diff --git a/ntd/proposed_changes_25-26.ipynb b/ntd/proposed_changes_25-26.ipynb new file mode 100644 index 000000000..3ea7f9cc1 --- /dev/null +++ b/ntd/proposed_changes_25-26.ipynb @@ -0,0 +1,2378 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "a5010c8b-6fe2-49cd-8dfe-681e8de340d3", + "metadata": { + "tags": [] + }, + "source": [ + "# NTD Proposed Changes 2025-2026 Analysis" + ] + }, + { + "cell_type": "markdown", + "id": "8e1248e8-1f49-462c-ba0c-424a2240f5ee", + "metadata": {}, + "source": [ + "Proposed Change Text:\n", + "\n", + "https://www.federalregister.gov/documents/2024/10/31/2024-25341/national-transit-database-proposed-reporting-changes-and-clarifications-for-report-years-2025-and\n" + ] + }, + { + "cell_type": "markdown", + "id": "923637b0-7d95-4614-a425-10a6238a3f1d", + "metadata": {}, + "source": [ + "Task:\n", + "- As Caltrans DDS prepare to submit comments of these proposed changes to NTD, the Data Science branch is tasked to address 3 areas the proposed changes may affect the branch.\n", + "- Analysis of the following areas to be submitted to the Transit Quality Branch by 11/27/2024" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "b5679a16-211e-400a-bf08-4c377b4b27ed", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "\n", + "from calitp_data_analysis.tables import tbls\n", + "import geopandas as gpd\n", + "from siuba import _, collect, count, filter, show_query\n", + "\n", + "pd.set_option(\"display.max_columns\", None)\n", + "pd.set_option(\"display.max_rows\", None)" + ] + }, + { + "cell_type": "markdown", + "id": "afdfd59c-d9c1-4d48-b6e4-55e9af08be29", + "metadata": { + "tags": [] + }, + "source": [ + "## Area 1 - NTD Reporting Streamlining\n", + ">E: The first is on the topic of NTD reporting streamlining. There are `a few items being proposed that may add additional reporting burden` and `some that propose to streamline things`. Is this an area that you all have an opinion on?\n", + "\n", + ">K: will take a look based on our understanding of `common past reporting errors identified in the NTD Modernization project` and provide some comments. \n", + "\n", + ">E: That sounds great" + ] + }, + { + "attachments": { + "ba55d0e0-457e-411f-8851-c0eda48ae5ab.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "d81a5cc6-0f45-4980-9f16-a9bac97483e1", + "metadata": { + "tags": [] + }, + "source": [ + "### Revisit the NTD Modernization - Issues Analysis\n", + "Slalom completed an analysis of the most common erorrs in NTD reporting for 2020, 2021 and 2022 by frequency, type and agency. \n", + "\n", + "As reported, 3 issues account for ~25% of all errors:\n", + ">1. RR20F-005: The cost per hour changed by 30% or more. \n", + ">2. A10-033: The number of General Purpose Maintenance Facilities differs from previous year. \n", + ">3. RR20F-146: The miles per vehicle changed by 20% or more.\n", + "\n", + "Slalom identified a list of the top 23 errors by frequency and most comments to determine which errors should be prioritized first.\n", + "\n", + "sorted by issue ID:\n", + "\n", + "![image.png](attachment:ba55d0e0-457e-411f-8851-c0eda48ae5ab.png)\n", + "- 2x A10 errors\n", + "- 2x A30 errors\n", + "- 18x RR20F errors\n", + "- 1x RR20U errors" + ] + }, + { + "cell_type": "markdown", + "id": "70b0e807-80d6-49d7-bad3-eb2df8b7663b", + "metadata": { + "jp-MarkdownHeadingCollapsed": true, + "tags": [] + }, + "source": [ + "### Notes from Proposed Changes document\n", + "\n", + "- **Sec B: increases reporting burden for all**\n", + " - requires agencies to submit shapes.txt\n", + " - align agency_id to NTD ID\n", + " \n", + "- **Sec C: decreases reporting burden for all**\n", + " - FTA acknowledges that the a15 and a10 is causing discrepanices\n", + " - removes A-10 form\n", + " - moves ADA data and other data from A-10 form to new extended A-15 form\n", + " - clarifies what a \"station\" or \"facility\" is and how to count them for reporting\n", + " - establish a standardize reporting method for passenger stations and facilities\n", + " - **`Sec C directly relates to the issues analysis, A10 error was the 2nd more common error in reporting`**\n", + "\n", + "- **Sec D: slight increase reporting burden for all**\n", + " - proposes to add new categories to A-20 form:\n", + " \t1. “Track—Turntable,” \n", + "\t\t2. “Power and Signal—Pump Rooms”\n", + " 3. “Power and Signal—Fan Plants” \n", + " - Adds a \"decade of construction\" field to these category. this way FTA can more accurately capture an asset was reconstructed or renovated.\n", + "\n", + "- **Sec E: may slightly increase reporting burden for some**\n", + " - clarifies what counts as a cyber security event and adds more choices to better describe what type of event has happened\n", + " - also expands what is IT infrastures and an heiarchy of events\n", + " - I believe this reporting only applies IF the agency experiences a security event. So an agency who has not had any security events, will not have an increased reporting burden\n", + "\n", + "- **Sec F: may slightly increase reporting burden for some**\n", + " - revise the NTD major event reporting requirements to capture the new “disabling damage” event category\n", + " - similar to Sec e, only applies if a safety event occurs\n", + "\n", + "- **Sec G: decreases reporting burden for some**\n", + " - there are some unique rural operators that operate in multiple, small areas, but have the full reporter status\n", + " - proposes that these unique operators get a waiver to turn them into reduced reporters\n", + " - FTA estimates this affects 10-15 agencies.\n", + "\n", + "- **Sec H: may significantly increase reporting burden for some**\n", + " - propose to have a new category in NTD reporting field to allow transit agencies to declare if they are a voluntary reporter or not\n", + " - if a transit agency decides to become a voluntary reporter, they must complete the NTD report in its entirety. \n", + " - These reporters voluntarily comply with all NTD reporting requirements under the NTD rule (49 CFR Part 630) and the USOA." + ] + }, + { + "cell_type": "markdown", + "id": "e701c5eb-db38-428d-a810-76d186f3cffc", + "metadata": { + "tags": [] + }, + "source": [ + "## Comments for Area 1\n", + "Regarding the possible affects on the Data Science Branch, we have the biggest interest in Sections C and G as it affects NTD metrics we typically use in analyses.\n", + "\n", + "Slalom conducted an analysis that looked into the types of reporting errors Caltrans received from NTD for 3 reporting years. The analysis found that Form A-10 errors were quite common. Section C of the proposed changes state that FTA is also awear of the issues in the A-10 and A-15 form. The proposed changes eliminates the A-10 entirely and moves some of the initial A-10 metrics over to a new, extended A-15 form. This change aims to reduce the reporting burden for transit agencies.\n", + "\n", + "Sections G concerns changing rural operators with full reporter responsibilities to be reduced reporters. FTA aims to decrease the reporting burden, but this change affects an estimated 10-15 operators. going from full reporter to reduced reporters would mean the operator does not need to report data related to passenger miles or monthly service or safety stats\n", + "\n", + "\n", + "Section H proposes a change to the NTD reporting platform to include a field that identify Voluntary reporters. This slightly increases the reporting burden for all NTD reporters. Sections E and F may conditionally increase the reporting burden for some operators, if the operator experiences cyber security or safety events. Finally, Section D slightly incresses the reporting burden by proposing new categories in to A-20 form.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "fb1166dc-1a56-40dd-98d5-708484c9b009", + "metadata": {}, + "source": [ + "---" + ] + }, + { + "cell_type": "markdown", + "id": "97f07bb1-4fd2-4ad0-bb65-2419928d5326", + "metadata": { + "tags": [] + }, + "source": [ + "## Area 2 - Rural, Full Reporters to Reduced Reporters\n", + "> E: The second area is on the topic of NTD data coming through as a result of a `potential reduction in some full reporters in rural areas`. I’m not sure which ones these would be because the rulemaking wouldn’t affect all reporters. I’m also `not sure what data wouldn’t be reported as a result`. Is this something the analyst team can look into further… ie see if the proposed change in Section G would affect any California agencies and what data we may not receive from NTD as a result.\n", + "\n", + "> K: `identify which CA agencies are full reporters in rural areas that meet the criteria in section G`, although I think we’d do it based on `2023 NTD data` and FTA would do it on 2024 data. I am not sure if there would be data loss based on FTA’s assessment that these agencies were historically Rural reporters.\n", + "\n", + "> E: 2.\tYeah, I’m not expecting there would be much impact here, but perhaps it `could affect something like Fresno County` or something that provides a lot of rural service, but is large enough to be a full reporter. It’s worth flagging and understanding if it could be an impact or not. " + ] + }, + { + "cell_type": "markdown", + "id": "d96201a0-75f0-4d6e-b9fb-26d6849e428d", + "metadata": {}, + "source": [ + "### Understanding the difference between urban Full Reporters and urban Reduced Reporters\n", + "\n", + "Per NTD reporting manual\n", + ">Full Reporters must provide the Annual Report, as well as Monthly Ridership (MR) and monthly Safety and Security reports. All other reporter types file their reports on an annual basis.\n", + "\n", + ">Full Reporters must report data for total revenues earned during the fiscal year. Reduced Reporters only report operating and capital expenditures incurred in the fiscal year, by source of revenue.\n", + "\n", + "**List of form used by both Urban Full and Reduced Reporters:**\n", + "1. Basic Information (Form P-10)\n", + "2. Modes and Types of Service (Form P-20)\n", + "3. Reporter Users (Form P-30)\n", + "4. General Transit Feed Specification Data for Fixed Route Modes (Form P-50)\n", + "5. Identification (Form B-10)\n", + "6. Geospatial Data for Demand Response Modes (Form B-15)\n", + "7. Contractual Relationship Data Requirements (Form B-30)\n", + "8. Transit Asset Management Performance Measure Targets (Form A-90)\n", + "9. Stations and Maintenance Facilities (Form A-10)\n", + "10. Transit Asset Management Facilities Inventory (Form A-15)\n", + "11. Revenue Vehicle Inventory (Form A-30)\n", + "12. Service Vehicle Inventory (Form A-35)\n", + "13. Reporting Federal Funding Allocation Data (Form FFA-10)\n", + "14. CEO Certification (Form D-10)\n", + "\n", + "\n", + "**List of unique forms for Urban Full Reporters:**\n", + "1. Reportable Segments (Form P-40)\n", + "2. Funding Sources (Form F-10)\n", + "3. Capital Expenses (Form F-20)\n", + "4. Operating Expenses: Uniform System of Accounts Functions and Object Classes (Form F-30)\n", + "5. Operating Expenses: Uniform System of Accounts Object Classes — Reconciling Items (Form F-40)\n", + "6. Uniform System of Accounts Object Classes: Financial Statement (Form F-60)\n", + "7. Monthly Ridership Reporting (Form MR-20)\n", + "8. Weekly Reference Reporting (Form WE-20)\n", + "9. Transit Way Mileage (Form A-20)\n", + "10. Employees (Form R-10)\n", + "11. Maintenance Performance (Form R-20)\n", + "\n", + "\n", + "**List of unique forms for Urban Reduced Reporters:**\n", + "1. S&S-60 Safety Data Form\n", + "2. Reduced Reporting Form (Form RR-20)\n", + "3. Transit Asset Management Performance Measure Targets (Form A-90)\n", + "---\n" + ] + }, + { + "cell_type": "markdown", + "id": "15a76a53-1c43-4feb-994e-978bf7223578", + "metadata": {}, + "source": [ + "### FTAs proposed solution for these rural operator, full reporters\n", + "\n", + ">FTA proposes a waiver process in which reporters that predominantly serve rural areas may request an exemption from filing as a Full Reporter. Effectively, this would mean that operators receiving the waiver would report as Reduced Reporters instead.\n", + ">\n", + ">FTA proposes to use data from the most recent year's validated and accepted data to evaluate eligibility for this waiver, and FTA would grant the waiver if each of the above criteria are met. Based on current available data, **FTA estimates that approximately 10-15 agencies would be eligible for this waiver.**\n", + ">\n", + ">FTA would automatically identify agencies that qualify for this waiver ... All eligible reporters then would be presented with the option to request the waiver annually during the Report Year Kick-Off (RYKO) process\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "9cac279c-0075-4c2f-83e8-7acf9e289fd4", + "metadata": {}, + "source": [ + "## Comments for Area 2\n", + "\n", + "If an operator, under this proposed change, goes from Full to Reduced reporter, we can expect to miss data from 11 forms. However, those unique forms dont look familar in the ntd validation report pipeline so im unsure what kind of impact the data science branch would see.\n", + "\n", + "Will need to see if theres equivilant forms between Full and Reduced reporters that report similar data but in different forms.\n", + "\n", + "FTA's method for presenting elibible reporters of the waiver process seem a little unclear. I assume FTA will notify only the reporters that meet all the criteria in section G, and NOT all reporters. Notifying all reporters of a possible waiver they might not be eligible for would cause a lot of confusion." + ] + }, + { + "cell_type": "markdown", + "id": "8cf55bc0-8bfc-451f-a663-5dbe44a14c81", + "metadata": { + "tags": [] + }, + "source": [ + "### Query the warehouse to get find all the reporters that meet Sec G criteria\n", + "\n", + "Sec G criteria:\n", + "- Receives funding under 49 U.S.C. `5311`,\n", + "- Reports `one or more` primary or secondary `UZA`s on their Federal Funding Allocation form (`FFA-10`),\n", + "- Operates `more than 30` Vehicles Operated in Maximum Service (`VOMS`),\n", + "- Operates `fewer total VOMS in urbanized areas (UZAs)` than `rural (non-UZA) areas`, and\n", + "- Allocates `more total Vehicle Revenue Miles (VRM) to non-UZAs` than `UZAs`.\n" + ] + }, + { + "cell_type": "markdown", + "id": "b6a189aa-2820-4efc-9d4f-5638c6d11379", + "metadata": { + "tags": [] + }, + "source": [ + "#### dim_annual_funding_sources\n", + "- for 5311 agencies (rural operators)\n", + "- Also has UZA and VOMS" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "fc8f9407-af22-4805-bb0e-571cb7acd495", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 134 entries, 0 to 133\n", + "Data columns (total 11 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 funding_source 134 non-null object \n", + " 1 agency 134 non-null object \n", + " 2 agency_voms 134 non-null float64\n", + " 3 fta_rural_progam_5311 134 non-null float64\n", + " 4 ntd_id 134 non-null object \n", + " 5 organization_type 134 non-null object \n", + " 6 primary_uza_population 134 non-null float64\n", + " 7 report_year 134 non-null object \n", + " 8 reporter_type 134 non-null object \n", + " 9 primary_uza_code 134 non-null object \n", + " 10 primary_uza_name 134 non-null object \n", + "dtypes: float64(3), object(8)\n", + "memory usage: 11.6+ KB\n" + ] + } + ], + "source": [ + "# Has 5311 data for operators, and UZA, VOMS, \n", + "ntd_funding_sources = (tbls.mart_ntd.dim_annual_funding_sources()\n", + " >> filter(_.report_year == \"2023\",\n", + " _.fta_rural_progam_5311 > 0,\n", + " _.reporter_type == \"Full Reporter\",\n", + " _.primary_uza_code is not None\n", + " )\n", + " >> collect()\n", + " )\n", + "\n", + "keep_cols_0=[\n", + " \"funding_source\",\n", + " \"agency\",\n", + " \"agency_voms\",\n", + " \"fta_rural_progam_5311\",\n", + " \"ntd_id\",\n", + " \"organization_type\",\n", + " \"primary_uza_population\",\n", + " \"report_year\",\n", + " \"reporter_type\",\n", + " \"primary_uza_code\",\n", + " \"primary_uza_name\"\n", + "]\n", + "\n", + "ntd_funding_sources = ntd_funding_sources[keep_cols_1]\n", + "ntd_funding_sources.info()" + ] + }, + { + "cell_type": "markdown", + "id": "28e56afc-2d63-43a6-871b-b6554035ed7e", + "metadata": { + "tags": [] + }, + "source": [ + "#### dim_annual_service_agencies\n", + "- for UZA, VOMS and VRM" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "cf4cc544-785a-4476-bdda-9019e6a5e6de", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 65 entries, 0 to 64\n", + "Data columns (total 13 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 key 65 non-null object \n", + " 1 report_year 65 non-null object \n", + " 2 ntd_id 65 non-null object \n", + " 3 agency 65 non-null object \n", + " 4 reporter_type 65 non-null object \n", + " 5 organization_type 65 non-null object \n", + " 6 city 65 non-null object \n", + " 7 state 65 non-null object \n", + " 8 agency_voms 65 non-null float64\n", + " 9 primary_uza_code 63 non-null float64\n", + " 10 primary_uza_name 63 non-null object \n", + " 11 primary_uza_population 63 non-null float64\n", + " 12 actual_vehicles_passenger_car_revenue_miles 65 non-null float64\n", + "dtypes: float64(4), object(9)\n", + "memory usage: 6.7+ KB\n" + ] + } + ], + "source": [ + "# Has UZA, VRM and VOMS. \n", + "\n", + "ntd_service_agencies = (tbls.mart_ntd.dim_annual_service_agencies ()\n", + " >> filter(_.report_year == \"2023\",\n", + " _.agency_voms > 30,\n", + " _.state == \"CA\",\n", + " _.primary_uza_code is not None\n", + " )\n", + " >> collect()\n", + " )\n", + "\n", + "keep_col_1 =[\n", + " \"key\",\n", + " \"report_year\",\n", + " \"ntd_id\",\n", + " \"agency\",\n", + " \"reporter_type\",\n", + " \"organization_type\",\n", + " \"city\",\n", + " \"state\",\n", + " \"agency_voms\",\n", + " \"primary_uza_code\",\n", + " \"primary_uza_name\",\n", + " \"primary_uza_population\",\n", + " \"actual_vehicles_passenger_car_revenue_miles\"\n", + "]\n", + "\n", + "ntd_service_agencies = ntd_service_agencies[keep_col_1]\n", + "\n", + "ntd_service_agencies.info()" + ] + }, + { + "cell_type": "markdown", + "id": "6680f16e-0074-45a1-a15e-d0c49278b59f", + "metadata": {}, + "source": [ + "#### Merge dataframes to get 5311 agencies in CA with >30 VOMS with UZA names" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "da7fcca3-3d8e-43ec-875e-1aefffb27f63", + "metadata": {}, + "outputs": [], + "source": [ + "on_list =[\n", + " \"report_year\",\n", + " \"agency\",\n", + " \"reporter_type\",\n", + " \"organization_type\",\n", + " \"organization_type\",\n", + " \"agency_voms\",\n", + " \"primary_uza_name\",\n", + " \"ntd_id\",\n", + " \"primary_uza_population\"\n", + "]\n", + "merge = ntd_service_agencies.merge(\n", + " ntd_funding_sources, \n", + " how=\"inner\", \n", + " on= on_list, \n", + " indicator=True )" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "3b5a9740-fecb-4d59-9765-bbbe7f5566fe", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 26 entries, 0 to 25\n", + "Data columns (total 17 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 key 26 non-null object \n", + " 1 report_year 26 non-null object \n", + " 2 ntd_id 26 non-null object \n", + " 3 agency 26 non-null object \n", + " 4 reporter_type 26 non-null object \n", + " 5 organization_type 26 non-null object \n", + " 6 city 26 non-null object \n", + " 7 state 26 non-null object \n", + " 8 agency_voms 26 non-null float64 \n", + " 9 primary_uza_code_x 26 non-null float64 \n", + " 10 primary_uza_name 26 non-null object \n", + " 11 primary_uza_population 26 non-null float64 \n", + " 12 actual_vehicles_passenger_car_revenue_miles 26 non-null float64 \n", + " 13 funding_source 26 non-null object \n", + " 14 fta_rural_progam_5311 26 non-null float64 \n", + " 15 primary_uza_code_y 26 non-null object \n", + " 16 _merge 26 non-null category\n", + "dtypes: category(1), float64(5), object(11)\n", + "memory usage: 3.6+ KB\n" + ] + } + ], + "source": [ + "merge.info()" + ] + }, + { + "cell_type": "markdown", + "id": "8b683dcd-ad9e-4157-a079-d74c9394a460", + "metadata": {}, + "source": [ + "#### Who are the agencies that match Section G Critera?" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "702e1dba-17a5-4364-a5c5-0c04955f9fab", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "The Eastern Contra Costa Transit Authority, dba: Tri Delta Transit 1\n", + "Santa Cruz Metropolitan Transit District 1\n", + "San Joaquin Regional Transit District, dba: San Joaquin RTD 1\n", + "Kings County Area Public Transit Agency 1\n", + "San Luis Obispo Regional Transit Authority 1\n", + "Butte County Association of Governments, dba: Butte Regional Transit/B-Line 1\n", + "County of Sonoma , dba: Sonoma County Transit 1\n", + "Napa Valley Transportation Authority 1\n", + "Santa Clara Valley Transportation Authority, dba: Valley Transportation Authority 1\n", + "Livermore / Amador Valley Transit Authority 1\n", + "Antelope Valley Transit Authority 1\n", + "Monterey-Salinas Transit 1\n", + "Transit Joint Powers Authority for Merced County, dba: Merced The Bus 1\n", + "Victor Valley Transit Authority 1\n", + "County of Placer, dba: Placer County Transit/TART 1\n", + "Yolo County Transportation District 1\n", + "North County Transit District 1\n", + "San Diego Metropolitan Transit System 1\n", + "SunLine Transit Agency, dba: SunLine 1\n", + "Stanislaus Regional Transit Authority 1\n", + "Marin County Transit District, dba: Marin Transit 1\n", + "San Mateo County Transit District, dba: SamTrans 1\n", + "Ventura County Transportation Commission 1\n", + "Tulare County Regional Transit Agency 1\n", + "City of Visalia , dba: Visalia Transit 1\n", + "Riverside Transit Agency 1\n", + "Name: agency, dtype: int64" + ] + }, + "execution_count": 76, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merge[\"agency\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "7871860f-0ec7-4704-b577-c3279dc7ac53", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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keyreport_yearntd_idagencyreporter_typeorganization_typecitystateagency_vomsprimary_uza_code_xprimary_uza_nameprimary_uza_populationactual_vehicles_passenger_car_revenue_milesfunding_sourcefta_rural_progam_5311primary_uza_code_y_merge
07b92911062e8311df2aaefa803453213202390162The Eastern Contra Costa Transit Authority, db...Full ReporterIndependent Public Agency or Authority of Tran...AntiochCA98.02683.0Antioch, CA326205.03200288.0federal172914.02683.0both
1231d30a033adffad7c05ad22cdffc83a202390006Santa Cruz Metropolitan Transit DistrictFull ReporterIndependent Public Agency or Authority of Tran...Santa CruzCA93.079336.0Santa Cruz, CA169038.02975126.0federal263285.079336.0both
243d7e995716ec1e5bb708810a28f4ce2202390091City of Visalia , dba: Visalia TransitFull ReporterCity, County or Local Government Unit or Depar...VisaliaCA37.090946.0Visalia, CA160578.02197535.0federal491222.090946.0both
318a26ef2624bf2302b13c3da290e4a31202390310Tulare County Regional Transit AgencyFull ReporterIndependent Public Agency or Authority of Tran...VisaliaCA41.090946.0Visalia, CA160578.02105383.0federal3779135.090946.0both
40074aba1a1468f0ef01ba5bb8591f4ea202390164Ventura County Transportation CommissionFull ReporterIndependent Public Agency or Authority of Tran...CamarilloCA45.066673.0Oxnard--San Buenaventura (Ventura), CA376117.01618834.0federal390779.066673.0both
5c66136eb07990c683307924891da05a5202390009San Mateo County Transit District, dba: SamTransFull ReporterIndependent Public Agency or Authority of Tran...San CarlosCA331.078904.0San Francisco--Oakland, CA3515933.07793698.0federal783902.078904.0both
69011ecad1a04b79627d40c2e3ec4a918202390234Marin County Transit District, dba: Marin TransitFull ReporterIndependent Public Agency or Authority of Tran...San RafaelCA78.078904.0San Francisco--Oakland, CA3515933.03017303.0federal543303.078904.0both
72ee6240880777b119fcf8dd9da330af9202390306Stanislaus Regional Transit AuthorityFull ReporterIndependent Public Agency or Authority of Tran...ModestoCA102.058006.0Modesto, CA357301.04216882.0federal916161.058006.0both
8f34f1051a6c81d1a4149fb93da4ff392202390079SunLine Transit Agency, dba: SunLineFull ReporterIndependent Public Agency or Authority of Tran...Thousand PalmsCA82.041347.0Indio--Palm Desert--Palm Springs, CA361075.03938721.0federal1348953.041347.0both
99c81bfb86d1bbeaac2e00c6c0142c6cb202390026San Diego Metropolitan Transit SystemFull ReporterIndependent Public Agency or Authority of Tran...San DiegoCA774.078661.0San Diego, CA3070300.034095949.0federal878451.078661.0both
10732ac248345346f575122087bdbc3edd202390030North County Transit DistrictFull ReporterIndependent Public Agency or Authority of Tran...OceansideCA189.078661.0San Diego, CA3070300.08204114.0federal1665659.078661.0both
110129dd27f70c835fb794803cd65f48ce202390090Yolo County Transportation DistrictFull ReporterIndependent Public Agency or Authority of Tran...WoodlandCA40.077068.0Sacramento, CA1946618.01984049.0federal200210.077068.0both
12c99398cad6d9daad6b305d869ec1a780202390196County of Placer, dba: Placer County Transit/TARTFull ReporterCity, County or Local Government Unit or Depar...AuburnCA47.077068.0Sacramento, CA1946618.01920826.0federal1051362.077068.0both
132b062c505686f95e61a8714144a1758b202390148Victor Valley Transit AuthorityFull ReporterIndependent Public Agency or Authority of Tran...HesperiaCA277.090541.0Victorville--Hesperia--Apple Valley, CA355816.09070059.0federal1125644.090541.0both
1422c34fbd0b7d09bf89346cc62aad17d5202390173Transit Joint Powers Authority for Merced Coun...Full ReporterIndependent Public Agency or Authority of Tran...MercedCA45.056251.0Merced, CA150052.02027756.0federal1347802.056251.0both
15423019d2bdcac472b0cd1d81bc8380b7202390062Monterey-Salinas TransitFull ReporterIndependent Public Agency or Authority of Tran...MontereyCA165.080362.0Seaside--Monterey--Pacific Grove, CA123495.04249833.0federal2013121.080362.0both
16942e25509363518941fb783119b4d2ae202390121Antelope Valley Transit AuthorityFull ReporterIndependent Public Agency or Authority of Tran...LancasterCA86.067140.0Palmdale--Lancaster, CA359559.03530244.0federal2212409.067140.0both
1711e9e6577aa4afc22d4ed41b15e4479c202390144Livermore / Amador Valley Transit AuthorityFull ReporterIndependent Public Agency or Authority of Tran...LivermoreCA49.050533.0Livermore--Pleasanton--Dublin, CA240381.01328472.0federal106451.050533.0both
1891df0abfcbd3472d38a4224067582dc3202390013Santa Clara Valley Transportation Authority, d...Full ReporterIndependent Public Agency or Authority of Tran...San JoseCA512.079039.0San Jose, CA1837446.021779295.0federal380553.079039.0both
1906b3bf7a35f002aa4ed531265a0b63eb202390088Napa Valley Transportation AuthorityFull ReporterIndependent Public Agency or Authority of Tran...NapaCA44.061057.0Napa, CA84619.01345314.0federal1052042.061057.0both
2082dd8c5bb6b173b51e9e0b89a6bdd806202390089County of Sonoma , dba: Sonoma County TransitFull ReporterCity, County or Local Government Unit or Depar...Santa RosaCA47.079498.0Santa Rosa, CA297329.01737914.0federal550600.079498.0both
217bd3fc4c7aee7a83869619c0aa800a85202390208Butte County Association of Governments, dba: ...Full ReporterMPO, COG or Other Planning AgencyChicoCA37.016318.0Chico, CA111411.01182984.0federal1605128.016318.0both
22c4d6006dd6de8e33faf71155d16b3f68202390206San Luis Obispo Regional Transit AuthorityFull ReporterIndependent Public Agency or Authority of Tran...San Luis ObispoCA41.079147.0San Luis Obispo, CA56904.01542116.0federal762127.079147.0both
2356c88becd84cdf6874e9f3abe03eb6f0202390200Kings County Area Public Transit AgencyFull ReporterIndependent Public Agency or Authority of Tran...HanfordCA57.036703.0Hanford, CA66638.01522582.0federal586765.036703.0both
24b54cef7138d0057e9085da47db94506e202390012San Joaquin Regional Transit District, dba: Sa...Full ReporterIndependent Public Agency or Authority of Tran...StocktonCA93.085087.0Stockton, CA414847.02612286.0federal1269577.085087.0both
25e835f62b4fa6954b297ae0788141e1fe202390031Riverside Transit AgencyFull ReporterIndependent Public Agency or Authority of Tran...RiversideCA211.075340.0Riverside--San Bernardino, CA2276703.09238973.0federal682130.075340.0both
\n", + "
" + ], + "text/plain": [ + " key report_year ntd_id \\\n", + "0 7b92911062e8311df2aaefa803453213 2023 90162 \n", + "1 231d30a033adffad7c05ad22cdffc83a 2023 90006 \n", + "2 43d7e995716ec1e5bb708810a28f4ce2 2023 90091 \n", + "3 18a26ef2624bf2302b13c3da290e4a31 2023 90310 \n", + "4 0074aba1a1468f0ef01ba5bb8591f4ea 2023 90164 \n", + "5 c66136eb07990c683307924891da05a5 2023 90009 \n", + "6 9011ecad1a04b79627d40c2e3ec4a918 2023 90234 \n", + "7 2ee6240880777b119fcf8dd9da330af9 2023 90306 \n", + "8 f34f1051a6c81d1a4149fb93da4ff392 2023 90079 \n", + "9 9c81bfb86d1bbeaac2e00c6c0142c6cb 2023 90026 \n", + "10 732ac248345346f575122087bdbc3edd 2023 90030 \n", + "11 0129dd27f70c835fb794803cd65f48ce 2023 90090 \n", + "12 c99398cad6d9daad6b305d869ec1a780 2023 90196 \n", + "13 2b062c505686f95e61a8714144a1758b 2023 90148 \n", + "14 22c34fbd0b7d09bf89346cc62aad17d5 2023 90173 \n", + "15 423019d2bdcac472b0cd1d81bc8380b7 2023 90062 \n", + "16 942e25509363518941fb783119b4d2ae 2023 90121 \n", + "17 11e9e6577aa4afc22d4ed41b15e4479c 2023 90144 \n", + "18 91df0abfcbd3472d38a4224067582dc3 2023 90013 \n", + "19 06b3bf7a35f002aa4ed531265a0b63eb 2023 90088 \n", + "20 82dd8c5bb6b173b51e9e0b89a6bdd806 2023 90089 \n", + "21 7bd3fc4c7aee7a83869619c0aa800a85 2023 90208 \n", + "22 c4d6006dd6de8e33faf71155d16b3f68 2023 90206 \n", + "23 56c88becd84cdf6874e9f3abe03eb6f0 2023 90200 \n", + "24 b54cef7138d0057e9085da47db94506e 2023 90012 \n", + "25 e835f62b4fa6954b297ae0788141e1fe 2023 90031 \n", + "\n", + " agency reporter_type \\\n", + "0 The Eastern Contra Costa Transit Authority, db... Full Reporter \n", + "1 Santa Cruz Metropolitan Transit District Full Reporter \n", + "2 City of Visalia , dba: Visalia Transit Full Reporter \n", + "3 Tulare County Regional Transit Agency Full Reporter \n", + "4 Ventura County Transportation Commission Full Reporter \n", + "5 San Mateo County Transit District, dba: SamTrans Full Reporter \n", + "6 Marin County Transit District, dba: Marin Transit Full Reporter \n", + "7 Stanislaus Regional Transit Authority Full Reporter \n", + "8 SunLine Transit Agency, dba: SunLine Full Reporter \n", + "9 San Diego Metropolitan Transit System Full Reporter \n", + "10 North County Transit District Full Reporter \n", + "11 Yolo County Transportation District Full Reporter \n", + "12 County of Placer, dba: Placer County Transit/TART Full Reporter \n", + "13 Victor Valley Transit Authority Full Reporter \n", + "14 Transit Joint Powers Authority for Merced Coun... Full Reporter \n", + "15 Monterey-Salinas Transit Full Reporter \n", + "16 Antelope Valley Transit Authority Full Reporter \n", + "17 Livermore / Amador Valley Transit Authority Full Reporter \n", + "18 Santa Clara Valley Transportation Authority, d... Full Reporter \n", + "19 Napa Valley Transportation Authority Full Reporter \n", + "20 County of Sonoma , dba: Sonoma County Transit Full Reporter \n", + "21 Butte County Association of Governments, dba: ... Full Reporter \n", + "22 San Luis Obispo Regional Transit Authority Full Reporter \n", + "23 Kings County Area Public Transit Agency Full Reporter \n", + "24 San Joaquin Regional Transit District, dba: Sa... Full Reporter \n", + "25 Riverside Transit Agency Full Reporter \n", + "\n", + " organization_type city state \\\n", + "0 Independent Public Agency or Authority of Tran... Antioch CA \n", + "1 Independent Public Agency or Authority of Tran... Santa Cruz CA \n", + "2 City, County or Local Government Unit or Depar... Visalia CA \n", + "3 Independent Public Agency or Authority of Tran... Visalia CA \n", + "4 Independent Public Agency or Authority of Tran... Camarillo CA \n", + "5 Independent Public Agency or Authority of Tran... San Carlos CA \n", + "6 Independent Public Agency or Authority of Tran... San Rafael CA \n", + "7 Independent Public Agency or Authority of Tran... Modesto CA \n", + "8 Independent Public Agency or Authority of Tran... Thousand Palms CA \n", + "9 Independent Public Agency or Authority of Tran... San Diego CA \n", + "10 Independent Public Agency or Authority of Tran... Oceanside CA \n", + "11 Independent Public Agency or Authority of Tran... Woodland CA \n", + "12 City, County or Local Government Unit or Depar... Auburn CA \n", + "13 Independent Public Agency or Authority of Tran... Hesperia CA \n", + "14 Independent Public Agency or Authority of Tran... Merced CA \n", + "15 Independent Public Agency or Authority of Tran... Monterey CA \n", + "16 Independent Public Agency or Authority of Tran... Lancaster CA \n", + "17 Independent Public Agency or Authority of Tran... Livermore CA \n", + "18 Independent Public Agency or Authority of Tran... San Jose CA \n", + "19 Independent Public Agency or Authority of Tran... Napa CA \n", + "20 City, County or Local Government Unit or Depar... Santa Rosa CA \n", + "21 MPO, COG or Other Planning Agency Chico CA \n", + "22 Independent Public Agency or Authority of Tran... San Luis Obispo CA \n", + "23 Independent Public Agency or Authority of Tran... Hanford CA \n", + "24 Independent Public Agency or Authority of Tran... Stockton CA \n", + "25 Independent Public Agency or Authority of Tran... Riverside CA \n", + "\n", + " agency_voms primary_uza_code_x primary_uza_name \\\n", + "0 98.0 2683.0 Antioch, CA \n", + "1 93.0 79336.0 Santa Cruz, CA \n", + "2 37.0 90946.0 Visalia, CA \n", + "3 41.0 90946.0 Visalia, CA \n", + "4 45.0 66673.0 Oxnard--San Buenaventura (Ventura), CA \n", + "5 331.0 78904.0 San Francisco--Oakland, CA \n", + "6 78.0 78904.0 San Francisco--Oakland, CA \n", + "7 102.0 58006.0 Modesto, CA \n", + "8 82.0 41347.0 Indio--Palm Desert--Palm Springs, CA \n", + "9 774.0 78661.0 San Diego, CA \n", + "10 189.0 78661.0 San Diego, CA \n", + "11 40.0 77068.0 Sacramento, CA \n", + "12 47.0 77068.0 Sacramento, CA \n", + "13 277.0 90541.0 Victorville--Hesperia--Apple Valley, CA \n", + "14 45.0 56251.0 Merced, CA \n", + "15 165.0 80362.0 Seaside--Monterey--Pacific Grove, CA \n", + "16 86.0 67140.0 Palmdale--Lancaster, CA \n", + "17 49.0 50533.0 Livermore--Pleasanton--Dublin, CA \n", + "18 512.0 79039.0 San Jose, CA \n", + "19 44.0 61057.0 Napa, CA \n", + "20 47.0 79498.0 Santa Rosa, CA \n", + "21 37.0 16318.0 Chico, CA \n", + "22 41.0 79147.0 San Luis Obispo, CA \n", + "23 57.0 36703.0 Hanford, CA \n", + "24 93.0 85087.0 Stockton, CA \n", + "25 211.0 75340.0 Riverside--San Bernardino, CA \n", + "\n", + " primary_uza_population actual_vehicles_passenger_car_revenue_miles \\\n", + "0 326205.0 3200288.0 \n", + "1 169038.0 2975126.0 \n", + "2 160578.0 2197535.0 \n", + "3 160578.0 2105383.0 \n", + "4 376117.0 1618834.0 \n", + "5 3515933.0 7793698.0 \n", + "6 3515933.0 3017303.0 \n", + "7 357301.0 4216882.0 \n", + "8 361075.0 3938721.0 \n", + "9 3070300.0 34095949.0 \n", + "10 3070300.0 8204114.0 \n", + "11 1946618.0 1984049.0 \n", + "12 1946618.0 1920826.0 \n", + "13 355816.0 9070059.0 \n", + "14 150052.0 2027756.0 \n", + "15 123495.0 4249833.0 \n", + "16 359559.0 3530244.0 \n", + "17 240381.0 1328472.0 \n", + "18 1837446.0 21779295.0 \n", + "19 84619.0 1345314.0 \n", + "20 297329.0 1737914.0 \n", + "21 111411.0 1182984.0 \n", + "22 56904.0 1542116.0 \n", + "23 66638.0 1522582.0 \n", + "24 414847.0 2612286.0 \n", + "25 2276703.0 9238973.0 \n", + "\n", + " funding_source fta_rural_progam_5311 primary_uza_code_y _merge \n", + "0 federal 172914.0 2683.0 both \n", + "1 federal 263285.0 79336.0 both \n", + "2 federal 491222.0 90946.0 both \n", + "3 federal 3779135.0 90946.0 both \n", + "4 federal 390779.0 66673.0 both \n", + "5 federal 783902.0 78904.0 both \n", + "6 federal 543303.0 78904.0 both \n", + "7 federal 916161.0 58006.0 both \n", + "8 federal 1348953.0 41347.0 both \n", + "9 federal 878451.0 78661.0 both \n", + "10 federal 1665659.0 78661.0 both \n", + "11 federal 200210.0 77068.0 both \n", + "12 federal 1051362.0 77068.0 both \n", + "13 federal 1125644.0 90541.0 both \n", + "14 federal 1347802.0 56251.0 both \n", + "15 federal 2013121.0 80362.0 both \n", + "16 federal 2212409.0 67140.0 both \n", + "17 federal 106451.0 50533.0 both \n", + "18 federal 380553.0 79039.0 both \n", + "19 federal 1052042.0 61057.0 both \n", + "20 federal 550600.0 79498.0 both \n", + "21 federal 1605128.0 16318.0 both \n", + "22 federal 762127.0 79147.0 both \n", + "23 federal 586765.0 36703.0 both \n", + "24 federal 1269577.0 85087.0 both \n", + "25 federal 682130.0 75340.0 both " + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "merge" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "13075ec9-4faf-4280-8930-97b6a28aac45", + "metadata": {}, + "outputs": [], + "source": [ + "# Export to GCS\n", + "merge.to_csv(\"gs://calitp-analytics-data/data-analyses/ntd/proposed_changes_agencies.csv\")" + ] + }, + { + "cell_type": "markdown", + "id": "90c1d67a-50bd-49d5-a409-f69b4c983d2c", + "metadata": {}, + "source": [ + "# TBD\n", + "- get UZA geometry data\n", + "- get list of bus stop point locations for the agencies identified above\n", + "- overlay bus stop point location on UZA geometry to find stops that are outside of the UZA for an agency to help answer\n", + ">- Operates fewer total VOMS in urbanized areas (UZAs) than rural (non-UZA) areas, and\n", + ">- Allocates more total Vehicle Revenue Miles (VRM) to non-UZAs than UZAs." + ] + }, + { + "cell_type": "markdown", + "id": "ac729467-8a82-4b52-836f-453eaa140355", + "metadata": {}, + "source": [ + "### get UZA geojson data from FTA rest server" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8c636d17-5819-45e1-94ec-9a4e20549441", + "metadata": {}, + "outputs": [], + "source": [ + "rest_server_link = \"https://services.arcgis.com/xOi1kZaI0eWDREZv/ArcGIS/rest/services/FTA_Administrative_Boundaries/FeatureServer/5/query?where=1%3D1&objectIds=&geometry=&geometryType=esriGeometryEnvelope&inSR=&spatialRel=esriSpatialRelIntersects&resultType=none&distance=0.0&units=esriSRUnit_Meter&relationParam=&returnGeodetic=false&outFields=*&returnGeometry=true&returnCentroid=false&returnEnvelope=false&featureEncoding=esriDefault&multipatchOption=xyFootprint&maxAllowableOffset=&geometryPrecision=&outSR=&defaultSR=&datumTransformation=&applyVCSProjection=false&returnIdsOnly=false&returnUniqueIdsOnly=false&returnCountOnly=false&returnExtentOnly=false&returnQueryGeometry=false&returnDistinctValues=false&cacheHint=false&collation=&orderByFields=&groupByFieldsForStatistics=&outStatistics=&having=&resultOffset=&resultRecordCount=&returnZ=false&returnM=false&returnTrueCurves=false&returnExceededLimitFeatures=true&quantizationParameters=&sqlFormat=none&f=pgeojson&token=\"" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "bc95b052-812d-49aa-8d4f-bf50e5f5f3b5", + "metadata": {}, + "outputs": [], + "source": [ + "uza_data = gpd.read_file(rest_server_link)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5ba7b042-a925-4c86-ae81-ca85c7226a97", + "metadata": {}, + "outputs": [], + "source": [ + "display(\n", + " uza_data.info(),\n", + " uza_data.crs\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "677a3de4-307d-4522-8f6e-c47d45cb2feb", + "metadata": { + "tags": [] + }, + "source": [ + "#### get CA UZAs" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "10504da7-54db-48f9-9128-cb07d96cd0ef", + "metadata": {}, + "outputs": [], + "source": [ + "ca_uza = uza_data[uza_data['NAMELSAD'].str.contains(\", CA\")].reset_index(drop=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "317ccaca-1b4b-4f48-8b2f-0ce66100ab2d", + "metadata": {}, + "outputs": [], + "source": [ + "display(\n", + " ca_uza.info(),\n", + " ca_uza.crs\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "674a7714-4c74-4f94-b777-970396b49e59", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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OBJECTIDUACENAMELSADPOPAREALANDSQMIAREAWATERSQMIPOPDENShape__AreaShape__Lengthgeometry
0266279417Santa Maria, CA Urban Area14360927.060.085306.841.047746e+089.341327e+04MULTIPOLYGON (((-120.43534 34.98668, -120.4352...
1266338215Hemet, CA Urban Area17319437.060.124673.611.396604e+081.241736e+05MULTIPOLYGON (((-116.86277 33.74268, -116.8627...
2266451445Los Angeles--Long Beach--Anaheim, CA Urban Area122373761636.8318.647476.286.251949e+091.263335e+06MULTIPOLYGON (((-117.99338 34.16800, -117.9929...
3266578661San Diego, CA Urban Area3070300674.7214.614550.452.540300e+099.807105e+05MULTIPOLYGON (((-117.03839 32.80671, -117.0382...
4266675340Riverside--San Bernardino, CA Urban Area2276703608.562.583741.102.308176e+091.118771e+06MULTIPOLYGON (((-117.15890 33.92832, -117.1584...
\n", + "
" + ], + "text/plain": [ + " OBJECTID UACE NAMELSAD POP \\\n", + "0 2662 79417 Santa Maria, CA Urban Area 143609 \n", + "1 2663 38215 Hemet, CA Urban Area 173194 \n", + "2 2664 51445 Los Angeles--Long Beach--Anaheim, CA Urban Area 12237376 \n", + "3 2665 78661 San Diego, CA Urban Area 3070300 \n", + "4 2666 75340 Riverside--San Bernardino, CA Urban Area 2276703 \n", + "\n", + " AREALANDSQMI AREAWATERSQMI POPDEN Shape__Area Shape__Length \\\n", + "0 27.06 0.08 5306.84 1.047746e+08 9.341327e+04 \n", + "1 37.06 0.12 4673.61 1.396604e+08 1.241736e+05 \n", + "2 1636.83 18.64 7476.28 6.251949e+09 1.263335e+06 \n", + "3 674.72 14.61 4550.45 2.540300e+09 9.807105e+05 \n", + "4 608.56 2.58 3741.10 2.308176e+09 1.118771e+06 \n", + "\n", + " geometry \n", + "0 MULTIPOLYGON (((-120.43534 34.98668, -120.4352... \n", + "1 MULTIPOLYGON (((-116.86277 33.74268, -116.8627... \n", + "2 MULTIPOLYGON (((-117.99338 34.16800, -117.9929... \n", + "3 MULTIPOLYGON (((-117.03839 32.80671, -117.0382... \n", + "4 MULTIPOLYGON (((-117.15890 33.92832, -117.1584... " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ca_uza.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "bfde52af-be7c-4d89-aa93-6c5e1959914d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ca_uza.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "65592033-b6e9-4bf7-a24a-6b1d6f7a087b", + "metadata": {}, + "source": [ + "## Area 3 - Volunteer Reporters\n", + ">E: The third area is that I noticed that it was mentioned in Section H that voluntary reports may help a state receive more money. Given this helpful piece of information, I had 3 follow-up ideas. \n", + ">1. Can we figure out how it helps increase funding by being a voluntary reporter \n", + ">2. Can we do an audit to see which agencies aren’t reporters that maybe could be and \n", + ">3. What monetary benefit could be gained if we helped these agencies become voluntary reporters.\n", + "\n", + ">K: would auditing this entail simply looking at organizations that don’t have an NTD ID? Or something else?\n", + "\n", + ">E: Yes, I think we would look at all transit agencies in the transit database that operate fixed route service that don’t appear to have an NTD ID and are not present in NTD data." + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "b9f386ff-59fa-4eec-add5-b8c16a820cb3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "RangeIndex: 36 entries, 0 to 35\n", + "Data columns (total 9 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 key 36 non-null object\n", + " 1 source_record_id 36 non-null object\n", + " 2 name 36 non-null object\n", + " 3 organization_type 36 non-null object\n", + " 4 caltrans_district 34 non-null object\n", + " 5 reporting_category 27 non-null object\n", + " 6 is_public_entity 36 non-null bool \n", + " 7 ntd_id 0 non-null object\n", + " 8 public_currently_operating_fixed_route 36 non-null bool \n", + "dtypes: bool(2), object(7)\n", + "memory usage: 2.2+ KB\n" + ] + } + ], + "source": [ + "dim_orgs = (tbls.mart_transit_database.dim_organizations()\n", + " >> filter(_._is_current == True,\n", + " _.ntd_id.isna(),\n", + " _.public_currently_operating_fixed_route == True\n", + " )\n", + " >> collect()\n", + " )\n", + "\n", + "keep_cols_2 =[\n", + " \"key\",\n", + " \"source_record_id\",\n", + " \"name\",\n", + " \"organization_type\",\n", + " \"caltrans_district\",\n", + " \"reporting_category\",\n", + " \"is_public_entity\",\n", + " \"ntd_id\",\n", + " \"public_currently_operating_fixed_route\", \n", + "]\n", + "\n", + "dim_orgs =dim_orgs[keep_cols_2]\n", + "\n", + "dim_orgs.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "86359867-8b8a-41a9-8579-b38b7eb89bb3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "POINT 1\n", + "Amtrak 1\n", + "City of Mission Viejo 1\n", + "City of Mountain View 1\n", + "City of Newport Beach 1\n", + "City of Rancho Cordova 1\n", + "Plumas Transit Systems 1\n", + "Yosemite National Park 1\n", + "Los Angeles World Airports 1\n", + "City of San Juan Capistrano 1\n", + "City of South San Francisco 1\n", + "San Diego International Airport 1\n", + "Solano Transportation Authority 1\n", + "San Joaquin Joint Powers Authority 1\n", + "San Francisco International Airport 1\n", + "Capitol Corridor Joint Powers Authority 1\n", + "Tahoe Truckee Area Regional Transportation 1\n", + "City of Laguna Niguel 1\n", + "Curry Public Transit 1\n", + "City of San Clemente 1\n", + "City of Banning 1\n", + "Commute.org 1\n", + "City of Ripon 1\n", + "City of Clovis 1\n", + "City of Irvine 1\n", + "Presidio Trust 1\n", + "City of Alameda 1\n", + "City of Beaumont 1\n", + "Cloverdale Transit 1\n", + "City of La Puente 1\n", + "City of Morro Bay 1\n", + "Santa Cruz Harbor 1\n", + "City of Dana Point 1\n", + "City of Menlo Park 1\n", + "City of Santa Cruz 1\n", + "Dumbarton Bridge Regional Operations Consortium 1\n", + "Name: name, dtype: int64" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dim_orgs[\"name\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "c053a7eb-c927-461a-8c3d-33281616610f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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keysource_record_idnameorganization_typecaltrans_districtreporting_categoryis_public_entityntd_idpublic_currently_operating_fixed_route
01d03fdbc2e4dfd044465b4437e70c9e0recQRoE5mcCn6kdtiPOINTIndependent Agency01 - EurekaOther Public TransitTrueNoneTrue
1e8f13022ac8ecff976188979ac903d4arecKsb5FnJy70up78AmtrakFederal Government03 - MarysvilleOther Public TransitTrueNoneTrue
2d4d53f5a85cec17582000a9e67a7d642reczvlrgxLUDiBgAyCommute.orgJoint Powers Agency04 - OaklandOther Public TransitTrueNoneTrue
35c27763b1f9b74c1e0ef8a976c87da0ereccEj7tecw0n60FOCity of RiponCity/Town10 - StocktonOther Public TransitTrueNoneTrue
417b1533e3db2090ee03baec634cecc2erec2JrGQTZZh54ieLCity of ClovisCity/Town06 - FresnoOther Public TransitTrueNoneTrue
5de0dd501fabd3026dbda6de0946eaf35recK4si1uIoj6HfrOCity of IrvineCity/Town12 - IrvineNoneTrueNoneTrue
64d66bee10854cee5940d2e62aebf657arecsBfXgev9ICDCY1Presidio TrustFederal Government04 - OaklandOther TransitTrueNoneTrue
7848ce6656bd68e56a1ccf915ae2eee23reczluQLW1y5oQqF8City of AlamedaCity/Town04 - OaklandOther Public TransitTrueNoneTrue
841f7aaa3446116fd1124b8ef1966ff14recuGkFhN2WXGK67HCity of BanningCity/TownNoneNoneTrueNoneTrue
92452010e249a5f27fc5cc30910643214reciWrBgYsAIm9eKKCity of BeaumontCity/Town08 - San BernardinoOther Public TransitTrueNoneTrue
101c1a9850ea30294d4cdf272a80ea4f69reczHeS54sIl4NOcFCity of La PuenteCity/Town07 - Los AngelesOther Public TransitTrueNoneTrue
1148a96c9f6a0b599ea8207b39183fefc7recH53ghrYpk4gKheCity of Morro BayCity/Town05 - San Luis ObispoOther Public TransitTrueNoneTrue
1279e42a2d6056cc685387ef9187daf794recNSGNAyM91vsTU7Santa Cruz HarborIndependent Agency05 - San Luis ObispoOther Public TransitTrueNoneTrue
1397e128b56fff3421b4102df3c66d8f56receSouvQI31vHz4DCity of Dana PointCity/Town12 - IrvineOther Public TransitTrueNoneTrue
1452a6eb3bb3ba5c35224f4f0e7088790erecLHHpOMdW69jAscCity of Menlo ParkCity/Town04 - OaklandNoneTrueNoneTrue
15fa120b24b8ee045bdc28cbe0167038fdreczbRiAs0zFytcvmCity of Santa CruzCity/Town05 - San Luis ObispoNoneTrueNoneTrue
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18a1e93b65b71053a93b8bad41a29a44e5recfehHpcFaXUXhktCurry Public TransitIndependent Agency01 - EurekaOther Public TransitTrueNoneTrue
192d6fbf795084dff514d88c3594f76e15recwBSFrVmbeGqn0gCity of Laguna NiguelCity/Town12 - IrvineNoneTrueNoneTrue
2025232b6a56d0264dcddb4913bf968434reckGS8egMZryjbX7City of Mission ViejoCity/Town12 - IrvineNoneTrueNoneTrue
215dca73aae32d569ea5f40e417d45b72drec4pDiUorjWbUfvUCity of Mountain ViewCity/Town04 - OaklandNoneTrueNoneTrue
220de6e548537b6a25aa8b873a2ea91519rectXzoXm6gBuNBHKCity of Newport BeachCity/Town12 - IrvineNoneTrueNoneTrue
2326b06404aa62a3d05e9ffd0ffc1c2343rec43oyrfhtPDdRHjCity of Rancho CordovaCity/Town03 - MarysvilleOther Public TransitTrueNoneTrue
2482701eb1de9e67b3fec7cb153d2c44c8reccfMGlQeXIrHcadPlumas Transit SystemsIndependent Agency02 - ReddingCoreTrueNoneTrue
254e807100eaf481d56bd883afda553331recg58MziBRsVfavnYosemite National ParkFederal Government10 - StocktonOther Public TransitTrueNoneTrue
26227f25d23231d03b9e6d0827bedef573recdLxGPqFmJLG21aLos Angeles World AirportsIndependent Agency07 - Los AngelesOther Public TransitTrueNoneTrue
272868bbafaa4e330da76b27a34c9dec84recEHMkhVmzSWO9nZCity of San Juan CapistranoCity/Town12 - IrvineOther Public TransitTrueNoneTrue
28f674be485552837860bfb987316fb170recPtsCi89lKcXaTWCity of South San FranciscoCity/Town04 - OaklandOther Public TransitTrueNoneTrue
2976677611969904bf1f4ad09f6dd631cfrecfbLFdDnCxgIfABSan Diego International AirportIndependent Agency11 - San DiegoOther Public TransitTrueNoneTrue
30d14e900babddcfc79465fb18bae82826rec7ShjfgRPLU0yjYSolano Transportation AuthorityIndependent Agency04 - OaklandOther Public TransitTrueNoneTrue
3181b4e86d203f5f57fb689fadcb652b56recvUlrKS1N2mvAwkSan Joaquin Joint Powers AuthorityIndependent Agency10 - StocktonCoreTrueNoneTrue
32360e8fb158de1a3cc5638e3af7dcc8derecd6X5l7vkBXk9hcSan Francisco International AirportIndependent Agency04 - OaklandOther Public TransitTrueNoneTrue
335df3b35b1c099c207e09fa6c81a207ebrecvEBkSBc7UxlarCCapitol Corridor Joint Powers AuthorityIndependent Agency04 - OaklandOther Public TransitTrueNoneTrue
343d442fdd55188cad1f1e2206602bad31reco3K1VuCBdGRhtVTahoe Truckee Area Regional TransportationIndependent Agency03 - MarysvilleCoreTrueNoneTrue
35100b94a15d097469a628eb45e9b22bearecn8zTmGbYZv1qxVDumbarton Bridge Regional Operations ConsortiumJoint Powers AgencyNoneNoneTrueNoneTrue
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