"26931 2021-07-20 16:35:00 Not Running Not Running Not Running \n",
"26932 2021-07-20 16:50:00 Not Running Not Running Not Running \n",
"26933 2021-07-20 17:05:00 Not Running Not Running Not Running \n",
"26934 2021-07-20 17:20:00 Not Running Not Running Not Running \n",
"26935 2021-07-20 17:35:00 Not Running Not Running Not Running \n",
"\n",
" P-101B Run Status E-101 Run Status \n",
"0 Not Running Not Running \n",
"1 Not Running Not Running \n",
"2 Not Running Not Running \n",
"3 Not Running Not Running \n",
"4 Not Running Not Running \n",
"... ... ... \n",
"26931 Not Running Not Running \n",
"26932 Not Running Not Running \n",
"26933 Not Running Not Running \n",
"26934 Not Running Not Running \n",
"26935 Not Running Not Running \n",
"\n",
"[26936 rows x 6 columns]"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Build a subset dataframe with only Timestamp and the Run Status columns\n",
"run_df = df_acad[[\"Timestamp\"] + run_status_columns]\n",
"# Save a CSV copy\n",
"run_df.to_csv(\"pilot_plant_run.csv\")\n",
"run_df"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Define a table plotting function to identify running state periods\n",
"\n",
"Running states and the associated timestamps are highlighted in green"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"# Some required imports to manipulate dataframe\n",
"import pandas as pd\n",
"import numpy as np\n",
"\n",
"import plotly.graph_objects as go\n",
"\n",
"\n",
"def plot_table(df):\n",
" fig = go.Figure(\n",
" data=[\n",
" go.Table(\n",
" header=dict(\n",
" values=[f\"{c}\" for c in list(df.columns[:-1])],\n",
" line_color=\"white\",\n",
" fill_color=\"white\",\n",
" align=\"center\",\n",
" font=dict(color=\"black\", size=12),\n",
" ),\n",
" cells=dict(\n",
" values=[df[c] for c in df.columns[:-1]],\n",
" fill_color=[df[\"timestamp_color\"]]\n",
" + [\n",
" df[c].apply(\n",
" lambda v: \"rgb(0, 255, 0)\" if v == \"Running\" else \"grey\"\n",
" )\n",
" for c in df.columns[1:-1]\n",
" ],\n",
" align=\"center\",\n",
" ),\n",
" )\n",
" ]\n",
" )\n",
" return fig"
]
},
{
"cell_type": "markdown",
"metadata": {},
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"### Build a clean dataframe from extracted data and plot it\n",
"\n",
"**NOTE: The output of the next cell is a table, put your cursor on it to display the scrollbar to the right of it (it's a bit small due to the number of rows)**"
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"execution_count": 21,
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"change_states = []\n",
"for c in run_status_columns:\n",
" df = df_acad[[\"Timestamp\"] + [c]]\n",
" dft = df[df[c].shift(-1) != df[c]]\n",
" # print(dft)\n",
" change_states.append(dft)\n",
"\n",
"change_state_df = (\n",
" pd.concat(change_states).sort_values([\"Timestamp\"]).fillna(method=\"ffill\")\n",
")\n",
"\n",
"change_state_df[\"timestamp_color\"] = change_state_df.isin([\"Running\"]).any(axis=1).apply(lambda t: \"rgb(0, 255, 0)\" if t else \"grey\")\n",
"# change_state_df\n",
"\n",
"fig = plot_table(change_state_df)\n",
"fig.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Identify active periods from Run Statuses dataframe\n",
"\n",
"The first period where a component is in `Running` mode starts with `P-101A` at 2020-10-20 15:20:00. The bulk of activity stops later at 2020-10-21 01:55:00. \n",
"\n",
"We'll use this information shortly below. "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Extract the list of all columns of Float data type \n",
"\n",
"This is to plot all data on a single plot, which should be of the same data type. "
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"['E-101 Air Cooler Outlet Pressure',\n",
" 'E-101 Air Cooler Outlet Temperature',\n",
" 'E-101 Inlet Pressure',\n",
" 'E-101 Shell Side Outlet Temperature',\n",
" 'E-102 Duty',\n",
" 'E-102 Heat Transfer Coefficient',\n",
" 'E-102 Inlet pressure',\n",
" 'E-102 LMTD',\n",
" 'E-102 Shell Side Inlet Temperature',\n",
" 'E-102 Tube Side Inlet Temperature',\n",
" 'E-102 Tube Side Outlet Pressure',\n",
" 'E-102 Tube Side Outlet Temperature Controller Output',\n",
" 'E-102 Tube Side Outlet Temperature Controller PV',\n",
" 'E-102 Tube Side Outlet Temperature Controller Setpoint',\n",
" 'Feed Flow Controller Output',\n",
" 'Feed Flow Controller PV',\n",
" 'Feed Flow Controller Setpoint',\n",
" 'Feed Tank Level Controller Output',\n",
" 'Feed Tank Level Controller PV',\n",
" 'Feed Tank Level Controller Setpoint',\n",
" 'H-101 Outlet Pressure',\n",
" 'H-101 Outlet Temperature Controller Output',\n",
" 'H-101 Outlet Temperature Controller PV',\n",
" 'H-101 Outlet Temperature Controller Setpoint',\n",
" 'P-101 A/B Discharge pressure',\n",
" 'P-102 Discharge pressure',\n",
" 'Product Water Flow']"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# reset max # of preview rows \n",
"pd.set_option('display.max_rows', 10)\n",
"\n",
"dv_def = hub.dataview_definition(namespace_id, dataview_id)\n",
"float_columns = list(dv_def[dv_def[\"Stream_Type\"] == \"Float\"][\"Column_Name\"])\n",
"float_columns"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Request a data view from active period and then plot"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
" ==> Finished 'dataview_interpolated_pd' in 0.4249 secs [ 301 rows/sec ]\n"
]
},
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"hovertemplate": "variable=E-101 Air Cooler Outlet Pressure
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value=%{y}",
"legendgroup": "E-101 Air Cooler Outlet Pressure",
"line": {
"color": "#636efa",
"dash": "solid"
},
"mode": "lines",
"name": "E-101 Air Cooler Outlet Pressure",
"showlegend": true,
"type": "scattergl",
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import plotly.express as px\n",
"\n",
"df_active = hub.dataview_interpolated_pd(\n",
" namespace_id, dataview_id, \"2020-10-20T15:20:00\", \"2020-10-21T01:55:00\", \"00:05:00\" \n",
")\n",
"fig = px.line(\n",
" df_active, x=\"Timestamp\", y=float_columns, title=\"Plot when Run Statuses are active\"\n",
")\n",
"fig"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Request a data view from inactive period and then plot\n",
"\n",
"We shift the time period one day earlier before the active period. As you'll see, there is no much to see/analyze. "
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
" ==> Finished 'dataview_interpolated_pd' in 0.2783 secs [ 460 rows/sec ]\n"
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EIAABCEAAAhCAAAQgAAEIBBNAcAYITvsW9W1atZJtO7Rrtq3XLzhVbOnDf8aif3uyq+DUtvQsTxWbKk31/Evdeqxi6dE//E0WvvamTL3gDHnw0SflrSUfZs7qDLtF3S9+jMjTMx+DHuYcQtf2wgSnfYu6bp+fMv02mXrBD+Twvlu3+eYrOIMugXIVnPY4VT7rMQDP/OM1b+v+zjt1CxWcmzZtludeWiQPPPIneWvJUu8oAPPQczbNjetRBKdKNO1n4Wv/krt+/YQ3rgGH7S8XnXuS7NJ9B687bX/2fXMDY2af56pb8v/2/Gty+wOPi2blfv+7R8voEd+RrluOO/A3kM/8gta563ry9xsmOF1i7DLmsPVrj8NVcK7+bJ1ccNkv5MTvHOUJTRWeP7n2Lvn5FeO9rO1CGfDDCQIQgAAEIAABCEAAAhCAAAQgAIFoBBCcPn6ut2CXOoNTh6XZmdN/fp+XYajnfw799tfk20f2FT337ycz75KfXHyW3H7/43LoAb0z53m6CknNNrvgshtl8g9PlT16bt1qbHC0a9PGyxB0bS9McNqXDGn25Oz7H5e//eM1uXrq2MzZomGCM0gGh8WnEMGpY3a58MiMW7e2T/mvEXLgvnt42aPFyOAMEqKGpZ5zecu9j8kLr7yZkWiawakXWI0fOUxatWrZBHvLFi29szBbtvzioiF9mGMB9EKg9RvqPe7msiK7jMbFdX5azy/yXdeTf50UKjj17FGXMWt89UzaaZNHRc7g1LFr1q8K6J9cdJb88lePeZcMmS3rhTKI9i2c2hCAAAQgAAEIQAACEIAABCAAAQggOH1roFDB6XoGp2aB6ZbZYYOPyHrJkA7r01Vr5L/+++eiN3k/8dRz8tPaUd429HWf10ntT2/xzvT8899f8i4EMtvRXYWkOTOx74F7e5fFmDM4/W8J1/aC3kpB0lHl3IU/mSUD+u0vI08Z7PUbdsO5nl963pRrZfzZJ2RYFVtw+s8cDdpm7D8uwMxVM2p1m/9lF52ZyeAM2kJuLoLq2KG9XHju9zOs16xbLz+afqsnkv1bzk0f5ozVi8ed5PWh6+znsx/2hGc+52tqlu+U6bfJjCmjvbNb7Uc+8wvLVHZdT8USnCrg9WZ6c4RDWEzMNnL9I4B91qw9jt/98W9y/2//lPWSIXMcgHk/aByvv/U3MmH0CZnYF8qAH0MQgAAEIAABCEAAAhCAAAQgAAEIRCOA4CyS4FRJdMV1d8vKVWsyt6jrDdgzbrzPk4/mVnIju1Z/tlYuGnuyqPTatkPbwJu/9fIYvbjopdff9m5O1wtkWm85A1S3r9/zm/+TXrt1l5/99zle5p4+8hGS/tulVeKotNOMwW8NONTbFp1Pe/6lGJZVqRcC/ffPZnvbwvVsUs2Cu+Lau2TZR596nPQCImV3/ezfyLvvL/N4mhvnCxWcmg37+yef88Sq3vytD5Wbv7znMY/h1PNP90SjEWK9euzsCVg9o1NvCb/21jnyyhtvy48vPEO6bd9J/rP8U+/ComcXvuFdeGS2qP/xz8/LVbMekGlTRsvuPXYWkwn7+JPPylWz7pdLLzjDE9Mqqe988Anv1u199tzNE5x6ydCDv3tKhn7r697t8Bs3NnrncT76x2cyGZzmFnWVwuPOPF726rWr6NrTi4XWrF3v3b7+0utvyZPPLJRh/2+Al62pr9895w/y1rtLAzM4dZ3pBTou8wsTnMrTZT0VS3But2175zGbm81HnjpEvvmNg70haBbmV7/yZe+iJF0b43/0c6n94anS/5B9vJhrhm7QWjNrVf/4UF/fIFdfOq5JRmwhDKJ9C6c2BCAAAQhAAAIQgAAEIAABCEAAAgjOIglObaZuQ738+rGnvXMxNROwx647yUnHDZTvDz2qySUv/35/mUz7+T3y3MJF0vMrX5brrxgvX9l5x8DVqMLsgh/fKNf+5Dxve7p5qJQZdeFVcur3BsmEUSdksgLzFZKL33pPbr77d6Lnjm6ob/AyRId+++ty+onfFr0QKN/27EmECU6VRHph0iefrpafTh7tXaSj27FvuvtRefSJv0rjpk1y2EF7y/izvyf/+39/l9677xZZcKoQvO7Wh+T5lxZ7W7z1se+ePeTUYYPk2KMPaxKfF199U2bccJ+8/uYS+Xrf/Twp6MnmWffL//35H83G960jD22SxXfTXY/KQ3P/Ihs21Mv/1I7yzmvUOeslQLfe+7+eyNW1Mea0odJx23Zedq4KzvqGBrn7oT/KnMee9sbYpqa1HNH/ADn39O9K792/kkHrX2da7pAD9pLRpw7xuOlN4rPufET++Od/yGdr1nlx/PaRh8o5P/iudN+xa+A600xRl/llE5zacK71VCzB2aVTR3Eds27Tf3bhIm9LucZWH3qp1NTzf+Bls2ps7/vtn+S2++bKqs/WyrgzjpdzfjA0UHBqXRX042qv9YSoXgDmf+TLgB9DEIAABCAAAQhAAAIQgAAEIAABCEQjgOCMxo/aEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQBkJIDjLCJ+uIQABCEAAAhCAAAQgAAEIQAACEIAABCAAgWgEEJzR+FEbAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKCMBBGcZ4dM1BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEI0AgjMaP2pDAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACZSSA4CwjfLqGAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEohFAcEbjR20IQAACEIAABCAAAQhAAAIQgAAEIAABCECgjAQQnGWET9cQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBANAIIzmj8qA0BCEAAAhCAAAQgAAEIQAACEIAABCAAAQiUkQCCs4zw6RoCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCIRgDBGY0ftSEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEyEkBwlhE+XUMAAhCAAAQgAAEIQAACEIAABCAAAQhAAALRCCA4o/GjNgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFBGAgjOMsKnawhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAaAQRnNH7UhgAEIAABCEAAAhCAAAQgAAEIQAACEIAABMpIAMFZRvh0DQEIQAACEIAABCAAAQhAAAIQgAAEIAABCEQjgOCMxo/aEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQBkJIDjLCJ+uIQABCEAAAhCAAAQgAAEIQAACEIAABCAAgWgEEJzR+FEbAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKCMBBGcZ4dM1BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEI0AgjMaP2pDAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACZSSA4CwjfLqGAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEohFAcEbjR20IQAACEIAABCAAAQhAAAIQgAAEIAABCECgjAQQnGWET9cQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBANAIIzmj8qA0BCEAAAhCAAAQgAAEIQAACEIAABCAAAQiUkQCCs4zw6RoCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCIRgDBGY0ftSEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEyEkBwlhE+XUMAAhCAAAQgAAEIQAACEIAABCAAAQhAAALRCCA4o/GjNgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFBGAgjOMsKnawhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAaAQRnNH7UhgAEIAABCEAAAhCAAAQgAAEIQAACEIAABMpIAMFZRvh0DQEIQAACEIAABCAAAQhAAAIQgAAEIAABCEQjgOCMxo/aEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQBkJIDjLCJ+uIQABCEAAAhCAAAQgAAEIQAACEIAABCAAgWgEEJzR+FEbAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKCMBBGcZ4dM1BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEI0AgjMaP2pDAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACZSSA4CwjfLqGAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEohFAcEbjR20IQAACEIAABCAAAQhAAAIQgAAEIAABCECgjAQQnGWET9cQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBANAIIzmj8qA0BCEAAAhCAAAQgAAEIQAACEIAABCAAAQiUkQCCs4zw6RoCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCIRgDBGY0ftSEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEyEkBwlhE+XUMAAhCAAAQgAAEIQAACEIAABCAAAQhAAALRCCA4o/GjNgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFBGAgjOMsKnawhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAaAQRnNH7UhgAEIAABCEAAAhCAAAQgAAEIQAACEIAABMpIAMFZRvh0DQEIQAACEIAABCAAAQhAAAIQgAAEIAABCEQjgOCMxo/aEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQBkJIDjLCJ+uIQABCEAAAhCAAAQgAAEIQAACEIAABCAAgWgEEJzR+MnST9ZHbCGZ1Xfo3EZWrWmQhsZNyRwgo6oqAjt0aiOr1jVIw0bWY1UFPqGT7bZdG/lsfYPUN7AeExqiqhpW1+3ayNr1DbKB9VhVcU/qZLfvWCOfb2iUuvrGpA6RcVUgge5d21XgrJgSBCAAAQjkSwDBmS8xX3kEZ0SAVIeAAwEEpwMkisRGAMEZG2o6ciCA4HSARJHYCCA4Y0NNRxYBBCfLAQIQgAAElACCM+I6QHBGBEh1CDgQQHA6QKJIbAQQnLGhpiMHAghOB0gUiY0AgjM21HSE4GQNQAACEICAjwCCM+KSQHBGBEh1CDgQQHA6QKJIbAQQnLGhpiMHAghOB0gUiY0AgjM21HSE4GQNQAACEIAAgrO4awDBWVyetAaBIAIITtZFkgggOJMUDcaC4GQNJIkAgjNJ0aiesbBFvXpizUwhAAEIZCNABmfE9YHgjAiQ6hBwIIDgdIBEkdgIIDhjQ01HDgQQnA6QKBIbAQRnbKjpyCKA4GQ5QAACEICAEkBwRlwHCM6IAKkOAQcCCE4HSBSJjQCCMzbUdORAAMHpAIkisRFAcMaGmo4QnKwBCEAAAhDwEUBwRlwSCM6IAKkOAQcCCE4HSBSJjQCCMzbUdORAAMHpAIkisRFAcMaGmo4qRHC+8+5SuffheXLx2JOlbduaJnFduXqNTL/hXpk8foR06dSRmEMAAhCAQA4CCM6ISwTBGREg1SHgQADB6QCJIrERQHDGhpqOHAggOB0gUSQ2AgjO2FDTUcIFp8rJKdNv9cRlz926h8YLwclShgAEIFA8AlUpOGfeMscjOHHM8AzJurp6ufTq22XuvAXec3deXyt9D+jt/TvbawjO4i1GWoJAGAEEJ2sjSQQQnEmKBmNBcLIGkkQAwZmkaFTPWNJ8BieCs3rWKTOFAARKT6DqBKfKzecWLpKBhx8kY04bmiH88OPzvX8PGzxA/NsBsr2G4Cz9IqUHCCA4WQNJIoDgTFI0GAuCkzWQJAIIziRFo3rGUkzBaX/uM4kuV930gIwYNsgDes6ka2Tp8k+8f18xaWTms+MdDz4hh+6/l4ytnSkjTx0iZ510bJPt5dru1Ctne/W679hVfnnlhV5mpwrOm3/1O1mz9nP5y4JXmrVrb1HXsqZ/u43qiTQzhQAEIJCdQFUJTv2hMG/+CzJowCHe/43g1AxN84PLbCFQEdpjl51k8MB+oa+pDEVw8haDQOkJIDhLz5ge3AkgON1ZUbL0BBCcpWdMD+4EEJzurChZPALFFJz+RJfnX14s8599tcnOPx25XU6/Hgk0OJwAACAASURBVFd7nfQ9qHemXLbzM+029fPplBm3ybTaUZ7wNDsHhw89SnbvsXNGkmoftuzkfM7irR9aggAEKodAVQlOEzb/D6qgHxDmr3dHH35gs8Od7b/srfn7g5WzGqyZdGjbSuo2bJLGzZsrcn5MKl0EOrRpJXUNm6RxE+sxXZGrzNG2b9NKNrAeKzO4KZyVrsf6hk2yke+PKYxe5Q25XU0raWjcJBsb+XldedFN7ow6fu2kog5OE10G9OvjHVdm/9vOoNQO99+7l8yacb7Xt/8yoKAdgSaDU8trlqcelxa0RT3oc+hbSz6UMyfMaDJPsjiLGnYagwAEKoAAgnPLX+B0W8G404/L3F5nJKhuLwh7zTvD8+4RFbAMmAIEIAABCEAAAhCAAAQgAIEUEjj93qIO2uz60yxK8zlw/YYNTS4N8mdwZhOcKifnPPa0XH7R2d5nTX8Gp/8W9TDBGZRJWtSJ0xgEIACBlBNAcPq2GHTp1NELKRmcZHCm/L1dUcMng7Oiwpn6yZDBmfoQVtQEyOCsqHCmfjJkcKY+hKmcQLEzOM3xZQpj372+6p2zqdJTjzSbNnm06OdFlZQzb57jlMH51DMvyZIPlmW2r9sX3pqs0GlTRnsZoypOdbv7xHOHN9uibp43F+GmMlgMGgIQgEAJCSA4t9ySzhmcTVfZDp3byKo1Dd42Ix4QKDcBzuAsdwTo3ybAGZyshyQR4AzOJEWDsXAGJ2ugHASKeQanGb8mu9x01yOZy4D0efuioJOPGygdOrTzLhPSR7YMznZt2silV98uc+ct8MpOHj9CPl9f590HoYLzkT88I8s++iTzun15UdglQ9rOkEH9M1mh5eBOnxCAAASSRgDBuSUi+gPL/GVN/3I2ZfqtcvHYk73DnrO9xiVDSVvSjKcSCSA4KzGq6Z0TgjO9savEkSM4KzGq6Z0TgjO9sUvzyEshONPMg7FDAAIQqFYCCM4tkTc31pm/rN15fa23TUAf2V5DcFbrW4d5x0kAwRknbfrKRQDBmYsQr8dJAMEZJ236ykUAwZmLEK+XggCCsxRUaRMCEIBA+ghUpeAsZpgQnMWkSVsQCCaA4GRlJIkAgjNJ0WAsCE7WQJIIIDiTFI3qGQuCs3pizUwhAAEIZCOA4Iy4PhCcEQFSHQIOBBCcDpAoEhsBBGdsqOnIgQCC0wESRWIjgOCMDTUdWQQQnCwHCEAAAhBQAgjOiOsAwRkRINUh4EAAwekAiSKxEUBwxoaajhwIIDgdIFEkNgIIzthQ0xGCkzUAAQhAAAI+AgjOiEsCwRkRINUh4EAAwekAiSKxEUBwxoaajhwIIDgdIFEkNgIIzthQ0xGCkzUAAQhAAAIIzuKuAQRncXnSGgSCCCA4WRdJIoDgTFI0GAuCkzWQJAIIziRFo3rGwhb16ok1M4UABCCQjQAZnBHXB4IzIkCqQ8CBAILTARJFYiOA4IwNNR05EEBwOkCiSGwEEJyxoaYjiwCCk+UAAQhAAAJKAMEZcR0gOCMCpDoEHAggOB0gUSQ2AgjO2FDTkQMBBKcDJIrERgDBGRtqOkJwsgYgAAEIQMBHAMEZcUkgOCMCpDoEHAggOB0gUSQ2AgjO2FDTkQOBJAjOmro3pGb9Ym+09e16O4xapL7tPk7lKJQuAgjOdMWrUkZLBmelRJJ5QAACEIhGAMEZjZ8gOCMCpDoEHAggOB0gUSQ2AgjO2FDTkQOBuASnLTF1WDV1i6RN3SKHEboV2dB270zB+rZ7Z0QpItSNX1JKITiTEonqGke1CM6HH58vU6+c3SS4d15fK30PCP7D0jvvLpUpM26TabWjpOdu3TP1nn95sZw5YYb39ZBB/eXyi86Wtm1rMq/PvGWO9++JY4ZnXUjazsyb58isGedLl04dC150K1evkXG118kri97OtHHFpJEybPCAgtvUOQzo1yeUTT4N27zCmLm2p3OdfsO9Mnn8iEjM/GshKI6uY6IcBCqJAIIzYjQRnBEBUh0CDgQQnA6QKBIbAQRnbKjpyIFAsQWnLTJdJabKSZWS+tA6Lo985KiRn4hPF7LlLYPgLC//au29mgSnxthF/Bm52aljB7nkvFMygtMv2FSU2W2qGHxu4SIZePhBMua0oVmX1C33PCbLV6yUYwce1kQkahs9dtnJaZxGbg4fepRTedc1XizBqXzmPPZ0E4mrzy148fVmYthlbMUUnP646de5pLTLGCkDgTQTQHBGjB6CMyJAqkPAgQCC0wESRWIjgOCMDTUdORDIV3CqwPRE5JYt5UZI5hKOtsTU+roVvZjZlYWMy4jPtV2+582pmONxQE+RAAIITpZFOQggOJtTV/k4aMAhMm/+C97/TQanZiPOf/bVjAhTEXrVTQ/ItMmjZeWqNZnyWi+b4FRRd8eDT8gxRx4qzzz/Wk4ZGrYu8pGh+aytYghOneOU6bfKxWNPbpIBW1dXL5defbuolA3LnjVj1bIPzf2znDjkSC9L1lVw+uv55+4X03Yco2TT5sOYshBIIgEEZ8SoIDgjAqQ6BBwIIDgdIFEkNgJxCk4jfezJGTEVNGHX7LnYYMXUkckeDOvO5VzIJMqxoPj710L7Nq2kvmGTbNy0OXD6rgLTVLZFpuFWbja2/Mw1H3+2Z7nHHtNbIDHdIDgTE4qqGkipBOdtv2qUxf8K/t5aSsAnfrel9D+0ZbMu/FIr1xhUkqm8HDFsUEbQ+dsIEm5+CRrUj2ln8MB+MuvuR+Wsk47NbLm25aKK1oP67OFtZdeHvZ09aHz+vvzbw+0t+Sr1zpl0jSxd/olXzd7Wbo/BCMm58xY0KWck7aH77yVja2fKyFOHNMmA1PbvfXieJzjtLfzaiM0xSDZqvfFnD5NpN9wjpl/dRj5xzPdl5i2/zmxRt+fQfceu8ssrL5TuO3bzBKpdz3+MQFifOtbHn3xWum3fSf533t9k4av/CmzTsPKz2X/vXl6M9GEfG2C2wGvb+jBZxDajpcs/9gR5t+07e0cpmD7sGJr2kbC53r28XigBBGeh5LbUQ3BGBEh1CDgQQHA6QKJIbARswVksAZkre85MbsXS4ItZwp439T4OqRcbtCJ31K37F1mI+T52KLCe9rNdz+gfcl3jnO+88ilvC0CtlxSJmc8cTFmznT6X9NTyRtymeb6FMIq7DoIzbuL0pwRKKTgX/GNT7JBH/aBVqOC0z+DMJYvCBOeuO++QyTwMKpNLcPrrBG1zN+dfqmh8fuHiwHM6wzIkDXB/VqJ9pmiXzh2bZFeare4Tzx3uzc0WnP5sTvP17j129iRe34N6B27tVg66Pd0vF3V8NqNssnH9hg1epuu4049rlsGp7djncdqyWV+z6/kXYRBzLaNb1PW1m+56xBObJnM3jIHWef/DFc2OB9A27HVi+s82VxWcKpzHnnF8oABVSZxNGsf+RqPDiiSA4IwYVgRnRIBUh4ADAQSnA6QEF8mVhVaOoYdlQYZlQAaJqVxSMdfrYdIxV71y8KLPaASiiFVXmdvJJ2CNkK02oWe+32y78rde0LJJZba4R1vXQbURnMVnSou5CZRKcK5aHf0PW7lHH1yic6cWzV4Iy+C0L5yxMxxLlcHpz5zUgdqX3GSTi/akcmVwBs3XtK3t2Fvt9Wu7vF9i2hcYaVnNLjz68AOzXvgTNYNTsymzCc63lnyYuezJcDFZnCpwcwlOW3bb2adBWbr+S5xsBvqaPuzsWhNjzb61BW8uwenPeA26GCuXmC/0PUM9CCgBBGfEdYDgjAiQ6hBwIFCNgjNXZmC2TD6XLLFq3cpsL7dcWY1JFI1hWYS5sgs794o/A8XhrV1wkVVvN9+659LYZ+80/8DoUk/LRKnr2kepygWtD/Nc0NrYrmepRlKedtniHh93BGd8rOlpK4FSCc6kMS7GFvVsZ3CabcO5Mjj92X1+UekqOJVvtjM4iyU4w24tz3UepusZnIVmcKrg9Etas+bM9nmT+elfi9nWgssxBP72TAZsLtGZa4t6kODUNl0uxkra+43xpJMAgjNi3BCcEQFSHQIOBNIiOD97p/lkWm+5yMOWZX4BGSZOkijYHMJVNUVyScVcr4dJx0qTS1WzILJMNOh7gyuXXDLXnMH56VtNWyyWkPWv41zrWkeRFmnqusXdZHrq3LjJPfvKRXC6vrMpV0wCCM5gmkEZkn5ppzJsyQfLmmzRziY4w6RgUPakf6t40ChNpuC0KaObXdhTzC3q2rf/hvFcglPruNyi7mdo37KuGZzZtqFr9qTZVm/zyTW2fASnEclBDPwxMZdTma3t+rquI3PO6lPPvNRkvdhz1S3qfsFpHytgt1nM9z9tQcAmgOCMuB4QnBEBUh0CDgRKITht4RAkELLJgWKJA4ephxYpNJMvSp+VVjdXVmOYaIzzkiHDPEyQZZNfpV6npW6/lOvNRdK59F+Mdro0vuTSlaxsdWBgOf8lQ0FxSWKssmWV6kT978+4xH8+W9x1nP5LjUyQqvVyIwSn09uZQkUmUE2C096WrBjtLel+rGFbwO1LX+yt5aZ+NsEZ9potI3VrtX0Gp/l3WNj9W97NNm0VYqW4ZMjeBh6W3WmP1T8G/2VEJvvRbIOfMOoEWft5XebcTc1SnX3fXG8bf7ZLhrRP/1Z/Uy/XJUP2eIPkp/8yIcPgk1WfNdkmb+bm31puLgzKNtcgwanjysWvyN8OaK7KCSA4Iy4ABGdEgFSHgAOBIMGZr6CM4wO+nrNnZ/rYU8smQsjkc1gECSpiC85iisc41miCMDKUlBHosrGpiFUxa0vXldsEC9hiT1PH0bjnAV6zXRpfFntc2/XcehTD5i1ltJwpX+hYgra4a1u5jgOpRvmJ4Cx0lVEvCoFqEZxRGFEXAhCAQDUQQHBGjDKCMyJAqlc1gWyS0pY9Ndu0lI/fLO5B7/alH3qJh247tB/6wTToYpCGdr3FvvSjWrN0XBduPltzd+i49VzFVW9vPStxxZr8Y79Dxy/qh9XNRybmU9aVS77lzHz89czzG1cuDGzSZppvn7nK+8dUSJxy9ZHP62GMgtoIGquRYG1WuJ/vuWJN9LNNC+FWSJ18WFZCWSM+TYZsl40ve9PSOJvnGvfYPzPVQoVoMeVnJfw8QXBWwrsnfXNAcKYvZowYAhCAQCkIIDgjUkVwRgRI9YokYKSWvX3WSKJiySK/oDQgjaj0Z0xqeXObsJZN+wfJMHHoF1q2KPySJRDthffRFknz2TtNxY7KmzBBpv1nkyy2bKpkGWPP05aMftm2cdVWARnG1J8hZ8fIru/6TSNX1potd1zbtMvZQqiQ+i51cs3BpY1ylMlHkoaNr+ajVk5D929Rr1nRMut707wf26xoeuFSrvdprtdz/VHBaTIxF9L3XCGZp66XNukZzJ16bZKa9YvFXOyWK+tTEQRlfqblZxaCM+ZFTHceAQQnCwECEIAABJQAgjPiOkBwRgRI9dQQCJKWOvio4tKISjsrUtv1hOSWrErN4OzQY5M0btqayWdkZVo+9H3Bqmm4VQD7RVibFV9IDSMTTJ0geRCUsRYmIXLJiSQvxGziL9e4Xc831HZMhpe/TeWcSzC6iDhXoZhLHLr0lYsLr1cOga7btZG16xtkQ0P0bFJDxUXQ5hKwKlqDHlsF69bX7UzYSvwephxsKar/Nj/7VHian3+VID8RnJXzvSVNM0FwpilajBUCEIBA6QggOCOyRXBGBEj1shMohbgMkpbmOfucSntbeDZhWYpLhlzB+6Vk64CsKs2MXP1O02wou575wB6W4VRu+RgmEHPJwTAh6Gebq51ssXCVea7y0PSVSyLaY/KPoRyXDLmuV8pVH4FSCM5yUbTFqi1QbVlqygR93/QfGRBcJv8jL+LiYSSoik79t2Z92j87c40jCZmfCM5cUeL1UhBAcJaCKm1CAAIQSB8BBGfEmCE4IwKkemwEVLiZLeOadZnvVvGwLeHmefPBzH+WZTEyLaMKTv9Zn3bmo8mYNIHY+uG56fbsXB+ciy0piy0dXSVjmFDMJRBdhaGrsIztjVFARwjOAqBRpWQEKklw5gvJn2lqpGiQEA1rOzxjdGtGrL9Msb/f5zPvoJ/F9nNBZ0fbl9/pz+hi/FwOGzOCM59oUrZYBBCcxSJJOxCAAATSTQDBGTF+CM6IAKleVAJ+iamNu4hM/UAUtEVc6weJy1J+OAoCYgtOf8apkZX+LEpbapozD7NJymJ/YLUFpV8u+jMfXeRjIeIxTDpWgmQs6hsnz8YQnHkCo3hJCVSz4MwXrIsQ1TZdtuibvu2fHeZnTNPnypMx6hehYRK02De9IzjzXZWULwYBBGcxKNIGBCAAgfQTQHBGjCGCMyJAqudNoBgS0866dN0mnvdAHSoEbY9XYamX3RhxufUMSr0444usyrDz2pIsKW2pGJQNWegNvg6YKVJkAgjOIgOluUgEEJyR8GWtXEwhmkQRah8nEyRAC9nyjuAs3Xqk5XACCE5WBwQgAAEIKAEEZ8R1gOCMCJDqzQjYAlNfzGc7uT8TU7/WDEwjMePIvAzKsDS3c9u39vpFpQ3CfBCMKiz927yjZlIiKXnDKgEEJ+sgSQQQnMmJRjGEaDYRGvVnYj6k/Gdp+88CDZOfCM58KFO2WAQQnMUiSTsQgAAE0k0AwRkxfgjOiACrsHoUgam4cklMLaMis9i3i9vi0mRXmvMrc2VZ6piKIS2NsMwmKnNt984mKf1butnKXYVvUIcpIzgdIFEkNgIIzthQl6SjoIuV/DfQB22Z94vQuLfFB2V/muca2u8jmzZ98cdV84dV73eTtvuUhCGNQgDByRqAAAQgAAElgOCMuA4QnBEBVmj1KBIzboGZS1yaTMtSbA0PO6fSnFEZJiuRlBX6xknJtBCcKQlUlQwTwVklgd4yzVxC1C9DyyFCc2193/hevZif443vN8iGtr1l0577ezNsfK/hi//veUB1BZbZRiJQLYLz4cfny9QrZzdhdef1tdL3gN6B/N55d6lMmXGbTKsdJT13654p8/zLi+XMCTO8r4cM6i+XX3S2tG1bk3l95i1zvH9PHDM8a1y0nZk3z5FZM86XLp06FhzDlavXyLja6+SVRW9n2rhi0kgZNnhAwW3qHAb06xPKJp+GbV5hzFzb07lOv+FemTx+RMHMgtZB1HG5jp9yEEg6AQRnxAghOCMCTHn19/6vpTcDc5FPIRf6dOr5xQUE5jIf/XfUDMxcZ1vaGZcmBEHnWhayHS5XlmWQtAwTliajslOHGlmz277SsHHrrbYpXzoMP8UEEJwpDl4FDh3BWYFBLcKU8hGhcW6LD7v8yH/7u0pQ86hvt4/YX6sQNQ92XhRhsVRAE9UkODVcLuLPyM1OHTvIJeedkhGcfsGmssxuU8XgcwsXycDDD5Ixpw3NujpuuecxWb5ipRw78LAmIlHb6LHLTk7jNHJz+NCjnMq7LtdiCU7lM+exp5tIXH1uwYuvNxPDLmMrhuA0/dTV1ctVNz0gI4YNaiKwXcZBGQhUKgEEZ8TIIjgjAkxRdTsr84N5X4jNsIedhalbtMxZmFo+6jmYQfLSbBX3n3FpxhdVXgZJS/sm8GzS0n+hjvkwkk92hn2LeoqWDEOtUAIIzgoNbEqnheBMaeASMmxXERrXJUlhZ38qrmwSdOP7XwhRkwHq/XvPA8Q8b3Cb30n8YtSUT0hYGEaeBBCczYGpfBw04BCZN/8F7/8mg1OzEec/+2omO1NFqEqyaZNHy8pVazLltV42wami7o4Hn5BjjjxUnnn+tZwyNCyk+cjQfJZFMQSnznHK9Fvl4rEnNxGIKhYvvfp2USkblj1rxqplH5r7ZzlxyJFelqyr4PTXC5p7JQhOXY/6yMUxn9hTtroJIDgjxh/BGRFgQqv7byoPy8zc+9CHvBloFqYeuG9++S40AzNp8tIvLjNbyvb4YiuZeRQiLfMJPYIzH1qULTUBBGepCdN+PgQQnPnQomyhBAoVoaU4G9QvOrt1f8Oblv/5bEJUywdJUfO8/4+w9h9ryRotdBWVrl6pBOfnN1wuG197sXQDD2m57WnjpGbAt5u96s+2zDWwIAHmbyNIuPklaFA/pp3BA/vJrLsflbNOOjaz5dqWiypaD+qzh7eVXR/2dnYXQeffHm5vyVc5e86ka2Tp8k+8tu1t7fYYjJCcO29Bk3JG0h66/14ytnamjDx1SJNt+dr+vQ/P8wSnvYVfG7E5+pmaeuPPHibTbrhHTL96HMDEMd+Xmbf8OrNF3Z5D9x27yi+vvFC679jNE6h2Pf8xAjqGMH42s/337pVhruPs0L6t3PngE95xAPratMmjZMr027yvTf8qw3Vcj/zhGVn20SeZcdh8g8Zt6qkc77Z9Z+84BVNH4zH7vrkefzOmt5Z8mDkqQZ/X2L7/4QqvjMlStmOwfsMGT6r74xU231zvD16vTAIIzohxRXBGBJiA6jV1b8hb8/fzRpLtxnKThakic59DH8p7G3mYvNTnzaU93i/oHbdmh5Yy89KWl0HistTSMp/QIzjzoUXZUhNAcJaaMO3nQwDBmQ8typaaQLd1bWRD/Sap39goNR+18rqzL01SURpXNqg9V//WeO/3rS1i1JTzf63P21vjva8DMkWbPB9wdihytNSrTqSUgrN+/h9LPwFfD+3HXxoqOO0zOG15FTTIMMG56847ZDLmgsrkEpz+OkHb3M35lyq2nl+4OPCczrAMSTMXO7tUz/i0zxTt0rljk+xKs9V94rnDvbnZgtOfzWm+3r3Hzt7Zn30P6h143qhy0O3pQXLRZhQmOFWMGik37vTjmmVw6jzt8zht2ayvqcwz9Vzj65ey9tePP/lsk+32/u33+vWSD5Z5LPznt9p8lVvYuDULWKXz2DOODz1ywC+H7fWYi6U/Xtnm65fSsb+R6bAsBBCcEbEjOCMCjLG6isya9YtlxdJ9vP86rnpYFv3jxNAR9PrG65mszE69NuW8/dMvME3Wp/4yHyQwkZfuwUdwurOiZOkJIDhLz5ge3AkgON1ZUbL0BLbvWCOfb2iUuvrGrJ0FZYRqBf8N8kE7aMzvT0HnhBdydnjQQMOyRLVsLjGarxT19x90hE/YcT8udUsf9fL3UCrBuWnlx2WbXMsu3Zr1HZbBaV86Y2c4liqD0585qQO1LyvKJhftSeXK4Ayar2lb27G32uvXdnm/xLQvMNKymll49OEHZr3wJ2oGZy7B6c9g1HGZLEoVuIUIzqALiIwIf+qZlzz8JjvSL7Ltr4PmbviqkDSXVJl4mnHr10FZr3YGp+Gv49A28xGc/guass03ysVXZXvj03FkAgjOiAgRnBEBFrG6Ckzvl+P1X5zloRJTfzGuqVskH2+RmmHd6QU/+l/nXptku57hgwq6Hd38km4kpv+2cW8sa764SMj1F+9sZ16mKfOyWOFFcBaLJO0UgwCCsxgUaaNYBBCcxSJJO8Ug4Co4C+3Lf0u8yRI17dmCVH/nsssH/WHZ1HP9/SzXuIOyQM0Weq0bJkf9UlR/h9WH/s6nv8PaD3MGuiljXst1iaPdRqUJ01IJzlzxjvv1YmxRz3YGpxFCuTI4/VLKLypdBafyy3YGZ7EEZ9it5bnOw3Q9gzNX1qEtKu0+VXD6Ja1ZU2b7fL4ZnNnWiP+1KIIzbNxhYtRkhur8omRwBglObdPl4q2436/0Vx4CCM6I3BGcEQE6VA8Sl23qFnkCU+WlPswvf/5f9oKaNzJTX/vKt5reyh01C9P1F2QVmPYvouaXVfNc0reMO4StqEUQnEXFSWMRCSA4IwKkelEJIDiLipPGIhIoteCMOLwmwtO0ZUtSI0jt3+fM74b+3/Fcf+fLZ8y5BKlpK6ic/g7sf15/3/T/bqy/M/tl6Mb3GgKHGXYWu7+wizDN53LJfJhpWQRnMLGgDEm/tLO3JZtWsgnOMCkYlD3p3yoeNEqTDTptyuhmF80Uc4u69q1br+1HLsGpZV1uUfcztG9Z1y3q2bah65Zrs60+37EFxde/tdxuM1/BqVvNTVz8W9TDxh0kOG2Jbc5D7X/wvp6U9I8pH5Y6t2zzzff7COUrgwCCM2IcEZzRAJpt46YVsxVp9TstMg3nIy/t0dgi087MDMrC1H41A9PeSu6fmf4i6/rLrD8D0xaYyMv81wyCM39m1CgdAQRn6djScv4EEJz5M6NG6QgkXXAWY+b+LFJtc9XbW39v/eyd5mep+88eLcY4XNsIkqFa184sNW3ZZW0xap7PZJZu/GKrq51damSoXc/8/usfq/8P+kFz8UtTU8Z/yZM+v+PX+rviSHW5oO249pZ0/+RcLqGxt5ab+tkEZ9hrtozUjEX7DE7z7zD4/i3v9mU3pbhkyN4GHpbdaY/VPwb/ZURG/plt8BNGnSBrP6/LnJ9ptmfnumRI+/Rv9deLeYJipGVd4qvlzHjzFZw3/+p3smbt5/KXBa94OMIuGbLHvXT5x822qNt8lP0Z3z9W2rdr6wlOO/a6ls25qEEs/bLYXq/2lnl/fFL9pmfweRNAcOaNrGkFBKcbQFtkatbl23/dN1Mx1/bxoB5seWmkqD5nP+xzm/zbyIPaLGQbuT8LU79WgRl0oHwp/3LtFoX0lkJwpjd2lThyBGclRjW9c0Jwpjd2lTjyahCcxYibyQo1ba16+wspGnTmaNBzxRhD1DbyEaf59mUSBfzb8/3tmEufDv7V6Hy7oDwEIJCFQLbzRwEHgSQTQHBGjA6CsylAv8jUX8rMX3JdRGaQpDTP6f/NL3km41J792ddFusW8rBt5Nv12txMYCIvI76RclRHcJaWL63nRwDBmR8vSpeWAIKztHxpPT8CCM78eBVS2i9HtQ0jSE17aRKlfgaFiNN9zz2lEJTUgQAEQgggOFkaaSWA4NwSOX9quZ2Cbc6KmDtvgVfa3gpQLYLTfw6mcjDnX+p5mPowt5Prv11kpv2mseXl1st6tm73MdLSvLY123LrGZr5L0BvOwAAIABJREFUbCHXvsO2kSMwk/ftDMGZvJhU84gQnNUc/eTNHcGZvJhU84gQnOmKfi5ZmhZReuJtrdMFntFCIOEEEJwJDxDDCyWA4NyCxj78NujwZS2m50T4DyNOu+AME5c127SUFmtfD1w4UURmLnkZJi49gbrlJnLX97M/A9Pcju5tI99j/0wzepYPGZiuVMtTDsFZHu70GkwAwcnKSBIBBGeSosFYEJzVuQZyiVJDJdd2+1yvh9FFcFbnumPWEIAABPwEEJwhB/Sq8NQDkfvs1VOuuukBGTFskPTcrbvHz5ahSRKcRlaaINesX9wk3v6MS/9iMFvJ7cPB87ngJ0xerlizSUwGpv7bPPI989Ier9m23qXx5YysVHGpUtM+fBxxWRnf9BCclRHHSpkFgrNSIlkZ80BwVkYcK2UWCM5KiWQy5xEkUnWkvfu2S+aAGRUEIAABCMRKAMG5Bbfejjbnsafl8ovOllf/+U7m30G3ddk3kLkITr94DBOQduSNjPSvBrMdPN9VElVe2v0F3TTefOt40wt/XMdrn7dp6ugN6PowGZiubVGucgggOCsnlpUwEwRnJUSxcuaA4KycWFbCTBCclRDF9M2he1cEZ/qixoghAAEIFJ8AgtNiqpLzzAkzZMig/p7obNu2xtuSfseDT8i404/zvtaHlpv/7Ksyccxw2bhoqvdcq3VvFC06dgalaTToOX0t7HbBsPJFG2QeDW2/x9bCXXbf+u+uW57ffo+tZ23m0SxFq4hA+zatpK5hk2zaVJg4ryJUTDUGAu3atJL6hk3SyHqMgTZd5CLAesxFiNfjJNC2ppVsbNwkGxv5eR0n92rva9t221Q7AuYPAQhAAAIiguDcsgx027k+VFrqobpTZtwm02pHSZfOHWX6DffK5PEjpEunjl4ZO4Pzo999ITj1kU0qBonIJEnIfN8NRlTawlLb6Lrn1l9ou+yOuMyXK+WDCXRou43U1TcilFggiSDQoc02UrexURr5AJ+IeFT7INq32UbqNzYilKp9ISRk/voHyfqNmz3JyQMCcRHYrj2XDMXFmn4gAAEIJJkAglOk2cVBGjDN0nz/wxUyeGC/rGdwPjSqIcnxdRqb2Rauhc2/O7RtJXUbNknHno1eG2wPd0JJoRIRYIt6icDSbEEE2KJeEDYqlYgAW9RLBJZmCyLAFvWCsFEpIgG2qEcESHUIQAACFUIAwblFcE6ZfqtcPPbkwIuENGNzyQfLvOxO/w3rpRKctnQMWmu5Xtc65uxKu76rqNyhcxtZtaZBGvgLfIW81dM9DQRnuuNXaaNHcFZaRNM9HwRnuuNXaaNHcFZaRNMxHwRnOuLEKCEAAQiUmgCCcwth3ZZ+zqRrZOnyT7xnRp46xBOa+qirq5dLr75d5s5b4H195/W10veA3t6/FzywITBGQXKxENFY6gUQ1j6Cs1zk6TeIAIKTdZEkAgjOJEWDsSA4WQNJIoDgTFI0qmcs1SI4Nelm6pWzmwTW/lzqj7h97FrP3bpnXjb3TugT9t0TpoB9dFvQKrLvo8i1yrStAf36ZD475yof1p/ek2Ee++/dS2bNOD9zfFwhbVIHAhCoTAIIzohxdblFPWIXZamO4CwLdjoNIYDgZGkkiQCCM0nRYCwITtZAkgggOJMUjeoZSzUJTo3qsMEDcgbXyM1OHTvIJeedktmlqLsR7fsl7LsltFEVks8tXCQDDz9Ixpw2NLCfcghOc8GvDkjHvODF1zOXAueEQQEIQKBqCCA4I4YawRkRINUh4EAAwekAiSKxEUBwxoaajhwIIDgdIFEkNgIIzthQ05FFAMHZfDnccs9jMmjAITJv/gve/00Gp19Oqgi96qYHZNrk0bJy1ZpMea0Xp+C89+F5Mvib/QKzMv1j9h8Zx5sBAhCAgCGA4Iy4FhCcEQFSHQIOBBCcDpAoEhsBBGdsqOnIgQCC0wESRWIjgOCMDTUdxSA4f/DvP8mTaz6MnfXPdukvp22/Z7N+/dmWuQamx6ypvBwxbFBGcPrb8Gd0apu5MjTt17X+HQ8+IevWrZcHHn3SG5K97d3eou4/9u2KSSO9bFQtM/u+uV7doO3nQYLTZKEaKdtt+87e9v2gNu2j5/zb/HWLf5+9ejY5js6MQdtW8ar3dLRtW+MdW2d4dunc0Zv3ofvvJWNrZ2aOt7OPveu+Y1f55ZUXZtjnihevQwAC0QkgOCMyRHBGBEh1CDgQQHA6QKJIbAQQnLGhpiMHAghOB0gUiY0AgjM21HQUk+C859M3Y2f9q69+M1Rw2mdw5jqLMkxw7rrzDpkzMYPK5Cs4x9VeJ8OHHuXJSiMx9Wu9s8IWnP7zOM3XKhhn3f2onHXSsU4ZnPYW9aXLP/bu0Rh7xvGZrft+iWu+PvrwAz0pOe704zxhaR463/c/XNFs67/KymyCU+fd96DemXs7/LI4SB7HvpjoEAJVRgDBGTHgCM6IAKkOAQcCCE4HSBSJjQCCMzbUdORAAMHpAIkisRFAcMaGmo5iEJxLG9aVjXP31h2a9R2WwWlnJdqXDsWVwWmf6amD1vEYiWok5u49dhYVgq8servJvDTjcvDAfjkFp33JkJ0hGiQh7cuBTWcmi9Nki9qcVETq2PRhX16US3D6521f3mT6JYuzbG8hOq5SAgjOiIFHcEYESHUIOBBAcDpAokhsBBCcsaGmIwcCCE4HSBSJjQCCMzbUdBSD4Ewa5GJsUc92BmeXTh29KeebwekqOP3lDF8VsflkcNpxySYh7Zvj/bF0EZ25tqgHCU77MqSkrR/GA4FqIIDgjBhlBGdEgFSHgAMBBKcDJIrERgDBGRtqOnIggOB0gESR2AggOGNDTUcIzpxrICiD039Bj0rTJR8sy2yzLpXgNNvVtf2JY4Y3GXvQOO0C2YSrX3BqPddb1sO2ppsLmrQtcwGTyl9zM/202lGiZ3D6BafJBJ147vDMEQA5g0QBCECgqAQQnBFxIjgjAqQ6BBwIIDgdIFEkNgIIzthQ05EDAQSnAySKxEYAwRkbajqqUsFpn8GpCOyt1v5FESYO7a3U9nZvU78UGZwqOP2XDNnbt802e5dLhux5BglOfd2+uMhw8m+TN329teRDsbfA25cS2e0oq52+1FWOP+bwQMGp/diXDOnXQXx580IAAqUjgOCMyBbBGREg1SHgQADB6QCJIrERQHDGhpqOHAggOB0gUSQ2AgjO2FDTURUKToIOAQhAAALZCSA4I64QBGdEgFSHgAMBBKcDJIrERgDBGRtqOnIggOB0gESR2AggOGNDTUcITtYABCAAAQj4CCA4Iy4JBGdEgFSHgAMBBKcDJIrERgDBGRtqOnIggOB0gESR2AggOGNDTUcITtYABCAAAQggOIu7BhCcxeVJaxAIIoDgZF0kiQCCM0nRYCwITtZAkgggOJMUjeoZS/eu7apnsswUAhCAAARCCZDBGXFxIDgjAqQ6BBwIIDgdIFEkNgIIzthQ05EDAQSnAySKxEYAwRkbajqyCCA4WQ4QgAAEIKAEEJwR1wGCMyJAqkPAgQCC0wESRWIjgOCMDTUdORBAcDpAokhsBBCcsaGmIwQnawACEIAABHwEEJwRlwSCMyJAqkPAgQCC0wESRWIjgOCMDTUdORBAcDpAokhsBBCcsaGmIwQnawACEIAABBCcxV0DCM7i8qQ1CAQRQHCyLpJEAMGZpGgwFgQnayBJBBCcSYpG9YyFLerVE2tmCgEIQCAbATI4I64PBGdEgFSHgAMBBKcDJIrERgDBGRtqOnIggOB0gESR2AggOGNDTUcWAQQnywECEIAABJQAgjPiOkBwRgRIdQg4EEBwOkCiSGwEEJyxoaYjBwIITgdIFImNAIIzNtR0hOBkDUAAAhCAgI8AgjPikkBwRgRIdQg4EEBwOkCiSGwEEJyxoaYjBwIITgdIFImNAIIzNtR0VIWC8+HH58vUK2c3if2d19dK3wN6B66Hd95dKlNm3CbTakdJz926Z8o8//JiOXPCDO/rIYP6y+UXnS1t29ZkXp95yxzv3xPHDA9st66uXi69+naZO29B5nUzDq07oF+f0DGFLVy7Xlgb2frN9oYodEwrV6+RcbXXySuL3vaa775jV/nllRc2YZnPG7HQcZg+guIfFsN8xkVZCFQSAQRnxGgiOCMCpDoEHAggOB0gUSQ2AgjO2FDTkQMBBKcDJIrERgDBGRtqOrIIVMsWdRVc+hg2eEDO+Bu52aljB7nkvFMyUk6l3fQb7pXJ40dIl04dxd+mSrjnFi6SgYcfJGNOGxrYj5bpsctOgeMoVOK5CM6wfnVOU6bfKhePPTlQPhYyJuV3zqRrZNqU0RlZGyaMcwZjS4FCxhHUtoreq256QEYMG1SwbHUdM+UgkDYCCM6IEUNwRgRIdQg4EEBwOkCiSGwEEJyxoaYjBwIITgdIFImNAIIzNtR0hODMugZuuecxGTTgEJk3/wXv/yaDU7M35z/7aiY7U6WdyrJpk0fLylVrMuW1XpDgNFmUw4ceFZilWajEyyU4c/WbDUYhYwqTqSqEl3ywLDS71R7HvQ/Pk8Hf7OeJZH24jsNfzz+3ShCcuu7+9e8P5Zij+vK9DAJFJYDgjIgTwRkRINUh4EAAwekAiSKxEUBwxoaajhwIIDgdIFEkNgIIzthQ01EMgvO52xplxeLNsbPuc2JL+Ur/ls36zSeDUysHiTB/G/6MTq3nl6D+gWgbcx57WmbNOD8j70wZs7199n1zvaf827r1dfPayFOHZERhLsGpbYX165+DvQV//717ya477yC2kA0bg5lDNoGoYk4FpGaLLl3+cebfusXfrvfIH57JzFPHoKzuePCJzPZ9/3b7KyaN9DJi7bGZekaQ5hqfyTpduvyTJtz1eRXWaz+vy4xJjxRQ0W1iYfpXljrOdevWywOPPul1accpbNym3qH77yVja2dm6tjb6s1a0DY1O1bHqQ/t+8B9e4WyVDmvwv6gPnvIzJu/OD5BeaqQN+1EPT4g9jc5HZaMAIIzIloEZ0SAVIeAAwEEpwMkisRGAMEZG2o6ciCA4HSARJHYCCA4Y0NNRxaBUm1RV8H53oJNsbM+bFSrUMFpn8EZJsCyiTAVTir8zLmdQTIvl+DU9o1M03/b51KqoFv20SeZcz3tjEe/XLW/dhGcYf3aglPL2NvVzTmaE88d7s052xgMt2xb3u2+VLAZ2ekXnN137Caz7n5Uzjrp2MAMTn82p/m6z149m9XzL8CgmPklr3+c9nZ7//Z7O4tX+9JzRw0vIzT7H7xvRsDaZ6yace/eY2evXt+Deodmt9rrSv/9/ocrMscc2OLYz1IFp/bz/MLFGamebb5+IRz7G5gOy0oAwRkRP4IzIkCqQ8CBAILTARJFYiOA4IwNNR05EEBwOkCiSGwEEJyxoaajGATn+lXxZ2+aabXr3KJZjMMyOO0sOfvSoVJlcNoD8wtEv7gz2YOnn3hMs4uJtB2THegqOG0JaUScyjVzruhbSz5ssgVfy9vy0H85kj0G03YxMjizCU4jA83lRaZfzWQcPLBfQYLTzlo17dkZk7aIzSYHta59Rqt+bcSkylr70iV73EcffmCzevq6/2IkE+9CBKctVrPN175Qi2+U1UcAwRkx5gjOiACpDgEHAghOB0gUiY0AgjM21HTkQADB6QCJIrERQHDGhpqOLAKlyuBMGuRibFHPdganyXxzyeC02YRlYmoZW3BmuxgnX8Fp5Jn+35ZruQSn6+U8LmdwZss6zCU4/RLRlqv+zE//Osw369Y/ziiCM2zcYUcd6FEGl190tmhWZtQMTr/gtM+STdp7lfGUjwCCMyJ7BGdEgFSHgAMBBKcDJIrERgDBGRtqOnIggOB0gESR2AggOGNDTUcIzpxrIGwrs72FO+jSnHwEp//yn7AMTr2wSPta8OLrGeFlTyBfwWn3a2dwapu5tqiHjcEej8st6vbWbpXD9i3rKjj9MtU/R+1v4pjhTeLocoFQWFztreX+ueSTwant6JmleiZo0Bb1oHEHCU7/2jLns+qcc4l2/431/nXlzxzO+WagQNUQQHBGDDWCMyJAqkPAgQCC0wESRWIjgOCMDTUdORBAcDpAokhsBBCcsaGmoyoVnPYZnIrA3pLuXxRhssze3jtkUP9mwjGb4PRfMqN9mgtq9N/ZBKd53VxsY48/l+DM1m+uS4Y0w1MvqDHnjtoX+WRjaCSa2UoedOap3Zay3OlLXeX4Yw73bq0327NdLhmyL8nx1yvkkiGdl4mt/zIklwxOrT933gJvSWW7ZMiMu0vnjs22qPtjNnn8CPl8fZ2o7LbZBl2w5GcZdAO9famSPV/NFuVRvQQQnBFjj+CMCJDqEHAggOB0gESR2AggOGNDTUcOBBCcDpAoEhsBBGdsqOmoCgUnQYdAqQkEZWKWuk/ah0AxCSA4I9JEcEYESHUIOBBAcDpAokhsBBCcsaGmIwcCCE4HSBSJjQCCMzbUdITgZA1AoOgEEJxFR0qDMRNAcEYEjuCMCJDqEHAggOB0gESR2AggOGNDTUcOBBCcDpAoEhsBBGdsqOkIwckagEDRCSA4i46UBmMmgOCMCBzBGREg1SHgQADB6QCJIrERQHDGhpqOHAggOB0gUSQ2AgjO2FDTEYKTNQABCEAAAj4CCM6ISwLBGREg1SHgQADB6QCJIrERQHDGhpqOHAggOB0gUSQ2AgjO2FDTEYKTNQABCEAAAgjO4q4BBGdxedIaBIIIIDhZF0kigOBMUjQYC4KTNZAkAgjOJEWjesbSvWu76pksM4UABCAAgVACZHBGXBwIzogAqQ4BBwIITgdIFImNAIIzNtR05EAAwekAiSKxEUBwxoaajiwCCE6WAwQgAAEIKAEEZ8R1gOCMCJDqEHAggOB0gESR2AggOGNDTUcOBBCcDpAoEhsBBGdsqOkIwckagAAEIAABHwEEZ8QlgeCMCJDqEHAggOB0gESR2AggOGNDTUcOBBCcDpAoEhsBBGdsqOkIwckagAAEIAABBGdx1wCCs7g8aQ0CQQQQnKyLJBFAcCYpGowFwckaSBIBBGeSolE9Y2GLevXEmplCAAIQyEaADM6I6wPBGREg1SHgQADB6QCJIrERQHDGhpqOHAggOB0gUSQ2AgjO2FDTkUWgWgTnw4/Pl6lXzm4S+zuvr5W+B/QOXA/vvLtUpsy4TabVjpKeu3XPlHn+5cVy5oQZ3tdDBvWXyy86W9q2rZGVq9fIuNrr5JVFb3uvXTFppAwbPKBZ23Z982JYWRYqBCAAgTgJIDgj0kZwRgRIdQg4EEBwOkCiSGwEEJyxoaYjBwIITgdIFImNAIIzNtR0VKWCU6cdJB39C8LIzU4dO8gl552SEZwqMaffcK9MHj9CunTqKCpNTZu33POYDBpwiFdWy02ZfqtcPPbkJnJUy6rgnP/sqzJxzHCvbl1dvVx69e2y05e6Zp5jgUIAAhAoBwEEp0VdfxCcM+kaWbr8E9l/714ya8b53jd+80177rwFXmn7L2UIznIsW/qsNgIIzmqLeLLni+BMdnyqbXQIzmqLeLLni+BMdnwqdXTVlMHpKjiNrJw3/4WMtAySk/r596qbHpBpk0d7n3vtx8xb5siAfn2aZYj6BafWySZE/etOP1s/NPfPcuKQI73MUR4QgAAEikUAwbmFZFgKv75s/2XL/1cvBGexliLtQCCcAIKT1ZEkAgjOJEWDsSA4WQNJIoDgTFI0qmcsJROcf50lsuyN+EEefIpIz8Ob9Wt/JnUZlIpElZcjhg3KZGH62/B/tjXtBtU1rwUJTn1NhWiPXXbyMkz9ctTUGXf6cV62p0kcOvbow7xmTz5+YEak6ufyex+e52WPIkBdIk0ZCEDAEEBwbiER9heqoG/u9jdvBCdvJgiUngCCs/SM6cGdAILTnRUlS08AwVl6xvTgTgDB6c6KksUjUFLB+c4zxRuoa0vfGBcqOO0zOO0dh0FNhwnOXXfeISMTw0RmNpkaJjjtOmGCU7e1q1S948EnRGWnCkx/e/mKXFeslIMABCqfAIJzy7khs+5+VPbds4dMvOxGL+ojTx3inSES9Fct+5vusk/rKnKVdO1UI6vXNsjGxs0VOT8mlS4CXberkdWfN8jGjazHdEWuMkerH+DX1DVIQwPrsTIjnK5ZdelYI+vqGqSe9ZiuwFXoaDtv21rW1zfKhvpNFTpDppVEAjtt37Y0w/p8ZWnadWm1fZdmpcLEn335kH2UWqEZnGEC0wwoSgZnkOC0P29rH/YZoS6oKAMBCEDAEEBwbjkzRG+M63tQb09qmjM3hw89SnbvsXOTvzApOPub+qbNlfkBt2WLFqJT2yyVOT++BaSLAOsxXfGq9NGyHis9wumaH+sxXfGq9NGyHis9wsmcn667anjkm9kYJDj9ctJ/Bqe+PuexpzM3qwdxdTmDM58MTu3DzE2zS+0LjKohrswRAhAoHgEE5xbB6f9LkfnGfdZJxzb7K5L9w4Ut6sVbjLQEgTACbFFnbSSJAFvUkxQNxsIWddZAkgiwRT1J0aiesZRsi3rCEBZDcPovA9I2l3ywzEvycZGbisQvOLVNO1lIy9hHupmv9f9hOyTNtvV169bLsQMPa3axUcJCwXAgAIGEEkBwbtmi7j+AWb9xv//hChk8sF+zw5k5gzOhq5lhVSwBBGfFhjaVE0NwpjJsFTtoBGfFhjaVE0NwpjJsqR90NQlO+wxODZy9Jd0fyLDzNfVz7pkTZnjFhwzq72Vr6sO+/Me0ZY5ts9u265vnr5g00rtcyDw0M/ScSdfI0uWfeE9NHj9CPl9fJ2NOG+p9rZ+nZ983N9O/nsWpzy376JOs2aOpX6xMAAIQKCkBBOcWvPZfr+wt6n0P6O2lzJu/bPn/6kUGZ0nXJ41DwCOA4GQhJIkAgjNJ0WAsCE7WQJIIIDiTFI3qGUu1CM5Kj2i+GaqVzoP5QQAC+RNAcFrMzF+S9Cn7r1BGeM6dt8Arbf+lDMGZ/6KjBgTyJYDgzJcY5UtJAMFZSrq0nS8BBGe+xChfSgIIzlLSpe0wAgjO9K8NfxJR+mfEDCAAgXIQQHBGpI7gjAiQ6hBwIIDgdIBEkdgIIDhjQ01HDgQQnA6QKBIbAQRnbKjpyCKA4EzvcrATibJtt0/vDBk5BCAQJwEEZ0TaCM6IAKkOAQcCCE4HSBSJjQCCMzbUdORAAMHpAIkisRFAcMaGmo4QnKwBCEAAAhDwEUBwRlwSCM6IAKkOAQcCCE4HSBSJjQCCMzbUdORAAMHpAIkisRFAcMaGmo4QnKwBCEAAAhBAcBZ3DSA4i8uT1iAQRADBybpIEgEEZ5KiwVgQnKyBJBFAcCYpGtUzFraoV0+smSkEIACBbATI4Iy4PhCcEQFSHQIOBBCcDpAoEhsBBGdsqOnIgQCC0wESRWIjgOCMDTUdWQQQnCwHCEAAAhBQArEKzo8/XS0vvvqmLFuxUk4YfIR0aN9W9GBhfbRtW5PKiCA4Uxk2Bp0yAgjOlAWswoeL4KzwAKdsegjOlAWswoeL4KzwACd0egjOhAaGYUEAAhCImUBsgnPBi2/IZVffKTvv1E1atmwhV049V7p06iiL/vWuPPLEX+Wic0+S1q23iXn60btDcEZnSAsQyEUAwZmLEK/HSQDBGSdt+spFAMGZixCvx0kAwRknbfoyBBCcrAUIQAACEFACsQhOzdKc/ot75aTvDpQv77i9TL/hXpk8foQnOD9d+Zn39ZQJp3lfp+2B4ExbxBhvGgkgONMYtcodM4KzcmObxpkhONMYtcodM4KzcmOb5JkhOJMcHcYGAQhAID4CsQjOlavXZKSmTs0WnPZrCM74Ap+rpx06t5FVaxqkoXFTrqK8DoGSE0BwlhwxHeRBAMGZByyKlpwAgrPkiOkgDwIIzjxgUbRoBKpFcD78+HyZeuXsJtzuvL5W+h7QO5DlO+8ulSkzbpNptaOk527dM2Wef3mxnDlhhvf1kEH95fKLzvaOi9PP5eNqr5NXFr3tvXbFpJEybPCAZm1r/fnPvioTxwzPvKYJTVfd9ICMGDaoSV/FCnLQ3P3jL1ZfYe2YMey/dy+ZNeP8SMlZftbZeLvOy25TY3f04Qdm4hkWS9e2KQeBtBCIRXB+vr7Ok5qnDz9Gum3fqYngfOb5V2Xe/Be9jM4atqgnZt0gOBMTCgYiIghOlkGSCCA4kxQNxoLgZA0kiQCCM0nRqJ6xVJPg1KgGSUd/tI3c7NSxg1xy3ikZ6ehPLlJpZ9q85Z7HZNCAQ7yyWm7K9Fvl4rEnNxOW5RCcZn6lFqlh75piJmUZETl86FFOsXR9J9ux1Dr21y7cdM2opJ42eXQkees6XspBoBQEYhGcOnA9g/NnN94vJw45UubNf0GGf+dIefmNt71/z/jRmNC/PJVi0sVsky3qxaRJWxAIJoDgZGUkiQCCM0nRYCwITtZAkgggOJMUjeoZC4KzeayNrNTP2kZaaim/nMwmtWbeMkcG9OvT7HN6qQSnSriH5v7Z8wVhFxC7iLpSrHzldO/D8zzhG/VyZOXaY5ediio3dc7+eIXFrxR87DaV0+Bv9kOSlho07QcSiE1wau8fLvtYHn3ir/K3f7wuGxsb5aD99pAR3xsku3TfIbXhQXCmNnQMPEUEEJwpClYVDBXBWQVBTtEUEZwpClYVDBXBWQVBTuAUSyU4x39QJ39d2xj7jP97pzZyQufml+/6M/RyDSxIBvrbCMtMzCYSXQWnCrbZ9831hjny1CGZLe0qC8+ZdI0sXf6J95punx48sJ9cevXtMnfeAu85e+u8Pc+gcWl7KnK7bd/Z28JvtmPb/dvbypWB7jC969dPZMZgtvr7t47rOI475hsy5uKrM8MIat+en8rlg/rsITNvnuPVsbezuwjaID4ma1fr25yC2HXfsat03b6TvLroHa9/nfvMy8bJbffNzRwh4O9D59+183ZNJK59lIErvzAFeC2EAAAgAElEQVTmudYqr0OgWARiFZzFGnSS2kFwJikajKVSCSA4KzWy6ZwXgjOdcavUUSM4KzWy6ZwXgjOdcUv7qEspOH+zamPseG7YpW2o4LTP4Mx1FmSY4Nx15x0yWZlhwi2bTLXFlw1Hxdovr7zQ29Kebbu0Xcd/V8cdDz4h404/Lq8MTiPrxp5xfGhWpD0e/fecx57OiEedj36tZ5E+/uSzYvMxY/VncGabn0q+5xcuDjynM9vWf+3L/7oRrhPPHe7FLFuWZrbX7Dh36dwx8PgBe45Ll3/cRHbarymjMH6e0L37UTnrpGPJ4Iz9OwcdKoFYBGd9w0Z5bfE7sqG+IZB6m5rWsl/vnqk8g/PjD1+oyJXUadsaWfv5RmncxCVDFRnglE2qU4caWVu3URq59CplkavM4XZqXyPr6jfKxo18f6zMCKdrVtu1r5H19RulgfWYrsBV6Gg7tm8tG+o3Sf3G+LPeKhQp03Ig0G3nQxxK5V9k+cbN+VcqUo0dt2nRrKUw6WhfwGNfOlRoBmdQhqY9mFwZnN137NYky9DUNVmO/uxBI2q1XKGCM2j7uJ1NqG2bzMugLFbTr4o9zS7VDExz+ZLWtQWffm1nUfrnl21reK4MziC2Zrz2pUF2POyMUvtIAXscdr+frPqs2SVR/jmqxPRfaGXi9NQzL3ndm6xSlbCGnz6P4CzSNwGaKYhALIJz9Wfr5Irr7pYP/rOiySDXrlsvmzdvlmGDj5CTjxsoHdq3LWgS5ay0+R8nlLN7+oYABCAAAQhAAAIQgAAEIFC1BFoc+puqmHsxtqjnOoPTzmYMO2vSRXCG3agelKGolxHrhcPFFJzKaskHyzLb4v0ZnGGCzszZSFgjOu2MRq2b7cb4XGdfZjuDM5fgNKy6dOrYbM27ZnC6Ck6bkd1ZNkGM4KyKb0WJnmQsgjOMgMrNJ556TlatXisnHz9QWrRo/peqRNMTkc1PXZr0ISZ+fBt22CRtVrTMa5xaJ+rDpc+wfsLqRhlXUJuu7ZViPFH5+utHGWPNNi1lY+Mm2VSEP6RHGUexmcTRXlrmm5ZxasyKuR7jWAOl6CPX90/X7125xparn2z1izUGu49s4ylFf7n46Outt2npZbcX4/ujS39pKZPP2sn3Z31aGOQap8uazYdjrv6K/boZf5LHWMic81mP+ZQNG0slcGxx9OWFoE5dnWIITr9gtEWgi9xUaLkEp9mivuDF15tkQWpd/6VG2paeVannVOojm8DT18PO4PRncNoS0Zxb2f/gfb2sw2yCzpa6Ws9kI65ctabJlm1tI2h+OsZcgtPI02lTRje7wMlli7r2MXHM8Gbr11Vwum5RnzLjNplWO8o7csB+5BKc2eRv6t50DDh1BMoqOJWWvomvu/Uhuejck6Tjtu1TB1BuTt+QGTEEIAABVwL2h6dK+xDpyoByEIAABCAAAQgkmMC5CR5bEYdmb0U3zdpb0v1dhW2Hts/QNJf5aN1s267ttl0EpxF95pIh/dqM1Z6Ht4uzQ7vMmY1mW3m+lwz5Bad9WZCeDXrG94+V9u3a5hSc/q3ZZvt30C3q/i3wZn65BKey8G/Tt88vzeeSIbueq+BUYZnvJUM6ZnPEQC5BbOKb64zYIr41aAoCGQJlF5yfrvzM+0vNlAmnpfIg2g2/iZ5JmMT1GGeGkkoTlywCm1MxRItLn/lmlUUZV9B4XNsrxl/wS70Oo8yvmGNLA6tqnG+1xaWYMS5HW7m+f7p+78o19lz9ZKtfrDHYfWQbTyn6y8WH18MJ5LN28v1ZXyncXdZsPhyVS+tWLaRx82aJ4wh3M/58x5j0+OWzHvMpGzbvSuDY5oT8doIlfQ0wPghAAAIQKIxALIJz06bNsmbt57Jpc1MZqGdwquHX/08ad7K0br1NYbMoYy1uUS8jfLquGgLcol6+UNsfnirtQ2ShVLlFvVBy1CsFAW5RLwVV2iyUALeoF0qOelEIlOoW9Shjoi4EIAABCMRPIBbBGXbJkE734D57ypjTviOdt9s2/tkXoUcEZxEg0gQEchBAcLJEkkQAwZmkaDAWBCdrIEkEEJxJikb1jAXBWT2xZqYQgAAEshGIRXBWcggQnJUcXeaWFAIIzqREgnEoAQQn6yBJBBCcSYoGY0FwsgbKQQDBWQ7q9AkBCEAgeQQQnBFjguCMCJDqEHAggOB0gESR2AggOGNDTUcOBBCcDpAoEhsBBGdsqOnIIoDgZDlAAAIQgIASKJngzLYt3Y9+ly/vIFPPP106bdchdVFBcKYuZAw4hQQQnCkMWgUPGcFZwcFN4dQQnCkMWgUPGcFZwcFN8NQQnAkODkODAAQgECOBkgnO+oaN8trid2RDfUPO6bSpaS379e4pNVwylJNVXAV26NxGVq1pkIbGyrwlPi6O9FMcAgjO4nCkleIQQHAWhyOtFIcAgrM4HGmlOAQQnMXhSCv5EUBw5seL0hCAAAQqlUDJBGelAvPPiwzOaok08ywnAQRnOenTt58AgpM1kSQCCM4kRYOxIDhZA+UggOAsB3X6hAAEIJA8AgjOiDFBcEYESHUIOBBAcDpAokhsBBCcsaGmIwcCCE4HSBSJjQCCMzbUdGQRQHCyHCAAAQhAQAnEJjhffPVN+dGM2fLeh8ubkT+y/wEyfcoYzuBM0Jpki3qCgsFQBMHJIkgSAQRnkqLBWBCcrIEkEUBwJika1TMWBGf1xJqZQgACEMhGIBbB+fn6Ornsmjtl6Le+Lvvu2UPunPMHOfcHQ2XVZ+vknt/8nxzRf3/pf/A+qYwUGZypDBuDThkBBGfKAlbhw0VwVniAUzY9BGfKAlbhw0VwVniAEzq9ahGcDz8+X6ZeObtJFO68vlb6HtA7MDLvvLtUpsy4TabVjpKeu3XPlHn+5cVy5oQZ3tdDBvWXyy86W9q2rZGVq9fIuNrr5JVFb3uvXTFppAwbPKBZ21p//rOvysQxw3OuiJm3zJEB/fqEjjFnAxSAAAQgkAeBWASnfrOcfsO9Mnn8CGnZoqXMfuBxGXv6d6Vd2zay/OOVctev/yD/dfYw7xtr2h4IzrRFjPGmkQCCM41Rq9wxIzgrN7ZpnBmCM41Rq9wxIzgrN7ZJnlk1CU6NQ5B09MfHyM1OHTvIJeedkhGc9ufyLp06ikpT0+Yt9zwmgwYc4pXVclOm3yoXjz25iRzVsgjOJL8bGBsEqptALIJz3ed1cs3ND8o5p39XOm3bQX5++8NyxvePkR27dfG+eRr5qd9k0/ZAcKYtYow3jQQQnGmMWuWOGcFZubFN48wQnGmMWuWOGcFZubFN8swQnM2jY2TlvPkvZKRlkJxUEXrVTQ/ItMmjxf9ZPCz7shSC896H58ngb/ZrNoYkrzvGBgEIJI9ALIJz8+bNctt9c2X/vXtJv4P3lvsf+ZO898FyGXHCt2Tha/+Sv/z9ZfnJxWdJ+3Ztk0cox4gQnKkLGQNOIQEEZwqDVsFDRnBWcHBTODUEZwqDVsFDRnBWcHATPLWSCc7b/yjyzw/in/mww0X67dWsXzvb0mVQdXX1nrwcMWxQJgvT30ZYslFQXdOnLTi1/h0PPiHr1q2XBx590itib3u3Jam2eenVt8vceQu8cmYLvJaZfd9c7zn1BbNmnN9EdOqY9ci7u379hCxd/ol037Gr/PLKC705qaBVidtt+87e9n3Tpr0N327Tft4eg3/7v27979p5O1HxqlmsutPUz0Ql8kF99pCZN8/xxq7jbtemTeAcXeJFGQhAIDqBWASnf5j6DWrWnY/Kfb+dJwfut7tMveAM+equO0WfTRlaQHCWATpdVh0BBGfVhTzRE0ZwJjo8VTc4BGfVhTzRE0ZwJjo8FTu4kgrOZ/8ZP7ezvx0qOO0zOINkoD3YMMG56847ZM7EDBOZ2WSqX3DquZ3Dhx7lbZ03ElO/1rNBbcHpzwg1X/fZq6fMuvtROeukYwMzOHUsC158PXNWqPavUlGF4spVa+ScSdfI2DOOz2zdV+lpi0nz9fizh8ntD/6+WT9G0o47/bgmR+b52/Gz0vE/v3BxEyEbNsewc1LjX1z0CIHKJhCL4Kxv2CifrVknXbtsJy1atKgoogjOigonk0koAQRnQgNTpcNCcFZp4BM6bQRnQgNTpcNCcFZp4Ms87ZIJzlXryjezzh2a9R0mHe3sQ/vSoUIzOHNtQfcLTv9xczoeI1GN8Nu9x85NLjAyk9OMy8ED++UUnFrenD1qz0uft2Wmfh10GZORwU8981KTTE8zDpNFavNzEZz2BUr+S5rsObqcm1q+xUbPEKgcArEIztWfrZPzplwn9fUN8v3jjpajvnagdNu+U0VQRHBWRBiZRMIJIDgTHqAqGx6Cs8oCnvDpIjgTHqAqGx6Cs8oCnpDplkxwJmR+ZhjF2KLul5f+Mzj19TmPPZ3JlgxCUKjgDLt3Q4VlrgzOfAWnXT5oDkaC+m+Kt0Vnri3q/mzNtN8tkrDlznAgUBCBWASnjqyxsVH+9e8P5dEn/iq/++PfZM9eu8oPTvyW9D94n1SevWloIzgLWndUgkBeBBCceeGicIkJIDhLDJjm8yKA4MwLF4VLTADBWWLANB9IAMEZvDCCMjj9t6Or6FvywTKZOGa4dzt6LrmpPRUiOM12da2vfdmPbOd9ajkdo47LnM3p36Luz+A0N8hPqx3V7AZ4u19zfueY04Y2GY+2//6HK+TAfXs1uYDJ327QJUz6XNAceetCAALxEIhNcNrTUdn52j+XyBNPPiuPP/msHPm1A+SS806VDu25ZCiesOfuZYfObWTVmgZpaNyUuzAlIFBiAgjOEgOm+bwIIDjzwkXhEhNAcJYYMM3nRQDBmRcuCheJQDUJTvsMTsVnb6n24wwTh/ZFO+ZCIK1rXwBk2hp56pBmQrJQwem/ZMi+LMhkVIZdMvT6P/8tf1nwcuAlQ37BqWP3Xyak89AzNu05mv67dO7YZPu8PQb7AiRltdOXusrxxxzuidMgwZltjkVa7jQDAQhkIVAWwanj0W3rzy58Q+5/5Ivb1q77yQ+l03bNzxpJevTI4Ex6hBhfJRBAcFZCFCtnDgjOyollJcwEwVkJUaycOSA4KyeWaZpJtQjONMWkmGPNd2t+MfumLQhAIF0EYhWca9atl7//4zVPar759vtywneOlKHf+pr02m1nadkynZcPITjTteAZbToJIDjTGbdKHTWCs1Ijm855ITjTGbdKHTWCs1Ijm+x5ITiTHZ+oo0NwRiVIfQhUD4FYBKeKzcuvuVP+vOBlGXTEofK9//cNOXi/PaRVq1aJJO0/O8Ofam5vBUBwJjKEDKrCCCA4KyygKZ8OgjPlAayw4SM4KyygKZ8OgjPlAUzp8BGcKQ2c47ARnI6gKAYBCEgsgnPd53Wy+K33ZN+9ekjbNjWJxq7ndTzx5HOy4w5dxBw4bH9T9d+OhuBMdDgZXIUQQHBWSCArZBoIzgoJZIVMA8FZIYGskGkgOCskkCmbBoIzZQFjuBCAAARKRCAWwfn/23v3eKmqO8H3J0Y4SGjARzSgkaCJOg4+Ygh0bKbVcG9sCG2GSDRijJGHgQyNjUoOZ67eOzoNp1Fpvc5gRPAVMSoZOobG1h5abZlkMLYatb1q0iq2SEOU+ED08L6f3zaretU6e+9aVbtq1a7a3/OPnlNrrd9a3/WrYp/vWY8G9b3uzRp5OXni6fLM87+JBGfc4cy6wnP4EYfLpPFjBcFZ92mgQQj0IoDgJCnyRADBmafZoC8ITnIgTwQQnHmajeL0BcFZnLlmpBCAAATSCCA4LTpL714t48aeGv1k7bqnIsHprtjU1+wVnQhO3mAQaDwBBGfjGRPBnwCC058VJRtPAMHZeMZE8CeA4PRnRcn6EUBw1o8lLUEAAhBoZQIIzt/Pnm5Nf+PNt6JVma++vqlMcN5+30My68KzpaPj4+31WnbdE8/L3BmTZXvP7lae/8S+9++3v+zYuVf27tvXluNjUK1FoH/f/WXH7r2ydy/52Foz15691XzcuXuv7CEf23OCW2xUHX33l13kY4vNWvt2V/Nx9559snvP3vYdJCPLHYEBHZ/IXZ/oEAQgAAEIhCeA4BSJVmnaEtMVnAtvWiHzZ0+RIYMGRjNkr+B8b/uu8LMWIOIn+39CPtqxh1/gA7AmRGUC5GNlRpQIR0B/kerZtUf27EG4h6NOpCQCmo87du2JpBJfEGg2gQP7ffwHIPKx2TNRrPiDBhxQrAEzWghAAAIQiCWA4Py9sLxy0fJegE48/mhZ/F9mybIVa2TKpHEy4qihURnO4OTdBIGwBNiiHpY30dIJsEWdDMkTAbao52k26Atb1MmBZhBgi3ozqBMTAhCAQP4IIDhj5sRewakv64rNDRs3R1vSdbVn18Jb5YqZ50XCkzM485fU9Kj9CCA4229OW3lECM5Wnr326zuCs/3mtJVHhOBs5dlr3b4jOFt37ug5BCAAgXoSQHB6CE69Sf2q626TNWvXR6XvuLFTRp10XPT/CM56piNtQSCeAIKTzMgTAQRnnmaDviA4yYE8EUBw5mk2itOXoghOXXTj7jq0fy91Z1wX7XR1L5MFndNKOxG1jN4ncdGc7qj4hHFj5OrLL47umtCFPLM6b5DnXnwleu2aeVOj+yncL/s+Cvs1U3/UKcdFC4PsL+3LJfOul5nf+bqccdrJZXHscjoevRejmnEWJ9MZKQQgUIkAgrMSoQqvIzgzAqQ6BDwIIDg9IFEkGAEEZzDUBPIggOD0gESRYAQQnMFQE8giUCTBqcOOk45uQhi5OWjgAPnB979VEpwqIe37Jey7JZbevVrGjT01KuvuWrTbTxOc2va2Dz6UBfOnl+6v0Loa5+HHfilfPf1LZf2Pa8vuk9Y14nTyxNO9xs6bAwIQKC4BBGfGuUdwZgRIdQh4EEBwekCiSDACCM5gqAnkQQDB6QGJIsEIIDiDoSYQgjM1B4ysXLvuqZK01AquUFQReu3N9/YSklpW750YO3pkaeeiCVhJcB4zfJicMvJzpXpGqurPDzlocNWCU+Om9ZM3AwQgAAFDAMGZMRcQnBkBUh0CHgQQnB6QKBKMAIIzGGoCeRBAcHpAokgwAgjOYKgJFEBwPvveX8vWna8FZ33cwHEytOPEXnHdlY2VOqbHrKm8tC/LjVsdaa/oNG3G1fUVnLrS8qFHfhndWaFb340QHX7E4VET9gpUnxWcWsccGadtm6PiKo2f1yEAgeIRQHBmnHMEZ0aAVIeABwEEpwckigQjgOAMhppAHgQQnB6QKBKMAIIzGGoCBRKcm3qeC876pEH/MVFw2mdTnnj80bKk+9KyreB2Z5ME55HDDi1JwiSRmSZTK63g/PPpk2XZPWtKYtWsJv3VCx+f7VmL4NR6SStKg08QASEAgdwSQHBmnBoEZ0aAVIeABwEEpwckigQjgOAMhppAHgQQnB6QKBKMAIIzGGoCBRCcO/Zuaxrnfn0G9oqdJB3ty4fsS4dqXcGZJDBNhyoJzvmzp8ijP/9VVFwvFLr9vodk1oVny4OPPFGz4GQFZ9NSkcAQaCkCCM6M04XgzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ02gAIIzb5DrsUW90hmc+vrK1Y+VblaPY+AjON95d5usWLVW/vgPT5a3f/detGozrv++W9Q5gzNv2Uh/IJBPAgjOjPOC4MwIkOoQ8CCA4PSARJFgBBCcwVATyIMAgtMDEkWCEUBwBkNNIARnxRyIW8Hp3o6u0nHDxs0yd8bk6KzMSnJTg/oIziGDBkZbyv/279fLLYsui25mr1Vwqty8ZN71MvM7X+cW9YqzTgEIFJsAgjPj/CM4MwKkOgQ8CCA4PSBRJBgBBGcw1ATyIIDg9IBEkWAEEJzBUBOooILTPoNTEdhb0t2kSDpfUwXlRXO6o+ITxo2JVmvq11XX3SZr1q4va2bq+RMi+Wl/2fXNz6+ZNzXajm5fWOQK02oEZzXj5M0AAQhAwBBAcGbMBQRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagIVUHAy6RCAAAQgkE4AwZkxQxCcGQFSHQIeBBCcHpAoEowAgjMYagJ5EEBwekCiSDACCM5gqAmE4CQHIAABCEDAIYDgzJgSCM6MAKkOAQ8CCE4PSBQJRgDBGQw1gTwIIDg9IFEkGAEEZzDUBEJwkgMQgAAEIIDgrG8OIDjry5PWIBBHAMFJXuSJAIIzT7NBXxCc5ECeCCA48zQbxenL0IP7F2ewjBQCEIAABBIJsIIzY3IgODMCpDoEPAggOD0gUSQYAQRnMNQE8iCA4PSARJFgBBCcwVATyCKA4CQdIAABCEBACSA4M+YBgjMjQKpDwIMAgtMDEkWCEUBwBkNNIA8CCE4PSBQJRgDBGQw1gRCc5AAEIAABCDgEEJwZUwLBmREg1SHgQQDB6QGJIsEIIDiDoSaQBwEEpwckigQjgOAMhppACE5yAAIQgAAEEJz1zQEEZ3150hoE4gggOMmLPBFAcOZpNugLgpMcyBMBBGeeZqM4fWGLenHmmpFCAAIQSCPACs6M+YHgzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ00giwCCk3SAAAQgAAElgODMmAcIzowAqQ4BDwIITg9IFAlGAMEZDDWBPAggOD0gUSQYAQRnMNQEQnCSAxCAAAQg4BBAcGZMCQRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagIVUHCuenCdXLloednc33Fjp4w66bjYfHj19U3S1b1MFnROkxFHDS2VefLZl+SiOd3R9xPGjZGrL79YOjr6yjvvbZNZnTfIcy++Er12zbypMmn82F5t9/TslKuuu03WrF1fes30Y/HSlTJ29MjEPiUlrl0vqY20uGlviFr6pKz1K278dixltvCmFTJ/9hQZMmhg1e/LuDGZRpL4Vx2EChAoEAEEZ8bJRnBmBEh1CHgQQHB6QKJIMAIIzmCoCeRBAMHpAYkiwQggOIOhJpBFoChb1H2lm6IxcnPQwAHyg+9/qyQ4XSFnt7n07tUybuypUVkt17XwVrli5nllclTbVmE4/IjDY+VfLTLRtGnEaFIbSXHT+uq27fvG8WWdVXDa/dE5W7FqbcRchTNfEIBA9QQQnNUzK6uB4MwIkOoQ8CCA4PSARJFgBBCcwVATyIMAgtMDEkWCEUBwBkNNIARnag4YWbl23VMlaakVdPXmuieel7kzJkf1Vapde/O9smD+9F4rEONEo1lxOHni6bGrNBslOCvFTYNRS5/qLTi1/z9Z8w9yzoQ/TpSX7SA4Nb/0K2lVMR9cEGg0AQRnRsIIzowAqQ4BDwIITg9IFAlGAMEZDDWBPAggOD0gUSQYAQRnMNQECiE4/15ENjUB9RgR+VzvuL7SzdRUqabycsqkcaVVmG4bSSsQ4+qadrWNlasfkyXdl8ZKUS23/J41UfGhhx0styy6rBRfZaN5ber5E0qi1WeLelJcdwz2FvwTjz9ajhx2qNhCNqkPNnGbk4rHnz78c9n8262lbfmm725sLXvJvOtl05atpbEPPeyQsi399rEAdswkwemOx3DXPg44sEPuuO+h6FgBHeuC+dOka+Gy6HubfdwY7C3wcf3Wlbz6c5Xkhxw0ODoewdSxGWpc7dM/b3izdPSBjkuPLXjjzbeiIZqt/vYYP9qxQ26/7yH54onHyszOxWKYJo23Ce9EQrYgAQRnxklDcGYESHUIeBBAcHpAokgwAgjOYKgJ5EEAwekBiSLBCCA4g6EmkEWgYVvUVXD+pgmov5IsOO0zOI1YSjr7MUlwqvAzK+ySRGYlmWqEmNJxBaaKQHOup7azYePmSGS6bdrf+whOjRUX15aMWsbeWm/OFZ37vcnRmNP6kCY4VVou6JoetWFviR8yeGDpDE6tb5/H6fZLZd6sC8+uagWnKz3t7x985Iky0ewKYJu9ex6rzeWY4cMS+/3Ou9siYTvzO19PPI/UZqr/b+eXy9sVnHrm66hTjitbUWxv02+HVa1N+AQpdEgEZ8bpR3BmBEh1CHgQQHB6QKJIMAIIzmCoCeRBAMHpAYkiwQggOIOhJlAIwbm9iZgH9I6dJB3ty4fsS4dqXcHpbmNPo+AKRHc7uFkBeOE5X+11MZG2a1bt+QpO05ckQaerCO0t+FretD3y2BGpfUgTnO7ZmOYIAFtwuisYtT2zilLL1SI44y6WMmL70Z//KuqyWR3pzpv9fZwoNPmkQtJcOmUYmH7r93HngtorOLWMWdlZreB0L2hKG28tlzg18R1M6CYRQHBmBI/gzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ00gi0DDVnDmjHKlVZVud+MEZ6UzOPV13X5uVmD6IEhaial1bcHpbpe3265WcGpdE/eM004urUCsJDjT+mD3x92i7is4Xblq2lQhW6vgtCVmUh/151kEZ1K/k8SoWZVrz4OK1noIzqTx+uQiZSCA4MyYAwjOjACpDgEPAghOD0gUCUYAwRkMNYE8CCA4PSBRJBgBBGcw1ASyCCA449MhTnC6N47b25hrkZvu5T9JKzhnXDAxkl/rn34hVp5WKzjtuPYWayVRaYt6Uh+yCk6tr1uuzXZ4uz2f29bjZKK7tTyL4HS32Zu+Kr+kfsf1yb7N3szDmC+cEK0kjTsCwJWhhr+ewemu4EwbLx96EPAhgOD0oZRSBsGZESDVIeBBAMHpAYkiwQggOIOhJpAHAQSnBySKBCOA4AyGmkAFFZz2GZyKwN6S7iZF0vma9iUu5sIbrXvVdbeVLtExbdkXAenPjNBas3Z9KZx9WU2a4NQK7tZm0/9KgjMtbqVLhnSF5ykjP1c6dzSpD1kFp26hti/r0fbsC4VM3CyXDGmbZk5cmVhpBecPf/Qz2fbBh/L4+ueioSZdMmT3e9OWt+vprQwAACAASURBVHttUTfHA5iLjL7zzbPkwP4dkeC0x69za+SpltWvOdO+IR982BOdRRonOLWMnZ/2ePnQg4APAQSnD6WUMgjOjACpDgEPAghOD0gUCUYAwRkMNYE8CCA4PSBRJBgBBGcw1ASyCBRlBSeTDoFaCXBZT63kqNdqBBCcGWcMwZkRINUh4EEAwekBiSLBCCA4g6EmkAcBBKcHJIoEI4DgDIaaQAhOcgAC3gQQnN6oKNjiBBCcGScQwZkRINUh4EEAwekBiSLBCCA4g6EmkAcBBKcHJIoEI4DgDIaaQAhOcgAC3gQQnN6oKNjiBBCcGScQwZkRINUh4EEAwekBiSLBCCA4g6EmkAcBBKcHJIoEI4DgDIaaQAhOcgACEIAABBwCCM6MKYHgzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ00gBCc5AAEIQAACCM765gCCs748aQ0CcQQQnORFngggOPM0G/QFwUkO5IkAgjNPs1GcvnDJUHHmmpFCAAIQSCPACs6M+YHgzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ00giwCCk3SAAAQgAAElgODMmAcIzowAqQ4BDwIITg9IFAlGAMEZDDWBPAggOD0gUSQYAQRnMNQEQnCSAxCAAAQg4BBAcGZMCQRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagIhOMkBCEAAAhBAcNY3BxCc9eVJaxCII4DgJC/yRADBmafZoC8ITnIgTwQQnHmajeL0hS3qxZlrRgoBCEAgjQArODPmB4IzI0CqQ8CDAILTAxJFghFAcAZDTSAPAghOD0gUCUYAwRkMNYEsAkURnKseXCdXLlpeNvd33Ngpo046LjYfXn19k3R1L5MFndNkxFFDS2WefPYluWhOd/T9hHFj5OrLL5aOjr7yznvbZFbnDfLci69Er10zb6pMGj+2rG27rv3CiccfLUu6L5UhgwYm5qb2X7/cNqtNZpfD1PMnyNwZk1ObURYrVq2VK2aeF43V50t5LLxphcyfPSV1XNrW4qUrZezokYlzUSleFq6V2uZ1CBSJAIIz42wjODMCpDoEPAggOD0gUSQYAQRnMNQE8iCA4PSARJFgBBCcwVATyCJQJMHpKwiN3Bw0cID84PvfKglOV9rZ0nHp3atl3NhTo7JarmvhrZEQtOWonXjVSr16CE4VgStXP1aSsnZ/tP0NGzfHys68C84sXPkwgAAE/o0AgvP3LPRD75J518umLVujn9h/Devp2SlXXXebrFm7vtdrCE7eThBoPAEEZ+MZE8GfAILTnxUlG08Awdl4xkTwJ4Dg9GdFyfoRQHD2Zmlk5dp1T5WkpZZSQbjuiedLElB/B7725ntlwfzpvVYpVhKYlV53e1UPwZkmMdMyKi+CU1eRjv/K6NQVodVyrd87qT4tqTv5yZp/kHMm/LH3atn6RKYVCHCLepQD+iZcctcD8t1zz4o+bNwPevvD2P2rF4KTtxEEGk8Awdl4xkTwJ4Dg9GdFycYTQHA2njER/AkgOP1ZUbJ+BBolOPe9dqPI+/9Uv456trTfEd8WOfg/9CpdrSDU33FVXk6ZNK60CtNtI2kbdlxdt0NxIs79mS1UNfYLL78mj69/NlpUNPSwg+WWRZeV+mYvOHJfM7FNmQVd03ttB7fH5i5QOu/sM6MmzBZ1e0t40vZ6m43Wvf2+h2T79o/k3gceidqyt/fb43Zjm63+Wmb5PWuiumlb+uO4JrHRn6vE/uDDnlLbulBLJbaJZeLreNwx2Nv7k/pt6n3xxGNlZudiMXXsowLMfA097JCyhWHKaO6Mb8ripfeXbfW3x6gy/pSRn5PFP1wZsdGjDvr361fWTtxxCZ5vJ4oVjAArOGMm3P5A1zep+w+DviGHH3F4dH4IgrNg7xiG2xQCCM6mYCdoAgEEJ6mRJwIIzjzNBn1BcJIDzSDQUMG59fHgQ9rvs3MSBad9Bmelcy+TBOeRww4tycEkkekjU2sRnOuffqG0vdxeVKSQ7fMu086/tEWcLb7sPrsrPfV7E3vTlrfLzuNMWt3pCk49n3TyxNMjB2D6oN/rGag2C5eL+X7ksSPKFlUlJZZb32Vhf//Ou9uiXahG+LoC2GWsY5j7vclRn80YxnzhhGhMSf0+Zviw6GzWUaccl3jWqS2yjRCddeHZpbNd3bNMXV5PPvNS2RmuSX1JOm82+JuUgLklgOCMmRr3w8x9Q9ofnlve6cnt5Gbp2MF/0Ffe375bdu3Zm6UZ6kKgLgQOHthX3v9ot+zaTT7WBSiNZCKgv8Bv69ktu3aRj5lAUrkuBIYM7Cvbe3bLTvKxLjxpJBuBwZ88QD7auVd27NyTrSFqQ6AKAocN6aiidBVFd/2uisJ1LnrAQb0aTJKO9ko695i1WlZwutvYfUWclqu0glPLmEuGbLm69d33SxcfmXhJqzjt/mg8/dJLhgyf8WeO7rVAyZaYDz7yRK/LmuJksY8TMLLYjNvIQHNRk+mriljtl71r1Jdr3AVEho22YV+elCZDtazrNcxc605W+4Ipu99nnHZy7GVLSZc91SI47Qua3Muu7L5kvaCqzu9SmsshAQRnzKTYH8zuG1SL2x/6e/buy+G0Zu9Snz77yd42HVt2OrQQmgD5GJo48dII9NlvP9m3b5+056c/c99qBMjHVpux9u4v+dje85vX0e3fZ7+8dq2u/fJZVWkHjFudWekMzrRLfNzB1LKCU9tIEpz22aC+4FxxqfV8BKfdj6RYtQrOpJvX3WPxkuKmSWK3jrv6NIvgTOp33GpaN0+yruB0Bafv7fW+eUK54hBAcDpz7XMuiV2GLerFebMw0uYRYIt689gTuTcBtqiTFXkiwBb1PM0GfWGLOjnQDAKN2qLejLGkxayH4HRvR7e3clcjN7WfSYLTHOVmyuh/zQpLvQFdz1jUey80np67qN/rl7192pe93f9qtqh3dS+TBZ3TEm+I1/i1CE6zXd2M2R6Hz7mmcVzNikaztdxus1rBGbfN3t6iHtfvOMHpHgFgr6SNk6xdC2+Nzj8dcdTQiKs910l5FNcX37ygXHEJIDituY+7lS3ug4gzOIv7hmHkzSGA4GwOd6LGE0Bwkhl5IoDgzNNs0BcEJznQDAJFEpz2GZzK2t6S7rJPEmr2lmdzUY7Wveq622TN2vVlzdiX0LjtV7oMR8vPnz1FPvyoR2ZcMDHaQq7/f+f9D1W8ZEjr2pf4mNjutmi7TNolQ3OmfSO6iMecC+lu+44bZ62C072sx95qb/qf5ZIhm417nqjPCk6tb+Y57ZIh0+8hgwf22qLujtGeZyNp9ZIjMz/2sQA6dt32rhcLueeXmnlOY9iMzxhitg4BBOfv5ypObtofpBs2bo7+8uT+1YsVnK2T7PS0dQkgOFt37tqx5wjOdpzV1h0TgrN1564de47gbMdZzf+YiiI48z8T9DDPBNIubspzv+kbBKohgOD8/fLzpEN17VvSzF867L+UITirSTfKQqA2AgjO2rhRqzEEEJyN4UqrtRFAcNbGjVqNIYDgbAxXWk0ngOAkQyBQmQCCszIjSrQ+AQRnxjlEcGYESHUIeBBAcHpAokgwAgjOYKgJ5EEAwekBiSLBCCA4g6EmkEUAwUk6QKAyAQRnZUaUaH0CCM6Mc4jgzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ00gBCc5AAEIQAACDgEEZ8aUQHBmBEh1CHgQQHB6QKJIMAIIzmCoCeRBAMHpAYkiwQggOIOhJhCCkxyAAAQgAAEEZ31zAMFZX560BoE4AghO8iJPBBCceZoN+oLgJAfyRADBmafZKE5f2KJenLlmpBCAAATSCLCCM2N+IDgzAqQ6BDwIIDg9IFEkGAEEZzDUBPIggOD0gESRYAQQnMFQE8gigOAkHSAAAQhAQAkgODPmAYIzI0CqQ8CDAILTAxJFghFAcAZDTSAPAghOD0gUCUYAwRkMNYEQnOQABCAAAQg4BBCcGVMCwZkRINUh4EEAwekBiSLBCCA4g6EmkAcBBKcHJIoEI4DgDIaaQAhOcgACEIAABBCc9c0BBGd9edIaBOIIIDjJizwRQHDmaTboC4KTHMgTAQRnnmajOH1hi3px5pqRQgACEEgjwArOjPmB4MwIkOoQ8CCA4PSARJFgBBCcwVATyIMAgtMDEkWCEUBwBkNNIItAUQTnqgfXyZWLlpfN/R03dsqok46LzYdXX98kXd3LZEHnNBlx1NBSmSeffUkumtMdfT9h3Bi5+vKLpaOjr7zz3jaZ1XmDPPfiK9Fr18ybKpPGjy1r265rv3Di8UfLku5LZciggYm5qf3XL7fNapPZ5TD1/Akyd8bk1GaUxYpVa+WKmedFY63mq5Z4Se3Xg4E7TxorLQ+qGStlIdDqBBCcGWcQwZkRINUh4EEAwekBiSLBCCA4g6EmkAcBBKcHJIoEI4DgDIaaQBaBIglOX0Fo5OaggQPkB9//VklwqhxbeNMKmT97SiQjbeG29O7VMm7sqVFZLde18NZICNpy1E68xUtXytjRIxMFq5uk9ZB7KlhXrn6sJGXtGNr+ho2bY2VnrYJTx7j5t1vL4unP9KuSVI17k9aDgTuHSSKbDwkIFJEAgjPjrCM4MwKkOgQ8CCA4PSBRJBgBBGcw1ATyIIDg9IBEkWAEEJzBUBMIwZmaA0ZWrl33VElaagUVhOueeL4k51SOXXvzvbJg/vReqy8rCcxKrzdCcKZJzDQgtQjOJDY+8tf0RXnrl1ll6ys43Xr22FzBqa/pXAw/4vDMq2P5YIFAqxNAcGacQQRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagIFEJzLfrRHXvrNvuCsz/nTPjLmi316xfWVY6ZiT8/OSF5OmTSutArTbSNOlmn9uLpuh+IEp/szW6hq7Bdefk0eX/+sbNqyVYYedrDcsuiyUt9UKF4y7/rY10xsU2ZB1/ReK0ftsWn/r7ruNlmzdn1U9byzz4z+a7ao21vtk7bXuzLYHr8Z5zHDh5WtiDWyUVe26pc5CkD/X7eRv/HmW9HPzTZ9bWf5PWuin5mt9u4xAO728yTBqTG1P7ff95B88cRjZWbn4tg27fG6scyxBO62fO1D2lhV4KpUP2Xk52TxDz9e4apHFvTv169sHuKOPQj+BiNgWxNAcGacXgRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagJZBBq1RV0F5/p/3Buc9bRv758oOO0zOCude5kkOI8cdmhJDiaJTB+ZWovgXP/0C6Xt3vYKSYVsb51PEq9azpaXtjCz++yu9NTvTexNW94uO48zaXVn2mpRE+uM005OFJwq/bSczdvtoy073dfsenYSpm1RHzJ4YHSO6qhTjitbpWufP2rGO/viSXLbfX8r3z33rLLVu9q+StJZF55ddl5pmljVsWo+PPnMS2Vnsbo5Uu2q3+BvPgK2PAEEZ8YpRHBmBEh1CHgQQHB6QKJIMAIIzmCoCeRBAMHpAYkiwQggOIOhJlAAwfnue+FXb5phDR60X685TpKO9mo7e7VfrSs401Yu2p2qRXDaQs/u39Z33y9b7ajl3BWecUlvn4dp+Iw/c3Svlau2xHzwkSd6XdYUJ4uzruBME5zaR3uFqRmbWcXpilFXcNqXQdmc4iRk3OVUZryP/vxXEQt3ZaVZWWrnk4/gtM9kjbsMScfBKk4+vhtJAMGZkS6CMyNAqkPAgwCC0wMSRYIRQHAGQ00gDwIITg9IFAlGAMEZDDWBAgjOvEH2WVVp9zlOcFY6gzPtEh+XR70Fp302qC97V1xqPR/BaYvWpFg+Z3Dqikl75am2ZXNJWsEZ10e7H5UEpxvT1E0SnJXGayRomuistEXdzYe0Vbi+80s5CFRLAMFZLTGnPIIzI0CqQ8CDAILTAxJFghFAcAZDTSAPAghOD0gUCUYAwRkMNYEsAo3aop43yPUQnO4FOfY27GrkpivyDCv3sht3haXegK5nM+oN7hpPz2vU7/VLVyXO/d5k71vZtY7d/2q2qHd1L5MFndMSb4i3x5N2i7rL06xaNONw58zto71l3xWcSVIyTRzGveZ7y7qW00upZlwwsSz1dZ707FDdjt+18NboHNMRRw0Vd6xJwlsbq+XG+by9/+hPaxBAcGacJwRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagIVVHDaZ3AqAvcCGjsxks7XtC+WmTBuTHQmpn6lbZmOS7g4oWVfFKR15s+eIh9+1BNJM5V7+v933v9QxUuGtK7pW0dH31J4d7u1XSbtkqE5074hH3zYUzpX0r1cx2wNjxunG9Nd5Wi/rlu/VQTqZTu6Rd3mUemSIXs+3XrmFnYtU63g1Dpx49UzNu05N1vdzTmez734SoTD3r6fNta4fHAve/I5doAPNwhkIYDgzEJPRBCcGQFSHQIeBBCcHpAoEowAgjMYagJ5EEBwekCiSDACCM5gqAlkESjKCk4mHQIQgAAE0gkgODNmCIIzI0CqQ8CDAILTAxJFghFAcAZDTSAPAghOD0gUCUYAwRkMNYEQnOQABCAAAQg4BBCcGVMCwZkRINUh4EEAwekBiSLBCCA4g6EmkAcBBKcHJIoEI4DgDIaaQAhOcgACEIAABBCc9c0BBGd9edIaBOIIIDjJizwRQHDmaTboC4KTHMgTAQRnnmajOH1hi3px5pqRQgACEEgjwArOjPmB4MwIkOoQ8CCA4PSARJFgBBCcwVATyIMAgtMDEkWCEUBwBkNNIIsAgpN0gAAEIAABJYDgzJgHCM6MAKkOAQ8CCE4PSBQJRgDBGQw1gTwIIDg9IFEkGAEEZzDUBEJwkgMQgAAEIOAQQHBmTAkEZ0aAVIeABwEEpwckigQjgOAMhppAHgQQnB6QKBKMAIIzGGoCITjJAQhAAAIQQHDWNwcQnPXlSWsQiCOA4CQv8kQAwZmn2aAvCE5yIE8EEJx5mo3i9IUt6sWZa0YKAQhAII0AKzgz5geCMyNAqkPAgwCC0wMSRYIRQHAGQ00gDwIITg9IFAlGAMEZDDWBLAIITtIBAhCAAASUAIIzYx4gODMCpDoEPAggOD0gUSQYAQRnMNQE8iCA4PSARJFgBBCcwVATCMFJDkAAAhCAgEMAwZkxJRCcGQFSHQIeBBCcHpAoEowAgjMYagJ5EEBwekCiSDACCM5gqAlUQMG56sF1cuWi5WVzf8eNnTLqpONi8+HV1zdJV/cyWdA5TUYcNbRU5slnX5KL5nRH308YN0auvvxi6ejoK++8t01mdd4gz734SvTaNfOmyqTxY8vatuvaL5x4/NGypPtSGTJoYGJuav/1y22z2mR2OUw9f4LMnTE5tRllsWLVWrli5nnRWKv5qiVeUvtZGbhzZMdJy4VqxtuuZePYxeV4yPHbeblpy9s156jb556enXLVdbfJmrXrSy8VJT8QnBkzGMGZESDVIeBBAMHpAYkiwQggOIOhJpAHAQSnBySKBCOA4AyGmkAWgaJsUa9Gjhm5OWjgAPnB979VEpwqeRbetELmz54SyUi7zaV3r5ZxY0+Nymq5roW3RkLQlqN24i1eulLGjh6ZKFjdJK2m/0kJroJ15erHSlLWLqftb9i4OVZ21io4dYybf7u1LJ7+TL8qSdW4MdSDgWlXWax74vma+lG0DxAjNydPPD2zYK8nu0YIzrixmp/N/d5k7/drPccZsi0EZ0baCM6MAKkOAQ8CCE4PSBQJRgDBGQw1gTwIIDg9IFEkGAEEZzDUBEJwpuaAkZVr1z1VkpZawZViKliuvfleWTB/eq/Vl5UEZqXXGyE40yRmGpBaBGcSGx/5a0tI/X+zytZXcOo82fXixtYOglNX1Y7/yujUlb/1+LDTXB1+xOF1l5uaI7957U356umjaupmIwRn0nsk7Y8Dbud98s93wPVsyycmgtOHUkoZBGdGgFSHgAcBBKcHJIoEI4DgDIaaQB4EEJwekCgSjACCMxhqAgUQnB/edLXs/qeng7PuuGCW9B37f/aK6yvHTEXdpqrycsqkcaVVmG4b7orOtLpuh+IEp/szW8Jp7Bdefk0eX/+sbNqyVYYedrDcsuiyUt9U9lwy7/rY10xsU2ZB1/ReK9HssblbdM87+8yoCbNF3d5qn7S9Pk0gmnEeM3xY2YpYjWFe0/83RwHo/+sW4TfefCvqh9mmr2WX37Mm+pnZau8eA5C0tTiuf+64zRZsnefb73tIPnXw4Ki/+qWv6Zc59sDe6q+C/MD+HaWyLqO4fmtbWu+UkZ+TxT/8eJWrHlvwzrvbSvNq4ur47Ta0/YVd02TJnQ+UVhfbLFUQ6/wectAg+Zu1v5Bnnv9NKXeS+lJNLicxN9y2b/9I7n3gkahJc6yDbik3+WrGdfIJR4v+UeGQgwZHXA1/d6zmOIc0wZmUo0kczHiT/vBgv9e1rL2S2ydvP/yoR+68/6Fe78+4z5C090DSkRr1+qBFcGYkieDMCJDqEPAggOD0gESRYAQQnMFQE8iDAILTAxJFghFAcAZDTSCLQKO2qKvg3Lnu74KzPnD2VYmC0z6Ds9K5l0mC88hhh5bkYFwZHbCPTK1FcK5/+oXSdm97haQrXJLEq5azJZ59hqLdZ3cVm35vYrtnHSat7kxbLWpinXHayYmiyEg5m7fbRx2PkZ3ua3a9uCSME5zunNgiVs9XNVu03W3M7qpUdxu+ze/BR56IuhPXb6335DMvJZ7Has9r/379ZMldD8h3zz0rWsGZJsoMy5vv/GmZFHfzNC5vK624dVfq2mfXDhk8MDqX1nAzuaffa590DlRaGxZGwM/8ztfL+NhHJyTlop2XaTmq/F0OJj/c/tl5Y7/XdVxJgjMpb+33ro5bJbaK2jRZGtdWoz9QEZwZCSM4MwKkOgQ8CCA4PSBRJBgBBGcw1ATyIIDg9IBEkWAEEJzBUBMogODc+87bTePcZ8ghvWInSUf7Ehx7tV+tKzh9tz7XIjhtMWb3b+u775etdtRy7grPuMmwRZzhM/7M0b1WrtoSUwWRe1lTnCzOuoIzTXBqH91LYHR8ZhWljqVawZl0AZFKYFfEurnhfu/OrZGPfz5jsvzV0pVll9fY/Y7LCXtlrpY1rGsRnG7+pDG0pZ+7ktnOpbj3VdoKXXtu4gSnfZlV3HvQFrm6utWUt6VmWo4++vNfRd1Puqwr6wrOSmJeY2eRpY3+UEVwZiSM4MwIkOoQ8CCA4PSARJFgBBCcwVATyIMAgtMDEkWCEUBwBkNNoACCM2+QfVZV2n2OkyuVzuCs5py+egvOWi7MccWljt9HcKYJIsPQ5wzOWlbCJfXRlW61CE53VZ5p010dmUVwLluxpuzYA7vfcWLUvqwq6wpOe96SVh/HvW/TzuDMq+BMytFKnwM+Z3B+tGNH1Ss4k9hX+x5o9OcqgjMjYQRnRoBUh4AHAQSnBySKBCOA4AyGmkAeBBCcHpAoEowAgjMYagIhOCvmQNLqMVs42TKkGrmpwZMEp32Zi7vCUm9AN+cPuttcdStwtbc82/2vZot6V/cyWdA5LfGGeAO30i3q7vZn97bqtC3U9lbljo6+ZfNZSWJp4aQt6vqae8N7LYLTvj3e3aJub1dOE5yuJLbnXFdw2isrq2WpcdMY2v1KO7u10hZ1Vxq7KzhtMR933IHvcQnuFvWkHK2UGz63qFfLWmOmvXddiW2/lyv1t+IHWZUFEJxVAnOLIzgzAqQ6BDwIIDg9IFEkGAEEZzDUBPIggOD0gESRYAQQnMFQE6iggtPdWp10AY3iSVrhZl9eYi5M0fI+233TZJa+5m5Hnj97iujlJDMumBjJqKSLSuLqmr7Z8s/ejq917DK2SHEv25kz7RvywYc9MuvCs0Xbcy+VsS/Ycd9cbkz73E8j2cy86PZr3Q6uF+3oVl+bR6VLhrQtM59uvbiLWXwuGTLb/N1Vdj4rOLU/5gKktEuG7H7HSW+bn172NGBA/9K5m+Y1075uv05imSTK7At87L648+jmpn0EQtolQ2mC0z4WQPNCLxmyt6ibPmS9ZEjbsY8v0O+Ttqib9779fo477sGeF5+8TbsgrJq2uGQo5/98IzhzPkF0ry0IIDjbYhrbZhAIzraZyrYYCIKzLaaxbQaB4GybqWypgTTqkqGWgkBnIVBHAknnONYxBE21EIHQqzCzoGEFZxZ6IoLgzAiQ6hDwIIDg9IBEkWAEEJzBUBPIgwCC0wMSRYIRQHAGQ00giwCCk3SAQH0JIDjry7PVW0NwtvoMOv13l7jbWwEQnG022QwnlwQQnLmclsJ2CsFZ2KnP5cARnLmclsJ2CsFZ2Klv6sARnE3FT/A2JIDgbMNJzTAkBGcGeHmsak+oe0AvglOk36ub8jhtFfvU97XNFctkKdD31X/tVX3niE9nabKsblz7dWs8UENpPOzx9f1EH9m9Z6/s3ReoY4SBQAqBAz7RR/aQj3XJEfMZsPOzh5e1t2PE0Lq0X4RGGik4s/77zjwWIQPLx4jgLN6c52HECM48zAJ9gAAEINB8AmxRrzAHcYcz6180zO1w2+7/eV1mMUlWVRJitUqufq/1lm91GQiNQAACEIAABCAAgSoJ7Phs7X8ArPSsVGVXKJ6BQP+++8uuPXtl9x7+IpkBY1S11mf8rHFbsX6/znNasdv0GQIQgAAE6kwAwVkBqLtiU4uXLdG95KY6T0nrNfeLYeUrb1plBP+7wf3+xRG9f1n78sb6ieW49luFvelnGo92GF+rzQf9hUBoAuYz4A/fLF9R/2Xn+9D9It7HBLL++848NiCTBr1fudE/8Cjz/h9UbieuhNu2T3/e84zVqLbS4vvEjOPgO6Y0ymYO6tFWbbPZPrVumd0+Y2EkEIAABCBQMwEEp4fgvP2+h2TW3QwyIQAAIABJREFUhWdLR0ffqPSTz74k6554XubOmCzXL19XM3y7YpLMqSTEapVAjZZ7dYFCI1UT+MNtv666DhUgkBcC/3vg5/PSFfoBAQgEJuBK7mrCV3pWimvLN161ktZHClfbZjUsKNu6BKLcsYVrrfK1dRHU3PMvX/TnNdelIgQgAAEItA8BBKeH4Fx40wqZP3uKDBk0MCptr+Ac+k8f5CYbDvrXPk3ty5c2PNfU+Bp81OvN7UMeGDR9EugABCDQkgR+OfzElux3u3T6yaPaj38r5dTvPr23JVLJR8z6CN9a/kAe165Pf3z/qN6ottLi+8SMSwzfMaUllZmDerTVEsnbwE5u+vefbGDrNA0BCEAAAq1CAMFZYaYqncGZdsnQB/v+pdT6B/veqConqi2vjW+34lUVrMGFB+z3mcQIn9zvyNjXkn+e3FaDh0HzTSTALepNhE/oXgS4RZ2kyBOBRl4ylKdxFr0vT+1MPtMy7Zmx0vNkPZ4dX9p5RNOn55Mxz5ov74p/xmx6Z+lA3Qms/vyAurdJgxCAAAQg0HoEEJwec6YrNjds3BxtSdczObsW3ipXzDxPRhw1VFr5FnVbwLoY9vXbJD079sqefeUP1GkPyvV4SPaYjtgi9ZSoJkDcw3Kt/aNeNgIIzmz8qF1fAgjO+vKktWwEii44055llGwlwedLP+kPr771ffqS12espDHGPXsd8In9ZM9ekb17P35+9OFWqQzPY9VkWTHLcot6MeedUUMAAhBwCSA4PXJCV3Fedd1tsmbt+qj0HTd2yqiTjov+v5UFZ9rQDx3cT97dtiu6CTPrV9ovH3EP863ygJ8mVQ2zSg/tvg//PnPQzr8AIDgrZ0ClX/Irt1BbiXrJg9qiZ69VS//7fqKP7N6zV37/+3v2TtACBKog4P67cmC//WXnrr2yO0cJWcv7ykbQzD+YVjEVuSlayx95fZ5TanmuOGhgX/lwxx7p2bknN3zoSPsTKIrg1EU3Vy5aXjah9u+l7ky/+vom6epeJgs6p0ULc8yX3idx0Zzu6NsJ48bI1ZdfHN01oQt5ZnXeIM+9+Er02jXzpsqk8WPLmrXr2i+cePzRsqT70tKRbnFZV3ZRb4a0dDlMPX9CtBAp7UtZrFi1NlqkZO7V8O1CLfGS2s7KwJ0jO05aLviOtZ3LxbGLy/GQDOy83LTl7Zpz1O6z+x41700t4x69qD/T8itXP1b6HAg5/kbEQnBmpIrgzAiwTtWrlagattIvYEX8BctH2vpMmY/Y9WnHlBnQb3/p2bVX9lT4Bb7SnFYTs9qyRcyXahlRHgIQgEC9CVT6d6te/x7V49+XSn1Je70W2Vhv1j7tITh9KFGm3gSKJDiVnSsd43gauTlo4AD5wfe/VRKcKnlsyWELt6V3r5ZxY0+Nyrq7FuNiLF66UsaOHlla+FNpXrPKvUoyxt516falVsGpY9z8261l8kd/pl+VpGocj3owMO3aFx9XYl/0143cnDzxdK/3TyhejRKc5kJsHYfm3PqnX4hyeMldD/R6z2o+Dz/i8FxxycIfwZmFHis4M9Jr7eo+K+Z8fiHyKeNDqtUFm/6S2upj8JmnRpWp9Et+o+JW+oW9UXHr1W4t/R90YF/ZvnO37N6dfYV7vcZBO8Uh4P6bkccVnLW8r+wZbBWZV5ys8x8pgtOfFSXrRwDB2ZulkZVr1z1VkpZGENryQwXLtTffKwvmT++1+rKSwKz0uturesi9NImZllG1CM4kNj7y15aQ+v9m96cvA5WXdr24sbWD4NRVteO/Mjp15W89PikaJfE0R37z2pvy1dNH1dTNEILTztet774v9vu/mlyuaYBNqITgzAidFZwZAVI9VwR8pK1Ph+slbU0s3xWcWX+p9hlbUhl+Ic9Cr7XqcgZna81Xu/e26Gdwtvv8ttr4EJytNmPt0d9GCc5vv/b38si2N4ND+ssjxsgFB32+V1xfOWYqxl2W67bhruhMq+t2KE5wuj+zJZzGfuHl1+Tx9c/Kpi1bZehhB8stiy4rrS5V2XPJvOtjXzOxTZkFXdN7rRy1x+YeMXfe2WdGTZgt6vY23qTt9WkC0YzzmOHDem37Na9pPHMUgP6/biF/4823on6YVbhadvk9a6Kfma327hbjpK3ncf1zx222YOs8337fQ/KpgwdH/dUvfU2/zLEH9lZ/FeQH9u8olXUZxfVb29J6p4z8nCz+4cerXPXYgnfe3VaaVxNXx2+3oe0v7JomS+58QObPnlISnnY+6fwectAg+Zu1v5Bnnv9NKXeS+lJNLicxN9y2b/9I7n3gkahJc6yDbik3+WrGdfIJR4v+UeGQgwZHXA1/d6zmOIc0wZmUo0kczHjdvLDf41rGXsHdbtvTdXwIzoz/ZCE4MwKkOgQ8CHAGpwckigQjgOAMhppAHgQQnB6QKBKMAIIzGGoCWQQaKTjv/t2vg7P+0We/kig47TM4K517mSQ4jxx2aEkOxpXRAfvI1FoEp9kqq+dg2iskXfGSJF61nC3x7DMU7T67Kz3tbbruWYdJqzvTVouaWGecdnKi4NRVm1rO5u32UcdjZKf7ml0vLgnjBKc7J7aI1fNVzRZtd8u2u5LP3YZv83vwkSei7sT1W+s9+cxLieex2vPav1+/aMv0d889KxKacXPuCs6b7/xpmRR38zQubyutUnRX6tpn1w4ZPDA6l9ZwM7mn3+v86hyotDYsjICf+Z2vl/ExF1ab95Z5H9i5mPT/5r1izpBV/i4HOz/cvLDnTtuymTZqZWvwD00rIIIzI30EZ0aAVIeABwEEpwckigQjgOAMhppAHgQQnB6QKBKMAIIzGGoCBRCcm3ZtbxrnoQcM6BU7STral+DYq/1qXcHpu/W5FsFpizG7f7p11l7tqOXcFZ5xk2GLOMNn/Jmjo233UyaNK1sdagsi97KmOFmcdQVnmuDUPtqXGJuxmVWUrhj1EZxJFxCpBHZFrJsb7vfu3Br5+OczJstfLV1ZunzZ7XdcTtgrc7W8YV2L4HTzJ42h6VuSxDevx72v0lbo2nMTJzjty6ziYtsiV1e3mvK24FSJmZSjj/78V1HXk87idVej2heJaT2T1yqW4y4datqHXp0CIzgzgkRwZgRIdQh4EEBwekCiSDACCM5gqAnkQQDB6QGJIsEIIDiDoSaQRaBRKzjzBtlnVaXd5zi54ko7d/VaNVtW6y047bMBfdnbqy/NykIfwZkmiExsnzM4dYWfK4ncVYdxKzjj+miPuVbBmSSs3NWRWQTnshVryuSx3e84Mdq18NboaABzeZXpYz0Epyuyk/ImbaViXgVnUo5W+hyo9AcKkwtf+aNT5YVfb6jpsizf92czyiE4M1JHcGYESHUIeBBAcHpAokgwAgjOYKgJ5EEAwekBiSLBCCA4g6EmEIKzYg4krR6zhZO9DbsauanBkwSnfSOzu8Jy5erHStuXNZ6e1ajnEeqXbgWe+73J3reyax27/9VsUe/qXiYLOqeVVnimibG0W9Td7c9mFaUZR9oWanfrsCs4K0nYpC3qWs+94b0WwWmP292ibh81kCY44wS6mXMVnLagrJalmf+kvtj9Sju7tdIWdVcauys43Uu77BWcbo66fU7bop6Uo1kFp3nvvvzP/yLTpkyo6v1W8UMnBwUQnBknAcGZESDVIeBBAMHpAYkiwQggOIOhJpAHAQSnBySKBCOA4AyGmkAWgSKt4HS3rSZdQKN4krbm2ltYzfZVLe+z3TdNZulr7nZkvTDmw496ZMYFEyMZqf9/5/0PVbxkSNtyt9YaOWQzsMvY4se9bGfOtG/IBx/2yKwLzxY9h9DdxmtfsOO+uewjAPQ1+9xPt0+6/Vq3g+tFO7pF3eZR6ZIhbcvMp1vP3MJu983nkiGzzd9daeqzglNjmQuQ0i4ZsvsdJ71tfnrZ04AB/UvnbprXTPu6/drMr8sySezZF/jYfXHn0c1N+wiEtEuG0gSnfSyA5oVeMuQKTu1H1kuGtA37+AL9Pm2LeqXV0PYfF/T803b6QnBmnE0EZ0aAVIeABwEEpwckigQjgOAMhppAHgQQnB6QKBKMAIIzGGoCWQSKIjiZdAiEIhAnKkPFJg4EshBAcGahJyIIzowAqQ4BDwIITg9IFAlGAMEZDDWBPAggOD0gUSQYAQRnMNQEQnCSAxBoGAEEZ8PQ0nCDCSA4MwJGcGYESHUIeBBAcHpAokgwAgjOYKgJ5EEAwekBiSLBCCA4g6EmEIKTHIBAwwggOBuGloYbTADBmREwgjMjQKpDwIMAgtMDEkWCEUBwBkNNIA8CCE4PSBQJRgDBGQw1gRCc5AAEIAABCDgEEJwZUwLBmREg1SHgQQDB6QGJIsEIIDiDoSaQBwEEpwckigQjgOAMhppACE5yAAIQgAAEEJz1zQEEZ3150hoE4gggOMmLPBFAcOZpNugLgpMcyBMBBGeeZqM4feGSoeLMNSOFAAQgkEaAFZwZ8wPBmREg1SHgQQDB6QGJIsEIIDiDoSaQBwEEpwckigQjgOAMhppAFgEEJ+kAAQhAAAJKAMFJHkAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAItSwDB2bJTR8chAAEIQAACEIAABCAAAQhAAAIQgAAEIAABBCc5AAEIQAACEIAABCAAAQhAAAIQgAAEIAABCLQsAQRny04dHYcABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQQnAXIgZ6enXLVdbfJmC+cIJPGjy0b8auvb5JL5l0vm7ZslROPP1qWdF8qQwYNLCtj6q9Zuz76+R03dsqok46L/j/ttQKgZYg1Eli8dGVUc+6MyaUW3nlvm8zqvEGee/GV6GfXzJvaK18r5Rz5WOOEFLRaWs755hKfjwVNngYMOy0f7X+r3X+H7a6Qjw2YmAI3qf9WL79nTa9/k30/H7ViPdoo8BQwdAhAAAIQgAAEqiCA4KwCVisWNQ+h772/Xb56+pfKhJH+wtTVvUwWdE6TEUcNTRzeqgfXRa+pHNVfwBbetELmz54SidC011qRF31uPAH9ZeeXz7woZ552isy4YGIpoP58+BGHl/Ksa+GtcsXM83rlJvnY+DkqSoSld6+WcWNPjXJMP9vsnPP9bCMfi5ItjR9nUj4OPewQWXLXA/Ldc8+K/t3Vf7uvvfleWTB/eq8/SJKPjZ+nokR48tmXZN0Tz0d/iNRnSc25KZPGRZ+Xvp+P9WijKLwZJwQgAAEIQAAC2QkgOLMzzHUL+nD5xptvyZHDDo3+a6/gVKE0dvTI0mrMuIG4D7Vaxoio8WeOLnvgtV9zV4rmGhKdC0ZAfzFfu+6pSCrpf43gTMozNz/Jx2BTVchA5jNx5LEjvD7byMdCpkmwQSf9Gx2Xd9op8jHY1BQikJt/KjU3bNwssy482+vz0TwT2v+O19JGIWAzSAhAAAIQgAAE6kIAwVkXjPlvxP5ru/lFSFeEnPD54TL3//nv0QCmnj8h+ku9vZJpyOCBZSs2tZxp64zTTk58DcGZ/5xoZg/tVR2mH/qzlasfk6svv1ief/nV0v9/tGNHaWUd+djMWWvv2LYcSssz/Wwzf+RJ+wzk87G986XRo0uSmBrX3UlBPjZ6NorXflz+mX+3dSWxvZPHfi60Px/j/gju20bxiDNiCEAAAhCAAATqQQDBWQ+KLdCGKzjNWV+jTjmutP1Iz+mcPPF0OWb4sDKhdPt9D0V/se/o6BuN1H5ATXrNPluxBfDQxcAE4gSnya2L5nTLhHFjItGpOecKd/Ix8GQVJJy75TLts80WSuRjQRIk8DDdf7Pt8O7KOvIx8OQUIJwKTvtYBB2y7sBYsWqtTJ/yNbnnp38f+1yoz372Lp9a2ygAYoYIAQhAAAIQgEADCCA4GwA1j03GCU73L/Bx0sldKaJjYwVnHme4tfoUl2v2xUNJ58OSj601z63SWzcf0/LMXp1OPrbKDLdWP5P+AGT/+xu3S4J8bK15znNvs6zgNOOqRxt5ZkTfIAABCEAAAhDIHwEEZ/7mpCE9ituibh8Yr0HNeZ32L06c6dWQ6Sh8oz5CiXwsfJoEAWAfjWBWqad97vH5GGRaChskLh8NDHN+YdIOCf69LmzaNGTgnMHZEKw0CgEIQAACEIBAAwkgOBsIN09Nx213s39ZMretu1vUzW2ZerC8ez5npdfyNH76ki8CcYLTvTXd3nbp3m5NPuZrPlu1N74yyb1h3eSmyk77czTuJvakXG1VZvS7cQR889HtAfnYuDkpcst2PioHc4zRqJOOS/3cs/Ox1jaKzJ2xQwACEIAABCBQOwEEZ+3sWqpm0nle+iC6/J410ViumTc1umXd/SXdyM81a9dH5e64sbN083raay0FiM4GJRC3BVO3pV8y73rZtGVr1Je4S69UqpOPQaeqbYO5eWQGavIuLc/sX+DJx7ZNkaADS8tHvdRlVucN8tyLr5T1yfybTT4GnapCBYt7RlQAvp+PWraWNgoFmcFCAAIQgAAEIFA3AgjOuqGkIQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCA0AQRnaOLEgwAEIAABCEAAAhCAAAQgAAEIQAACEIAABOpGAMFZN5Q0BAEIQAACEIAABCAAAQhAAAIQgAAEIAABCIQmgOAMTZx4EIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQN0IIDjrhpKGIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgdAEEJyhiRMPAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQqBsBBGfdUNIQBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEJoAgjM0cc94qx5cJ1cuWl4qPfX8CTJ3xmTP2snFenp2ylXX3SZjvnCCTBo/tlTwnfe2yazOG+S5F1+JfnbHjZ0y6qTjUuPZfTzx+KNlSfelMmTQwKjOq69vkkvmXS+btmwV97XFS1fK8nvWROUmjBsjV19+sXR09I2+f/LZl+SiOd2xr2UePA1AAAIQgAAEIACBNiZgP0fFPWfVMnT3GfGaeVNLz5DmuXLN2vXez4/2M6L7zJn2/Jj23MnzYy0zSx0IQAACEIBAexFAcOZwPlUAbv7t1jLxpz/TryyS0zyEvvf+dvnq6V8qE5za/vAjDo9+pg+X1958ryyYP70kLF1MWmbtuqdkxgUTo5f0oXPDxs1R/zSO1p8yaZyMOGpoJC3XPfF89Jr+/xtvvlWKbcfVB+iFN62Q+bOnRHG1Tf2yRWwOp4suQQACEIAABCAAgaYT0OemlasfK/uDs/5s/dMvlD1TVtvRpXevlnFjT42e6fRZrWvhrXLFzPOi7+1nNfc5Li6OPiMuuesB+e65Z0XPevYzZ/9+/RKfH9OeO3l+rHZGKQ8BCEAAAhBoTwIIzpzNa5JcdB8ok7q9YtVaGf+V0bFi0sjFI4cdWiYZ4x5Iq5WL2m+NrQ+8m7a8Xfp/XZmZ1ndXfhoRquPzEa05mz66AwEIQAACEIAABIITSHrWMn/cnjzx9NSdOWnPj+5g9I/TY0ePlJHHjigTklrO/sO1DwT7j+Ja3jxLVnp+tJ87n3/51dIf0nl+9KFOGQhAAAIQgEB7EkBw5mxebeGX9ECpW8fdLUG6hV2/zNZvd1u43ZYrL+shONNEpbuiM6kvPv3K2XTRHQhAAAIQgAAEINB0ArbwM8f+mE7Zz1dZnh+1PfuZbsjggWU7b/T1av9Abj+D/vOGN8tEZdrzo/3cyfNj09OPDkAAAhCAAARyQQDBmYtp+LdO2Fu93a7ZD3BxfyF3t/0kDc19EHT/um/OWtK/9vtsD3cFqbsNXfth/tpvn+vpPoxrv3R1qSmT9mCbs2mjOxCAAAQgAAEIQKBpBPTZS7en2+eam87YMjDL86MrMPX57/b7HpJZF55ddpa6vRunEhD7+dD3+TFuSzrPj5VI8zoEIAABCECg/QkgOHM2xz4rOI8ZPqzXX8x1GLUKTq3rHup+xmknyyEHDa4oOOMkpDuGuDI+q0Z9znLK2fTRHQhAAAIQgAAEIBCcgM8KTn22s886N530fX50n+98nuXSQLh/cPd5fox7pmQFZ/B0IyAEIAABCEAglwQQnDmbFp8zOOO2BGUVnC4G+0D5JERJ5zq5D9nuuVBJ50S5D7acwZmz5KQ7EIAABCAAAQjkkoDPGZxZ/kAet0I0Tjb6nsEZt2Op0vNj0nMnz4+5TEk6BQEIQAACEAhOAMEZHHnlgD63qCdtMbJvL0+KVOl8pLRt8qbNtEPr3dfsh+KPduwou33T7mPczZzmZvbK1CgBAQhAAAIQgAAEikvA5xb1Wp4f07a/28+MvhdiJj1npj0/6qxedd1tEndZEs+Pxc15Rg4BCEAAAhCwCSA4c5oP+vB35aLlpd5dM29q2XbxuEPi586YHB3urvWquWRIg9jx9MIibUu/klZR6sPuRXO6y+gNPexguWXRZTLiqKG9trwv6b40utndHZc2YPfVbnfCuDGxZ0nldMroFgQgAAEIQAACEGgqAff5zH6m045V+/zoljeDM+26r99xY2d0lnrajqRZnTfIcy++UsbJPOe6RyaZ58dKz508PzY17QgOAQhAAAIQyAUBBGcupiG/nUg7EzS/vaZnEIAABCAAAQhAAALNIsDzY7PIExcCEIAABCBQXAIIzuLOvdfI3ZvNvSpRCAIQgAAEIAABCECgsAR4fizs1DNwCEAAAhCAQNMIIDibhp7AEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQFYCCM6sBKkPAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEINI0AgrNp6AkMAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIZCWA4MxKkPoQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBA0wggOJuGnsAQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAVgIIzqwEqQ8BCEAAAhCAAAQgAAEIQAACEIAABCAAAQg0jQCCs2noCQwBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhkJYDgzEqQ+hCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEDTCCA4m4aewBCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEBWAgjOrASpDwEIQAACEIAABCAAAQhAAAIQgAAEIAABCDSNAIKzaegJDAEIQAACEIAABCAAAQhAAAIQgAAEIAABCGQlgODMSpD6EIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQNMIIDibhp7AEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQFYCCM6sBKkPAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEINI0AgrNp6AkMAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIZCWA4MxKkPoQgAAEIACBOhLYtGWrvLX1XTnp3x1dx1ZpCgIQgAAEIAABCEAAAhCAQPsSQHC279wyMghAAAIQyBmBJ599SS6a0x3bq6GHHSy3LLpM/unlDfLc//eK/OD735IDDvhE0BFsefsdufP+h+XPLp4kHR19g8YmGAQgAAEIQAACEIAABCAAgVoJIDhrJUc9CEAAAhCAQAYCr76+Sa69+V5ZMH+6DBk0MENL9av6j8++LH/9t+vkyksvRHDWDystQQACEIAABCAAAQhAAAINJoDgbDBgmocABCAAAQjEEUgSnKseXCcbNm6WuTMmyzvvbZNr/uouOfO0L8jyH6+RX7+6UUZ/4XiZffEkef6l12T5PWtk2wcfyrl/eobM/M7Z8gcDB0Sh3n3/A/nhXT+T+3/2qPTr11emfmu8XPCN/0M6+vWV373zvvzlkh/L//yHf5Q9e/fKF088Vv6vS78t//LmFrnh1p/I5rfekSOHfko+M+xTkejss38f+dHKh+W+nz0qb//uvSj+Zd87V074/HDp6dkpC29aIV88+dhIjD7x9Ivy+RFHyNxLvinvb/tQltz5U9n4r2/JGV8+Reb/2RQ57JAhUR0Vu+P+w6myas3j8neP/6OM+Myn5fKZ58qXv/jvZb/99iNhIAABCEAAAhCAAAQgAAEIVEUAwVkVLgpDAAIQgAAE6kPAV3DO6rxBjjrisEhCHti/Q37yN49FgnLujG/K5Imny86du+S/3vAj+dIpx8uk8WNl567d0n3TCjnh2M/Kf/yTsbJj5065cdn/kEMOGiQXffMsWbx0pQw/4jA552unRwN563fvyqCBAyL5qVvoV65+TK6+/OLSCk5tT+XnZ488XPr06SOP/uIZefixJ+W/XPbdqP5V190mv33rXen+zzPksEOHyP/65fPS1b1MvjbuD+XPpk6S/fffX26562eRTJ0z7RuyY8euUp2/mD9Nhh1+iPz6lTdk/sJb5aq53+Hs0fqkF61AAAIQgAAEIAABCECgUAQQnIWabgYLAQhAAAJ5IeArOP9T141y6YxzZNRJx0Vd/+cNb8pf3Hj3x0LxkCHRz+xVn9rush8/KP/5zy6QAQd2RK8//fyv5Y77HpL/+oNp8t9uXyXHDB8WCc4+fcpXS8YJTpeX3e/+/fpFsnLMF06I5Kp+6QrRy66+WebNOk+O/9xR0c/sdo0Utevoz370k7+Tj3p2yIwLJuZliugHBCAAAQhAAAIQgAAEINAiBBCcLTJRdBMCEIAABNqLgK/g7Fp4q1wx8zwZcdTQCEBcPVtwJl1kdOLxR8uS7ktl+4c9cvXiu6Rnxw656Nyzom3hunrTFZHmkiGVjrqq88FHnpBdu3bL3r17o5Wk/23BHDGCU1eSGgGr2+rdPscJTruOxv6H9c/Kw4/+Uv7vyy6Sfn0PaK/JZjQQgAAEIAABCEAAAhCAQEMJIDgbipfGIQABCEAAAvEEGik43W3mbg/27t0nv3lto9y18mHZ8MZmWdg1XT4z7LBeW9R1e7qesfnZz3xavjnx9EiExq3gRHCS5RCAAAQgAAEIQAACEIBAMwkgOJtJn9gQgAAEIFBYAo0SnHqe5V/8v3eUx9G1AAAEf0lEQVTLoiu/V9rCngR53759svTuv5FDDx4cbTF3t6jHrcZ87sVX5Pof3i83XP2fMq3g/NLJx8s5X/vjqGumH3q/EFvUC/uWYOAQgAAEIAABCEAAAhComQCCs2Z0VIQABCAAAQjUTqBRgtOsuhzQv0MuufBPZeCA/tFN6++9v12OGHpoWYd1+/lf/vcfyx99aaSMG3uqqLzUm9S7uy6RTx0yONrOPn/BUvn6n/xRdBP6797dJouW/Fg2bnor8xZ1vZiIS4Zqzx9qQgACEIAABCAAAQhAAAL/RgDBSTZAAAIQgAAEmkCgUYJTh/LB9o/kzpUPy93/43/K+9u2y/AjD5dLvv2n8idnfEluuv2vozM19ed6s/rU8yfIeWefKX0P+ER0A/stP/qZ3H7v34qe2XnjNbPlldfflGv+6i759asbZfQXjpdp539NHn7sl3Lp9HMyreDUS4YeX/9sdCv7iM98Wi6feW50Huh+uoyTLwhAAAIQgAAEIAABCEAAAlUQQHBWAYuiEIAABCAAAQhkI9DTszO6ed29ZChbq9SGAAQgAAEIQAACEIAABIpMAMFZ5Nln7BCAAAQgAIHABBCcgYETDgIQgAAEIAABCEAAAgUggOAswCQzRAhAAAIQgEBeCCA48zIT9AMCEIAABCAAAQhAAALtQwDB2T5zyUggAAEIQAACEIAABCAAAQhAAAIQgAAEIFA4AgjOwk05A4YABCAAAQhAAAIQgAAEIAABCEAAAhCAQPsQQHC2z1wyEghAAAIQgAAEIAABCEAAAhCAAAQgAAEIFI4AgrNwU86AIQABCEAAAhCAAAQgAAEIQAACEIAABCDQPgQQnO0zl4wEAhCAAAQgAAEIQAACEIAABCAAAQhAAAKFI4DgLNyUM2AIQAACEIAABCAAAQhAAAIQgAAEIAABCLQPAQRn+8wlI4EABCAAAQhAAAIQgAAEIAABCEAAAhCAQOEIIDgLN+UMGAIQgAAEIAABCEAAAhCAAAQgAAEIQAAC7UMAwdk+c8lIIAABCEAAAhCAAAQgAAEIQAACEIAABCBQOAIIzsJNOQOGAAQgAAEIQAACEIAABCAAAQhAAAIQgED7EEBwts9cMhIIQAACEIAABCAAAQhAAAIQgAAEIAABCBSOAIKzcFPOgCEAAQhAAAIQgAAEIAABCEAAAhCAAAQg0D4EEJztM5eMBAIQgAAEIAABCEAAAhCAAAQgAAEIQAAChSOA4CzclDNgCEAAAhCAAAQgAAEIQAACEIAABCAAAQi0DwEEZ/vMJSOBAAQgAAEIQAACEIAABCAAAQhAAAIQgEDhCCA4CzflDBgCEIAABCAAAQhAAAIQgAAEIAABCEAAAu1DAMHZPnPJSCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUDgCCM7CTTkDhgAEIAABCEAAAhCAAAQgAAEIQAACEIBA+xBAcLbPXDISCEAAAhCAAAQgAAEIQAACEIAABCAAAQgUjgCCs3BTzoAhAAEIQAACEIAABCAAAQhAAAIQgAAEINA+BP5/9qslK4pviuAAAAAASUVORK5CYII=",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"df_inactive = hub.dataview_interpolated_pd(\n",
" namespace_id, dataview_id, \"2020-10-19T15:20:00\", \"2020-10-20T01:55:00\", \"00:05:00\"\n",
")\n",
"\n",
"fig = px.line(\n",
" df_inactive,\n",
" x=\"Timestamp\",\n",
" y=float_columns,\n",
" title=\"Plot when Run Statuses are inactive\",\n",
")\n",
"fig"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Asset metadata\n",
"\n",
"In some datasets like `Pilot_Plant`, assets have metadata (static information) attached to them. This metadata comes in the form of a Python dictionary, i.e. a set of keys, each key with an associated value. The example below is representative of equipment metadata available with `Pilot_Plant`. "
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"{'E-102.Heat Exchange Area': 23.0, 'Asset_Id': 'HOT-1'}"
]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hub.asset_metadata(hot1_id)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Metadata for all assets\n",
"\n",
"It sometimes useful to get metadata of all assets into a single Pandas dataframe to select assets according to some criteria, for example Primary Usage. "
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" E-102.Heat Exchange Area | \n",
" Asset_Id | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 23.0 | \n",
" HOT-1 | \n",
"
\n",
" \n",
" 1 | \n",
" NaN | \n",
" HOT-3 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" E-102.Heat Exchange Area Asset_Id\n",
"0 23.0 HOT-1\n",
"1 NaN HOT-3"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hub.all_assets_metadata()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.7.6"
},
"toc": {
"base_numbering": 1,
"nav_menu": {},
"number_sections": true,
"sideBar": true,
"skip_h1_title": false,
"title_cell": "Table of Contents",
"title_sidebar": "Contents",
"toc_cell": false,
"toc_position": {},
"toc_section_display": true,
"toc_window_display": false
}
},
"nbformat": 4,
"nbformat_minor": 4
}