diff --git a/cartoframes/data/dataset.py b/cartoframes/data/dataset.py index c341a82d0..6f920c95e 100644 --- a/cartoframes/data/dataset.py +++ b/cartoframes/data/dataset.py @@ -148,7 +148,7 @@ def upload(self, with_lnglat=None, if_exists=FAIL, table_name=None, schema=None, 'We need data in a DataFrame or GeoDataFrame or a query to upload data to CARTO.') already_exists_error = CartoException('Table with name {t} and schema {s} already exists in CARTO.' - 'Please choose a different `table_name` or use' + 'Please choose a different `table_name` or use ' 'if_exists="replace" to overwrite it'.format( t=self._table_name, s=self._schema)) diff --git a/docs/developer-center/examples/BasicUsage.md b/docs/developer-center/examples/BasicUsage.md deleted file mode 100644 index 59655ba96..000000000 --- a/docs/developer-center/examples/BasicUsage.md +++ /dev/null @@ -1,669 +0,0 @@ - -# Basic cartoframes usage - -`cartoframes` lets you use CARTO in a Python environment so that you can do all of your analysis and mapping in, for example, a Jupyter notebook. `cartoframes` allows you to use CARTO's functionality for data analysis, storage, location services like routing and geocoding, and visualization. - -You can view this notebook best on `nbviewer` here: -It is recommended to download this notebook and use on your computer instead so you can more easily explore the functionality of `cartoframes`. - -To get started, let's load the required packages, and set credentials. - - -```python -%matplotlib inline -import matplotlib.pyplot as plt -import cartoframes -from cartoframes import Credentials -import pandas as pd - -USERNAME = 'eschbacher' # <-- replace with your username -APIKEY = 'abcdefg' # <-- your CARTO API key -creds = Credentials(username=USERNAME, - key=APIKEY) -cc = cartoframes.CartoContext(creds=creds) -``` - -## `cc.read` - -`CartoContext` has several methods for interacting with [CARTO](https://carto.com) in a Python environment. `CartoContext.read` allows you to pull a dataset stored on CARTO into a [pandas](http://pandas.pydata.org/) DataFrame. In the cell below, we use `read_taxi` to get the table `brooklyn_poverty` from a CARTO account. - - -```python -from cartoframes.examples import read_brooklyn_poverty -cc.write(read_brooklyn_poverty(), 'brooklyn_poverty_example', overwrite=True) -``` - - Table successfully written to CARTO: https://eschbacher.carto.com/dataset/brooklyn_poverty_example - - - -```python -# Get a CARTO table as a pandas DataFrame -df = cc.read('brooklyn_poverty_example') -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
commuters_16_over_2011_2015geoidpop_determined_poverty_status_2011_2015poverty_countpoverty_per_popthe_geomtotal_pop_2011_2015total_populationwalked_to_work_2011_2015_per_pop
cartodb_id
16060.03604707020310.0NaNNaN0106000020E61000000800000001030000000100000013...0.00NaN
2052NaN360479901000NaNNaNNaNNoneNaN0NaN
1110.03604706660010.0NaNNaN0106000020E6100000030000000103000000010000006B...0.001.553393e-12
116NaN360470702030NaNNaNNaNNoneNaN0NaN
9115928.036047008000231367.0225.00.172010106000020E61000000100000001030000000100000007...39471.013091.505213e-02
-
- - - -Notice that: - -* the index of the DataFrame is the same as the index of the CARTO table (`cartodb_id`) -* `the_geom` column stores the geometry. This can be decoded if we set the `decode_geom=True` flag in `cc.read`, which requires the library `shapely`. -* We have several numeric columns -* SQL `null` values are represented as `numpy.nan` - -Other things to notice: - - -```python -df.dtypes -``` - - - - - commuters_16_over_2011_2015 float64 - geoid object - pop_determined_poverty_status_2011_2015 float64 - poverty_count float64 - poverty_per_pop float64 - the_geom object - total_pop_2011_2015 float64 - total_population int64 - walked_to_work_2011_2015_per_pop float64 - dtype: object - - - -The `dtype` of each column is a mapping of the column type on CARTO. For example, `numeric` will map to `float64`, `text` will map to `object` (pandas string representation), `timestamp` will map to `datetime64[ns]`, etc. The reverse happens if a DataFrame is sent to CARTO. - -## `cc.map` - -Now that we can inspect the data, we can map it to see how the values change over the geography. We can use the `cc.map` method for this purpose. - -`cc.map` takes a `layers` argument which specifies the data layers that are to be visualized. They can be imported from `cartoframes` as below. - -There are different types of layers: - -* `Layer` for visualizing CARTO tables -* `QueryLayer` for visualizing arbitrary queries from tables in user's CARTO account -* `BaseMap` for specifying the base map to be used - -Each of the layers has different styling options. `Layer` and `QueryLayer` take the same styling arguments, and `BaseMap` can be specified to be light/dark and options on label placement. - -Maps can be `interactive` or not. Set interactivity with the `interactive` with `True` or `False`. If the map is static (not interactive), it will be embedded in the notebook as either a `matplotlib` axis or `IPython.Image`. Either way, the image will be transported with the notebook. Interactive maps will be embedded zoom and pan-able maps. - - -```python -from cartoframes import Layer, styling, BaseMap -l = Layer('brooklyn_poverty_example', - color={'column': 'poverty_per_pop', - 'scheme': styling.sunset(7)}) -cc.map(layers=l, - interactive=False) -``` - - - - - - - - - -![Brooklyn poverty rates](../img/examples/BasicUsage_9_1.png) - - -### Multiple variables together - - -```python -table = 'brooklyn_poverty_example' -cols = [ - 'pop_determined_poverty_status_2011_2015', - 'poverty_per_pop', - 'walked_to_work_2011_2015_per_pop', - 'total_pop_2011_2015' -] - -fig, axs = plt.subplots(2, 2, figsize=(12, 12)) - -for idx, col in enumerate(cols): - cc.map(layers=[BaseMap('dark'), Layer(table, - color={'column': col, - 'scheme': styling.sunset(7, 'quantiles')})], - ax=axs[idx // 2][idx % 2], - zoom=11, lng=-73.9476, lat=40.6437, - interactive=False, - size=(432, 432)) - axs[idx // 2][idx % 2].set_title(col) -fig.tight_layout() -plt.show() -``` - - -![Brooklyn demographic data in small multiples](../img/examples/BasicUsage_11_0.png) - - -## NYC Taxi Dataset - -Let's explore a typical `cartoframes` workflow using data on NYC taxis. - -To get the data into CARTO, we can: -1. Use `pandas` to grab the data from the cartoframes example account -2. Send it to your CARTO account using `cc.write`, specifying the `lng`/`lat` columns you want to use for visualization -3. Set `overwrite=True` to replace an existing dataset if it exists -4. Refresh our `df` with the CARTO-fied version using `cc.read`` - - -```python -# read in a CSV of NYC taxi data from cartoframes example datasets -from cartoframes.examples import read_taxi -df = read_taxi() - -# show first five rows to see what we've got -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
dropoff_latitudedropoff_longitudeextrafare_amountimprovement_surchargemta_taxpassenger_countpayment_typepickup_latitudepickup_longituderatecodeidstore_and_fwd_flagthe_geomtip_amounttolls_amounttotal_amounttpep_dropoff_datetimetpep_pickup_datetimetrip_distancevendorid
cartodb_id
140.706779-74.0123830.08.50.30.52140.730461-74.0067061FalseNone1.000.010.302016-05-01 15:00:362016-05-01 14:52:112.082
240.762779-73.9738240.013.50.30.51140.744125-73.9249571FalseNone2.000.016.302016-05-01 08:49:022016-05-01 08:34:083.001
340.740833-73.9989550.014.50.30.51240.748501-73.9734881FalseNone0.000.015.302016-05-04 10:07:092016-05-04 09:44:402.101
440.792370-73.9663620.515.00.30.51240.743267-73.9997861FalseNone0.000.016.302016-05-01 21:05:242016-05-01 20:50:114.412
540.784939-73.9569630.019.50.30.52140.803360-73.9636311FalseNone4.060.024.362016-05-02 07:53:532016-05-02 07:26:564.012
-
- - - - -```python -# send it to carto so we can map it -# specify the columns we want to have as a point (pickup location) -cc.write(df, 'taxi_50k', - lnglat=('pickup_longitude', 'pickup_latitude'), - overwrite=True) - -# read the fresh carto-fied version -df = cc.read('taxi_50k') -``` - - Table successfully written to CARTO: https://eschbacher.carto.com/dataset/taxi_50k - `the_geom` column is being populated from `('pickup_longitude', 'pickup_latitude')`. Check the status of the operation with: - BatchJobStatus(CartoContext(), '787ce294-3fce-47d0-8390-5599c4fc35c8').status() - or try reading the table from CARTO in a couple of minutes. - Note: `CartoContext.map` will not work on this table until its geometries are created. - - -Take a look at the data on a map. - - -```python -from cartoframes import Layer -cc.map(layers=Layer('taxi_50k'), - interactive=False) -``` - - - - - - - - - -![NYC Taxi Data Raw](../img/examples/BasicUsage_16_1.png) - - -Oops, there are some zero-valued long/lats in there, so the results are going to [null island](https://en.wikipedia.org/wiki/Null_Island). Let's remove them. - - -```python -# select only the rows which are not at (0,0) -df = df[(df['pickup_longitude'] != 0) | (df['pickup_latitude'] != 0)] -# send back up to CARTO -cc.write(df, 'taxi_50k', overwrite=True, - lnglat=('pickup_longitude', 'pickup_latitude')) -``` - - Table successfully written to CARTO: https://eschbacher.carto.com/dataset/taxi_50k - `the_geom` column is being populated from `('pickup_longitude', 'pickup_latitude')`. Check the status of the operation with: - BatchJobStatus(CartoContext(), '292c4b72-965a-4b17-970c-8527b85eced4').status() - or try reading the table from CARTO in a couple of minutes. - Note: `CartoContext.map` will not work on this table until its geometries are created. - - - - - - BatchJobStatus(job_id='292c4b72-965a-4b17-970c-8527b85eced4', last_status='pending', created_at='2018-06-26T13:47:06.959Z') - - - -Instead of using pandas, we could have remove those rows on the database by using SQL. - -```python -cc.query(''' -DELETE FROM taxi_50k -WHERE pickup_longitude = 0 and pickup_latitude = 0 -''') -``` - - -```python -# Let's take a look at what's going on, styled by the fare amount -cc.map(layers=Layer('taxi_50k', - size=4, - color={'column': 'fare_amount', - 'scheme': styling.sunset(7)}), - interactive=True) -``` - - - - - - - - -We can use the `zoom=..., lng=..., lat=...` information in the embedded interactive map to help us get static snapshots of the regions we're interested in. For example, JFK airport is around `zoom=12, lng=-73.7880, lat=40.6629`. We can paste that information as arguments in `cc.map` to generate a static snapshot of the data there. - - -```python -# Let's take a look at what's going on at JFK airport, styled by the fare amount, and STATIC -cc.map(layers=Layer('taxi_50k', - size=6, - color={'column': 'fare_amount', - 'scheme': styling.sunset(7)}), - zoom=12, lng=-73.7880, lat=40.6629, - interactive=False) -``` - - - - - - - - - -![JFK pickups styled by fare amount](../img/examples/BasicUsage_22_1.png) diff --git a/docs/developer-center/examples/DataObservatory.md b/docs/developer-center/examples/DataObservatory.md deleted file mode 100644 index 2000500ee..000000000 --- a/docs/developer-center/examples/DataObservatory.md +++ /dev/null @@ -1,802 +0,0 @@ - -# Data Observatory in cartoframes - -The [Data Observatory](https://carto.com/data-observatory/) can be accessed through CARTOframes. This is a basic demonstration how one would pull down new measures for building a feature set for training a model. - - -```python -%matplotlib inline -import cartoframes -from cartoframes import QueryLayer, Layer, styling -import pandas as pd - -# Enter your username and api key below -cc = cartoframes.CartoContext(base_url='https://{username}.carto.com/'.format(username=''), - api_key='') -``` - -## Getting Mexico City Metro station coordinates - -Use pandas to download an Excel spreadsheet into a dataframe. - - -```python -# Metro stations from here: -# https://github.com/josecarlosgonz/mexicoCityMetro/blob/master/coordsMetro.xlsx -df = pd.read_excel('https://github.com/josecarlosgonz/mexicoCityMetro/blob/master/coordsMetro.xlsx?raw=true') -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
NamelatitudelongitudeUnnamed: 3lineaestacionafluencialatitude.1longitude.1
0Pantitlán19.4163-99.0747NaN1Pantitlán4513549.019.4163-99.0747
1Zaragoza19.4117-99.0821NaN1Zaragoza5144223.019.4117-99.0821
2Gómez Farías19.4165-99.0904NaN1Gómez Farías3665025.019.4165-99.0904
3Boulevard Puerto Aéreo19.4196-99.0963NaN1Boulevard Puerto Aéreo3611591.019.4196-99.0963
4Balbuena19.4231-99.1021NaN1Balbuena1822229.019.4231-99.1021
-
- - - -Send to CARTO, being sure to specify the to-be-normalized column names `latitude.1` -> `latitude_1`, etc. - - -```python -orig_table = 'coordsmetro_demo' -cc.write(df, orig_table, lnglat=('longitude_1', 'latitude_1'), overwrite=True) -``` - - The following columns were changed in the CARTO copy of this dataframe: - Name -> name - Unnamed: 3 -> unnamed_3 - latitude.1 -> latitude_1 - longitude.1 -> longitude_1 - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/coordsmetro_demo - - -## See the data by `linea` - -_Note: notice the basemap labels are default on the bottom._ - - -```python -cc.map(layers=Layer(orig_table, - color={'column': 'linea', - 'scheme': styling.bold(10)})) -``` - - - - - - - - -See a static version of the map above - - -```python -cc.map(layers=Layer(orig_table, - color={'column': 'linea', - 'scheme': styling.bold(10)}), - interactive=False) -``` - - - - - - - - - -![Mexico City Metro Stations](../img/examples/DataObservatory_9_1.png) - - -## Data Observatory measures in the Mexico City area - -Let's get education-related Data Observatory measures around the metro stops. - - -```python -meta = cc.data_discovery(region=orig_table, keywords='education') -meta.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
denom_aggregatedenom_colnamedenom_descriptiondenom_geomref_colnamedenom_iddenom_namedenom_reltypedenom_t_descriptiondenom_tablenamedenom_type...numer_timespannumer_typescorescore_rankscore_rownumsuggested_nametarget_areatarget_geomstimespan_ranktimespan_rownum
0sumemployed_primary_educationNonecvegeomx.inegi_columns.ECO10Employed population with primary educationdenominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909311female_employed_primary_education_rate_2010NoneNone11
1sumfemale_employedNonecvegeomx.inegi_columns.ECO5Employed femaledenominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909312female_employed_primary_education_rate_2010NoneNone12
2sumemployed_incomplete_secondary_educationNonecvegeomx.inegi_columns.ECO13Employed population with incomplete secondary ...denominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909311female_employed_incomplete_secondary_education...NoneNone11
3sumfemale_employedNonecvegeomx.inegi_columns.ECO5Employed femaledenominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909312female_employed_incomplete_secondary_education...NoneNone12
4sumemployed_incomplete_secondary_educationNonecvegeomx.inegi_columns.ECO13Employed population with incomplete secondary ...denominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909311male_employed_incomplete_secondary_education_r...NoneNone11
-

5 rows × 42 columns

-
- - - - -```python -# See how many measures are possible -meta.shape -``` - - - - - (28, 42) - - - - -```python -# Look at the geometry levels available -meta.groupby('geom_id')['geom_id'].count() -``` - - - - - geom_id - mx.inegi.ageb 8 - mx.inegi.municipio 20 - Name: geom_id, dtype: int64 - - - -Narrow down the problem to only have `municipio`-level measures. - - -```python -# select only the municipio level data -meta = meta[meta['geom_id'] == 'mx.inegi.municipio'] -``` - -This takes it down to only 20 measures. - - -```python -meta.shape -``` - - - - - (20, 42) - - - -Take a look at the measures we have - - -```python -meta['numer_name'].values -``` - - - - - array(['Employed female population with primary education', - 'Employed female population with primary education', - 'Employed female population with incomplete secondary education', - 'Employed female population with incomplete secondary education', - 'Employed male population with incomplete secondary education', - 'Employed male population with incomplete secondary education', - 'Employed female population who completed basic education', - 'Employed female population who completed basic education', - 'Employed male population who completed basic education', - 'Employed male population who completed basic education', - 'Female population 15 or more years old who did not complete basic education', - 'Female population 15 or more years old who did not complete basic education', - 'Male population 15 or more years old who completed basic education', - 'Male population 15 or more years old who completed basic education', - 'Employed male population with primary education', - 'Employed male population with primary education', - 'Male population 15 or more years old who did not complete basic education', - 'Male population 15 or more years old who did not complete basic education', - 'Female population 15 or more years old who completed basic education', - 'Female population 15 or more years old who completed basic education'], dtype=object) - - - - -```python -# Get some data -data = cc.data(orig_table, meta.loc[0:4]) -data.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
afluenciaestacionfemale_employed_incomplete_secondary_education_rate_2010female_employed_primary_education_rate_2010latitudelatitude_1linealongitudelongitude_1male_employed_incomplete_secondary_education_rate_2010namethe_geomunnamed_3
cartodb_id
14513549Pantitlán0.0296240.13517219.416319.41631-99.0747-99.07470.668229Pantitlán0101000020E6100000B84082E2C7C458C0265305A3926A...None
25144223Zaragoza0.0296240.13517219.411719.41171-99.0821-99.08210.668229Zaragoza0101000020E61000001AC05B2041C558C061C3D32B6569...None
33665025Gómez Farías0.0296240.13517219.416519.41651-99.0904-99.09040.668229Gómez Farías0101000020E6100000BDE3141DC9C558C0B4C876BE9F6A...None
43611591Boulevard Puerto Aéreo0.0296240.13517219.419619.41961-99.0963-99.09630.668229Boulevard Puerto Aéreo0101000020E6100000B5A679C729C658C0CF66D5E76A6B...None
51822229Balbuena0.0296240.13517219.423119.42311-99.1021-99.10210.668229Balbuena0101000020E6100000FB3A70CE88C658C007F01648506C...None
-
- - - - -```python -new_table = 'mexico_metro_augmented' -cc.write(data, new_table, overwrite=True) -``` - - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/mexico_metro_augmented - - - -```python -from cartoframes import Layer, BaseMap, styling -cc.map(layers=[BaseMap('dark'), Layer(new_table, - color={'column': 'female_employed_incomplete_secondary_education_rate_2010', - 'scheme': styling.sunset(7)})]) -``` - - - - - diff --git a/docs/developer-center/examples/ExampleDatasets.md b/docs/developer-center/examples/ExampleDatasets.md deleted file mode 100644 index 90744a010..000000000 --- a/docs/developer-center/examples/ExampleDatasets.md +++ /dev/null @@ -1,845 +0,0 @@ - -# Example Datasets - -cartoframes' example datasets functionality allows users to learn cartoframes features 1) without needing to authenticate against their account, or 2) using pre-packaged data to follow along in notebooks - - -```python -from cartoframes.examples import example_context -from cartoframes import Layer, QueryLayer -``` - -## List available tables - - -```python -[table.name for table in example_context.tables()] -``` - - - - - ['mcdonalds_nyc', 'nyc_census_tracts', 'brooklyn_poverty', 'taxi_50k', 'nat'] - - - -## Brooklyn Poverty Data - - -```python -from cartoframes.examples import read_brooklyn_poverty -df = read_brooklyn_poverty() -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
commuters_16_over_2011_2015geoidpop_determined_poverty_status_2011_2015poverty_countpoverty_per_popthe_geomtotal_pop_2011_2015total_populationwalked_to_work_2011_2015_per_pop
cartodb_id
2052NaN360479901000NaNNaNNaNNoneNaN0NaN
16060.03604707020310.0NaNNaN0106000020E61000000800000001030000000100000013...0.00NaN
1572NaN360470666000NaNNaNNaNNoneNaN0NaN
175058.036047053400423191.0377.00.4063940106000020E6100000010000000103000000010000000B...21451.09280.018761
534230.036047059300110804.0117.00.0985980106000020E6100000010000000103000000010000000E...8116.011850.031915
-
- - - -### Sample map - -**Note**: The cell below contains a dynamic map that won't render in static renders like [GitHub](https://github.com/CartoDB/cartoframes/blob/master/examples/Example%20Datasets.ipynb), but will render on [nbviewer](https://nbviewer.jupyter.org/github/CartoDB/cartoframes/blob/master/examples/Example%20Datasets.ipynb). If you're viewing the map on a running notebook server, re-run the cell (after running the top cell first) to ensure it renders as an interactive map. - - -```python -# Interactive map -example_context.map(Layer('brooklyn_poverty', color='poverty_per_pop')) -``` - - - - - - - - - -```python -# Interactive map -example_context.map( - Layer('brooklyn_poverty', color='poverty_per_pop'), - interactive=False) -``` - - - - - - - - - -![Brooklyn poverty rates at the census tract level](../img/examples/ExampleDatasets_8_1.png) - - -## Taxi Data - - -```python -from cartoframes.examples import read_taxi -df = read_taxi() -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
dropoff_latitudedropoff_longitudeextrafare_amountimprovement_surchargemta_taxpassenger_countpayment_typepickup_latitudepickup_longituderatecodeidstore_and_fwd_flagthe_geomtip_amounttolls_amounttotal_amounttpep_dropoff_datetimetpep_pickup_datetimetrip_distancevendorid
cartodb_id
140.706779-74.0123830.08.50.30.52140.730461-74.0067061FalseNone1.000.010.302016-05-01 15:00:362016-05-01 14:52:112.082
240.762779-73.9738240.013.50.30.51140.744125-73.9249571FalseNone2.000.016.302016-05-01 08:49:022016-05-01 08:34:083.001
340.740833-73.9989550.014.50.30.51240.748501-73.9734881FalseNone0.000.015.302016-05-04 10:07:092016-05-04 09:44:402.101
440.792370-73.9663620.515.00.30.51240.743267-73.9997861FalseNone0.000.016.302016-05-01 21:05:242016-05-01 20:50:114.412
540.784939-73.9569630.019.50.30.52140.803360-73.9636311FalseNone4.060.024.362016-05-02 07:53:532016-05-02 07:26:564.012
-
- - - -To visualize this data, we need to add a column called `the_geom` to visualize. Using `example_context` we can call the `query` method to get the data or `QueryLayer` to visualize on a map. - -If we try to map it, we will get an error because this dataset doesn't have explicit geometries. - - -```python -example_context.map(Layer('taxi_50k')) -``` - - - --------------------------------------------------------------------------- - - ValueError Traceback (most recent call last) - - in () - ----> 1 example_context.map(Layer('taxi_50k')) - - - ~/git/CartoDB/cartoframes/cartoframes/context.py in map(self, layers, interactive, zoom, lat, lng, size, ax) - 913 for stylecol, coltype in utils.dict_items(resp['fields']): - 914 layer.style_cols[stylecol] = coltype['type'] - --> 915 layer.geom_type = self._geom_type(layer) - 916 if not base_layers: - 917 geoms.add(layer.geom_type) - - - ~/git/CartoDB/cartoframes/cartoframes/context.py in _geom_type(self, source) - 1103 common_geom=resp['rows'][0]['geom_type'])) - 1104 elif resp['total_rows'] == 0: - -> 1105 raise ValueError('No geometry for layer. Check all layer tables ' - 1106 'and queries to ensure there are geometries.') - 1107 return resp['rows'][0]['geom_type'] - - - ValueError: No geometry for layer. Check all layer tables and queries to ensure there are geometries. - - -### Creating a geometry - -There are many ways to create geometries from the lng/lat pairs in the taxi dataset. Here we will do a "crow fly" distance (converted from meters to miles) between pickups and drop-offs. - - -```python -q = ''' -SELECT - *, - ST_Transform(the_geom, 3857) as the_geom_webmercator, - ST_Length(the_geom::geography) / 1609 as crow_dist -FROM ( - SELECT - ST_MakeLine(CDB_LatLng(pickup_latitude, pickup_longitude), CDB_LatLng(dropoff_latitude, dropoff_longitude)) as the_geom, - cartodb_id, - fare_amount, - trip_distance - FROM taxi_50k - WHERE pickup_latitude <> 0 and dropoff_latitude <> 0 -) as _w -''' -example_context.map( - QueryLayer(q, color='fare_amount', opacity=0.05), - zoom=12, lng=-73.9503, lat=40.7504 -) -``` - - - - - - - - - -```python -# static view -example_context.map( - QueryLayer(q, color='fare_amount', opacity=0.05), - zoom=12, lng=-73.9503, lat=40.7504, - interactive=False -) -``` - - - - - - - - - -![Taxi trips colored by fare amount](../img/examples/ExampleDatasets_15_1.png) - - -We can use that same query to get the line geometries, and compare the crow fly distance with the reported distance. - - -```python -taxi_lines = example_context.query(q) -taxi_lines.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
crow_distfare_amountthe_geomtrip_distance
cartodb_id
11.6613958.50102000020E610000002000000020000E06D8052C00400...2.08
22.86973213.50102000020E610000002000000FEFFFF7F327B52C0FBFF...3.00
31.43773414.50102000020E610000002000000000000A04D7E52C0FFFF...2.10
43.81591115.00102000020E610000002000000FEFFFF7FFC7F52C00400...4.41
51.31862419.50102000020E610000002000000FEFFFF1FAC7D52C00500...4.01
-
- - - -## Nat dataset - - -```python -from cartoframes import styling -example_context.map(Layer('nat', color={'column': 'hr90', 'scheme': styling.sunset(7)})) -``` - - - - - diff --git a/docs/developer-center/examples/ShapelyGeopandasCartoframes.md b/docs/developer-center/examples/ShapelyGeopandasCartoframes.md deleted file mode 100644 index ef406de82..000000000 --- a/docs/developer-center/examples/ShapelyGeopandasCartoframes.md +++ /dev/null @@ -1,740 +0,0 @@ - -# Shapely, Geopandas, and CARTOframes - -This notebook demonstrates how to use `cartoframes` with [GeoPandas](http://geopandas.org/), a popular Python package for working with geospatial data in a local environment. It's built on some of the same robust libraries as PostGIS which underlies CARTO's spatial analysis, so compliments CARTO extremely well. - -Get started by creating a `CartoContext` that allows you to interact with CARTO in the notebook enviroment. - - -```python -%matplotlib inline -from cartoframes import CartoContext, Credentials -import geopandas as gpd -import pandas as pd -``` - - -```python -# set carto credentials -creds = Credentials(key='abcdefg', - username='cartoframes') -creds.save() -cxn = CartoContext() -``` - -## Reading and writing data from/to CARTO - -To get started, let's use the `nat` dataset which contains county-level criminology data for the United States from 1960 onwards. - - -```python -# load data into your account -from cartoframes.examples import read_nat - -# write `nat` to your CARTO account -cxn.write(read_nat(), 'nat') - -# download it and decode geometries -df = cxn.read('nat', decode_geom=True) -``` - - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/nat - - - -```python -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
blk60blk70blk80blk90cnty_fipscofipsdnl60dnl70dnl80dnl90...state_fipsstate_namestfipsthe_geomthe_geom_webmercatorue60ue70ue80ue90geometry
cartodb_id
236717.51563917.56675813.9632513.4491234494493.6927593.6878023.9511134.068565...48Texas480106000020E6100000010000000103000000010000000F...0106000020110F0000010000000103000000010000000F...4.22.75.0276955.863649(POLYGON ((-94.81377410888672 32.9882507324218...
21480.0000000.0075200.011760.0000001131132.6341452.7395252.9839833.004824...5Arkansas50106000020E6100000010000000103000000010000000F...0106000020110F0000010000000103000000010000000F...7.25.45.7179785.524099(POLYGON ((-93.92706298828125 34.3524627685546...
160.0000000.0000000.000000.44303875751.6681751.4633811.4177141.284332...38North Dakota380106000020E6100000010000000103000000010000000C...0106000020110F0000010000000103000000010000000C...4.16.03.9351856.328182(POLYGON ((-101.0608749389648 48.4602966308593...
2580.0000000.0000000.000000.00000049491.4849311.3631881.1984771.009217...46South Dakota460106000020E61000000100000001030000000100000006...0106000020110F00000100000001030000000100000006...2.80.30.5392911.962388(POLYGON ((-98.72162628173828 44.8916778564453...
270.0000000.0000000.000000.00000019190.9563640.7591790.6865380.463073...30Montana300106000020E6100000010000000103000000010000000E...0106000020110F0000010000000103000000010000000E...3.70.42.1126761.428571(POLYGON ((-105.8138580322266 48.5703468322753...
-

5 rows × 72 columns

-
- - - -By default, CARTO uses Well-known-binary (WKB) serialization for geometries that come out of PostGIS. - - -```python -df.head(2)[['fipsno', 'the_geom']] -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - -
fipsnothe_geom
cartodb_id
36427101.00106000020E61000000100000001030000000100000007...
166020019.00106000020E61000000100000001030000000100000006...
-
- - - -These strings can be deserialized into `shapely` objects that work with GeoPandas. - - -```python -df.head(2)[['fipsno', 'geometry']] -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - -
fipsnogeometry
cartodb_id
236748449(POLYGON ((-94.81377410888672 32.9882507324218...
21485113(POLYGON ((-93.92706298828125 34.3524627685546...
-
- - - -This allows you to do GIS operations locally in Geopandas. To send a DataFrame with shapely geometries into a Geopandas DataFrame, you only need to call the constructor directly on the DataFrame: - - -```python -gdf = gpd.GeoDataFrame(df) -gdf.plot('hr90', linewidth=0.1) # to prove we're in geopandas -``` - - - - - - - - - -![Homicide rates in 1990, GeoPandas plot](../img/examples/ShapelyGeopandasCartoframes_12_1.png) - - -The nice thing with having the code to serialize/deserialize `shapely` objects is that you can publish directly to CARTO (and make CARTO maps) directly from (geo)pandas: - - -```python -from cartoframes import Layer, styling -cxn.map(layers=Layer('nat', color={'column': 'hr90', - 'scheme': styling.sunset(7)}), - interactive=False) -``` - - - - - - - - - -![Homicide rates in 1990, CARTOframes plot](../img/examples/ShapelyGeopandasCartoframes_14_1.png) - - -You can also create interactive versions of the above map by setting `interactive=True`. - -**Note:** If viewing this notebook on GitHub, the interactive map will not display. Checkout this same [notebook rendered on nbviewer](https://nbviewer.jupyter.org/github/CartoDB/cartoframes/blob/master/examples/Shapely%2C%20Geopandas%2C%20and%20Cartoframes.ipynb) instead. - - -```python -from cartoframes import Layer, styling -cxn.map(layers=Layer('nat', color={'column': 'hr90', - 'scheme': styling.sunset(7)}), - interactive=True) -``` - - - - - - - - -GeoPandas DataFrames can be written to CARTO just like pandas DataFrames. - - -```python -cxn.write(gdf, - encode_geom=True, - table_name='cartoframes_geopandas', - overwrite=True) -``` - - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/cartoframes_geopandas - - -If you change the geometries locally, the changes propagate back to CARTO: - - -```python -gdf['geometry'] = gdf.geometry.apply(lambda x: x.buffer(2)) -df['geometry'] = df.geometry.apply(lambda x: x.buffer(2)) -``` - - -```python -cxn.write(gdf, encode_geom=True, - table_name='cartoframes_geopandas_buffered', - overwrite=True) -``` - - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/cartoframes_geopandas_buffered - - - -```python -gdf.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
blk60blk70blk80blk90cnty_fipscofipsdnl60dnl70dnl80dnl90...state_fipsstate_namestfipsthe_geomthe_geom_webmercatorue60ue70ue80ue90geometry
cartodb_id
236717.51563917.56675813.9632513.4491234494493.6927593.6878023.9511134.068565...48Texas480103000000010000004c000000110ff66c84d157c0f09c...0106000020110F0000010000000103000000010000000F...4.22.75.0276955.863649POLYGON ((-95.27370761899171 31.04432885782165...
21480.0000000.0075200.011760.0000001131132.6341452.7395252.9839833.004824...5Arkansas50103000000010000004c000000eb5432f7cb7c57c063bb...0106000020110F0000010000000103000000010000000F...7.25.45.7179785.524099POLYGON ((-93.94994907298285 36.6935937156584,...
160.0000000.0000000.000000.44303875751.6681751.4633811.4177141.284332...38North Dakota380103000000010000004c000000a1c34ac301e759c0860d...0106000020110F0000010000000103000000010000000C...4.16.03.9351856.328182POLYGON ((-103.6094825964087 47.5185228488654,...
2580.0000000.0000000.000000.00000049491.4849311.3631881.1984771.009217...46South Dakota4601030000000100000047000000726e9852332e58c02e30...0106000020110F00000100000001030000000100000006...2.80.30.5392911.962388POLYGON ((-96.72188248525507 44.92368954847949...
270.0000000.0000000.000000.00000019190.9563640.7591790.6865380.463073...30Montana300103000000010000004e000000d07d8644a7ff5ac00553...0106000020110F0000010000000103000000010000000E...3.70.42.1126761.428571POLYGON ((-107.9945842088121 49.70426177527956...
-

5 rows × 72 columns

-
- - - - -```python -from cartoframes import BaseMap, Layer -cxn.map(layers=[BaseMap('light'), - Layer('cartoframes_geopandas_buffered', - color='gi69')], - interactive=False) -``` - - - - - - - - - -![Buffered points, using CARTOframes](../img/examples/ShapelyGeopandasCartoframes_23_1.png) diff --git a/docs/developer-center/examples/basic-usage.md b/docs/developer-center/examples/basic-usage.md deleted file mode 100644 index 80a33c386..000000000 --- a/docs/developer-center/examples/basic-usage.md +++ /dev/null @@ -1,604 +0,0 @@ - -# Basic cartoframes usage - -`cartoframes` lets you use CARTO in a Python environment so that you can do all of your analysis and mapping in, for example, a Jupyter notebook. `cartoframes` allows you to use CARTO's functionality for data analysis, storage, location services like routing and geocoding, and visualization. - -You can view this notebook best on `nbviewer` here: -It is recommended to download this notebook and use on your computer instead so you can more easily explore the functionality of `cartoframes`. - -To get started, let's load the required packages, and set credentials. - - -```python -%matplotlib inline -import cartoframes -from cartoframes import Credentials -import pandas as pd - -USERNAME = 'eschbacher' # <-- replace with your username -APIKEY = 'abcdefg' # <-- your CARTO API key -creds = Credentials(username=USERNAME, - key=APIKEY) -cc = cartoframes.CartoContext(creds=creds) -``` - -## `cc.read` - -`CartoContext` has several methods for interacting with [CARTO](https://carto.com) in a Python environment. `CartoContext.read` allows you to pull a dataset stored on CARTO into a [pandas](http://pandas.pydata.org/) DataFrame. In the cell below, we use `cc.read` to get the table `brooklyn_poverty` from a CARTO account. You can get a CSV of the table here for uploading to your CARTO account: - - - - -```python -# Get a CARTO table as a pandas DataFrame -df = cc.read('brooklyn_poverty') -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
commuters_16_over_2011_2015geoidpop_determined_poverty_status_2011_2015poverty_countpoverty_per_popthe_geomthe_geom_webmercatortotal_pop_2011_2015total_populationwalked_to_work_2011_2015
cartodb_id
24074.1926373604700500033304.43979723.1125830.0311910103000020E6100000010000000B0000006D3A02B85982...0103000020110F0000010000000B000000D240DAA89070...9624.3652427410.005207
5855434.14985236047021800127809.352304770.7335640.2500000103000020E6100000010000000B000000ACE3F8A1D27F...0103000020110F0000010000000B0000000354CD84456C...16072.3389767560.042990
1532412.49898036047051400239958.419065574.1015970.3258240103000020E610000001000000070000003DB5FAEAAA7D...0103000020110F00000100000007000000ADF228609C68...61660.04601017620.008740
165135.76097436047053400323191.290336235.8589210.3911420103000020E61000000100000008000000EBABAB02B57D...0103000020110F000001000000080000008ECED184AD68...14912.5536536030.016081
146486.0500873604700130028739.299360NaNNaN0103000020E6100000010000001500000005854199467F...0103000020110F000001000000150000003D6926A8576B...40739.8345919390.037871
-
- - - -Notice that: - -* the index of the DataFrame is the same as the index of the CARTO table (`cartodb_id`) -* `the_geom` column stores the geometry. This can be decoded if we set the `decode_geom=True` flag in `cc.read`, which requires the library `shapely`. -* We have several numeric columns -* SQL `null` values are represented as `np.nan` - -Other things to notice: - - -```python -df.dtypes -``` - - - - - commuters_16_over_2011_2015 float64 - geoid object - pop_determined_poverty_status_2011_2015 float64 - poverty_count float64 - poverty_per_pop float64 - the_geom object - the_geom_webmercator object - total_pop_2011_2015 float64 - total_population int64 - walked_to_work_2011_2015 float64 - dtype: object - - - -The `dtype` of each column is a mapping of the column type on CARTO. For example, `numeric` will map to `float64`, `text` will map to `object` (pandas string representation), `timestamp` will map to `datetime64[ns]`, etc. The reverse happens if a DataFrame is sent to CARTO. - -## `cc.map` - -Now that we can inspect the data, we can map it to see how the values change over the geography. We can use the `cc.map` method for this purpose. - -`cc.map` takes a `layers` argument which specifies the data layers that are to be visualized. They can be imported from `cartoframes` as below. - -There are different types of layers: - -* `Layer` for visualizing CARTO tables -* `QueryLayer` for visualizing arbitrary queries from tables in user's CARTO account -* `BaseMap` for specifying the base map to be used - -Each of the layers has different styling options. `Layer` and `QueryLayer` take the same styling arguments, and `BaseMap` can be specified to be light/dark and options on label placement. - -Maps can be `interactive` or not. Set interactivity with the `interactive` with `True` or `False`. If the map is static (not interactive), it will be embedded in the notebook as either a `matplotlib` axis or `IPython.Image`. Either way, the image will be transported with the notebook. Interactive maps will be embedded zoom and pan-able maps. - - -```python -from cartoframes import Layer, styling -l = Layer('brooklyn_poverty', - color={'column': 'poverty_per_pop', - 'scheme': styling.sunset(7)}) -cc.map(layers=l, - interactive=False) -``` - - - - - - - - - -![png](./docs/examples/BasicUseage_files/./docs/examples/BasicUseage_8_1.png) - - -## NYC Taxi Dataset - -Let's explore a typical `cartoframes` workflow using data on NYC taxis. - -To get the data into CARTO, we can: -1. Use `pandas` to grab the data from the cartoframes example account -2. Send it to your CARTO account using `cc.write`, specifying the `lng`/`lat` columns you want to use for visualization -3. Set `overwrite=True` to replace an existing dataset if it exists -4. Refresh our `df` with the CARTO-fied version using `cc.read`` - - -```python -# read in a CSV of NYC taxi data from cartoframes example datasets -df = pd.read_csv('https://cartoframes.carto.com/api/v2/sql?q=SELECT+*+FROM+taxi_50k&format=csv') - -# set the index of the dataframe to be the cartodb_id (database index) -df.set_index('cartodb_id', inplace=True) - -# show first five rows to see what we've got -df.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
the_geomthe_geom_webmercatorvendoridtpep_pickup_datetimetpep_dropoff_datetimepassenger_counttrip_distancepickup_longitudepickup_latituderatecodeid...dropoff_longitudedropoff_latitudepayment_typefare_amountextramta_taxtip_amounttolls_amountimprovement_surchargetotal_amount
cartodb_id
1NaNNaN22016-05-01 14:52:11+002016-05-01 15:00:36+0022.08-74.00670640.7304611...-74.01238340.70677918.50.00.51.000.00.310.30
2NaNNaN12016-05-01 08:34:08+002016-05-01 08:49:02+0013.00-73.92495740.7441251...-73.97382440.762779113.50.00.52.000.00.316.30
3NaNNaN12016-05-04 09:44:40+002016-05-04 10:07:09+0012.10-73.97348840.7485011...-73.99895540.740833214.50.00.50.000.00.315.30
4NaNNaN22016-05-01 20:50:11+002016-05-01 21:05:24+0014.41-73.99978640.7432671...-73.96636240.792370215.00.50.50.000.00.316.30
5NaNNaN22016-05-02 07:26:56+002016-05-02 07:53:53+0024.01-73.96363140.8033601...-73.95696340.784939119.50.00.54.060.00.324.36
-

5 rows × 21 columns

-
- - - - -```python -# send it to carto so we can map it -# specify the columns we want to have as a point (pickup location) -cc.write(df, 'taxi_50k', - lnglat=('pickup_longitude', 'pickup_latitude'), - overwrite=True) - -# read the fresh carto-fied version -df = cc.read('taxi_50k') -``` - - Creating geometry out of columns `pickup_longitude`/`pickup_latitude` - Table successfully written to CARTO: https://eschbacher.carto.com/dataset/taxi_50k - - -Take a look at the data on a map. - - -```python -from cartoframes import Layer -cc.map(layers=Layer('taxi_50k'), - interactive=False) -``` - - - - - - - - - -![png](./docs/examples/BasicUseage_files/./docs/examples/BasicUseage_13_1.png) - - -Oops, there are some zero-valued long/lats in there, so the results are going to [null island](https://en.wikipedia.org/wiki/Null_Island). Let's remove them. - - -```python -# select only the rows which are not at (0,0) -df = df[(df['pickup_longitude'] != 0) | (df['pickup_latitude'] != 0)] -# send back up to CARTO -cc.write(df, 'taxi_50k', overwrite=True, - lnglat=('pickup_longitude', 'pickup_latitude')) -``` - - Creating geometry out of columns `pickup_longitude`/`pickup_latitude` - Table successfully written to CARTO: https://eschbacher.carto.com/dataset/taxi_sample - - - -```python -# Let's take a look at what's going on, styled by the fare amount -cc.map(layers=Layer('taxi_sample', - size=4, - color={'column': 'fare_amount', - 'scheme': styling.sunset(7)}), - interactive=True) -``` - - - - - - - - -We can use the `zoom=..., lng=..., lat=...` information in the embedded interactive map to help us get static snapshots of the regions we're interested in. For example, JFK airport is around `zoom=12, lng=-73.7880, lat=40.6629`. We can paste that information as arguments in `cc.map` to generate a static snapshot of the data there. - - -```python -# Let's take a look at what's going on at JFK airport, styled by the fare amount, and STATIC -cc.map(layers=Layer('taxi_sample', - size=4, - color={'column': 'fare_amount', - 'scheme': styling.sunset(7)}), - zoom=12, lng=-73.7880, lat=40.6629, - interactive=False) -``` - - - - - - - - - -![png](./docs/examples/BasicUseage_files/./docs/examples/BasicUseage_18_1.png) - diff --git a/docs/developer-center/examples/cartoframes-and-dask.md b/docs/developer-center/examples/cartoframes-and-dask.md deleted file mode 100644 index c39a9e3a7..000000000 --- a/docs/developer-center/examples/cartoframes-and-dask.md +++ /dev/null @@ -1,603 +0,0 @@ - -# CARTOframes with Dask - -This notebook recreate the workflow from , where the author explores [`dask`](http://dask.pydata.org/en/latest/) for splitting up the computations across multiple cores in a machine to complete tasks more quickly. - -## Basics - -You'll need the following for this: - -1. Your CARTO username -2. Your API key - -Paste these values in the quotes (`''`) below. - - -```python -%matplotlib inline -import pandas as pd -import cartoframes - -username = '' # <-- insert your username here -api_key = '' # <-- insert your API key here - -cc = cartoframes.CartoContext('https://{}.carto.com/'.format(username), - api_key) -``` - - -```python -from dask import dataframe as dd -import pandas as pd -columns = ["name", "amenity", "Longitude", "Latitude"] -data = dd.read_csv('scratch/POIWorld.csv', usecols=columns) -``` - - -```python -with_name = data[data.name.notnull()] -with_amenity = data[data.amenity.notnull()] - -is_starbucks = with_name.name.str.contains('[Ss]tarbucks') -is_dunkin = with_name.name.str.contains('[Dd]unkin') - -starbucks = with_name[is_starbucks].compute() -dunkin = with_name[is_dunkin].compute() -``` - - -```python -starbucks['type'] = 'starbucks' -dunkin['type'] = 'dunkin' -coffee_places = pd.concat([starbucks, dunkin]) -coffee_places.head(20) -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
nameamenityLongitudeLatitudetype
6696Starbuckscafe121.03500614.547281starbucks
8322Starbucks Coffeecafe120.97837114.578929starbucks
9505星巴克咖啡 Starbuckscafe120.13588730.271254starbucks
12417星巴克咖啡 Starbuckscafe120.15846430.253061starbucks
12418星巴克咖啡 Starbuckscafe120.15734130.256555starbucks
28564Starbuckscafe-76.93462540.238707starbucks
33017Starbuckscafe-1.54503253.797463starbucks
36552Starbucks Coffeecafe-79.39094043.649976starbucks
37719Starbucks Coffeecafe-79.38946243.645361starbucks
40437Starbucks Coffeecafe-79.39363443.670435starbucks
40439Starbucks Coffeecafe-79.39008943.670596starbucks
41495Starbucks Coffeecafe13.38873852.519403starbucks
41500Starbucks Coffeecafe13.37978752.516727starbucks
41869Starbucks Coffeecafe13.37373252.507931starbucks
42941Starbucks Coffeecafe13.37643052.510587starbucks
43173Starbuckscafe32.87853839.895229starbucks
43229Starbuckscafe16.37044348.203665starbucks
45342Starbuckscafe13.39001852.511072starbucks
50742Starbucks Coffeecafe-79.38543443.655530starbucks
53643Starbucks Coffeecafe-0.13551451.498925starbucks
-
- - - -## Write DataFrame to CARTO - - -```python -# specify columns for lng/lat so carto will create a geometry -cc.write(coffee_places, - table_name='coffee_places', - lnglat=('longitude', 'latitude'), - overwrite=True) -``` - - The following columns were changed in the CARTO copy of this dataframe: - Longitude -> longitude - Latitude -> latitude - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/coffee_places - - -### Let's visualize this DataFrame - -Category map on Dunkin' Donuts vs. Starbucks (aka, color by 'type') - - -```python -from cartoframes import Layer -cc.map(layers=Layer('coffee_places', color='type', size=3)) -``` - - - - - - - - - -![Coffee places](../img/examples/cartoframes-and-dask_8_1.png) - - -## Fast Food - - -```python -is_fastfood = with_amenity.amenity.str.contains('fast_food') -fastfood = with_amenity[is_fastfood] -fastfood.name.value_counts().head(12) -``` - - - - - McDonald's 8697 - Subway 7058 - Burger King 3226 - KFC 2881 - Wendy's 1304 - Taco Bell 1282 - Pizza Hut 1014 - マクドナルド 927 - Dairy Queen 745 - Domino's Pizza 724 - McDonalds 619 - Arby's 609 - Name: name, dtype: int64 - - - - -```python -ff = fastfood.compute() -cc.write(ff, - table_name='fastfood_dask', - lnglat=('longitude', 'latitude'), overwrite=True) -``` - - The following columns were changed in the CARTO copy of this dataframe: - Longitude -> longitude - Latitude -> latitude - Table successfully written to CARTO: https://cartoframes.carto.com/dataset/fastfood_dask - `the_geom` column is being populated from `('longitude', 'latitude')`. Check the status of the operation with: - BatchJobStatus(CartoContext(), 'd2bc4e92-b1d5-4c7d-a8d7-d5a47eddea0f').status() - or try reading the table from CARTO in a couple of minutes. - Note: `CartoContext.map` will not work on this table until its geometries are created. - - - - - - BatchJobStatus(job_id='d2bc4e92-b1d5-4c7d-a8d7-d5a47eddea0f', last_status='pending', created_at='2017-12-05T14:25:06.748Z') - - - -### Number of Fast Food places in this OSM dump - - -```python -len(ff) -``` - - - - - 152214 - - - -### OSM Fast Food POIs - - -```python -from cartoframes import BaseMap -cc.map(layers=Layer('fastfood_dask', size=2)) -``` - - - - - - - - -### Adding measures from the Data Observatory - -We can augment our datasets to find out some demographics at the areas of each of the coffee places if you wanted to add features for building a model. - - -```python -# DO measures: Total Population, -# Children under 18 years of age -# Median income - -data_obs_measures = [{'numer_id': 'us.census.acs.B01003001'}, - {'numer_id': 'us.census.acs.B17001001'}, - {'numer_id': 'us.census.acs.B19013001'}] -coffee_augmented = cc.data('coffee_places', data_obs_measures) -coffee_augmented.head() -``` - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
amenityindexlatitudelongitudemedian_income_2010_2014median_income_2011_2015namepop_determined_poverty_status_per_sq_km_2010_2014pop_determined_poverty_status_per_sq_km_2011_2015the_geomtotal_pop_per_sq_km_2010_2014total_pop_per_sq_km_2011_2015type
cartodb_id
6cafe2856440.238707-76.93462562842.063415.0Starbucks881.868363873.0564790101000020E61000007D2079E7D03B53C005EBEEF08D1E...996.366180991.577729starbucks
26cafe6553235.079845-106.60686634140.032838.0Starbucks869.520635871.7453120101000020E61000001CA43BE3D6A65AC0A11EEC5E388A...929.112813932.249243starbucks
42cafe9307144.039946-88.54116639996.040665.0Starbucks687.264493686.8318430101000020E61000004E0E9F74A22256C092CD55F31C05...854.267385840.552380starbucks
61cafe14309737.367685-122.036460122354.0125488.0Starbucks3211.4078013278.4404190101000020E6100000CFC7105B55825EC0D45D7E4C10AF...3238.9715203308.291340starbucks
69cafe16968039.953015-75.19228918933.020483.0Starbucks4855.6755674977.6082870101000020E610000067B96C744ECC52C0910E0F61FCF9...6558.8003316725.720324starbucks
-
diff --git a/docs/developer-center/examples/examples.json b/docs/developer-center/examples/examples.json index ed3046369..600d3233c 100644 --- a/docs/developer-center/examples/examples.json +++ b/docs/developer-center/examples/examples.json @@ -1,42 +1,15 @@ { - "main": { - "file": "basic-usage.md" - }, - "categories": [ - { - "title": "Basic", - "samples": [ - { - "title": "Basic Usage", - "desc": "Use this notebook to understand CARTOframes basics.", - "file": "BasicUsage.md" - }, - { - "title": "Data Observatory", - "desc": "Introduction to the Data Observatory through CARTOframes.", - "file": "DataObservatory.md" - }, - { - "title": "Geopandas and Shapely", - "desc": "CARTOframes plays nicely with GeoPandas and Shapely.", - "file": "ShapelyGeopandasCartoframes.md" - }, - { - "title": "Example Datasets", - "desc": "Example dataset functionality in CARTOframes.", - "file": "ExampleDatasets.md" - } - ] - }, - { - "title": "Advanced", - "samples": [ - { - "title": "Dask and CARTOframes", - "desc": "Using Dask and CARTOframes together.", - "file": "cartoframes-and-dask.md" - } - ] - } - ] + "main": { + "file": "introduction.md" + }, + "categories": [ + { + "title": "Examples", + "samples": [{ + "title": "Jupyter Notebooks", + "desc": "Run all the CARTOframes examples in your notebooks", + "file": "notebooks.md" + }] + } + ] } diff --git a/docs/developer-center/examples/introduction.md b/docs/developer-center/examples/introduction.md new file mode 100644 index 000000000..1e98181f4 --- /dev/null +++ b/docs/developer-center/examples/introduction.md @@ -0,0 +1,3 @@ +## CARTOframes Examples + +All the CARTOframes practical examples and use cases are placed in our [GitHub repository](https://github.com/CartoDB/cartoframes/blob/master/examples) \ No newline at end of file diff --git a/docs/developer-center/examples/notebooks.md b/docs/developer-center/examples/notebooks.md new file mode 100644 index 000000000..4f0fa3b03 --- /dev/null +++ b/docs/developer-center/examples/notebooks.md @@ -0,0 +1,3 @@ +## Jupyter Notebooks + +All the CARTOframes practical examples and use cases are placed in our [GitHub repository](https://github.com/CartoDB/cartoframes/blob/master/examples) \ No newline at end of file diff --git a/docs/developer-center/guides/00-Introduction.md b/docs/developer-center/guides/00-Introduction.md new file mode 100644 index 000000000..b28899a84 --- /dev/null +++ b/docs/developer-center/guides/00-Introduction.md @@ -0,0 +1,18 @@ +## Introduction + +Use these guides to learn about integrating CARTOframes into your data science workflows. Working inside of a Jupyter notebook, the guides walk through initial set-up and installation, reading data from CARTO into your Python session, writing data to your CARTO account, and the basics of visualizing your data on a map. We also cover how to use a series of Helper Methods to create meaningful visualizations that can be published and shared. + +If you're already familiar with Jupyter Notebooks, you can also take a look to our [Notebook Examples](https://github.com/CartoDB/cartoframes/blob/master/examples) which can be also used as a starting point to learn CARTOframes. + +### Content + +* [Quickstart]({{ site.url }}/developers/cartoframes/guides/quickstart/) +* [Context]({{ site.url }}/developers/cartoframes/guides/context/) +* [Basemaps And Viewport]({{ site.url }}/developers/cartoframes/guides/basemaps-and-viewport/) +* [Sources]({{ site.url }}/developers/cartoframes/guides/sources/) +* [Legends]({{ site.url }}/developers/cartoframes/guides/legends/) +* [Popups]({{ site.url }}/developers/cartoframes/guides/popups/) +* [Helper Methods Part 1]({{ site.url }}/developers/cartoframes/guides/helper-methods-part-1/) +* [Helper Methods Part 2]({{ site.url }}/developers/cartoframes/guides/helper-methods-part-2/) +* [Publishing]({{ site.url }}/developers/cartoframes/guides/publishing/) +* [Spatial Analysis]({{ site.url }}/developers/cartoframes/guides/Spatial-Analysis/) \ No newline at end of file diff --git a/docs/developer-center/guides/01-Quickstart.md b/docs/developer-center/guides/01-Quickstart.md index 89f83ee10..aeecf9322 100644 --- a/docs/developer-center/guides/01-Quickstart.md +++ b/docs/developer-center/guides/01-Quickstart.md @@ -1,23 +1,26 @@ -## Quickstart Guide +## Quickstart -### About this guide +### About this Guide -This guide gets you set up with cartoframes by installing cartoframes, working in a Jupyter notebook, reading data from CARTO into your Python session, writing data to your CARTO account, and visualizing the data. +This guide walks you through the process of installing and authenticating CARTOframes to create an interactive visualization with a shareable link. The full notebook example can be found in the [01_basic_usage](https://github.com/CartoDB/cartoframes/blob/master/examples/01_quickstart/01_basic_usage.ipynb) notebook. -### Installing CARTOframes +![Final visualization](../../img/guides/quickstart/quickstart-final.gif) + +### Install CARTOframes You can install CARTOframes with `pip`. Simply type the following in the command line to do a system install: ```bash $ pip install cartoframes ``` + To install through a Jupyter notebook, you can run ```bash !pip install cartoframes ``` -It is recommended to install cartoframes in a [virtual environment](http://docs.python-guide.org/en/latest/dev/virtualenvs/). For example, you can run the the following command line commands to create a virtual env, activate it, and install cartoframes: +It is recommended to install cartoframes in a [virtual environment](http://docs.python-guide.org/en/latest/dev/virtualenvs/). For example, you can run the following command to create a virtual env, activate it, and install cartoframes: ```bash $ virtualenv cfenv @@ -31,7 +34,7 @@ You'll notice the virtual environment name in your command line prompt, like abo (cfenv) $ deactivate ``` -### Installing Jupyter notebook +### Install Jupyter notebook To install Jupyter, type: @@ -41,7 +44,7 @@ $ pip install jupyter If working in a virtual environment, make sure you have activated the environment first. -### Starting Jupyter notebook +### Start the Jupyter notebook Start up a Jupyter notebook with the following command: @@ -55,98 +58,153 @@ Next, create a new notebook. See Jupyter's [running a notebook](https://jupyter. ### Authentication -Before we can do anything with CARTOframes, we need to authenticate against a CARTO account by passing in CARTO credentials. You will need your username and API keys, which can be found at `http://your_user_name.carto.com/your_apps`. +Before you can interact with CARTOframes, you need to authenticate against a CARTO account by passing in CARTO credentials. You will need your username (`base_url`) and an API key (`api_key`), which can be found at http://your_user_name.carto.com/your_apps. -There are two methods of authentication: +If you don't have a CARTO account but want to try out CARTOframes, you only need the cartoframes library. To learn more, take a look at the Sources examples to visualize data from either a Dataframe or a GeoJSON. -1. Setting the `base_url` and `api_key` directly in CartoContext +The elements we need to create contexts are under the `cartoframes.auth` namespace. For this guide, we'll use a public dataset from the `cartoframes` account called [`spend_data`](https://cartoframes.carto.com/tables/spend_data/public/map) that contains information about customer spending activities in the city of Barcelona . -```python -cc = CartoContext( - base_url='https://.carto.com', - api_key='') -``` +```py +from cartoframes.auth import set_default_context +from cartoframes.viz import Map, Layer -2. By passing a Credentials instance in CartoContext’s creds keyword argument. +set_default_context( + base_url='https://cartoframes.carto.com/', + api_key='default_public' +) -```python -from cartoframes import Credentials, CartoContext -creds = Credentials(username='', key='') -cc = CartoContext(creds=creds) +Map(Layer('spend_data')) ``` -You can also save your credentials to use later, independent of the Python session. Your credentials will be saved locally on your machine for future sessions. +![Visualize the 'spend_data' dataset](../../img/guides/quickstart/quickstart-1.png) -```python -from cartoframes import Credentials, CartoContext -creds = Credentials(username='', key='') -creds.save() # save credentials for later use (not dependent on Python session) -``` +### Change the viewport and basemap + +By default, the map's center and zoom is set to encompass the entire dataset. For this map, let's modify these settings to better suite our area of interest: -Once your credientials are saved, you can start using CARTOframes more quickly: +```py +from cartoframes.viz import Map, Layer, basemaps -```python -from cartoframes import CartoContext -cc = CartoContext() # automatically loads credentials if previously saved +Map( + Layer('spend_data'), + viewport={'zoom': 2.51, 'lat': 42.99, 'lng': 24.73}, + basemap=basemaps.darkmatter, + show_info=True +) ``` -### Reading a table from CARTO +### Apply a SQL Query to your visualization -In this section, you will read a table from your CARTO account into your Python environment as a pandas DataFrame. If you don't already have a table in your account that you want to use, you can send a dataset on poverty rates in Brooklyn, New York to your account with the following code: +Next, let's filter the data by taking only the features where the purchase amount is between 150€ and 200€ using a simple SQL Query: -```python -from cartoframes.examples import read_brooklyn_poverty -cc.write(read_brooklyn_poverty(), 'brooklyn_poverty') +```py +from cartoframes.viz import Map, Layer, basemaps + +Map( + Layer('SELECT * FROM spend_data WHERE amount > 150 AND amount < 200') +) ``` -To get your table from CARTO, use the `CartoContext.read` method: +![Apply a simple SQL Query](../../img/guides/quickstart/quickstart-2.png) -```python -# read a table from your CARTO account to a DataFrame -df = cc.read('brooklyn_poverty') -``` +## Styles, Legends and Popups -This pulls down the table `brooklyn_poverty` from your CARTO account into a pandas DataFrame. The data types of the SQL table are copied over to the DataFrame and the index is `cartodb_id`. To decode the geometries into [Shapely geometries](https://toblerity.org/shapely/project.html), use the `decode_geom=True` flag. +To overwrite the default color and size of the points, we can modify the second parameter `Style` of the layer using the [CARTO VL String API](https://carto.com/developers/carto-vl/guides/style-with-expressions/). This API is very powerful because it allows you to style your visualizations with a few lines of code. -Now that the data is in a DataFrame, you can use it just as a normal pandas DataFrame. +But, as a data scientist, your primary focus is likely on the data vs. the visualization style, for this purpose,CARTOframes also provides you with a series of Helper Methods to create default visualization types. -```python -# do fancy pandas operations (add/drop columns, change values, etc.) -df['poverty_per_pop'] = df['poverty_count'] / df['total_population'] -``` +First, let's take a look at how to change the default style and how to add legends and popups manually, which gives us more control, and then we'll use Helper Methods to get the final result. +### 1. Set the viewport -### Writing a table to CARTO +We're going to set the default viewport `zoom`, `lat` and `lng` for the visualization. -To write a table to CARTO, use the `CartoContext.write` method as below: +```py +from cartoframes.viz import Map, Layer -```python -cc.write(df, 'brooklyn_poverty_w_rates') +Map( + Layer('spend_data'), + viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19} +) ``` -If the table already exists and you'd like to overwrite it, use the `overwrite=True` flag like so: +### 2. Change the Style + +The style can be set directly as the **second** parameter of a Layer. + +```py +from cartoframes.viz import Map, Layer -```python -cc.write(df, 'brooklyn_poverty', overwrite=True) +Map( + Layer( + 'spend_data', + 'color: ramp($category, bold)' + ), + viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19} +) ``` -### Visualizing your table +![Style by $category](../../img/guides/quickstart/quickstart-3.png) -Now that you have a table in your account, you can visualize it using the `CartoContext.map` method. +### 3. Add a basic Legend -This creates an interactive map with only a basemap: +In this case, the **third** parameter of a Layer is the Legend: -```python -cc.map() +```py +from cartoframes.viz import Map, Layer + +Map( + Layer( + 'spend_data', + 'color: ramp($category, bold)', + {'type': 'color-bins', 'title': 'Categories'} + ), + viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19} +) ``` -To add a data layer, import the `Layer` class and pass it as an argument. We can go further and style by the `poverty_per_pop` column to visualize based on a numeric value. +![Add a legend for the styled category](../../img/guides/quickstart/quickstart-4.png) + +### 4. Add a basic Popup + +Now, let's add the Popup settings in the **fourth** parameter. -```python -from cartoframes import Layer -cc.map(layers=Layer('brooklyn_poverty_w_rates', color='poverty_per_pop')) +```py +from cartoframes.viz import Map, Layer + +Map( + Layer( + 'spend_data', + 'color: ramp($category, bold)', + {'type': 'color-bins', 'title': 'Categories'} + { + 'hover': [{ + 'title': 'Category', + 'value': '$category' + }, { + 'title': 'Hour', + 'value': '$hour' + }] + } + ), + viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19} +) ``` -![](../../img/guides/01-brooklyn_poverty.png) +![Show popups when interacting with the features](../../img/guides/quickstart/quickstart-5.png) + +## Use a built-in helper + +CARTOframes has a set of built-in [Helper Methods]({{ site.url }}/developers/cartoframes/guides/helper-methods-part-1/) that can be used to create visualizations with default style, legends and popups, all together!. + +```py +from cartoframes.viz import Map +from cartoframes.viz.helpers import color_bins_layer + +Map( + color_bins_layer('spend_data','amount', 'Spent Amount €'), + viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19} +) +``` -Note: Legends are not yet implemented for stable releases of cartoframes. See [this pull request](https://github.com/CartoDB/cartoframes/pull/184) for more information. +![Final visualization](../../img/guides/quickstart/quickstart-final.gif) \ No newline at end of file diff --git a/docs/developer-center/guides/02-Cartography.md b/docs/developer-center/guides/02-Cartography.md deleted file mode 100644 index d2a35212c..000000000 --- a/docs/developer-center/guides/02-Cartography.md +++ /dev/null @@ -1,209 +0,0 @@ -## Cartography - -Map creation in cartoframes happens through the `CartoContext.map` method. This method takes a list of map layers, each with independent styling options. The layers can be a base map (`BaseMap`), table layer (`Layer`), or a query against data in the user's CARTO account (`QueryLayer`). Each of the layers is styled independently and appear on the map in the order listed. Basemaps are an exception to this ordering rule: they always appear on the bottom regardless of its order in the list. - -### Base Maps - -To create a map with only the `BaseMap`, do the following: - -```python -from cartoframes import CartoContext, BaseMap -cc = CartoContext( - base_url='', - api_key='' -) -cc.map(layers=BaseMap()) -``` - -Or more simply, the last line can be made simpler because a base map is added by default if one is not provided: - -```python -cc.map() -``` - -This produces the following output: - - - -To get a custom view, pass the longitude, latitude, and zoom as arguments to `cc.map`: - -```python -cc.map(lat=34.7982209, lng=113.6489703, zoom=11) -``` - -To change the base map style to CARTO's 'dark matter', pass `'dark'` to the `BaseMap` class: - -```python -cc.map(layers=BaseMap('dark')) -``` - - -For a light base map, change the source to `'light'`. - - - -Remove labels with `labels=None` or put them in back with `labels='back'`. - -### Single Layer Map - -To add a data layer to your map, first find a table you want to visualize. - -We're going to use the NYC Taxi dataset from cartoframes examples, which you can put into your account with this snippet: - -```python -from cartoframes.examples import read_taxi -# write taxi data to your account, setting the geometry as pickup location -cc.write( - read_taxi(), - 'taxi_50k', - lnglat=('pickup_longitude', 'pickup_latitude') -) -``` - -See the [cartoframes Quickstart]({{ site.url }}/documentation/cartoframes/guides/quickstart/) to cover basics used here. - -```python -cc.map(layers=[ - BaseMap('dark'), - Layer('taxi_50k', color='fare_amount') -]) -``` - -### Map from a QueryLayer - -Maps can be created from arbitrary queries of tables you have in your account. With our example taxi dataset, you may have noticed that there are two sets of long/lat coordinates: one for pickup location, another for dropoff location. We can use this information to draw a straight-line path and get this length. Of course, the real route would be more useful, but this isn't in the data. We could simulate it with CARTO's routing functions, but we'll stick with the simpler example of straight-line paths for demonstration. - -In this example, you'll notice a few features: - -1. The line geometry is created with the PostGIS functions `ST_MakeLine` from points created with the cartodb-postgresql helper function `CDB_LatLng`](https://github.com/CartoDB/cartodb-postgresql/blob/master/scripts-available/CDB_LatLng.sql) -2. We filter out locations at lnt/lat (0, 0) which are from null values -3. We order by the distance (fourth in the SELECT) to make sure the shortest paths are drawn on top and not obscured by longer paths -4. Color by the distance between the pick up and drop off locations -5. Zoom into a location of interest - -```python -from cartoframes import QueryLayer -cc.map( - QueryLayer(''' - SELECT - ST_Transform(the_geom, 3857) AS the_geom_webmercator, - the_geom, - cartodb_id, - ST_Length(the_geom::geography) AS distance - FROM ( - SELECT - ST_MakeLine( - CDB_LatLng(pickup_latitude, pickup_longitude), - CDB_LatLng(dropoff_latitude, dropoff_longitude) - ) AS the_geom, - cartodb_id - FROM taxi_50k - WHERE pickup_latitude <> 0 AND dropoff_latitude <> 0 - ) AS _w - ORDER BY 4 DESC''', - color='distance'), - zoom=11, lng=-73.9442, lat=40.7473, - interactive=False) -``` - - - -`QueryLayer`s are a great way to take advantage of the relational database underlying CARTO without creating new datasets. For resource-intensive operations, it is recommended to first create a new dataset for visualization with `Layer` as it will offer better performance and be less likely to hit platform limits. To create new tables from queries, use `CartoContext.query('', table_name='')`. - -### Multi-layer Map - -To add more than one layer to your map, add them in the order you want the layers to display. Here we're adding a base map using a light styling, a polygon layer of poverty rates in Brooklyn, and the taxi data for fares above $50 sized by the amount. - -```python -cc.map(layers=[ - BaseMap('light'), - Layer('brooklyn_poverty', color='poverty_per_pop'), - QueryLayer( - 'SELECT * FROM taxi_50k WHERE fare_amount > 50', - size='fare_amount' - ) -]) -``` - - - -### Style Size by Variable - -To style by size variable, use the `size` keyword at the layer level for each layer passed. This only work for point data. - -This sizes each point the same size (3 pixels wide): - -```python -cc.map(layers=Layer('taxi_50k', size=3)) -``` - -To size by a variable, pass a column name instead of a number: - -```python -cc.map( - layers=Layer( - 'taxi_50k', - size='fare_amount' - )) -``` - -Just like the `color` keyword, the size option can take a dictionary. - -```python -cc.map( - layers=Layer( - 'taxi_50k', - size={ - 'column': 'fare_amount', - 'min': 2, - 'max': 10, - 'bin_method': 'headtails' - } - ) -) -``` - -Your results will look as follows: - - - -### Style Color by Variable - -Styling values by color is similar to styling by size but using the `color` keyword in the Layer object instead. Color by value works for points, lines, and polygons. - -Using the `brooklyn_poverty` dataset, we can style by `poverty_per_pop`: - -```python -from cartofrmaes import Layer -cc.map(Layer('brooklyn_poverty', color='poverty_per_pop')) -``` - -To specify a specific color scheme, we can expand the argument to color and using some of the color utility functions in the `styling` module: - -```python -from cartoframes import Layer, styling -cc.map( - Layer( - 'brooklyn_poverty', - color={'column': 'poverty_per_pop', - 'scheme': styling.sunset(7)} - ) -) -``` - -### Animated Map - -To style a map with time, use the `time` keyword on a numeric or time field in your dataset. Here we use the US Geological Survey [data feed](https://earthquake.usgs.gov/earthquakes/feed/v1.0/summary/all_month.csv) on earthquakes which has a `time` column. - -To get this data into your CARTO account with CARTOframes, do the following: - -```python -import pandas as pd -eq_url = 'https://earthquake.usgs.gov/earthquakes/feed/v1.0/summary/all_month.csv' -cc.write(pd.read_csv(eq_url), 'usgs_all_month') -``` - -To visualize the data in time, specify the column that has the time information (in this case `time`). We can also style by color. Here we're using the `net` column which is a category. -```python -cc.map(Layer('usgs_all_month', time='time', color='net')) -``` diff --git a/docs/developer-center/guides/02-Context.md b/docs/developer-center/guides/02-Context.md new file mode 100644 index 000000000..5b70f6543 --- /dev/null +++ b/docs/developer-center/guides/02-Context.md @@ -0,0 +1,99 @@ +## Context + +To get started using CARTOframes, you first need to authenticate against a CARTO account by passing in CARTO credentials. You will need your username (`base_url`) and an API key (`api_key`), which can be found at **http://your_user_name.carto.com/your_apps.** + +![API Key - CARTO Dashboard](../../img/guides/context/api-keys.png) + +* `base_url`: the URL of your CARTO account (`https://your_user_name.carto.com/`) +* `api_key`: if the dataset is **public**, you can use `default_public`. Otherwise, you need to set the API key. + +There are two ways to use these credentials: + +1. Setting the same credentials by default, which is called the **Default Context** +2. Creating different contexts and passing them to the Map, Layer or Source we want to create, by using the `Context` class. + +The elements needed to create contexts are under the `cartoframes.auth` namespace. + +### Default Context + +With `set_default_context`, the same context will be used by _all_ layers and sources by default. + +```py +from cartoframes.auth import set_default_context + +set_default_context( + base_url='https://your_user_name.carto.com/', + api_key='default_public' +) +``` + +When the data we're going to use is public, we don't need the `api_key` parameter, it's automatically set to `default_public`: + +```py +from cartoframes.auth import set_default_context + +set_default_context('https://your_user_name.carto.com/') +``` + +### Layer Context + +You can set a `Context` for a `Layer`, and different contexts for different leyers: + +```py +from cartoframes.auth import Context +from cartoframes.viz import Map, Layer + +visualization = Map( + Layer( + 'dataset', + context=Context('https://your_user_name.carto.com/', 'your_api_key') + ) +) +``` + +Or, if it's public: + +```py +from cartoframes.auth import Context +from cartoframes.viz import Map, Layer + +visualization = Map( + Layer( + 'dataset', + context=Context('https://your_user_name.carto.com/') + ) +) +``` + +Using a different context for each layer: + +```py +from cartoframes.auth import Context +from cartoframes.viz import Map, Layer + +context_a=Context('https://your_user_name_a.carto.com/') +context_b=Context('https://your_user_name_b.carto.com/') + +visualization = Map([ + Layer('dataset_a', context=context_a), + Layer('dataset_b', context=context_b) +]) +``` + +### Source Context + +It is also possible to set a `Context` for a `Source`, and different contexts for different sources: + +```py +from cartoframes.auth import Context +from cartoframes.viz import Map, Layer, Source + +visualization = Map( + Layer( + Source( + 'dataset', + Context('https://your_user_name_a.carto.com/') + ) + ) +) +``` diff --git a/docs/developer-center/guides/03-Basemaps-And-Viewport.md b/docs/developer-center/guides/03-Basemaps-And-Viewport.md new file mode 100644 index 000000000..06f3d1fca --- /dev/null +++ b/docs/developer-center/guides/03-Basemaps-And-Viewport.md @@ -0,0 +1,109 @@ +## Basemaps And Viewport + +### Viewport + +By default, CARTOframes sets the center and zoom of your map to encompass all features in a dataset. In the cases where you want to modify this, you can set `show_info=True` which will place zoom and center lat/long information at the bottom left corner of your map. This information is then used to set the `viewport` of a map. + +```py +from cartoframes.auth import set_default_context +from cartoframes.viz import Map +from cartoframes.viz.helpers import color_bins_layer + +set_default_context('https://cartovl.carto.com/') + +Map( + color_bins_layer( + 'dallas_mkt', + 'pop_sqkm', + 'Population Density (people/sqkm)', + bins=7, + palette='[#20736B,#64B97A,#DFF873]' + ), + show_info=True +) +``` + +The map below symbolizes county-wide population density in Dallas County, Texas. Instead of using the default extent of the entire county, let's set the focus to the City of Dallas, Texas and surrounding areas. + +The zoom and lat/long coordinate information will be set in the `viewport` parameter. In order to get that information, we first need to add it to the map. + +To do this: +- we'll add the zoom and coordinate information to the map with the option `show_info=True` +- the information will be added to the bottom-left corner of the map and is updated as the map is zoomed and panned + +![Show viewport info in the bottom-left corner](../../img/guides/basemap/guide-basemaps-1.png) + +Once the area of interest has been located, copy and paste the values provided by `show_info` to the `viewport` parameter to set the opening zoom and center of the map. + +```py +from cartoframes.viz.helpers import color_bins_layer + +Map( + color_bins_layer( + 'dallas_mkt', + 'pop_sqkm', + 'Population Density (people/sqkm)', + bins=7, + palette='[#20736B,#64B97A,#DFF873]' + ), + viewport={'zoom': 10.99, 'lat': 32.812224, 'lng': -96.929885} +) +``` + +![Set the viewport in the Map](../../img/guides/basemap/guide-basemaps-2.png) + +### Basemap + +The default basemap, Positron comes from CARTO's suite of basemaps. They have been designed to sit in the background so the visual analysis of the most important information (the story!) can more easily come to the foreground. There are other times where you will prefer not to have a basemap, add another layer to provide the right amount of geographic context, or bring in your own! + +```py +from cartoframes.auth import set_default_context +from cartoframes.viz import Map +from cartoframes.viz.helpers import color_category_layer + +set_default_context('https://cartovl.carto.com/') +Map( + color_category_layer( + 'pittsburgh_311', + 'request_type', + 'Top 311 Requests', + top=3, + palette='[#4ABD9A,#4A5798,#F9CA34]' + ), + viewport={'zoom': 12.58, 'lat': 40.429251, 'lng': -79.989408} +) +``` + +![Default Positron basemap](../../img/guides/basemap/guide-basemaps-3.png) + +By default, CARTOframes uses CARTO's Positron basemap with labels under. The basemap can be customized to use another CARTO style (Voyager, Dark Matter), a Mapbox basemap, or a custom background color; all through the `basemap` parameter: + +- A CARTO basemap (`darkmatter`, `voyager` or `positron`) + +```py +Map( + color_category_layer( + 'pittsburgh_311', + 'request_type', + 'Top 311 Requests', + top=3, + palette='[#4ABD9A,#4A5798,#F9CA34]' + ), + viewport={'zoom': 12, 'lat': 40.429251, 'lng': -79.989408}, + basemap=basemaps.darkmatter +) +``` + +![Darkmatter basemap](../../img/guides/basemap/guide-basemaps-4.png) + +- A string color: + +`basemap='lightgray'` + +!['lightgray' background color as basemap](../../img/guides/basemap/guide-basemaps-5.png) + +- An hexadecimal color: + +`basemap='#FABADA'` + +![Hexadecimal color as basemap](../../img/guides/basemap/guide-basemaps-6.png) diff --git a/docs/developer-center/guides/03-Spatial-Analysis.md b/docs/developer-center/guides/03-Spatial-Analysis.md deleted file mode 100644 index c8a342998..000000000 --- a/docs/developer-center/guides/03-Spatial-Analysis.md +++ /dev/null @@ -1,219 +0,0 @@ -## Spatial Analysis - -### About this Guide - -This guide walks you through methods to implement spatial analysis using CARTOframes. CARTOframes provides the `CartoContext.query` method for performing analysis and returning the results as a pandas dataframe, and the `QueryLayer` class for visualizing analysis as a map layer. Both methods run the quries against a [PostgreSQL](https://www.postgresql.org/) database with [PostGIS](http://postgis.net/). CARTO also provides more advanced spatial analysis through the [`crankshaft` extension](https://github.com/cartodb/crankshaft/). - -In this guide, we will analyze McDonald's locations in US Census tracts using spatial analysis functionality in CARTO. - -### Getting Started - -To get started, create a `CartoContext`: - -```python -from cartoframes import CartoContext, QueryLayer, BaseMap -cc = CartoContext(base_url='', - api_key='') -``` - -To load New York City Census Tract Boundaries, you can either download it from [US Census Bureau](https://www.census.gov/cgi-bin/geo/shapefiles/index.php) or use CARTOframes' `examples.read_nyc_census_tracts` function to request it. This dataset was originally retrieved from CARTO's Data Observatory (DO) but stored in the examples account to avoid consuming DO quota. Check out the [next guide](../Data-Observatory/) for more DO interactions within CARTOframes. - -```python -from cartoframes.examples import read_nyc_census_tracts -nyc_ct = read_nyc_census_tracts() -``` - -For New York City McDonald's Locations data, we'll load it from the CARTOframes examples account as well: - -```python -from cartoframes.examples import read_mcdonalds_nyc -mcd = read_mcdonalds_nyc() -``` - -Then write both datasets to your CARTO account. - -```python -cc.write(nyc_ct, 'nyc_census_tracts') -cc.write(mcd, 'nyc_mcdonalds') -``` - -### Running a SQL query - -Use the `CartoContext.query` method to run a SQL query for the datasets in your CARTO account. PostGIS includes multiple spatial analysis functions like `ST_Intersects` and `ST_Buffer`. CARTO's [spatial analysis library crankshaft](https://github.com/CartoDB/crankshaft/tree/develop/doc) provides additional advanced spatial analysis functions like spatial k-means (`cdb_kmeans`) and Moran's I Local (`cdb_moransilocal`). - -#### Example 1 - -Find the number of McDonald's in each census tract in New York City. - -```python -df = cc.query(''' - SELECT - tracts.geom_refs AS FIPS_code, - tracts.the_geom as the_geom, - COUNT(mcd.*) AS num_mcdonalds - FROM nyc_census_tracts As tracts, nyc_mcdonalds As mcd - WHERE ST_Intersects(tracts.the_geom, mcd.the_geom) - GROUP BY tracts.geom_refs - ORDER BY num_mcdonalds DESC -''') - -# Show first five entries of results -# Including FIPS code (unique digital identifier for census tracts) and the number of McDonald's -# Sorted by the number of McDonald's in descending order -df.head() -``` - -| | fips_code | num_mcdonalds | -| :--: | :---------: | :-----------: | -| 0 | 36061010100 | 4 | -| 1 | 36061007100 | 2 | -| 2 | 36061011300 | 2 | -| 3 | 36061010900 | 2 | -| 4 | 36061001502 | 2 | - -#### Example 2 - -Build 100 meter buffer area for each McDonald's by updating the geometry. - -```python -# Be Careful - this will change the original table in your account -cc.query(""" - UPDATE nyc_mcdonalds - SET the_geom = ST_Buffer(the_geom::geography, 100)::geometry -""") - -df = cc.query( - ''' - SELECT name, id, address, city, zip, the_geom - FROM nyc_mcdonalds - ''', - decode_geom=True -) - -# or create a new table and save it as 'nyc_mcdonalds_buffer_100m'. -df = cc.query( - ''' - SELECT name, id, address, city, zip, - ST_Buffer(the_geom::geography, 100)::geometry AS the_geom - FROM nyc_mcdonalds - ''', - table_name='nyc_mcdonalds_buffer_100m') - -# Show the first entry. -# 'geomtery' is Polygon type now. -df = cc.read('nyc_mcdonalds_buffer_100m', decode_geom=True) -df.iloc[0, :] -``` - -| address | 1101 E Tremont Ave | -| city | Bronx | -| id | 233 | -| name | McDonald's | -| the_geom | 0106000020E61000000100000001030000000100000021... | -| zip | 10460 | -| geometry | (POLYGON ((-73.87570453921256 40.8403982178504... | - -To show the results of this query on a map, we can do the following: - -```python -from cartoframes import Layer, QueryLayer -cc.map(layers=[ - Layer('nyc_mcdonalds', color='red', size=3), - Layer('nyc_mcdonalds_buffer_100m', color='#aaa') -]) -``` - -![](../../img/guides/03-spatial-analysis-1.png) - -### Mapping a SQL query - -Use table names or `QueryLayer` inside the `CartoContext.map` method to demonstrate analysis results. - - -#### Example 3 - -Apply k-means (k=5) spatial clustering for all McDonald's in NYC, and visualize different clusters by color. Note: for more complicated queries, it is best to create a temporary table from the query and then visualize it. - -```python -tmp = cc.query(''' - SELECT - row_number() OVER () AS cartodb_id, - c.cluster_no, - c.the_geom, - ST_Transform(c.the_geom, 3857) AS the_geom_webmercator - FROM - ((SELECT * - FROM cdb_crankshaft.cdb_kmeans( - 'SELECT the_geom, cartodb_id, longitude, latitude FROM nyc_mcdonalds', 5) - ) AS a - JOIN - nyc_mcdonalds AS b - ON a.cartodb_id = b.cartodb_id - ) AS c - ''', - table_name='mcd_clusters') - -cc.map(Layer('mcd_clusters', - color={'column': 'cluster_no', - 'scheme': styling.prism(5)}), - interactive = True) -``` -![kmeans](../../img/guides/03-KMeans.png) - -Users also can drop temporary tables using `delete` function after map plotting. Note that static images will be preserved in a Jupyter notebook, but interactive maps will cease to work if they still reference a deleted table. - -```python -cc.delete('mcd_clusters') -``` - -#### Example 4 - -Apply Moran's I to detect hot spots and cold spots of median household income at census tract level in Manhattan. - -```python -# Augment median_household_income data from DO -median_income = [{'numer_id': 'us.census.acs.B19013001', - 'geom_id': 'us.census.tiger.census_tract', - 'numer_timespan': '2011 - 2015'}] - -# look up measures using GEOID in the `geom_refs` column -df = cc.data('nyc_census_tracts', median_income, how='geom_refs') - -# Filter census tracts from Manhattan. -# Keep those whose 'median_income_2011_2015' values aren't 'NaN'. -df['is_manhattan'] = df.apply(lambda x: x.geom_refs.startswith("36061"), axis=1) -manhattan = df[df['is_manhattan'] == True] -manhattan.dropna(subset=['median_income_2011_2015'], inplace=True) - -# Save the dataframe to your CARTO account -cc.write(manhattan, 'manhattan_median_income', overwrite=True) - -tmp = cc.query(''' - SELECT - m.*, - t.the_geom, - t.the_geom_webmercator, - t.cartodb_id - FROM - cdb_crankshaft.cdb_moransilocal( - 'SELECT * FROM manhattan_median_income', - 'median_income_2011_2015') AS m - JOIN manhattan_median_income AS t - ON t.cartodb_id = m.rowid -''') -cc.write(tmp, 'tmp', overwrite=True) - -# The map shows Hot Spots in 'red' and Cold Spots in 'blue' -cc.map(layers=[ - BaseMap('dark'), - QueryLayer(""" - SELECT * FROM tmp - WHERE significance < 0.05 AND quads IN ('LL', 'HH') - """, - color={'column': 'quads', - 'scheme': styling.custom(colors=['blue', 'red'], - bin_method='category')})], - interactive=False) -``` - -![Moran's I result](../../img/guides/03-Moran_i.png) diff --git a/docs/developer-center/guides/04-Data-Observatory.md b/docs/developer-center/guides/04-Data-Observatory.md deleted file mode 100644 index 5bd78e586..000000000 --- a/docs/developer-center/guides/04-Data-Observatory.md +++ /dev/null @@ -1,246 +0,0 @@ -## Data Observatory - -### About this Guide - -This guide walks you through common operations for Data Observatory (DO) interactions within cartoframes such as measure discovery (via metadata), augmenting datasets with DO measures, and downloading raw or shoreline-clipped boundaries. These methods can be chained in way to give you data from nothing such as getting all US counties, their GEOIDs, and some raw or derived measures. - -**Note**: Data Observatory queries consume quota for all methods below except `CartoContext.data_discovery`. - -### Getting Started - -To get started, we need to create a `CartoContext` object to interact with CARTO and a table with geometries to establish the search area. To get started, we'll load a dataset of New York City census tracts into your account. We get the data from the cartoframes examples account, but the data was originally obtained from the Data Observatory (see the section [Getting boundaries for a specific region](#getting-boundaries-for-a-specific-region) below for the method we used). - -```python -from cartoframes import CartoContext, examples -# create CartoContext against your account -# base_url is of the form: https://your_username.carto.com -cc = CartoContext(base_url='', api_key='') -# send census tracts to your account -cc.write(examples.load_nyc_census_tracts(), 'nyc_census_tracts') -``` - -To get a visual preview of the data, create a map of it: - -```python -from cartoframes import Layer -cc.map(Layer('nyc_census_tracts')) -``` - -### Querying Metadata - -The full metadata for a DO variable uniquely defines a measure based on the time or timespan vintage, geographic resolution, and normalization method. There are around 42 metadata items for each measure, so the combinations can be nuanced and extensive. Read more about the metadata response in [Data Observatory documentation](https://carto.com/docs/carto-engine/data/measures-functions/#obs_getmetaextent-geometry-metadata-json-max_timespan_rank-max_score_rank-target_geoms). Once we have the metadata, we can uniquely download the raw data or augment our existing data by using the `CartoContext.data` method below. - -To get started, we'll search metadata for all United States measures from the '2011 - 2015' American Community Survey (ACS) that mention **median income**. Here we're using the `regex` keyword, which gives us a case insensitive search of measure names and descriptions. The results are returned as a [pandas DataFrame](https://pandas.pydata.org/pandas-docs/stable/generated/pandas.DataFrame.html). - -```python -median_income_meta = cc.data_discovery( - 'United States', - regex='.*median income.*', - time='2011 - 2015' -) - -# view the first five entries of the metadata -median_income_meta.head() -``` - -Notice that each row is a unique measure defined by the combination of properties in the columns. If the denominator values are filled in, this means that the numerator is normalized by an appropriate denominator at a specific timespan and geographic level. As you can see from all of the columns, measures can be specified in a large number of ways. - -To search the metadata in a different way, we can also do more traditional keyword searches. Here we'll search the metadata for all measures from the '2011 - 2015' ACS 5-year Estimates that mentions 'education' by using a keyword search and matching with the geographic extent of your table. - -```python -education_meta = cc.data_discovery( - 'taxi_50k', - keywords='education', - time='2011 - 2015' -) - -# preview the data -education_meta.head() -``` - -To more fully inspect an entry, look at the values of a specific row: - -```python -education_meta.iloc[0] -``` - -| denom_aggregate | sum | -| denom_colname | population_3_years_over | -| denom_description | The total number of people in each geography a... | -| denom_geomref_colname | geoid | -| denom_id | us.census.acs.B14001001 | -| denom_name | Population 3 Years and Over | -| denom_reltype | denominator | -| denom_t_description | None | -| denom_tablename | obs_77d6a9c06bd3511a6f89b594e7053a97d1c28f68 | -| denom_type | Numeric | -| geom_colname | the_geom | -| geom_description | School Districts are geographic entities withi... | -| geom_geomref_colname | geoid | -| geom_id | us.census.tiger.school_district_unified | -| geom_name | Unified School District | -| geom_t_description | None | -| geom_tablename | obs_d5cfd7148bd0d1d3522390caa79b3ccd427b1444 | -| geom_timespan | 2015 | -| geom_type | Geometry | -| id | 1 | -| max_score_rank | None | -| max_timespan_rank | None | -| normalization | predenominated | -| num_geoms | 168.091 | -| numer_aggregate | sum | -| numer_colname | in_school | -| numer_description | The total number of people in each geography c... | -| numer_geomref_colname | geoid | -| numer_id | us.census.acs.B14001002 | -| numer_name | Students Enrolled in School | -| numer_t_description | None | -| numer_tablename | obs_77d6a9c06bd3511a6f89b594e7053a97d1c28f68 | -| numer_timespan | 2011 - 2015 | -| numer_type | Numeric | -| score | 41.1686 | -| score_rank | 1 | -| score_rownum | 1 | -| suggested_name | in_school_2011_2015 | -| target_area | None | -| target_geoms | None | -| timespan_rank | 1 | -| timespan_rownum | 1 | - -`Name: 0, dtype: object` - -Or even filter further using pandas' `str` operations to find education measures that mention 'college': - -```python -education_meta = education_meta[education_meta.numer_description.str.contains('college')] -education_meta.head() -``` - -### Augmenting your data - -Once you have identified the correct metadata for the DO variables you want, you can augment an existing CARTO dataset and return it as a pandas DataFrame. There are two methods for passing in metadata to augment. - -1. Pass the metadata DataFrame created from `cc.data_discovery` into `cc.data` - -```python -median_income = cc.data_discovery('my_table', - keyword='education', - timespan='2011 - 2015') -df = cc.data('my_table', - median_income_meta) -``` - -2. Or, you can pass in cherry-picked measures from the [Data Observatory catalog](https://cartodb.github.io/bigmetadata/index.html) as a list of dictionaries. The rest of the metadata will be filled in, but it’s important to specify the geographic level. - -```python -total_population = [{'numer_id': 'us.census.acs.B01003001', - 'geom_id': 'us.census.tiger.block_group', - 'numer_timespan': '2011 - 2015'}] -df = cc.data('my_table', total_population) -``` - -Additionally, you can persist the results as a new CARTO table by passing a new table name. - -```python -df = cc.data( - 'my_table', - total_population, - persist_as='my_table_population' -) -``` - -### Accessing and finding boundaries - -Using the `CartoContext.data_boundaries` method, you can find all the boundaries available in the world, in a country, or a region defined by the area of a table. - -The following lists the metadata for all boundaries available in the DO: - -```python -all_available_boundaries = cc.data_boundaries() -``` - -If you pass a boundary id, you will be returned with a table with a geometry id (`geom_refs`) and boundary geometries (`the_geom` in EWKB format). This query finds and returns all the boundaries for Australia Postal Areas: - -```python -au_postal_areas = cc.data_boundaries( - boundary='au.geo.POA' -) -``` - -We can also get the geometries decoded the EWKB geometries into [https://github.com/Toblerity/Shapely](Shapely geometries). - -```python -au_postal_areas = cc.data_boundaries( - boundary='au.geo.POA', - decode_geom=True -) -``` - -### Getting raw measures and boundaries - -Now let's start without any data and create a table with boundaries and their associated measures (raw or otherwise). One thing to note about boundaries in cartoframes: by default, US Census boundaries are shoreline-clipped. To disable this, set `include_nonclipped` to `True`. - -In this example, we'll get the population density of all the US counties as of the 2015 ACS 1-year Estimates - -```python -# find all US counties -us_counties = cc.data_boundaries( - boundary='us.census.tiger.county', - timespan='2015' -) - -# write geometries to a CARTO table -cc.write(us_counties, 'us_counties') - -# define metadata structure -# This can also be done with a CartoContext.data_discovery response -total_pop = [{'numer_id':'us.census.acs.B01003001', - 'geom_id':'us.census.tiger.county', - 'timespan':'2015 - 2015'}] - -# augment dataset and persist as a new dataset -# use how='geom_refs' to get the raw measures -df = cc.data( - 'us_counties', - total_pop, - how='geom_refs' -) - -# overwrite existing dataset -cc.write(df, 'us_counties', overwrite=True) - -# create a choropleth map based on total population per square kilometer -cc.map( - layers=QueryLayer( - 'SELECT * FROM us_counties WHERE total_pop_per_sq_km_2015_2015 < 1e4', - color={'column': 'total_pop_per_sq_km_2015_2015', - 'scheme': styling.sunset(7)} - ), - interactive=True -) -``` - -![](../../img/guides/04-data-obs-pop-density.png) - -One thing you'll notice about this map: rural areas tend to be null-valued (grey), while more populated areas show values. This is because the [US Census only includes areas with population greater than 65,000](https://www.census.gov/programs-surveys/acs/guidance/estimates.html) in the one year estimates. - -### Getting boundaries for a specific region - -To get measures for a specific region, it it sometimes required to first narrow down by geography and then filter by the `geom_refs` for the boundaries of interest. - -Here we gather all census tracts for New York City: - -```python -# request census tract geometry form us.census.tiger.census_tract -# filtered by the rough bounding box of New York City -tracts = cc.data_boundaries( - boundary='us.census.tiger.census_tract', - region=[-74.2589, 40.4774, -73.7004, 40.9176], - timespan='2015') - -# filtered by Federal Information Processing Standards (FIPS) County Code -# '36' is the FIPS code for New York State; -# '005', '047', '061', '081' and '085' are the FIPS codes for five boroughs in New York City -nyc_counties = ['36005', '36047', '36061', '36081', '36085'] -nyc_ct = tracts[tracts.geom_refs.str[:5].isin(nyc_counties)] -``` diff --git a/docs/developer-center/guides/04-Sources.md b/docs/developer-center/guides/04-Sources.md new file mode 100644 index 000000000..d8d18924b --- /dev/null +++ b/docs/developer-center/guides/04-Sources.md @@ -0,0 +1,94 @@ +## Sources + +In CARTOframes, the `Sources` are the origin of the data. In this guide, we cover the different types of sources that can be used with CARTOframes. You can also check the [Context Setup](https://github.com/CartoDB/cartoframes/blob/master/examples/01_quickstart/02_context_setup.ipynb) Notebook. + +The basic syntax to set the `Source` of a visualization is: + +```py +from cartoframes.viz import Map, Layer, Source + +Map(Layer(Source('your_source_goes_here'))) +``` + +You don't need to use the `Source` class to create the source for the layer, as it is automatically casted when sent as the first parameter: + +```py +from cartoframes.viz import Map, Layer + +Map(Layer('your_source_goes_here')) +``` + +### Table name + +Create a new `Source` passing the name of your table in CARTO: + +```py +from cartoframes.viz import Map, Layer + +Map(Layer('your_table_name')) +``` + +### SQL Query + +```py +from cartoframes.viz import Map, Layer + +Map(Layer('SELECT * FROM your_table_name LIMIT 10')) +``` + +### GeoJSON + +```py +from cartoframes.viz import Map, Layer + +Map(Layer('your_file_name.geojson')) +``` + +### Dataframe + +```py +from cartoframes.viz import Map, Layer +import pandas as pd + +data = {'latitude': [0, 10, 20, 30], 'longitude': [0, 10, 20, 30]} +df = pd.DataFrame.from_dict(data) + +Map(Layer(df)) +``` + +### Dataframe from CARTO + +```py +from cartoframes.viz import Map, Layer +from cartoframes.data import Dataset + +ds = Dataset.from_table('your_table_name') + +df = ds.download(limit=10) + +Map(Layer(df)) +``` + +### Table from CARTO using Dataset + +```py +from cartoframes.viz import Map, Layer +from cartoframes.data import Dataset + +ds = Dataset.from_table('populated_places') + +Map(Layer(ds)) +``` + +### Pandas Dataframe + +```py +from cartoframes.viz import Map, Layer +import pandas as pd + +data = {'latitude': [0, 10, 20, 30], 'longitude': [0, 10, 20, 30]} +df = pd.DataFrame.from_dict(data) +ds = Dataset.from_dataframe(df) + +Map(Layer(ds)) +``` diff --git a/docs/developer-center/guides/05-Legends.md b/docs/developer-center/guides/05-Legends.md new file mode 100644 index 000000000..e5bbc16a9 --- /dev/null +++ b/docs/developer-center/guides/05-Legends.md @@ -0,0 +1,234 @@ +## Legends + +In this guide, we explore the different types of legends available for your CARTOframes visualizations. + +### Legend Types + +When we set the legend, we have to indicate the type of the legend to use. This will be defined by the type of data (number, category) and visualization method (color,size) you use to represent the information. + +Current types are: + +* Color + * `color-category` + * `color-bins` + * `color-continuous` + +* Size + * `size-category` + * `size-bins` + * `size-continuous` + +#### Classified by styling property + +The list of legend types above are broken into two groupls: **color** and **size**. + +* **Color** types represent color style properties: `color` and `strokeColor`. +* **Size** types represent size style properties: `width` and `strokeWidth`. + +#### Classified by data type + +Each color and size legend types have three options: **category**, **bins**, and **continuous**. + +* **Category** legends: for use with **categorical** data. +* **Bins** legends: for use with **numeric** data. +* **Continuous** legends: for use with **numeric** data. + +By default, each legend type detects the geometry of a layer. However, we explicitly set the geometry, which is very useful when using several legend types on one map. + +### Default Legend + +```py +Map( + Layer('populated_places'), + default_legend=True +) +``` + +### Add information + +```py +Map( + Layer( + 'populated_places', + legend={ + 'title': 'Populated Places', + 'description': 'This is a common dataset.', + 'footer': 'Source: CARTO' + } + ) +) +``` + +![Add title, description and footer to the Legend](../../img/guides/legends/legends-1.png) + +### Color Category + +* color-category-point +* color-category-line +* color-category-polygon + +Example: +```py +Map( + Layer( + 'populated_places', + 'color: ramp(top($adm0name, 5), bold)', + legend=Legend({ + 'type': 'color-category-point' + }) + ) +) +``` + +![color-category legend](../../img/guides/legends/legends-2.png) + +### Color Bins + +* color-bins-point +* color-bins-line +* color-bins-polygon + +Example: +```py +Map( + Layer( + 'sfcta_congestion_roads', + 'color: ramp(globalEqIntervals($auto_speed, 5), purpor)', + legend={ + 'type': 'color-bins-line' + } + ) +) +``` + +![color-bins legend](../../img/guides/legends/legends-3.png) + +### Color Continuous + +* color-continuous-point +* color-continuous-line +* color-continuous-polygon + +Example: + +```py +Map( + Layer( + 'sf_neighborhoods', + 'color: ramp(linear($cartodb_id), sunset)', + legend={ + 'type': 'color-continuous-polygon', + 'prop': 'color' + } + ) +) +``` + +![color-continuous legend](../../img/guides/legends/legends-4.png) + +### Size Category + +* size-category-point +* size-category-line + +Example: +```py +Map( + Layer( + 'populated_places', + ''' + width: ramp(buckets($adm_0_cap_name, ["Capital", "City"]), [25, 5]) + strokeWidth: 1 + strokeColor: white + ''', + legend={ + 'type': 'size-category-point' + } + ) +) +``` + +![size-category legend](../../img/guides/legends/legends-5.png) + +### Size Bins + +* size-bins-point +* size-bins-line + +Example: +```py +Map( + Layer( + 'sfcta_congestion_roads', + ''' + width: ramp(globalEqIntervals($auto_speed, 5), [1, 10]) + color: opacity(turquoise, 0.8) + strokeWidth: 0.5 + strokeColor: opacity(blue,0.2) + ''', + legend={ + 'type': 'size-bins-line' + } + ) +) +``` + +![size-bins legend](../../img/guides/legends/legends-6.png) + +### Size Continuous + +* size-continuous-point +* size-continuous-line + +Example: +```py +Map( + Layer( + 'county_points_with_population', + ''' + width: ramp(linear($estimate_total), [1, 80]) + color: opacity(turquoise, 0.8) + strokeWidth: 0.5 + strokeColor: opacity(blue,0.4) + order: asc(width()) + ''', + legend={ + 'type': 'size-continuous-point', + 'title':'Population by County' + } + ) +) +``` + +![size-continuous legend](../../img/guides/legends/legends-7.png) + +## Multiple Legends + +Example: +```py +Map([ + Layer( + 'maximum_heat_index', + 'color: ramp(linear($value), purpor)', + legend={ + 'type': 'color-continuous-point', + 'title': 'Heat Index Values' + } + ), + Layer( + 'county_points_with_population', + ''' + width: ramp(globalEqIntervals($estimate_total,5), [2, 40]) + color: opacity(turquoise, 0.8) + strokeWidth: 0.5 + strokeColor: opacity(blue,0.2) + ''', + legend={ + 'type': 'size-continuous-point', + 'title': 'Population by Counti' + } + ) +]) +``` + +![Multiple legends](../../img/guides/legends/legends-8.png) \ No newline at end of file diff --git a/docs/developer-center/guides/06-Popups.md b/docs/developer-center/guides/06-Popups.md new file mode 100644 index 000000000..fceb014d0 --- /dev/null +++ b/docs/developer-center/guides/06-Popups.md @@ -0,0 +1,71 @@ +## Popups + +**Popups** are useful for interactively displaying additional information about a feature on a map. The events that allow us to interact with the feature are `hover` and `click`. A feature can listen to both events and display different information for each one. + +```py +from cartoframes.auth import set_default_context +from cartoframes.viz import Map, Layer + +set_default_context('https://cartovl.carto.com/') +``` + +### Basic popups + +```py +Map( + Layer( + 'sf_neighborhoods', + 'color: ramp(globalQuantiles($cartodb_id, 5), purpor)', + { + 'hover': '$name', + 'click': ['$name', '$created_at'] + } + ) +) +``` + +![Set Popup for 'hover' and 'click' events](../../img/guides/popups/popups-1.png) + +### Using expressions + +```py +Map( + Layer( + 'populated_places', + 'width: 15', + { + 'hover': ['sqrt($pop_max)', '$pop_min % 100'] + } + ), + viewport={'zoom': 3.89, 'lat': 39.90, 'lng': 5.52} +) +``` + +![Set Popup for 'hover' events using expressions](../../img/guides/popups/popups-2.png) + +### Adding titles + +```py +from cartoframes.viz import Popup + +Map( + Layer( + 'sf_neighborhoods', + popup=Popup({ + 'hover': { + 'title': 'Name', + 'value': '$name' + }, + 'click': [{ + 'title': 'Name', + 'value': '$name' + },{ + 'title': 'Created at', + 'value': '$created_at' + }] + }) + ) +) +``` + +![Set Popup title and value for 'hover' and 'click' events](../../img/guides/popups/popups-3.png) diff --git a/docs/developer-center/guides/07-Helper-Methods-Part-1.md b/docs/developer-center/guides/07-Helper-Methods-Part-1.md new file mode 100644 index 000000000..59ffd0d93 --- /dev/null +++ b/docs/developer-center/guides/07-Helper-Methods-Part-1.md @@ -0,0 +1,174 @@ +## Helper Methods - Part 1 + +There are times when you need to style a map quickly to visualize patterns during data science workflows. CARTOframes provides a set of built-in helper methods so you can make visualizations more quickly. + +These predefined layer-level style helpers provide the following defaults: +- a map style based on the kind of attribute (number or category) and map type you want to make +- an appropriate legend +- hover interactivity on the mapped attribute + +[Helper Methods - Part 1](https://github.com/CartoDB/cartoframes/blob/master/examples/04_helper_methods/01_helper_methods_part_1.ipynb) Notebook. + +Each component of these helpers (Map, Style, Legend, Popup) have parameters that you can be accessed to customize your visualization which will be covered in [Helper Methods - Part 2]({{ site.url }}/developers/cartoframes/guides/helper-methods-part-2/) + +### Helper methods + +There is a common pattern to all visualization-based helper method defaults: + +```py +Map( + helper_method_layer('source_data', 'symbolizing_attribute','legend/hover title') +) +``` + +Each parameter will be discussed in more detail in the following section in the context of different CARTOframes layer methods. + +_**Note**_: +_While not covered in this guide, the parameter source data refers to the data that you want to interact with and visualize in your data science workflow. CARTOframes accepts multiple source layer formats including Dataset, SQL query, mutliple GeoJSON formats including geopandas GeoDataFrame._ + +## Helper methods: color + +### `color_category_layer` + +**Visualization defaults**: + +For use with **categorical** attributes of any geometry (point, line, polygon) type. By default, the top `11` categories in your data are assigned a color and all other categories are bucketed into an "Others" category. If there are fewer than `11` categories, all categories will be colored and no "Others" bucket will appear. This helper uses the categorical CARTOColor scheme `bold`. + +**Legend and hover defaults**: + +The legend lists and labels each of the categories that are symbolized on the map. The legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered. + +**Basic syntax**: + +```py +Map( + color_category_layer('table_name', 'category_attribute','legend/hover title') +) +``` + +**Examples**: + +![color-category-point Legend](../../img/guides/helper-methods-1/color-category-point.png) +![color-category-line Legend](../../img/guides/helper-methods-1/color-category-line.png) +![color-category-polygon Legend](../../img/guides/helper-methods-1/color-category-polygon.png) + +### `color_bins_layer` + +**Visualization defaults**: + +For use with **numeric** data. Use this method to create a classed map. By default, this method classifies your numeric data using `globalQuantiles` with `5` class breaks. This helper uses the sequential CARTOColor scheme `purpor`. + +**Legend and hover defaults**: + +The legend lists and labels each of the five bins and range of values that are symbolized on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered. + +**Basic syntax**: + +```py +Map( + color_bins_layer('table_name', 'numeric_attribute', 'legend/hover title') +) +``` + +**Examples**: + +![color-bins-point Legend](../../img/guides/helper-methods-1/color-bins-point.png) +![color-bins-line Legend](../../img/guides/helper-methods-1/color-bins-line.png) +![color-bins-polygon Legend](../../img/guides/helper-methods-1/color-bins-polygon.png) + + +### `color_continuous_layer` + +**Visualization defaults**: + +For use with **numeric** data. Use this method to map a continuous range of numeric data to a continuous range of colors. This method uses the sequential CARTOColor scheme `sunset`. + +**Legend and hover defaults**: + +The legend lists and labels each breakpoint of the continuous values that are symbolized with the associated color on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered. + +**Basic syntax**: + +```py +Map( + color_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title') +) +``` + +**Examples**: + +![color-continuous-point Legend](../../img/guides/helper-methods-1/color-continuous-point.png) +![color-continuous-line Legend](../../img/guides/helper-methods-1/color-continuous-line.png) +![color-continuous-polygon Legend](../../img/guides/helper-methods-1/color-continuous-polygon.png) + +## Helper methods: size + +### `size_category_layer` + +**Visualization defaults**: + +For use with **categorical** attributes of any point or line geometry type. By default, the top `5` categories in your data are assigned a color and all other categories are bucketed into an "Others" category. If there are fewer than `5` categories, all categories will be colored and no "Others" bucket will appear. +This helper uses the a size range between `2` and `20` for points and between `1` and `10` for lines. + +**Legend and hover defaults**: + +The legend lists and labels each of the categories that are symbolized on the map. The legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered. + +**Basic syntax**: + +```py +Map( + size_category_layer('table_name', 'category_attribute','legend/hover title') +) +``` + +**Examples**: + +![size-category-point Legend](../../img/guides/helper-methods-1/size-category-point.png) +![size-category-line Legend](../../img/guides/helper-methods-1/size-category-line.png) + +### `size_bins_layer` + +**Visualization defaults**: + +For use with **numeric** data. Use this method to create a classed map. By default, this method classifies your numeric data using `globalQuantiles` with `5` class breaks. This helper uses the a size range between `2` and `20` for points and between `1` and `10` for lines. + +**Legend and hover defaults**: + +The legend lists and labels each of the five bins and range of values that are symbolized on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered. + +**Basic syntax**: + +```py +Map( + size_bins_layer('table_name', 'numeric_attribute', 'legend/hover title') +) +``` + +**Examples**: + +![size-bins-point Legend](../../img/guides/helper-methods-1/size-bins-point.png) +![size-bins-line Legend](../../img/guides/helper-methods-1/size-bins-line.png) + +### `size_continuous_layer` + +**Visualization defaults**: + +For use with **numeric** data. Use this method to map a continuous range of numeric data to a continuous range of colors. By default, this method classifies your numeric data using `linear` with the square root of the value provided. For points, the `linear` function goes from the square root of the minimum value to the square root of the maximum value for points. This helper uses the a size range between `2` and `20` for points and between `1` and `10` for lines. + +**Legend and hover defaults**: + +The legend lists and labels each breakpoint of the continuous values that are symbolized with the associated color on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered. + +**Basic syntax**: + +```py +Map( + size_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title') +) +``` + +**Examples**: + +![size-continuous-point Legend](../../img/guides/helper-methods-1/size-continuous-point.png) +![size-continuous-line Legend](../../img/guides/helper-methods-1/size-continuous-line.png) diff --git a/docs/developer-center/guides/08-Helper-Methods-Part-2.md b/docs/developer-center/guides/08-Helper-Methods-Part-2.md new file mode 100644 index 000000000..2dfb936ab --- /dev/null +++ b/docs/developer-center/guides/08-Helper-Methods-Part-2.md @@ -0,0 +1,202 @@ +## Helper Methods - Part 2 + +There are times when you need to style a map quickly to visualize patterns during data science workflows. CARTOframes provides a set of built-in helper methods so you can make visualizations more quickly. + +These predefined layer-level style helpers provide the following defaults: +- a map style based on the kind of attribute (number or category) and map type you want to make +- an appropriate legend +- and hover interactivity on the mapped attribute + +Each component of these helpers have parameters that you can accesse to customize pieces of your visualization. + +[Helper Methods - Part 1](https://github.com/CartoDB/cartoframes/blob/master/examples/04_helper_methods/01_helper_methods_part_1.ipynb) Notebook. + +In this guide, you will see how to modify the default visualization parameters of helper methods. For a more in-depth look at each helper method, visit [Helper Methods - Part 1]({{ site.url }}/developers/cartoframes/guides/helper-methods-part-1/) + +### Color helper methods parameters + +Let's explore what parameters are available to customize for each color-based helper method. + +#### `color_category_layer` + +For the color category helper, you can customize the number of `top` category features you want to display, as well as the categorical color `palette`. Learn more about the [`top` expression](https://carto.com/developers/carto-vl/reference/#cartoexpressionstop) and [supported color values](https://carto.com/developers/carto-vl/guides/data-driven-visualizations-part-2/#color-values). + +**Basic syntax**: + +```py +Map( + color_category_layer('table_name', 'category_attribute', 'legend/hover title') +) +``` + +**Access customization parameters**: + +```py +Map( + color_category_layer('table_name', 'category_attribute', 'legend/hover title', top=11, palette='bold') +) +``` + +#### `color_bins_layer` + +For the color bins helper, you can customize the number of classification `bins` and the sequential color `palette`. + +**Basic syntax**: + +```py +Map( + color_bins_layer('table_name', 'numeric_attribute','legend/hover title') +) +``` + +**Access customization parameters**: + +```py +Map( + color_bins_layer('table_name', 'numeric_attribute','legend/hover title', bins=5, palette='purpor') +) +``` + +#### `color_continuous_layer` + +For the color continuous helper, you can customize the sequential color palette. + +**Basic syntax**: + +```py +Map( + color_continuous_layer('table_name', 'numeric_attribute','legend/hover title') +) +``` + +**Access customization parameters**: + +```py +Map( + color_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title', palette='sunset') +) +``` + +### Size helper methods parameters + +Let's explore what parameters are available to customize for each size-based helper method. + +#### `size_category_layer` + +For the size category helper, you can customize the number of `top` category features you want to display. Learn more about the [`top` expression](https://carto.com/developers/carto-vl/reference/#cartoexpressionstop). + +**Basic syntax**: + +```py +Map( + size_category_layer('table_name', 'category_attribute', 'legend/hover title') +) +``` + +**Access customization parameters**: + +```py +Map( + size_category_layer('table_name', 'category_attribute', 'legend/hover title', top=11, size='[10, 100]', color='blue') +) +``` + +It is possible to customize the default classification and instead of using `top`, we can use [`buckets`](https://carto.com/developers/carto-vl/reference/#cartoexpressionsbuckets) to classify a given array of categories. + +```py +Map( + size_category_layer('table_name', 'category_attribute', 'legend/hover title', cat="['category_a', 'category_b']") +) +``` + +#### `size_bins_layer` + +For the size bins helper, you can customize the number of classification `bins`, the size, and the color. + +**Basic syntax**: + +```py +Map( + color_bins_layer('table_name', 'numeric_attribute','legend/hover title') +) +``` + +**Access customization parameters**: + +```py +Map( + color_bins_layer('table_name', 'numeric_attribute','legend/hover title', bins=5, size="[10, 100]", color='blue') +) +``` + +#### `size_continuous_layer` + +For the size continuous helper, you can customize the size and the color + +**Basic syntax**: + +```py +Map( + size_continuous_layer('table_name', 'numeric_attribute','legend/hover title') +) +``` + +**Access customization parameters**: + +```py +Map( + size_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title', size='[10, 100]', color='blue') +) +``` + +### Customize visualization parameters + +#### Example 1: Population Density in Dallas County + +In the example below, we will modify the visualization parameters number of `bins` and `pallete` to customize a choropleth map of population density in Dallas County, Texas. + +Customizations: +- set the number of `bins` to `7` +- custom sequential color palette (note that the three colors provided were interpolated to provide 7 colors for each class break) + +```py +from cartoframes.auth import set_default_context +from cartoframes.viz import Map +from cartoframes.viz.helpers import color_bins_layer + +set_default_context('https://cartovl.carto.com/') + +Map( + color_bins_layer( + 'dallas_mkt', + 'pop_sqkm', + 'Population Density (people/sqkm)', + bins=7, + palette='[#20736B,#64B97A,#DFF873]' + ) +) +``` + +![Customize Helpers - Population Density in Dallas County](../../img/guides/helper-methods-2/example-1.png) + +#### Example 2: Global power plants + +In the example below, `color_category_layer` visualization parameters are modified to show the top three fuel types generated by global power plants. Even though all "other" fuel type categories are grouped, the individual type categories are available on hover. + +Customizations: +- set `top=3` +- custom category color palette + - tip: you can modify the color for the "Others" default gray by overwriting it. In the example below, other values will be colored white: + `palette='[turquoise,orange,violet],white'` + +![Customize Helpers - Global power plants](../../img/guides/helper-methods-2/example-2.png) + +#### Example 3: Multi-layer helpers + +The example below uses different helper methods on two layers. The first is a is a `color_bins_layer` assigned to a polygon dataset and the second a `color_category_layer` assigned to point data. + +Note that the top layer (`color_bins`) draws under the second (`color_category`) layer and the legends are ordered in that way too. + +In order to better differentiate between both layers, and see the relationships between percent of population with a Masters degree and transaction amounts, the map below assigns a custom `palette` to the choropleth layer. + +![Customize Helpers - Multi-layer](../../img/guides/helper-methods-2/example-3.png) diff --git a/docs/developer-center/guides/08-Publishing.md b/docs/developer-center/guides/08-Publishing.md new file mode 100644 index 000000000..5fd295c38 --- /dev/null +++ b/docs/developer-center/guides/08-Publishing.md @@ -0,0 +1,112 @@ +## Publishing and Sharing Visualizations + +This guide walks through the steps to publish a visualization and get a URL to share it. To do this, we'll need to use "CARTO custom visualizations", also known as **Kuviz**. + +Let's start by creating a default context. + +```py +from cartoframes.auth import set_default_context + +set_default_context('https://your_carto_user.carto.com/') +``` + +### Publish + +#### Case 1: using a synchronized and public table + +The 'publish' method uses 'default_public' by default. Therefore, I don't need to use my API Key in this case. Additionally, it's possible to publish a visualization with **password**. + +```py +from cartoframes.viz import Map, Layer + +tmap = Map(Layer('public_table_name')) # -> Set here a table name from your account +tmap.publish('cf_publish_case_1') +tmap.publish('cf_publish_case_1_password', password="1234") +``` + +#### Case 2: using a synchronized and private table + +In this case it's mandatory to add the `maps_api_key` parameter in the publish method. You can get more info at [https://carto.com/developers/auth-api/guides/types-of-API-Keys/](https://carto.com/developers/auth-api/guides/types-of-API-Keys/). This is due to the `publish` method uses `default_public` by default, and the dataset is private. + +1. Go to https://your_carto_user.carto.com/your_apps URL +2. Click on "New API Key" +3. Give the API key a name +4. Select the related dataset +5. Save changes +6. Use your new Maps API Key! + +![API Keys dashboard page](../../img/guides/publishing/publishing-1.png) + +```py +from cartoframes.viz import Map, Layer + +tmap = Map(Layer('private_table_name')) # -> Set here a table name from your account +tmap.publish('cf_publish_case_2', maps_api_key='your_maps_api_key') +``` + +#### Case 3: using a non-synchronized and private table + +If you try to publish a non synchronized dataset, you will get an **error**: + +> 'The map layers are not synchronized with CARTO. Please, use the `sync_data` before publishing the map' + +As the error message says, we'll need to make a previous step synchronizing the data. Once it's been synchronized, as your new table will be private, you will need to create a Maps API key **with permissions** for your new private table from your CARTO dashboard or Auth API. + +Finally, we will be ready to publish the visualization! + +```py +from cartoframes.viz import Map, Layer +from cartoframes.data import Dataset + +ds = Dataset.from_table('private_table_name') +ds.download() + +tmap = Map(Layer(ds)) + +tmap.sync_data('private_table_name_sync') +tmap.publish('cf_publish_case_2', maps_api_key='your_maps_api_key') +``` + +### Update + +1. Publish + +```py +from cartoframes.viz import Map, Layer + +tmap = Map(Layer('public_table_name')) +tmap.publish('cf_publish_update_1') +``` + +2. Update + +```py +from cartoframes.viz import Map, Layer + +tmap.update_publication('cf_publish_update_2', password=None) +``` + +2. Add password + +```py +from cartoframes.viz import Map, Layer + +tmap.update_publication('cf_publish_update_2', password='1234) +``` + +### Delete + +```py +from cartoframes.viz import Map, Layer + +tmap = Map(Layer('public_table_name')) +tmap.publish('cf_publish_delete_1') +tmap.delete_publication() +``` + +### Get All Visualizations + +```py +from cartoframes.viz import Map +Map.all_publications() +``` \ No newline at end of file diff --git a/docs/developer-center/guides/09-Spatial-Analysis.md b/docs/developer-center/guides/09-Spatial-Analysis.md new file mode 100644 index 000000000..728e3d29b --- /dev/null +++ b/docs/developer-center/guides/09-Spatial-Analysis.md @@ -0,0 +1,160 @@ +## Spatial Analysis + +### About this Guide + +CARTOframes provides the `Dataset.from_query` method for performing analysis and returning the results as a pandas dataframe, and the `Layer` class for visualizing analysis as a map layer. Both methods run the quries against a **PostgreSQL** database with **PostGIS**. CARTO also provides more advanced spatial analysis through the crankshaft extension. + +In this guide, we will analyze McDonald’s locations in US Census tracts using spatial analysis functionality in CARTO. + +You can download directly the dataset from their sources: + +- [NYC Census Tracts Data](https://www.census.gov/cgi-bin/geo/shapefiles/index.php?year=2018&layergroup=Census+Tracts) +- [NYC McDonald's](https://data.cityofnewyork.us/Health/McDonald-s/kyws-ad2t) + +Or follow the following steps to download them directly from the CARTOframes account. + +### Getting Started + +#### Create the contexts: + +```py +from cartoframes.auth import set_default_context, Context +from cartoframes.viz import Map, Layer, Legend, Source +from cartoframes.data import Dataset + +## Add here your CARTO credentials: +context = Context(base_url='https://your_user_name.carto.com', api_key='your_api_key') +cf_context = Context(base_url='https://cartoframes.carto.com', api_key='default_public') +``` + +#### Get the data + +And upload it to your account: + +McDonald's: + +```py +mcdonalds_nyc_data = Dataset('mcdonalds_nyc', context=cf_context) +mcdonalds_nyc_data_df = mcdonalds_nyc_data.download() + +mcdonalds_nyc = Dataset.from_dataframe(mcdonalds_nyc_data_df) +mcdonalds_nyc.upload(table_name='mcdonalds_nyc', if_exists='replace', context=context) +``` + +NYC Census Tracts: + +```py +nyc_census_tracts_data = Dataset('nyc_census_tracts', context=cf_context) +nyc_census_tracts_data_df = nyc_census_tracts_data.download() + +nyc_census_tracts = Dataset.from_dataframe(nyc_census_tracts_data_df) +nyc_census_tracts.upload(table_name='nyc_census_tracts', if_exists='replace', context=context) +``` + +### Example 1 + +Find the number of McDonald’s in each census tract in New York City. + +```py +mcdonalds_per_census_tracts = Dataset.from_query(''' + SELECT + tracts.geom_refs AS FIPS_code, + tracts.the_geom as the_geom, + COUNT(mcd.*) AS num_mcdonalds + FROM nyc_census_tracts As tracts, mcdonalds_nyc As mcd + WHERE ST_Intersects(tracts.the_geom, mcd.the_geom) + GROUP BY tracts.geom_refs, tracts.the_geom + ORDER BY num_mcdonalds DESC +''', context=context) +``` + +```py +# Show first five entries of results +# Including FIPS code (unique digital identifier for census tracts) and the number of McDonald's +# Sorted by the number of McDonald's in descending order +mcdonalds_per_census_tracts = mcdonalds_per_census_tracts.download() +mcdonalds_per_census_tracts.head() +``` + +| | fips_code | num_mcdonalds | +|:-:|:-:|:-:| +| 0 | 36061010100 | 4 | +| 1 | 36061007100 | 2 | +| 2 | 36047025500 | 2 | +| 3 | 36061011300 | 2 | +| 4 | 36061010900 | 2 | + +### Example 2 + +Build 100 meter buffer area for each McDonald’s by updating the geometry. + +#### Create a new table and save it as `nyc_mcdonalds_buffer_100m`. + +```py +nyc_mcdonalds_buffer_100m = Dataset.from_query( + ''' + SELECT name, id, address, city, zip, + ST_Buffer(the_geom::geography, 100)::geometry AS the_geom + FROM mcdonalds_nyc + ''', + context=context) + +nyc_mcdonalds_buffer_100m.upload(table_name='nyc_mcdonalds_buffer_100m', if_exists='replace', context=context) +nyc_mcdonalds_buffer_100m_df = nyc_mcdonalds_buffer_100m.download() +nyc_mcdonalds_buffer_100m_df.iloc[0, :] +``` + +#### Visualize the results: + +```py +from cartoframes.viz import Map, Layer + +Map([ + Layer('nyc_mcdonalds_buffer_100m', 'color: lightgray width: 20', context=context), + Layer('mcdonalds_nyc', 'color: red width: 3', context=context), + ], + viewport={'zoom': 13.00, 'lat': 40.74, 'lng': -73.98} +) +``` + +[Live Visualization](https://cartovl.carto.com/kuviz/a6a586c3-682c-4591-a8cd-f4d9d4cc10bd) +![NYC McDonald's 100 Metter area](../../img/guides/spatial-analysis/example-2.png) + +### Example 3 + +1. Apply k-means (k=5) spatial clustering for all McDonald’s in NYC, and visualize different clusters by color. + +> Note: for more complicated queries, it is best to create a temporary table from the query and then visualize it. + +```py +k_means_dataset = Dataset.from_query(''' + SELECT + row_number() OVER () AS cartodb_id, + c.cluster_no, + c.the_geom, + ST_Transform(c.the_geom, 3857) AS the_geom_webmercator + FROM + ((SELECT * + FROM cdb_crankshaft.cdb_kmeans( + 'SELECT the_geom, cartodb_id, longitude, latitude FROM mcdonalds_nyc', 5) + ) AS a + JOIN + mcdonalds_nyc AS b + ON a.cartodb_id = b.cartodb_id + ) AS c + ''', + context=context) + +k_means_dataset.upload(table_name='mcdonalds_clusters', if_exists='replace', context=context) +``` + +#### Visualize the results: + +```py +from cartoframes.viz import Map, Layer + +Map(Layer('mcdonalds_clusters', 'color: ramp($cluster_no, Prism)', context=context)) +``` + +[Live 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dc75d7a49..000000000 Binary files a/docs/img/local_setup/local_setup.png and /dev/null differ diff --git a/docs/local_development.rst b/docs/local_development.rst index f1814dcba..81a0cd61d 100644 --- a/docs/local_development.rst +++ b/docs/local_development.rst @@ -167,6 +167,3 @@ Reload changes ^^^^^^^^^^^^^^ When making changes in CARTOFrames library, in the notebook, click on kernel > Restart and Run all. When making changes in CARTO VL or Airship, click on run (the page doesn't need to be reloaded) - -.. image:: img/local_setup/local_setup.png - :alt: jupyter notebook with CARTOFrames, CARTO VL and Airship diff --git a/examples/debug/API/source.ipynb b/examples/01_quickstart/01_basic_usage.ipynb similarity index 91% rename from examples/debug/API/source.ipynb rename to examples/01_quickstart/01_basic_usage.ipynb index d504507ab..c019d5de4 100644 --- a/examples/debug/API/source.ipynb +++ b/examples/01_quickstart/01_basic_usage.ipynb @@ -1,20 +1,41 @@ { "cells": [ { - "cell_type": "code", - "execution_count": 1, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "from cartoframes.auth import set_default_context\n", - "from cartoframes.viz import Map, Layer, Source\n", + "# CARTOframes basic usage\n", + "\n", + "## What do I need to start using CARTOframes?\n", + "\n", + "If you don't have yet an account at CARTO, and you want to start learning how to use CARTOframes, you only need the `cartoframes` library. Take a look to the **Sources** examples to know how to visualize data from a Dataframe or a GeoJSON.\n", + "\n", + "If you already have an account, you can start analyzing and visualizing your data!\n", + "\n", + "This notebook summarizes all the steps you need to understand the basics of CARTOframes visualization. Each section is explained in more detail in our [Guides](https://carto.com/developers/cartoframes/guides/) and in the rest of the examples." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Choose your Data\n", + "\n", + "In this quickstart guide, we'll be using the [`spend_data`](https://cartovl.carto.com/tables/spend_data/public/map) Dataset, which contains customer activity information in the city of Barcelona." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Context setup\n", "\n", - "set_default_context('https://cartovl.carto.com/')" + "Authenticate with CARTO." ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 33, "metadata": {}, "outputs": [ { @@ -635,9 +656,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"spend_data\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n"}];\n", "\n", - " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[1.6247987, 41.321587], [2.227066, 41.573303]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -792,29 +813,36 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 2, + "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: Table name\n", - "map = Map(\n", - " Layer(\n", - " Source('populated_places')\n", - " )\n", + "from cartoframes.auth import set_default_context\n", + "from cartoframes.viz import Map, Layer\n", + "\n", + "set_default_context(\n", + " base_url='https://cartovl.carto.com/',\n", + " api_key='default_public'\n", ")\n", "\n", - "# Source: Table name + sugar\n", - "Map(Layer('populated_places'))" + "Map(Layer('spend_data'))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Change the viewport, bounds and basemap" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 34, "metadata": {}, "outputs": [ { @@ -956,6 +984,8 @@ "
\n", "
\n", " \n", + "
\n", + " \n", "
\n", "
\n", " \n", @@ -1416,7 +1446,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -1434,12 +1464,26 @@ " const mapInfo$ = document.getElementById('map-info');\n", "\n", " \n", + " function updateMapInfo() {\n", + " const center = map.getCenter();\n", + " const lat = center.lat.toFixed(6);\n", + " const lng = center.lng.toFixed(6);\n", + " const zoom = map.getZoom().toFixed(2);\n", + "\n", + " mapInfo$.innerText = `viewport={'zoom': ${zoom}, 'lat': ${lat}, 'lng': ${lng}}`;\n", + " }\n", + "\n", + " map.on('zoom', updateMapInfo);\n", + " map.on('move', updateMapInfo);\n", + " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM populated_places LIMIT 10", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"spend_data\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n"}];\n", "\n", - " map.fitBounds([[-99.5399813251, 5.55003460583], [126.999730997, 59.9166902864]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[1.6247987, 41.321587], [2.227066, 41.573303]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", + " map.flyTo({"center": [2.19, 41.4], "zoom": 12.03});\n", + " \n", "\n", " const mapLayers = [];\n", "\n", @@ -1592,29 +1636,35 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 3, + "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: SQL query\n", - "map = Map(\n", - " Layer(\n", - " Source('SELECT * FROM populated_places LIMIT 10')\n", - " )\n", - ")\n", + "from cartoframes.viz import Map, Layer, basemaps\n", "\n", - "# Source: SQL query + sugar\n", - "Map(Layer('SELECT * FROM populated_places LIMIT 10'))" + "Map(\n", + " Layer('spend_data'),\n", + " viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19},\n", + " basemap=basemaps.darkmatter,\n", + " show_info=True\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get your data using a SQL query" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 35, "metadata": {}, "outputs": [ { @@ -2235,9 +2285,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "eyJ0eXBlIjogIkZlYXR1cmVDb2xsZWN0aW9uIiwgImZlYXR1cmVzIjogW3siaWQiOiAiMCIsICJ0eXBlIjogIkZlYXR1cmUiLCAicHJvcGVydGllcyI6IHsiYWRkcmVzcyI6ICJCcm9va2x5biwgTmV3IFlvcmsifSwgImdlb21ldHJ5IjogeyJ0eXBlIjogIlBvaW50IiwgImNvb3JkaW5hdGVzIjogWy03My45NDQxNTgsIDQwLjY3ODE3OF19fSwgeyJpZCI6ICIxIiwgInR5cGUiOiAiRmVhdHVyZSIsICJwcm9wZXJ0aWVzIjogeyJhZGRyZXNzIjogIk1hZHJpZCwgU3BhaW4ifSwgImdlb21ldHJ5IjogeyJ0eXBlIjogIlBvaW50IiwgImNvb3JkaW5hdGVzIjogWy0zLjcwMzc5LCA0MC40MTY3NzVdfX0sIHsiaWQiOiAiMiIsICJ0eXBlIjogIkZlYXR1cmUiLCAicHJvcGVydGllcyI6IHsiYWRkcmVzcyI6ICJXYXNoaW5ndG9uLCBEQyJ9LCAiZ2VvbWV0cnkiOiB7InR5cGUiOiAiUG9pbnQiLCAiY29vcmRpbmF0ZXMiOiBbLTc3LjAzNjg3MSwgMzguOTA3MTkyXX19XX0=", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM spend_data WHERE amount \\u003e 150 AND amount \\u003c 200", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n"}];\n", "\n", - " map.fitBounds([[-77.036871, 38.907192], [-3.70379, 40.678178]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[2.1068864, 41.331104], [2.218973, 41.452106]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -2392,29 +2442,92 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 4, + "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: GeoJSON\n", - "map = Map(\n", - " Layer(\n", - " Source('points.geojson')\n", - " )\n", + "from cartoframes.viz import Map, Layer, basemaps\n", + "\n", + "Map(\n", + " Layer('SELECT * FROM spend_data WHERE amount > 150 AND amount < 200')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Modify and upload data\n", + "\n", + "Here your need to use your credentials in order to create a new dataset in your CARTO account" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'Context' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0mnew_dataset\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mDataset\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfrom_query\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'SELECT * FROM spend_data WHERE amount > 150 AND amount < 200'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m context = Context(\n\u001b[0m\u001b[1;32m 6\u001b[0m \u001b[0mbase_url\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'https://your_user_name.carto.com'\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 7\u001b[0m \u001b[0mapi_key\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'your api key'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mNameError\u001b[0m: name 'Context' is not defined" + ] + } + ], + "source": [ + "from cartoframes.data import Dataset\n", + "\n", + "new_dataset = Dataset.from_query('SELECT * FROM spend_data WHERE amount > 150 AND amount < 200')\n", + "\n", + "context = Context(\n", + " base_url='https://your_user_name.carto.com',\n", + " api_key='your api key'\n", ")\n", "\n", - "# Source: GeoJSON + sugar\n", - "Map(Layer('points.geojson'))" + "new_dataset.upload(table_name='new_dataset_name', if_exists='replace', context=context)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'new_dataset' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mnew_dataset\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdataframe\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhead\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;31mNameError\u001b[0m: name 'new_dataset' is not defined" + ] + } + ], + "source": [ + "new_dataset.dataframe.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Change the style" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 38, "metadata": {}, "outputs": [ { @@ -3035,11 +3148,13 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "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", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\nwidth: 30"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"spend_data\\"", "type": "Query", "viz": "width: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\ncolor: ramp($category, bold)"}];\n", "\n", - " map.fitBounds([[0.0, 0.0], [30.0, 30.0]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[1.6247987, 41.321587], [2.227066, 41.573303]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", + " map.flyTo({"center": [2.19, 41.4], "zoom": 12.03});\n", + " \n", "\n", " const mapLayers = [];\n", "\n", @@ -3192,28 +3307,34 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 5, + "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: DataFrame\n", - "\n", - "import pandas as pd\n", - "\n", - "data = {'latitude': [0, 10, 20, 30], 'longitude': [0, 10, 20, 30]}\n", - "df = pd.DataFrame.from_dict(data)\n", - "\n", - "Map(Layer(df, 'width: 30'))" + "Map(\n", + " Layer(\n", + " 'spend_data',\n", + " 'color: ramp($category, bold)'\n", + " ),\n", + " viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19}\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Add legends" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 39, "metadata": {}, "outputs": [ { @@ -3365,6 +3486,14 @@ "\n", " \n", " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", "
\n", " \n", @@ -3834,11 +3963,13 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "{"type": "FeatureCollection", "features": [{"id": "7090", "type": "Feature", "properties": {"adm0_a3": "BLZ", "adm0cap": 1.0, "adm0name": "Belize", "adm1name": "Cayo", "adm_0_cap": "1", "adm_0_cap_name": "Capital", "capalt": 0.0, "capin": null, "cartodb_id": 7090, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Admin-0 capital", "geonameid": 3582672.0, "iso_a2": "BZ", "labelrank": 8.0, "latitude": 17.2520335072, "longitude": -88.76707299979999, "ls_match": 1.0, "ls_name": "Belmopan", "megacity": 0.0, "meganame": null, "name": "Belmopan", "namealt": null, "nameascii": "Belmopan", "namediff": 0.0, "namepar": null, "natscale": 110.0, "note": null, "pop_max": 15220.0, "pop_min": 13381.0, "pop_other": 15220.0, "rank_max": 6.0, "rank_min": 6.0, "scalerank": 3.0, "sov0name": "Belize", "sov_a3": "BLZ", "the_geom": "0101000020E610000048F259B9173156C091EB964485403140", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [-88.7670729998, 17.2520335072]}}, {"id": "7167", "type": "Feature", "properties": {"adm0_a3": "NOR", "adm0cap": 1.0, "adm0name": "Norway", "adm1name": "Oslo", "adm_0_cap": "1", "adm_0_cap_name": "Capital", "capalt": 0.0, "capin": null, "cartodb_id": 7167, "changed": 4.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": "Changed scale rank.", "featurecla": "Admin-0 capital", "geonameid": 3143244.0, "iso_a2": "NO", "labelrank": 7.0, "latitude": 59.916690286400005, "longitude": 10.749979205999999, "ls_match": 1.0, "ls_name": "Oslo", "megacity": 1.0, "meganame": "Oslo", "name": "Oslo", "namealt": null, "nameascii": "Oslo", "namediff": 0.0, "namepar": null, "natscale": 200.0, "note": null, "pop_max": 835000.0, "pop_min": 580000.0, "pop_other": 701804.0, "rank_max": 11.0, "rank_min": 11.0, "scalerank": 2.0, "sov0name": "Kingdom of Norway", "sov_a3": "NOR", "the_geom": "0101000020E61000006DE64446FD7F25400E53781B56F54D40", "updated_at": 1413676800000000000, "worldcity": 1.0}, "geometry": {"type": "Point", "coordinates": [10.749979206, 59.9166902864]}}, {"id": "7221", "type": "Feature", "properties": {"adm0_a3": "GHA", "adm0cap": 1.0, "adm0name": "Ghana", "adm1name": "Greater Accra", "adm_0_cap": "1", "adm_0_cap_name": "Capital", "capalt": 0.0, "capin": null, "cartodb_id": 7221, "changed": 5.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": "Changed scale rank.", "featurecla": "Admin-0 capital", "geonameid": 2306104.0, "iso_a2": "GH", "labelrank": 6.0, "latitude": 5.5500346058300005, "longitude": -0.21671574035, "ls_match": 1.0, "ls_name": "Accra", "megacity": 1.0, "meganame": "Accra", "name": "Accra", "namealt": null, "nameascii": "Accra", "namediff": 0.0, "namepar": null, "natscale": 200.0, "note": null, "pop_max": 2121000.0, "pop_min": 1963264.0, "pop_other": 2334371.0, "rank_max": 12.0, "rank_min": 12.0, "scalerank": 2.0, "sov0name": "Ghana", "sov_a3": "GHA", "the_geom": "0101000020E61000006974AA6457BDCBBF18D58E453C331640", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [-0.21671574035, 5.55003460583]}}, {"id": "7274", "type": "Feature", "properties": {"adm0_a3": "KOR", "adm0cap": 1.0, "adm0name": "South Korea", "adm1name": "Seoul", "adm_0_cap": "1", "adm_0_cap_name": "Capital", "capalt": 0.0, "capin": null, "cartodb_id": 7274, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Admin-0 capital", "geonameid": 1835848.0, "iso_a2": "KR", "labelrank": 3.0, "latitude": 37.5663490998, "longitude": 126.99973099700001, "ls_match": 1.0, "ls_name": "Seoul", "megacity": 1.0, "meganame": "Seoul", "name": "Seoul", "namealt": null, "nameascii": "Seoul", "namediff": 0.0, "namepar": null, "natscale": 300.0, "note": null, "pop_max": 9796000.0, "pop_min": 9796000.0, "pop_other": 12018058.0, "rank_max": 13.0, "rank_min": 13.0, "scalerank": 1.0, "sov0name": "Korea, South", "sov_a3": "KOR", "the_geom": "0101000020E6100000663AB897FBBF5F4049E196207EC84240", "updated_at": 1413676800000000000, "worldcity": 1.0}, "geometry": {"type": "Point", "coordinates": [126.999730997, 37.5663490998]}}, {"id": "1151", "type": "Feature", "properties": {"adm0_a3": "MEX", "adm0cap": 0.0, "adm0name": "Mexico", "adm1name": "Guerrero", "adm_0_cap": "0", "adm_0_cap_name": "City", "capalt": 0.0, "capin": null, "cartodb_id": 1151, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 3526798.0, "iso_a2": "MX", "labelrank": 2.0, "latitude": 18.3700014434, "longitude": -99.5399813251, "ls_match": 1.0, "ls_name": "Iguala", "megacity": 0.0, "meganame": null, "name": "Iguala", "namealt": null, "nameascii": "Iguala", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 112106.0, "pop_min": 109177.0, "pop_other": 109177.0, "rank_max": 9.0, "rank_min": 9.0, "scalerank": 8.0, "sov0name": "Mexico", "sov_a3": "MEX", "the_geom": "0101000020E610000056F0D40D8FE258C034E0226AB85E3240", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [-99.5399813251, 18.3700014434]}}, {"id": "570", "type": "Feature", "properties": {"adm0_a3": "TWN", "adm0cap": 0.0, "adm0name": "Taiwan", "adm1name": "Chiayi", "adm_0_cap": "0", "adm_0_cap_name": "City", "capalt": 0.0, "capin": null, "cartodb_id": 570, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": "Added", "featurecla": "Admin-1 capital", "geonameid": 1668347.0, "iso_a2": "TW", "labelrank": 8.0, "latitude": 23.45, "longitude": 120.33333333333, "ls_match": 0.0, "ls_name": "Taibao", "megacity": 0.0, "meganame": null, "name": "Taibao", "namealt": null, "nameascii": "Taibao", "namediff": 0.0, "namepar": null, "natscale": 5.0, "note": null, "pop_max": 35000.0, "pop_min": 34330.0, "pop_other": 0.0, "rank_max": 7.0, "rank_min": 7.0, "scalerank": 9.0, "sov0name": "Taiwan", "sov_a3": "TWN", "the_geom": "0101000020E61000006B54555555155E403333333333733740", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [120.33333333333, 23.45]}}, {"id": "881", "type": "Feature", "properties": {"adm0_a3": "VAT", "adm0cap": 1.0, "adm0name": "Vatican (Holy Sea)", "adm1name": "Lazio", "adm_0_cap": "1", "adm_0_cap_name": "Capital", "capalt": 0.0, "capin": null, "cartodb_id": 881, "changed": 4.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": "Changed scale rank.", "featurecla": "Admin-0 capital", "geonameid": 6691831.0, "iso_a2": "VA", "labelrank": 3.0, "latitude": 41.9000122264, "longitude": 12.4478083889, "ls_match": 1.0, "ls_name": "Vatican City", "megacity": 0.0, "meganame": null, "name": "Vatican City", "namealt": null, "nameascii": "Vatican City", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 832.0, "pop_min": 832.0, "pop_other": 562430.0, "rank_max": 2.0, "rank_min": 2.0, "scalerank": 8.0, "sov0name": "Vatican (Holy Sea)", "sov_a3": "VAT", "the_geom": "0101000020E61000006066222447E52840AF31C39933F34440", "updated_at": 1413676800000000000, "worldcity": 1.0}, "geometry": {"type": "Point", "coordinates": [12.4478083889, 41.9000122264]}}, {"id": "2887", "type": "Feature", "properties": {"adm0_a3": "RUS", "adm0cap": 0.0, "adm0name": "Russia", "adm1name": "Rostov", "adm_0_cap": "0", "adm_0_cap_name": "City", "capalt": 0.0, "capin": null, "cartodb_id": 2887, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 496015.0, "iso_a2": "RU", "labelrank": 2.0, "latitude": 47.72038047189999, "longitude": 40.270037799899995, "ls_match": 1.0, "ls_name": "Shakhty", "megacity": 0.0, "meganame": null, "name": "Shakhty", "namealt": null, "nameascii": "Shakhty", "namediff": 0.0, "namepar": null, "natscale": 20.0, "note": null, "pop_max": 221312.0, "pop_min": 191095.0, "pop_other": 0.0, "rank_max": 10.0, "rank_min": 9.0, "scalerank": 7.0, "sov0name": "Russia", "sov_a3": "RUS", "the_geom": "0101000020E61000008DA03F999022444068BE636D35DC4740", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [40.2700377999, 47.7203804719]}}, {"id": "3238", "type": "Feature", "properties": {"adm0_a3": "NGA", "adm0cap": 0.0, "adm0name": "Nigeria", "adm1name": "Kogi", "adm_0_cap": "0", "adm_0_cap_name": "City", "capalt": 0.0, "capin": null, "cartodb_id": 3238, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Admin-1 capital", "geonameid": 2331939.0, "iso_a2": "NG", "labelrank": 2.0, "latitude": 7.80038820285, "longitude": 6.739939736569999, "ls_match": 1.0, "ls_name": "Lokoja", "megacity": 0.0, "meganame": null, "name": "Lokoja", "namealt": null, "nameascii": "Lokoja", "namediff": 0.0, "namepar": null, "natscale": 20.0, "note": null, "pop_max": 60579.0, "pop_min": 44722.0, "pop_other": 105230.0, "rank_max": 8.0, "rank_min": 7.0, "scalerank": 7.0, "sov0name": "Nigeria", "sov_a3": "NGA", "the_geom": "0101000020E6100000E75026C3B2F51A403E610DF798331F40", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [6.73993973657, 7.80038820285]}}, {"id": "3651", "type": "Feature", "properties": {"adm0_a3": "CHN", "adm0cap": 0.0, "adm0name": "China", "adm1name": "Xizang", "adm_0_cap": "0", "adm_0_cap_name": "City", "capalt": 0.0, "capin": null, "cartodb_id": 3651, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": -1.0, "iso_a2": "CN", "labelrank": 1.0, "latitude": 32.2003975617, "longitude": 79.9833243397, "ls_match": 0.0, "ls_name": "Gar", "megacity": 0.0, "meganame": null, "name": "Gar", "namealt": null, "nameascii": "Gar", "namediff": 0.0, "namepar": null, "natscale": 20.0, "note": null, "pop_max": 10000.0, "pop_min": 500.0, "pop_other": 0.0, "rank_max": 5.0, "rank_min": 2.0, "scalerank": 7.0, "sov0name": "China", "sov_a3": "CHN", "the_geom": "0101000020E6100000D41736C9EEFE53408ED996A0A6194040", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [79.9833243397, 32.2003975617]}}]}", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\nwidth: 10"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {"description": "", "footer": "", "prop": "color", "title": "Categories", "type": "color-bins"}, "query": "SELECT * FROM \\"public\\".\\"spend_data\\"", "type": "Query", "viz": "width: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\ncolor: ramp($category, bold)"}];\n", "\n", - " map.fitBounds([[-99.5399813251, 5.55003460583], [126.999730997, 59.9166902864]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[1.6247987, 41.321587], [2.227066, 41.573303]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", + " map.flyTo({"center": [2.19, 41.4], "zoom": 12.03});\n", + " \n", "\n", " const mapLayers = [];\n", "\n", @@ -3991,29 +4122,40 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 6, + "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: DataFrame (from CARTO)\n", + "from cartoframes.viz import Legend\n", "\n", - "from cartoframes.data import Dataset\n", - "\n", - "ds = Dataset.from_table('populated_places')\n", - "\n", - "df = ds.download(limit=10)\n", - "\n", - "Map(Layer(df, 'width: 10'))" + "Map(\n", + " Layer(\n", + " 'spend_data',\n", + " 'color: ramp($category, bold)',\n", + " legend=Legend({\n", + " 'type': 'color-bins',\n", + " 'title': 'Categories'\n", + " })\n", + " ),\n", + " viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19}\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Add popups" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 40, "metadata": {}, "outputs": [ { @@ -4165,6 +4307,14 @@ "\n", " \n", " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", "
\n", " \n", @@ -4634,11 +4784,13 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v058767", "title": "Category"}, {"name": "v1551be", "title": "Hour"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Categories", "type": "color-bins"}, "query": "SELECT * FROM \\"public\\".\\"spend_data\\"", "type": "Query", "viz": "@v058767: $category\\n@v1551be: $hour\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\ncolor: ramp($category, bold)"}];\n", "\n", - " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[1.6247987, 41.321587], [2.227066, 41.573303]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", + " map.flyTo({"center": [2.19, 41.4], "zoom": 12.03});\n", + " \n", "\n", " const mapLayers = [];\n", "\n", @@ -4791,27 +4943,49 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 7, + "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: Dataset\n", + "from cartoframes.viz import Popup\n", "\n", - "from cartoframes.data import Dataset\n", - "\n", - "ds = Dataset.from_table('populated_places')\n", - "\n", - "Map(Layer(ds))" + "Map(\n", + " Layer(\n", + " 'spend_data',\n", + " 'color: ramp($category, bold)',\n", + " legend=Legend({\n", + " 'type': 'color-bins',\n", + " 'title': 'Categories'\n", + " }),\n", + " popup=Popup({\n", + " 'hover': [{\n", + " 'title': 'Category',\n", + " 'value': '$category'\n", + " }, {\n", + " 'title': 'Hour',\n", + " 'value': '$hour'\n", + " }]\n", + " })\n", + " ),\n", + " viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19}\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Use built in helpers" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 42, "metadata": {}, "outputs": [ { @@ -4963,6 +5137,14 @@ "\n", " \n", " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", "
\n", " \n", @@ -5432,11 +5614,13 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "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", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\nwidth: 30"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v469976", "title": "Spent Amount \\u20ac"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Spent Amount \\u20ac", "type": "color-bins-point"}, "query": "SELECT * FROM \\"public\\".\\"spend_data\\"", "type": "Query", "viz": "@v469976: $amount\\ncolor: ramp(globalQuantiles($amount, 5), purpor)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\n"}];\n", "\n", - " map.fitBounds([[0.0, 0.0], [30.0, 30.0]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[1.6247987, 41.321587], [2.227066, 41.573303]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", + " map.flyTo({"center": [2.19, 41.4], "zoom": 12.03});\n", + " \n", "\n", " const mapLayers = [];\n", "\n", @@ -5589,26 +5773,63 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 8, + "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Source: Dataset\n", - "\n", - "import pandas as pd\n", + "from cartoframes.viz.helpers import color_bins_layer\n", "\n", - "data = {'latitude': [0, 10, 20, 30], 'longitude': [0, 10, 20, 30]}\n", - "df = pd.DataFrame.from_dict(data)\n", + "Map(\n", + " color_bins_layer('spend_data','amount', 'Spent Amount €'),\n", + " viewport={'zoom': 12.03, 'lat': 41.4, 'lng': 2.19}\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Publish and share your visualizations" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'dict' object has no attribute 'url'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[0mkuviz\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mvisualization\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpublish\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'spent_amount_in_barcelona'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmaps_api_key\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'YOUR API KEY'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 7\u001b[0;31m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkuviz\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;31mAttributeError\u001b[0m: 'dict' object has no attribute 'url'" + ] + } + ], + "source": [ + "visualization = Map(\n", + " color_bins_layer('spend_data','amount', 'Spent Amount €')\n", + ")\n", "\n", - "ds = Dataset.from_dataframe(df)\n", + "kuviz = visualization.publish('spent_amount_in_barcelona', maps_api_key='YOUR API KEY')\n", "\n", - "Map(Layer(ds, 'width: 30'))" + "print(kuviz.url)" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { @@ -5627,7 +5848,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.7" + "version": "3.7.2" } }, "nbformat": 4, diff --git a/examples/01_quickstart/02_context_setup.ipynb b/examples/01_quickstart/02_context_setup.ipynb new file mode 100644 index 000000000..1d722f835 --- /dev/null +++ b/examples/01_quickstart/02_context_setup.ipynb @@ -0,0 +1,162 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Context Setup" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Authentication\n", + "\n", + "Before we can do anything with CARTOframes, we need to authenticate against a CARTO account by passing in CARTO credentials. You will need your username (`base_url`) and an API key (`api_key`), which can be found at http://your_user_name.carto.com/your_apps.\n", + "\n", + "\n", + "* `base_url`: which is the URL of your CARTO account (`https://your_user_name.carto.com/`)\n", + "* `api_key`: if the dataset is **public**, we can use `default_public`. Otherwise, we need to set the API key.\n", + "\n", + "There are two ways to use our credentials:\n", + "\n", + "1. Setting the same credentials by default, which is called the **Default Context**\n", + "2. Creating different contexts and passing them to the Map, Layer or Source we want to create, by using the `Context` class.\n", + "\n", + "The elements needed to create contexts are under the `cartoframes.auth` namespace." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Default Context" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import set_default_context\n", + "\n", + "set_default_context(\n", + " base_url='https://your_user_name.carto.com/',\n", + " api_key='default_public'\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Layer Context" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import Context\n", + "from cartoframes.viz import Map, Layer\n", + "\n", + "visualization = Map(\n", + " Layer(\n", + " 'dataset',\n", + " context=Context('https://your_user_name.carto.com/', 'default_public')\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import Context\n", + "from cartoframes.viz import Map, Layer\n", + "\n", + "context_a=Context('https://your_user_name_a.carto.com/', 'default_public')\n", + "context_b=Context('https://your_user_name_b.carto.com/', 'default_public')\n", + "\n", + "visualization = Map([\n", + " Layer('dataset_a', context=context_a),\n", + " Layer('dataset_b', context=context_b)\n", + "])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Source Context" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import Context\n", + "from cartoframes.viz import Map, Layer, Source\n", + "\n", + "visualization = Map(\n", + " Layer(\n", + " Source(\n", + " 'dataset',\n", + " Context('https://your_user_name_a.carto.com/', 'default_public')\n", + " )\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import Context\n", + "from cartoframes.viz import Map, Layer, Source\n", + "\n", + "context_a=Context('https://your_user_name_a.carto.com/', 'default_public')\n", + "context_b=Context('https://your_user_name_b.carto.com/', 'default_public')\n", + "\n", + "source_a=Source('dataset', context_a)\n", + "source_b=Source('dataset', context_b)\n", + "\n", + "visualization = Map([\n", + " Layer(source_a),\n", + " Layer(source_b)\n", + "])" + ] + } + ], + "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": "3.7.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/Set basemap and viewport.ipynb b/examples/01_quickstart/03_basemap_and_viewport.ipynb similarity index 83% rename from examples/Set basemap and viewport.ipynb rename to examples/01_quickstart/03_basemap_and_viewport.ipynb index b2c684151..9ec3b2b2c 100644 --- a/examples/Set basemap and viewport.ipynb +++ b/examples/01_quickstart/03_basemap_and_viewport.ipynb @@ -29,7 +29,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -54,7 +54,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -855,10 +855,10 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 2, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -887,7 +887,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": { "scrolled": false }, @@ -1678,10 +1678,10 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 3, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -1718,7 +1718,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -1737,7 +1737,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": { "scrolled": false }, @@ -2528,10 +2528,10 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 5, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -2547,8 +2547,7 @@ " palette='[#4ABD9A,#4A5798,#F9CA34]'\n", " ),\n", " viewport={'zoom': 12.58, 'lat': 40.429251, 'lng': -79.989408}\n", - ")\n", - " \n" + ")" ] }, { @@ -2569,7 +2568,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -3358,10 +3357,10 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 6, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -3394,7 +3393,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -4183,10 +4182,10 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 7, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -4204,9 +4203,830 @@ " ),\n", " viewport={'zoom': 12.58, 'lat': 40.429251, 'lng': -79.989408},\n", " basemap='lightgray'\n", - ")\n", - " \n" + ")" ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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There is a \n", + " from the CARTO VL library:

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CARTOframes provides a set of built-in helper methods so you can make visualizations more quickly. \n", - "\n", - "These predefined layer-level style helpers provide the following defaults:\n", - "- a map style based on the kind of attribute (number or category) and map type you want to make\n", - "- an appropriate legend \n", - "- hover interactivity on the mapped attribute\n", - "\n", - "Each component of these helpers (Map, Style, Legend, Popup) have parameters that you can be accessed to customize your visualization which will be covered in Part 2.\n", - "\n", - "## Helper methods\n", - "\n", - "There is a common pattern to all visualization-based helper method defaults:\n", - "```\n", - "Map(\n", - " helper_method_layer('source_data', 'symbolizing_attribute','legend/hover title')\n", - ")\n", - "```\n", - "Each parameter will be discussed in more detail in the following section in the context of three CARTOframes color-layer methods.\n", - "\n", - "_**Note**_: \n", - "_While not covered in this notebook, the parameter source data refers to the data that you want to interact with and visualize in your data science workflow. CARTOframes accepts multiple source layer formats including Dataset, SQL query, mutliple GeoJSON formats including geopandas GeoDataFrame._\n", - "\n", - "## Helper methods: color\n", - "\n", - "### `color_category_layer`\n", - "\n", - "**Visualization defaults**:\n", - "\n", - "For use with **categorical** attributes of any geometry (point, line, polygon) type. By default, the top `11` categories in your data are assigned a color and all other categories are bucketed into an \"Others\" category. If there are fewer than `11` categories, all categories will be colored and no \"Others\" bucket will appear. This helper uses the categorical CARTOColor scheme `bold`. \n", - "\n", - "**Legend and hover defaults**:\n", - "\n", - "The legend lists and labels each of the categories that are symbolized on the map. The legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", - "\n", - "**Basic syntax**:\n", - "\n", - "```\n", - "Map(\n", - " color_category_layer('table_name', 'category_attribute','legend/hover title')\n", - ")\n", - "```\n", - "\n", - "**Examples**:\n", - " - [Points](#Color-category-(points))\n", - " - [Lines](#Color-continuous-(lines))\n", - " - [Polygons](#Color-continuous-(polygons))\n", - "\n", - "\n", - "### `color_bins_layer`\n", - "\n", - "**Visualization defaults**:\n", - "\n", - "For use with **numeric** data. Use this method to create a classed map. By default, this method classifies your numeric data using `globalQuantiles` with `5` class breaks. This helper uses the sequential CARTOColor scheme `purpor`.\n", - "\n", - "**Legend and hover defaults**:\n", - "\n", - "The legend lists and labels each of the five bins and range of values that are symbolized on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", - "\n", - "**Basic syntax**:\n", - "```\n", - "Map(\n", - " color_bins_layer('table_name', 'numeric_attribute', 'legend/hover title')\n", - ")\n", - "```\n", - "\n", - "**Examples**:\n", - "- [Points](#Color-bins-(points))\n", - "- [Lines](#Color-bins-(lines))\n", - "- [Polygons](#Color-bins-(polygons))\n", - " \n", - "### `color_continuous_layer`\n", - "\n", - "**Visualization defaults**:\n", - "\n", - "For use with **numeric** data. Use this method to map a continuous range of numeric data to a continuous range of colors. This method uses the sequential CARTOColor scheme `sunset`.\n", - "\n", - "**Legend and hover defaults**:\n", - "\n", - "The legend lists and labels each breakpoint of the continuous values that are symbolized with the associated color on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", - "\n", - "**Basic syntax**:\n", - "\n", - "```\n", - "Map(\n", - " color_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title')\n", - ")\n", - "```\n", - "\n", - "**Examples**:\n", - "- [Points](#Color-continuous-(points))\n", - "- [Lines](#Color-continuous-(lines))\n", - "- [Polygons](#Color-continuous-(polygons))\n", - "\n", - " " + "# Sources" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, - "outputs": [], - "source": [ - "# Import cartoframes context and map visualization object\n", - "\n", - "from cartoframes.auth import set_default_context\n", - "from cartoframes.viz import Map, basemaps\n", - "\n", - "set_default_context('https://cartovl.carto.com/')\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Points" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Color category (points)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, "outputs": [ { "data": { @@ -283,17 +161,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -742,7 +609,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -761,9 +628,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v2f4bd8", "title": "Spending Categories"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Spending Categories", "type": "color-category"}, "query": "SELECT * FROM \\"public\\".\\"transactions\\"", "type": "Query", "viz": "@v2f4bd8: $transact_type\\ncolor: ramp(top($transact_type, 11), bold)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-166.54922, 19.497622], [-66.98498, 70.213368]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -918,32 +785,39 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 2, + "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_category_layer\n", + "from cartoframes.auth import set_default_context\n", + "from cartoframes.viz import Map, Layer, Source\n", + "\n", + "set_default_context('https://cartovl.carto.com/')\n", + "\n", "Map(\n", - " color_category_layer('transactions','transact_type','Spending Categories')\n", - ")\n", - "\n" + " Layer(\n", + " Source('populated_places')\n", + " )\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color bins (points)" + "## Table Name\n", + "\n", + "Create a new `Source` passing the name of your table in CARTO. It's not needed to use the `Source` class to create the source for the layer, it's automatically casted when sent as the first parameter" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -1095,17 +969,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -1554,7 +1417,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -1573,9 +1436,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v469976", "title": "Transaction Amount ($)"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Transaction Amount ($)", "type": "color-bins"}, "query": "SELECT * FROM \\"public\\".\\"transactions\\"", "type": "Query", "viz": "@v469976: $amount\\ncolor: ramp(globalQuantiles($amount, 5), purpor)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-166.54922, 19.497622], [-66.98498, 70.213368]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -1730,35 +1593,31 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 3, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_bins_layer\n", - "\n", "Map(\n", - " color_bins_layer('transactions','amount','Transaction Amount ($)')\n", - ")\n" + " Layer('populated_places')\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color continuous (points)" + "## SQL Query" ] }, { "cell_type": "code", - "execution_count": 4, - "metadata": { - "scrolled": false - }, + "execution_count": 3, + "metadata": {}, "outputs": [ { "data": { @@ -1909,17 +1768,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -2368,7 +2216,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -2387,9 +2235,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v101966", "title": "Temperatures in July"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Temperatures in July", "type": "color-continuous"}, "query": "SELECT * FROM \\"public\\".\\"maximum_heat_index\\"", "type": "Query", "viz": "@v101966: $value\\ncolor: ramp(linear($value), sunset)\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM populated_places LIMIT 10", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-124.87, 23.5], [-66.44, 50.13]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-99.5399813251, 0.59044069305], [137.230010945, 51.2743495881]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -2544,39 +2392,28 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 4, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_continuous_layer\n", - "\n", - "Map(\n", - " color_continuous_layer('maximum_heat_index','value','Temperatures in July'),\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Lines" + "Map(Layer('SELECT * FROM populated_places LIMIT 10'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color category (lines)" + "## GeoJSON file" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -2728,17 +2565,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -3187,7 +3013,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -3206,9 +3032,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v08256c", "title": "Road direction"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Road direction", "type": "color-category"}, "query": "SELECT * FROM \\"public\\".\\"sfcta_congestion_roads\\"", "type": "Query", "viz": "@v08256c: $direction\\ncolor: ramp(top($direction, 11), bold)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "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", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-122.513606194578, 37.7081003674475], [-122.358856546873, 37.814208369554]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-77.036871, 38.907192], [-3.70379, 40.678178]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -3363,35 +3189,29 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 5, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_category_layer\n", - "\n", - "Map(\n", - " color_category_layer('sfcta_congestion_roads', 'direction', 'Road direction'),\n", - ")\n" + "Map(Layer('points.geojson'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color bins (lines)" + "## Dataframe" ] }, { "cell_type": "code", - "execution_count": 6, - "metadata": { - "scrolled": false - }, + "execution_count": 5, + "metadata": {}, "outputs": [ { "data": { @@ -3542,17 +3362,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -4001,7 +3810,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -4020,9 +3829,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "ve3866a", "title": "Recorded vehicle speeds"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Recorded vehicle speeds", "type": "color-bins"}, "query": "SELECT * FROM \\"public\\".\\"sfcta_congestion_roads\\"", "type": "Query", "viz": "@ve3866a: $auto_speed\\ncolor: ramp(globalQuantiles($auto_speed, 5), purpor)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "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", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-122.513606194578, 37.7081003674475], [-122.358856546873, 37.814208369554]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[0.0, 0.0], [30.0, 30.0]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -4177,32 +3986,33 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 6, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_bins_layer\n", + "import pandas as pd\n", "\n", - "Map(\n", - " color_bins_layer('sfcta_congestion_roads', 'auto_speed', 'Recorded vehicle speeds'),\n", - ")\n" + "data = {'latitude': [0, 10, 20, 30], 'longitude': [0, 10, 20, 30]}\n", + "df = pd.DataFrame.from_dict(data)\n", + "\n", + "Map(Layer(df))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color continuous (lines)" + "## Dataframe from CARTO using Dataset" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -4354,17 +4164,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -4813,7 +4612,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -4832,9 +4631,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "ve3866a", "title": "Recorded vehicle speeds"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Recorded vehicle speeds", "type": "color-continuous"}, "query": "SELECT * FROM \\"public\\".\\"sfcta_congestion_roads\\"", "type": "Query", "viz": "@ve3866a: $auto_speed\\ncolor: ramp(linear($auto_speed), sunset)\\nwidth: ramp(linear(zoom(),0,18),[0.5,4])\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "{"type": "FeatureCollection", "features": [{"id": "1151", "type": "Feature", "properties": {"adm0_a3": "MEX", "adm0cap": 0.0, "adm0name": "Mexico", "adm1name": "Guerrero", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1151, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 3526798.0, "iso_a2": "MX", "labelrank": 2.0, "latitude": 18.3700014434, "longitude": -99.5399813251, "ls_match": 1.0, "ls_name": "Iguala", "megacity": 0.0, "meganame": null, "name": "Iguala", "namealt": null, "nameascii": "Iguala", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 112106.0, "pop_min": 109177.0, "pop_other": 109177.0, "rank_max": 9.0, "rank_min": 9.0, "scalerank": 8.0, "sov0name": "Mexico", "sov_a3": "MEX", "the_geom": "0101000020E610000056F0D40D8FE258C034E0226AB85E3240", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [-99.5399813251, 18.3700014434]}}, {"id": "1295", "type": "Feature", "properties": {"adm0_a3": "CHN", "adm0cap": 0.0, "adm0name": "China", "adm1name": "Hubei", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1295, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 1818016.0, "iso_a2": "CN", "labelrank": 1.0, "latitude": 31.269989236500003, "longitude": 113.67000199299999, "ls_match": 1.0, "ls_name": "Anlu", "megacity": 0.0, "meganame": null, "name": "Anlu", "namealt": null, "nameascii": "Anlu", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 71198.0, "pop_min": 71198.0, "pop_other": 818200.0, "rank_max": 8.0, "rank_min": 8.0, "scalerank": 8.0, "sov0name": "China", "sov_a3": "CHN", "the_geom": "0101000020E6100000260C0A50E16A5C401D0ABD031E453F40", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [113.670001993, 31.2699892365]}}, {"id": "1338", "type": "Feature", "properties": {"adm0_a3": "JPN", "adm0cap": 0.0, "adm0name": "Japan", "adm1name": "Shiga", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1338, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 1853574.0, "iso_a2": "JP", "labelrank": 2.0, "latitude": 35.0064019969, "longitude": 135.867406778, "ls_match": 1.0, "ls_name": "Otsu", "megacity": 0.0, "meganame": null, "name": "Otsu", "namealt": null, "nameascii": "Otsu", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 536976.0, "pop_min": 338629.0, "pop_other": 1207930.0, "rank_max": 11.0, "rank_min": 10.0, "scalerank": 8.0, "sov0name": "Japan", "sov_a3": "JPN", "the_geom": "0101000020E6100000D7FADBCBC1FB604045A8D7C7D1804140", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [135.867406778, 35.0064019969]}}, {"id": "2462", "type": "Feature", "properties": {"adm0_a3": "UGA", "adm0cap": 0.0, "adm0name": "Uganda", "adm1name": "Mubende", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 2462, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 228971.0, "iso_a2": "UG", "labelrank": 5.0, "latitude": 0.59044069305, "longitude": 31.370012571999997, "ls_match": 1.0, "ls_name": "Mubende", "megacity": 0.0, "meganame": null, "name": "Mubende", "namealt": null, "nameascii": "Mubende", "namediff": 0.0, "namepar": null, "natscale": 20.0, "note": null, "pop_max": 18936.0, "pop_min": 176.0, "pop_other": 2111.0, "rank_max": 6.0, "rank_min": 1.0, "scalerank": 7.0, "sov0name": "Uganda", "sov_a3": "UGA", "the_geom": "0101000020E61000004ED9D724B95E3F400B135CE1E3E4E23F", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [31.370012572, 0.59044069305]}}, {"id": "1060", "type": "Feature", "properties": {"adm0_a3": "RUS", "adm0cap": 0.0, "adm0name": "Russia", "adm1name": "Belgorod", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1060, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": -1.0, "iso_a2": "RU", "labelrank": 2.0, "latitude": 51.2743495881, "longitude": 37.384322467800004, "ls_match": 1.0, "ls_name": "Gubkin", "megacity": 0.0, "meganame": null, "name": "Gubkin", "namealt": null, "nameascii": "Gubkin", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 272.0, "pop_min": 272.0, "pop_other": 0.0, "rank_max": 2.0, "rank_min": 2.0, "scalerank": 8.0, "sov0name": "Russia", "sov_a3": "RUS", "the_geom": "0101000020E6100000D528877A31B14240C14726E31DA34940", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [37.3843224678, 51.2743495881]}}, {"id": "1302", "type": "Feature", "properties": {"adm0_a3": "CHN", "adm0cap": 0.0, "adm0name": "China", "adm1name": "Hebei", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1302, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 2033574.0, "iso_a2": "CN", "labelrank": 1.0, "latitude": 40.5944071646, "longitude": 115.02433793, "ls_match": 1.0, "ls_name": "Xuanhua", "megacity": 0.0, "meganame": null, "name": "Xuanhua", "namealt": null, "nameascii": "Xuanhua", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 409745.0, "pop_min": 373422.0, "pop_other": 407090.0, "rank_max": 10.0, "rank_min": 10.0, "scalerank": 8.0, "sov0name": "China", "sov_a3": "CHN", "the_geom": "0101000020E6100000C059ADC08EC15C40883BB288154C4440", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [115.02433793, 40.5944071646]}}, {"id": "1050", "type": "Feature", "properties": {"adm0_a3": "RUS", "adm0cap": 0.0, "adm0name": "Russia", "adm1name": "Rostov", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1050, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 578740.0, "iso_a2": "RU", "labelrank": 2.0, "latitude": 47.1368243602, "longitude": 39.7448502185, "ls_match": 1.0, "ls_name": "Bataysk", "megacity": 0.0, "meganame": null, "name": "Bataysk", "namealt": null, "nameascii": "Bataysk", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 109962.0, "pop_min": 103727.0, "pop_other": 75990.0, "rank_max": 9.0, "rank_min": 9.0, "scalerank": 8.0, "sov0name": "Russia", "sov_a3": "RUS", "the_geom": "0101000020E61000001F70804057DF4340752DEC7583914740", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [39.7448502185, 47.1368243602]}}, {"id": "1162", "type": "Feature", "properties": {"adm0_a3": "MEX", "adm0cap": 0.0, "adm0name": "Mexico", "adm1name": "Yucat\u00e1n", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1162, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 3522924.0, "iso_a2": "MX", "labelrank": 2.0, "latitude": 21.0999898468, "longitude": -89.27998742850001, "ls_match": 1.0, "ls_name": "Motul", "megacity": 0.0, "meganame": null, "name": "Motul", "namealt": null, "nameascii": "Motul", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 21253.0, "pop_min": 21109.0, "pop_other": 21253.0, "rank_max": 7.0, "rank_min": 7.0, "scalerank": 8.0, "sov0name": "Mexico", "sov_a3": "MEX", "the_geom": "0101000020E6100000B62C6450EB5156C024F041EF98193540", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [-89.2799874285, 21.0999898468]}}, {"id": "1186", "type": "Feature", "properties": {"adm0_a3": "KAZ", "adm0cap": 0.0, "adm0name": "Kazakhstan", "adm1name": "Almaty", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1186, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 1523741.0, "iso_a2": "KZ", "labelrank": 6.0, "latitude": 43.369069843599995, "longitude": 77.44378942760001, "ls_match": 1.0, "ls_name": "Esik", "megacity": 0.0, "meganame": null, "name": "Esik", "namealt": null, "nameascii": "Esik", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 35319.0, "pop_min": 26447.0, "pop_other": 34518.0, "rank_max": 7.0, "rank_min": 7.0, "scalerank": 8.0, "sov0name": "Kazakhstan", "sov_a3": "KAZ", "the_geom": "0101000020E61000009076C50B675C5340D6193EAE3DAF4540", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [77.4437894276, 43.3690698436]}}, {"id": "1336", "type": "Feature", "properties": {"adm0_a3": "JPN", "adm0cap": 0.0, "adm0name": "Japan", "adm1name": "Toyama", "adm_0_cap": "0", "capalt": 0.0, "capin": null, "cartodb_id": 1336, "changed": 0.0, "checkme": 0.0, "created_at": 1413676800000000000, "diffascii": 0.0, "diffnote": null, "featurecla": "Populated place", "geonameid": 1849876.0, "iso_a2": "JP", "labelrank": 2.0, "latitude": 36.699993712399994, "longitude": 137.230010945, "ls_match": 1.0, "ls_name": "Toyama", "megacity": 0.0, "meganame": null, "name": "Toyama", "namealt": null, "nameascii": "Toyama", "namediff": 0.0, "namepar": null, "natscale": 10.0, "note": null, "pop_max": 332812.0, "pop_min": 325532.0, "pop_other": 332537.0, "rank_max": 10.0, "rank_min": 10.0, "scalerank": 8.0, "sov0name": "Japan", "sov_a3": "JPN", "the_geom": "0101000020E6100000E8CFE93F5C276140F214DB6499594240", "updated_at": 1413676800000000000, "worldcity": 0.0}, "geometry": {"type": "Point", "coordinates": [137.230010945, 36.6999937124]}}]}", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-122.513606194578, 37.7081003674475], [-122.358856546873, 37.814208369554]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-99.5399813251, 0.59044069305], [137.230010945, 51.2743495881]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -4989,39 +4788,34 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 7, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_continuous_layer\n", + "from cartoframes.data import Dataset\n", "\n", - "Map(\n", - " color_continuous_layer('sfcta_congestion_roads', 'auto_speed', 'Recorded vehicle speeds')\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Polygons" + "ds = Dataset.from_table('populated_places')\n", + "\n", + "df = ds.download(limit=10)\n", + "\n", + "Map(Layer(df))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color category (polygon)" + "## Table from CARTO using Dataset" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -5173,17 +4967,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -5632,7 +5415,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -5651,9 +5434,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v6dc4d4", "title": "Party winner by county"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "Party winner by county", "type": "color-category"}, "query": "SELECT * FROM \\"public\\".\\"higher_edu_by_county\\"", "type": "Query", "viz": "@v6dc4d4: $county_winner\\ncolor: opacity(ramp(top($county_winner, 11), bold), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-178.334698, 18.910361], [-66.949895, 49.384358]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -5808,32 +5591,32 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 8, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_category_layer\n", + "from cartoframes.data import Dataset\n", "\n", - "Map(\n", - " color_category_layer('higher_edu_by_county', 'county_winner', 'Party winner by county')\n", - ")\n" + "ds = Dataset.from_table('populated_places')\n", + "\n", + "Map(Layer(ds))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Color bins (polygon)" + "## Pandas Dataframe" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -5985,17 +5768,6 @@ "\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", " \n", "\n", " \n", @@ -6444,7 +6216,7 @@ " // Fetch CARTO basemap if it's there, else try to use other supplied style\n", " const map = new mapboxgl.Map({\n", " container: 'map',\n", - " style: BASEMAPS['Positron'] || 'Positron' || {\n", + " style: BASEMAPS['DarkMatter'] || 'DarkMatter' || {\n", " 'version': 8,\n", " 'sources': {},\n", " 'layers': [{\n", @@ -6463,9 +6235,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "vb501ae", "title": "%Population with Masters degree"}], "event": "hover"}], "legend": {"description": "", "footer": "", "prop": "color", "title": "%Population with Masters degree", "type": "color-bins"}, "query": "SELECT * FROM \\"public\\".\\"higher_edu_by_county\\"", "type": "Query", "viz": "@vb501ae: $pct_higher_ed\\ncolor: opacity(ramp(globalQuantiles($pct_higher_ed, 5), purpor), 0.9)\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [], "legend": {}, "query": "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", "type": "GeoJSON", "viz": "color: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,1]))\\n"}];\n", "\n", - " map.fitBounds([[-178.334698, 18.910361], [-66.949895, 49.384358]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[0.0, 0.0], [30.0, 30.0]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -6620,833 +6392,31 @@ "" ], "text/plain": [ - "" + "" ] }, - "execution_count": 9, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "from cartoframes.viz.helpers import color_bins_layer\n", + "import pandas as pd\n", "\n", - "Map(\n", - " color_bins_layer('higher_edu_by_county', 'pct_higher_ed', '%Population with Masters degree')\n", - ")\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Color continous (polygon)" + "data = {'latitude': [0, 10, 20, 30], 'longitude': [0, 10, 20, 30]}\n", + "df = pd.DataFrame.from_dict(data)\n", + "\n", + "ds = Dataset.from_dataframe(df)\n", + "\n", + "Map(Layer(ds))" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - "\n", - "\n", - " CARTOframes\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n", - " \n", - "\n", - "\n", - "\n", - " \n", - "
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        \n", - "\n", - " \n", - "\n", - "\n", - "\">\n", - "\n", - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# GeoJSON feature\n", - "feature = {\n", - " \"type\": \"Feature\",\n", - " \"geometry\": {\n", - " \"type\": \"Point\",\n", - " \"coordinates\": [125.6, 10.1]\n", - " },\n", - " \"properties\": {\n", - " \"name\": \"Dinagat Islands\"\n", - " }\n", - "}\n", - "\n", - "Map(Layer(feature))" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - "\n", - "\n", - " CARTOframes\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n", - " \n", - "\n", - "\n", - "\n", - " \n", - "
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          21482148(POLYGON ((-93.92706298828125 34.3524627685546...PolkArkansas5.0113.05113.05.0113.05113.0...0.011760.0000000.3721800.3873310.4030220.37950611.1178617.38.8628098.044847
          1616(POLYGON ((-101.0608749389648 48.4602966308593...RenvilleNorth Dakota38.075.038075.038.075.038075.0...0.000000.4430380.2665790.3280740.3512230.3490819.8464325.35.2000008.517699
          258258(POLYGON ((-98.72162628173828 44.8916778564453...FaulkSouth Dakota46.049.046049.046.049.046049.0...0.000000.0000000.3742890.4425180.4187000.3970149.1751622.45.3418804.325033
          2727(POLYGON ((-105.8138580322266 48.5703468322753...DanielsMontana30.019.030019.030.019.030019.0...0.000000.0000000.2729340.3262660.3805330.34082710.2762436.05.6135778.201893
          \n", + "

          5 rows × 71 columns

          \n", + "
          " + ], + "text/plain": [ + " cartodb_id geometry \\\n", + "cartodb_id \n", + "2367 2367 (POLYGON ((-94.81377410888672 32.9882507324218... \n", + "2148 2148 (POLYGON ((-93.92706298828125 34.3524627685546... \n", + "16 16 (POLYGON ((-101.0608749389648 48.4602966308593... \n", + "258 258 (POLYGON ((-98.72162628173828 44.8916778564453... \n", + "27 27 (POLYGON ((-105.8138580322266 48.5703468322753... \n", + "\n", + " name state_name state_fips cnty_fips fips stfips \\\n", + "cartodb_id \n", + "2367 Titus Texas 48.0 449.0 48449.0 48.0 \n", + "2148 Polk Arkansas 5.0 113.0 5113.0 5.0 \n", + "16 Renville North Dakota 38.0 75.0 38075.0 38.0 \n", + "258 Faulk South Dakota 46.0 49.0 46049.0 46.0 \n", + "27 Daniels Montana 30.0 19.0 30019.0 30.0 \n", + "\n", + " cofips fipsno ... blk80 blk90 gi59 gi69 \\\n", + "cartodb_id ... \n", + "2367 449.0 48449.0 ... 13.96325 13.449123 0.327824 0.396034 \n", + "2148 113.0 5113.0 ... 0.01176 0.000000 0.372180 0.387331 \n", + "16 75.0 38075.0 ... 0.00000 0.443038 0.266579 0.328074 \n", + "258 49.0 46049.0 ... 0.00000 0.000000 0.374289 0.442518 \n", + "27 19.0 30019.0 ... 0.00000 0.000000 0.272934 0.326266 \n", + "\n", + " gi79 gi89 fh60 fh70 fh80 fh90 \n", + "cartodb_id \n", + "2367 0.361245 0.414465 11.686904 10.4 9.476182 13.424275 \n", + "2148 0.403022 0.379506 11.117861 7.3 8.862809 8.044847 \n", + "16 0.351223 0.349081 9.846432 5.3 5.200000 8.517699 \n", + "258 0.418700 0.397014 9.175162 2.4 5.341880 4.325033 \n", + "27 0.380533 0.340827 10.276243 6.0 5.613577 8.201893 \n", + "\n", + "[5 rows x 71 columns]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dataframe.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
          \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", + "
          fipsnogeometry
          cartodb_id
          236748449.0(POLYGON ((-94.81377410888672 32.9882507324218...
          21485113.0(POLYGON ((-93.92706298828125 34.3524627685546...
          \n", + "
          " + ], + "text/plain": [ + " fipsno geometry\n", + "cartodb_id \n", + "2367 48449.0 (POLYGON ((-94.81377410888672 32.9882507324218...\n", + "2148 5113.0 (POLYGON ((-93.92706298828125 34.3524627685546..." + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dataframe.head(2)[['fipsno', 'geometry']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "By default, CARTO uses Well-known-binary (WKB) serialization for geometries that come out of PostGIS. " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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              335False[{'id': '5387339b-dcb0-4070-8e51-4fb719d3d482'...False66db69d0-0aca-11e7-82f6-3863bb44ef7cTrue40.686832-73.9796773 Ave & Schermerhorn St71...False11115603441462001500
              458False[{'id': 'c36f6075-0d24-479b-8018-30790d303769'...False66db6aae-0aca-11e7-82f6-3863bb44ef7cTrue40.722174-73.983688E 2 St & Avenue B71...False11115603443822912800
              \n", + "

              5 rows × 25 columns

              \n", + "
              " + ], + "text/plain": [ + " capacity eightd_has_key_dispenser \\\n", + "0 47 False \n", + "1 66 True \n", + "2 53 True \n", + "3 35 False \n", + "4 58 False \n", + "\n", + " eightd_station_services \\\n", + "0 [{'id': 'bedaaf2b-8664-469e-8681-26ff8059765b'... \n", + "1 [{'id': '32461582-cd1e-4ecf-a5ea-563593fa7009'... \n", + "2 [{'id': '0ac0379c-2fe0-4ae6-9b8a-591331fcc638'... \n", + "3 [{'id': '5387339b-dcb0-4070-8e51-4fb719d3d482'... \n", + "4 [{'id': 'c36f6075-0d24-479b-8018-30790d303769'... \n", + "\n", + " electric_bike_surcharge_waiver external_id \\\n", + "0 False 66db33fc-0aca-11e7-82f6-3863bb44ef7c \n", + "1 False 66db5fae-0aca-11e7-82f6-3863bb44ef7c \n", + "2 False 66db6387-0aca-11e7-82f6-3863bb44ef7c \n", + "3 False 66db69d0-0aca-11e7-82f6-3863bb44ef7c \n", + "4 False 66db6aae-0aca-11e7-82f6-3863bb44ef7c \n", + "\n", + " has_kiosk lat lon name \\\n", + "0 True 40.739713 -73.994564 W 18 St & 6 Ave \n", + "1 True 40.764397 -73.973715 Grand Army Plaza & Central Park S \n", + "2 True 40.734546 -73.990741 Broadway & E 14 St \n", + "3 True 40.686832 -73.979677 3 Ave & Schermerhorn St \n", + "4 True 40.722174 -73.983688 E 2 St & Avenue B \n", + "\n", + " region_id ... eightd_has_available_keys is_installed is_renting \\\n", + "0 71 ... False 1 1 \n", + "1 71 ... True 1 1 \n", + "2 71 ... True 1 1 \n", + "3 71 ... False 1 1 \n", + "4 71 ... False 1 1 \n", + "\n", + " is_returning last_reported num_bikes_available num_bikes_disabled \\\n", + "0 1 1560344398 14 2 \n", + "1 1 1560344398 26 1 \n", + "2 1 1560344403 13 0 \n", + "3 1 1560344146 20 0 \n", + "4 1 1560344382 29 1 \n", + "\n", + " num_docks_available num_docks_disabled num_ebikes_available \n", + "0 31 0 0 \n", + "1 39 0 0 \n", + "2 40 0 0 \n", + "3 15 0 0 \n", + "4 28 0 0 \n", + "\n", + "[5 rows x 25 columns]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "station_status.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "dataset = Dataset.from_dataframe(station_status)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualize Data\n", + "\n", + "We do not need a context to play with data and visualize it as long as we generate a Dataframe, or a GeoJSON, for example." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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              There is a \n", + " from the CARTO VL library:

              \n", + "
              \n", + " :\n", + "
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              \n", + "
              \n", + "\n", + "
              \n", + " StackTrace\n", + "
                \n", + "
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                \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(Layer(dataset))" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                \n", + "                 \n", + "\n", + "
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                There is a \n", + " from the CARTO VL library:

                \n", + "
                \n", + " :\n", + "
                \n", + " \n", + " \n", + "
                \n", + "
                \n", + "\n", + "
                \n", + " StackTrace\n", + "
                  \n", + "
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                  \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_bins_layer\n", + "\n", + "Map(\n", + " color_bins_layer(dataset,'capacity','Capacity')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Upload Data\n", + "\n", + "A CARTO account is needed to upload the data, otherwise you get an 'Access Denied' error." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "context = Context(\n", + " base_url='https://your_carto_account.carto.com',\n", + " api_key='your_api_key' \n", + ")\n", + "\n", + "dataset.upload(table_name='citybikes', context=context)" + ] + } + ], + "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": "3.7.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/debug/API/points.geojson b/examples/02_sources/points.geojson similarity index 100% rename from examples/debug/API/points.geojson rename to examples/02_sources/points.geojson diff --git a/examples/03_visualizations/01_legends.ipynb b/examples/03_visualizations/01_legends.ipynb new file mode 100644 index 000000000..4a1f4b225 --- /dev/null +++ b/examples/03_visualizations/01_legends.ipynb @@ -0,0 +1,16543 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Legends\n", + "\n", + "There are different types of legends we can use in our visualization. These legends depend on the geometry of the layer and on the type of the data it is being represented.\n", + "\n", + "## Legend Types\n", + "\n", + "When we set the legend, we have to indicate the type of the legend. Current types are:\n", + "\n", + "* Color\n", + " * `color-category`\n", + " * `color-bins`\n", + " * `color-continuous`\n", + "\n", + "* Size\n", + " * `size-category`\n", + " * `size-bins`\n", + " * `size-continuous`\n", + "\n", + "By default, each of the previous types detects the geometry of the layer. However, we set explicitely the geometry, which is very useful when having several legens to identify the each one type.\n", + "\n", + "* Color Category\n", + " * [color-category-point](#Color-Category-Point)\n", + " * [color-category-line](#Color-Category-Line)\n", + " * [color-category-polygon](#Color-Category-Polygon)\n", + "\n", + "* Color Bins\n", + " * [color-bins-point](#Color-Bins-Point)\n", + " * [color-bins-line](#Color-Bins-Line)\n", + " * [color-bins-polygon](#Color-Bins-Polygon)\n", + "\n", + "* Color Continuous\n", + " * [color-continuous-point](#Color-Continuous-Point)\n", + " * [color-continuous-line](#Color-Continuous-Line)\n", + " * [color-continuous-polygon](#Color-Continuous-Polygon)\n", + "\n", + "* Size Category\n", + " * [size-category-point](#Size-Category-Point)\n", + " * [size-category-line](#Size-Category-Line)\n", + "\n", + "* Size Bins\n", + " * [size-bins-point](#Size-Bins-Point)\n", + " * [size-bins-line](#Size-Bins-Line)\n", + "\n", + "* Size Continuous\n", + " * [size-continuous-point](#Size-Continuous-Point)\n", + " * [size-continuous-line](#Size-Continuous-Line)\n", + "\n", + " \n", + "## Classified by property\n", + "\n", + "As we can see in the previous list of legend types, there're two types of legend regarding style: **color** and **size**. \n", + "\n", + "* **Color** types represent color style properties: `color` and `strokeColor`.\n", + "* **Size** types represent size style properties: `width` and `strokeWidth`.\n", + "\n", + "\n", + "## Classified by data type\n", + "\n", + "Each color and size legend legend types have three options: **category**, **bins**, and **continuous**.\n", + "\n", + "* **Category** legends: for use with **categorical** data.\n", + "* **Bins** legends: for use with **numeric** data.\n", + "* **Continuous** legends: for use with **numeric** data." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import set_default_context\n", + "from cartoframes.viz import Map, Layer, Source, Style, Legend\n", + "\n", + "set_default_context('https://cartovl.carto.com/')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Default Legend" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
                  \n", + "
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                  \n", + "                   \n", + "\n", + "
                  \n", + "

                  There is a \n", + " from the CARTO VL library:

                  \n", + "
                  \n", + " :\n", + "
                  \n", + " \n", + " \n", + "
                  \n", + "
                  \n", + "\n", + "
                  \n", + " StackTrace\n", + "
                    \n", + "
                    \n", + "
                    \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer('populated_places'),\n", + " default_legend=True\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Legend Info" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                    \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " Source: CARTO\n", + " \n", + " \n", + " \n", + " \n", + "
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                    There is a \n", + " from the CARTO VL library:

                    \n", + "
                    \n", + " :\n", + "
                    \n", + " \n", + " \n", + "
                    \n", + "
                    \n", + "\n", + "
                    \n", + " StackTrace\n", + "
                      \n", + "
                      \n", + "
                      \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'populated_places',\n", + " legend={\n", + " 'title': 'Populated Places',\n", + " 'description': 'This is a common dataset.',\n", + " 'footer': 'Source: CARTO'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Color Legend" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color Category Legend" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Category Point\n", + "\n", + "By default, the style property represented in the legend is the `color`. But we may want to represent the `strokeColor` property instead, in which case we should specify it by using the 'prop' key in the Legend:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                      There is a \n", + " from the CARTO VL library:

                      \n", + "
                      \n", + " :\n", + "
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                      \n", + "
                      \n", + "\n", + "
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                        \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'populated_places',\n", + " 'color: ramp(top($adm0name, 5), bold)',\n", + " legend=Legend({\n", + " 'type': 'color-category-point'\n", + " })\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                        There is a \n", + " from the CARTO VL library:

                        \n", + "
                        \n", + " :\n", + "
                        \n", + " \n", + " \n", + "
                        \n", + "
                        \n", + "\n", + "
                        \n", + " StackTrace\n", + "
                          \n", + "
                          \n", + "
                          \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'populated_places',\n", + " '''\n", + " color: transparent\n", + " width: 10\n", + " strokeWidth: 2\n", + " strokeColor: ramp(top($adm0name, 5), bold)\n", + " ''',\n", + " legend=Legend({\n", + " 'type': 'color-category-point',\n", + " 'prop': 'strokeColor'\n", + " })\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Category Line" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                          There is a \n", + " from the CARTO VL library:

                          \n", + "
                          \n", + " :\n", + "
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                          \n", + "
                          \n", + "\n", + "
                          \n", + " StackTrace\n", + "
                            \n", + "
                            \n", + "
                            \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sfcta_congestion_roads',\n", + " 'color: ramp(top($direction, 5), bold)',\n", + " legend={\n", + " 'type': 'color-category-line'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Category Polygon" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                            There is a \n", + " from the CARTO VL library:

                            \n", + "
                            \n", + " :\n", + "
                            \n", + " \n", + " \n", + "
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                              \n", + "
                              \n", + "
                              \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sf_neighborhoods',\n", + " 'color: ramp(top($name, 5), bold)',\n", + " legend={\n", + " 'type': 'color-category-polygon'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color Bins Legend\n", + "\n", + "For *points* and *lines*, these legends are equivalent to `color-category-point` and `color-category-line` respectively." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Bins Point" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                              \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                              \n", + " \n", + "
                              \n", + "
                              \n", + "
                              \n", + "
                              \n", + "                               \n", + "\n", + "
                              \n", + "

                              There is a \n", + " from the CARTO VL library:

                              \n", + "
                              \n", + " :\n", + "
                              \n", + " \n", + " \n", + "
                              \n", + "
                              \n", + "\n", + "
                              \n", + " StackTrace\n", + "
                                \n", + "
                                \n", + "
                                \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'populated_places',\n", + " 'color: ramp(globalQuantiles($scalerank, 5), purpor)',\n", + " legend=Legend({\n", + " 'type': 'color-bins-point'\n", + " })\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Bins Line" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                \n", + " \n", + "
                                \n", + "
                                \n", + "
                                \n", + "
                                \n", + "                                 \n", + "\n", + "
                                \n", + "

                                There is a \n", + " from the CARTO VL library:

                                \n", + "
                                \n", + " :\n", + "
                                \n", + " \n", + " \n", + "
                                \n", + "
                                \n", + "\n", + "
                                \n", + " StackTrace\n", + "
                                  \n", + "
                                  \n", + "
                                  \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sfcta_congestion_roads',\n", + " 'color: ramp(globalEqIntervals($auto_speed, 5), purpor)',\n", + " legend={\n", + " 'type': 'color-bins-line'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Bins Polygon" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                  \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                  \n", + " \n", + "
                                  \n", + "
                                  \n", + "
                                  \n", + "
                                  \n", + "                                   \n", + "\n", + "
                                  \n", + "

                                  There is a \n", + " from the CARTO VL library:

                                  \n", + "
                                  \n", + " :\n", + "
                                  \n", + " \n", + " \n", + "
                                  \n", + "
                                  \n", + "\n", + "
                                  \n", + " StackTrace\n", + "
                                    \n", + "
                                    \n", + "
                                    \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sf_neighborhoods',\n", + " 'color: ramp(globalQuantiles($cartodb_id, 5), purpor)',\n", + " legend={\n", + " 'type': 'color-bins-polygon', #'color-bins-polygon'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color Continuous Legend\n", + "\n", + "For *points* and *lines*, these legends are also equivalent to `color-category-point` and `color-category-line` respectively." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Continuous Point" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                    \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                    \n", + " \n", + "
                                    \n", + "
                                    \n", + "
                                    \n", + "
                                    \n", + "                                     \n", + "\n", + "
                                    \n", + "

                                    There is a \n", + " from the CARTO VL library:

                                    \n", + "
                                    \n", + " :\n", + "
                                    \n", + " \n", + " \n", + "
                                    \n", + "
                                    \n", + "\n", + "
                                    \n", + " StackTrace\n", + "
                                      \n", + "
                                      \n", + "
                                      \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'populated_places',\n", + " 'color: ramp(linear($scalerank), purpor)',\n", + " legend=Legend({\n", + " 'type': 'color-continuous-point'\n", + " })\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Continuous Line" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                      \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                      \n", + " \n", + "
                                      \n", + "
                                      \n", + "
                                      \n", + "
                                      \n", + "                                       \n", + "\n", + "
                                      \n", + "

                                      There is a \n", + " from the CARTO VL library:

                                      \n", + "
                                      \n", + " :\n", + "
                                      \n", + " \n", + " \n", + "
                                      \n", + "
                                      \n", + "\n", + "
                                      \n", + " StackTrace\n", + "
                                        \n", + "
                                        \n", + "
                                        \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sfcta_congestion_roads',\n", + " '''\n", + " color: ramp(linear($auto_speed, 1, 20), bold)\n", + " ''',\n", + " legend={\n", + " 'type': 'color-continuous-line'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Color Continuous Polygon" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                        \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                        \n", + " \n", + "
                                        \n", + "
                                        \n", + "
                                        \n", + "
                                        \n", + "                                         \n", + "\n", + "
                                        \n", + "

                                        There is a \n", + " from the CARTO VL library:

                                        \n", + "
                                        \n", + " :\n", + "
                                        \n", + " \n", + " \n", + "
                                        \n", + "
                                        \n", + "\n", + "
                                        \n", + " StackTrace\n", + "
                                          \n", + "
                                          \n", + "
                                          \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sf_neighborhoods',\n", + " 'color: ramp(linear($cartodb_id), sunset)',\n", + " legend={\n", + " 'type': 'color-continuous-polygon',\n", + " 'prop': 'color'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Size Legend" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size Category Legend" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Size Category Point" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                          \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                          \n", + " \n", + "
                                          \n", + "
                                          \n", + "
                                          \n", + "
                                          \n", + "                                           \n", + "\n", + "
                                          \n", + "

                                          There is a \n", + " from the CARTO VL library:

                                          \n", + "
                                          \n", + " :\n", + "
                                          \n", + " \n", + " \n", + "
                                          \n", + "
                                          \n", + "\n", + "
                                          \n", + " StackTrace\n", + "
                                            \n", + "
                                            \n", + "
                                            \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'populated_places',\n", + " '''\n", + " width: ramp(buckets($adm_0_cap_name, [\"Capital\", \"City\"]), [25, 5])\n", + " strokeWidth: 1\n", + " strokeColor: white\n", + " ''',\n", + " legend={\n", + " 'type': 'size-category-point'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Size Category Line" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                            \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                            \n", + " \n", + "
                                            \n", + "
                                            \n", + "
                                            \n", + "
                                            \n", + "                                             \n", + "\n", + "
                                            \n", + "

                                            There is a \n", + " from the CARTO VL library:

                                            \n", + "
                                            \n", + " :\n", + "
                                            \n", + " \n", + " \n", + "
                                            \n", + "
                                            \n", + "\n", + "
                                            \n", + " StackTrace\n", + "
                                              \n", + "
                                              \n", + "
                                              \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'ne_50m_rivers_lake_centerlines',\n", + " 'width: ramp(buckets($featurecla, [\"Lake Centerline\", \"River\"]), [4, 1])',\n", + " legend={\n", + " 'type': 'size-category-line'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size Bins Legend" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Size Bins Point" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                              \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                              \n", + " \n", + "
                                              \n", + "
                                              \n", + "
                                              \n", + "
                                              \n", + "                                               \n", + "\n", + "
                                              \n", + "

                                              There is a \n", + " from the CARTO VL library:

                                              \n", + "
                                              \n", + " :\n", + "
                                              \n", + " \n", + " \n", + "
                                              \n", + "
                                              \n", + "\n", + "
                                              \n", + " StackTrace\n", + "
                                                \n", + "
                                                \n", + "
                                                \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'county_points_with_population',\n", + " '''\n", + " width: ramp(globalEqIntervals($estimate_total,5), [2, 40])\n", + " color: opacity(turquoise, 0.8)\n", + " strokeWidth: 0.5\n", + " strokeColor: opacity(blue,0.2)\n", + " ''',\n", + " legend={\n", + " 'type': 'size-bins-point'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Size Bins Line" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                                \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                                \n", + " \n", + "
                                                \n", + "
                                                \n", + "
                                                \n", + "
                                                \n", + "                                                 \n", + "\n", + "
                                                \n", + "

                                                There is a \n", + " from the CARTO VL library:

                                                \n", + "
                                                \n", + " :\n", + "
                                                \n", + " \n", + " \n", + "
                                                \n", + "
                                                \n", + "\n", + "
                                                \n", + " StackTrace\n", + "
                                                  \n", + "
                                                  \n", + "
                                                  \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'sfcta_congestion_roads',\n", + " '''\n", + " width: ramp(globalEqIntervals($auto_speed, 5), [1, 10])\n", + " color: opacity(turquoise, 0.8)\n", + " strokeWidth: 0.5\n", + " strokeColor: opacity(blue,0.2)\n", + " ''',\n", + " legend={\n", + " 'type': 'size-bins-line'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size Continuous Legend" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Size Continuous Point" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\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", + " \n", + " \n", + "\n", + "
                                                  \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
                                                  \n", + " \n", + "
                                                  \n", + "
                                                  \n", + "
                                                  \n", + "
                                                  \n", + "                                                   \n", + "\n", + "
                                                  \n", + "

                                                  There is a \n", + " from the CARTO VL library:

                                                  \n", + "
                                                  \n", + " :\n", + "
                                                  \n", + " \n", + " \n", + "
                                                  \n", + "
                                                  \n", + "\n", + "
                                                  \n", + " StackTrace\n", + "
                                                    \n", + "
                                                    \n", + "
                                                    \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Map(\n", + " Layer(\n", + " 'county_points_with_population',\n", + " '''\n", + " width: ramp(linear($estimate_total), [1, 80])\n", + " color: opacity(turquoise, 0.8)\n", + " strokeWidth: 0.5\n", + " strokeColor: opacity(blue,0.4)\n", + " order: asc(width())\n", + " ''',\n", + " legend={\n", + " 'type': 'size-continuous-point',\n", + " 'title':'Population by County'\n", + " }\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Size Continuous Line" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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The events that allow us to interact with the feature are `hover` and `click`. A feature can listen to both events and the popup can display different information for each event." + ] + }, { "cell_type": "code", "execution_count": 1, @@ -15,7 +24,9 @@ { "cell_type": "code", "execution_count": 2, - "metadata": {}, + "metadata": { + "scrolled": false + }, "outputs": [ { "data": { @@ -635,9 +646,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v8e0f74", "title": "$name"}, {"name": "vfdf67e", "title": "$pop_max"}], "event": "click"}, {"attrs": [{"name": "v8e0f74", "title": "$name"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "@v8e0f74: $name\\n@vfdf67e: $pop_max\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\ncolor: blue"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v8e0f74", "title": "$name"}, {"name": "v259b0f", "title": "$created_at"}], "event": "click"}, {"attrs": [{"name": "v8e0f74", "title": "$name"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"sf_neighborhoods\\"", "type": "Query", "viz": "@v8e0f74: $name\\n@v259b0f: $created_at\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\ncolor: ramp(globalQuantiles($cartodb_id, 5), purpor)"}];\n", "\n", - " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-122.514947579485, 37.7080892080235], [-122.356966876637, 37.8332976403531]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -792,7 +803,7 @@ "" ], "text/plain": [ - "" + "" ] }, "execution_count": 2, @@ -801,26 +812,13 @@ } ], "source": [ - "# Popup: columns\n", - "Map(\n", - " Layer(\n", - " Source('populated_places'),\n", - " Style('color: blue'),\n", - " Popup({\n", - " 'hover': ['$name'],\n", - " 'click': ['$name', '$pop_max']\n", - " })\n", - " )\n", - ")\n", - "\n", - "# Popup: columns + sugar\n", "Map(\n", " Layer(\n", - " 'populated_places',\n", - " 'color: blue',\n", + " 'sf_neighborhoods',\n", + " 'color: ramp(globalQuantiles($cartodb_id, 5), purpor)',\n", " {\n", " 'hover': '$name',\n", - " 'click': ['$name', '$pop_max']\n", + " 'click': ['$name', '$created_at']\n", " }\n", " )\n", ")" @@ -1449,9 +1447,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v4b71f4", "title": "sqrt($pop_max)"}, {"name": "v2a0ae5", "title": "$pop_min % 100"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "@v4b71f4: sqrt($pop_max)\\n@v2a0ae5: $pop_min % 100\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\ncolor: blue"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v8e0f74", "title": "$name"}, {"name": "v259b0f", "title": "$created_at"}], "event": "click"}, {"attrs": [{"name": "v8e0f74", "title": "$name"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"sf_neighborhoods\\"", "type": "Query", "viz": "@v8e0f74: $name\\n@v259b0f: $created_at\\ncolor: hex(\\"#826DBA\\")\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n"}];\n", "\n", - " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-122.514947579485, 37.7080892080235], [-122.356966876637, 37.8332976403531]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -1606,7 +1604,7 @@ "" ], "text/plain": [ - "" + "" ] }, "execution_count": 3, @@ -1615,29 +1613,24 @@ } ], "source": [ - "# Popup: expressions\n", "Map(\n", " Layer(\n", - " Source('populated_places'),\n", - " Style('color: blue'),\n", - " Popup({\n", - " 'hover': ['sqrt($pop_max)', '$pop_min % 100']\n", + " 'sf_neighborhoods',\n", + " popup=Popup({\n", + " 'hover': '$name',\n", + " 'click': ['$name', '$created_at']\n", " })\n", " )\n", - ")\n", - "\n", - "# Popup: expressions + sugar\n", - "Map(\n", - " Layer(\n", - " 'populated_places',\n", - " 'color: blue',\n", - " {\n", - " 'hover': ['sqrt($pop_max)', '$pop_min % 100']\n", - " }\n", - " )\n", ")" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Using expressions to display information" + ] + }, { "cell_type": "code", "execution_count": 4, @@ -2261,11 +2254,13 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v8e0f74", "title": "Name"}, {"name": "vfdf67e", "title": "Pop max"}], "event": "click"}, {"attrs": [{"name": "v8e0f74", "title": "Name"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "@v8e0f74: $name\\n@vfdf67e: $pop_max\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\ncolor: blue"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v4b71f4", "title": "sqrt($pop_max)"}, {"name": "v2a0ae5", "title": "$pop_min % 100"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "@v4b71f4: sqrt($pop_max)\\n@v2a0ae5: $pop_min % 100\\ncolor: hex(\\"#EE4D5A\\")\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.6]))\\nwidth: 15"}];\n", "\n", " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", + " map.flyTo({"center": [5.52, 39.9], "zoom": 3.89});\n", + " \n", "\n", " const mapLayers = [];\n", "\n", @@ -2418,7 +2413,7 @@ "" ], "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -2427,49 +2422,25 @@ } ], "source": [ - "# Popup: with titles\n", - "Map(\n", - " Layer(\n", - " Source('populated_places'),\n", - " Style('color: blue'),\n", - " Popup({\n", - " 'hover': [{\n", - " 'title': 'Name',\n", - " 'value': '$name'\n", - " }],\n", - " 'click': [{\n", - " 'title': 'Name',\n", - " 'value': '$name'\n", - " }, {\n", - " 'title': 'Pop max',\n", - " 'value': '$pop_max'\n", - " }]\n", - " })\n", - " )\n", - ")\n", - "\n", - "# Popup: with titles + sugar\n", "Map(\n", " Layer(\n", " 'populated_places',\n", - " 'color: blue',\n", + " 'width: 15',\n", " {\n", - " 'hover': {\n", - " 'title': 'Name',\n", - " 'value': '$name'\n", - " },\n", - " 'click': [{\n", - " 'title': 'Name',\n", - " 'value': '$name'\n", - " }, {\n", - " 'title': 'Pop max',\n", - " 'value': '$pop_max'\n", - " }]\n", + " 'hover': ['sqrt($pop_max)', '$pop_min % 100']\n", " }\n", - " )\n", + " ),\n", + " viewport={'zoom': 3.89, 'lat': 39.90, 'lng': 5.52}\n", ")" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Using title and value" + ] + }, { "cell_type": "code", "execution_count": 5, @@ -3093,9 +3064,9 @@ "\n", " \n", "\n", - " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v8e0f74", "title": "$name"}, {"name": "vfdf67e", "title": "$pop_max"}], "event": "click"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"populated_places\\"", "type": "Query", "viz": "@v8e0f74: $name\\n@vfdf67e: $pop_max\\ncolor: hex(\\"#EE4D5A\\")\\nwidth: ramp(linear(zoom(),0,18),[2,10])\\nstrokeWidth: ramp(linear(zoom(),0,18),[0,1])\\nstrokeColor: opacity(#222,ramp(linear(zoom(),0,18),[0,0.4]))\\n"}];\n", + " const layers = [{"credentials": {"api_key": "default_public", "base_url": "https://cartovl.carto.com", "username": "cartovl"}, "interactivity": [{"attrs": [{"name": "v8e0f74", "title": "Name"}, {"name": "v259b0f", "title": "Created at"}], "event": "click"}, {"attrs": [{"name": "v8e0f74", "title": "Name"}], "event": "hover"}], "legend": {}, "query": "SELECT * FROM \\"public\\".\\"sf_neighborhoods\\"", "type": "Query", "viz": "@v8e0f74: $name\\n@v259b0f: $created_at\\ncolor: hex(\\"#826DBA\\")\\nstrokeWidth: ramp(linear(zoom(),2,18),[0.5,1])\\nstrokeColor: opacity(#2c2c2c,ramp(linear(zoom(),2,18),[0.2,0.6]))\\n"}];\n", "\n", - " map.fitBounds([[-179.589978884, -89.9828938613], [179.383303588, 82.4833231804]], {animate: false, padding: 50, maxZoom: 14});\n", + " map.fitBounds([[-122.514947579485, 37.7080892080235], [-122.356966876637, 37.8332976403531]], {animate: false, padding: 50, maxZoom: 14});\n", "\n", " \n", "\n", @@ -3250,7 +3221,7 @@ "" ], "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -3259,26 +3230,32 @@ } ], "source": [ - "# Popup: without style\n", "Map(\n", " Layer(\n", - " Source('populated_places'),\n", + " 'sf_neighborhoods',\n", " popup=Popup({\n", - " 'click': ['$name', '$pop_max']\n", + " 'hover': {\n", + " 'title': 'Name',\n", + " 'value': '$name'\n", + " },\n", + " 'click': [{\n", + " 'title': 'Name',\n", + " 'value': '$name'\n", + " },{\n", + " 'title': 'Created at',\n", + " 'value': '$created_at'\n", + " }]\n", " })\n", " )\n", - ")\n", - "\n", - "# Popup: without style + sugar\n", - "Map(\n", - " Layer(\n", - " 'populated_places',\n", - " popup={\n", - " 'click': ['$name', '$pop_max']\n", - " }\n", - " )\n", ")" ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { @@ -3297,7 +3274,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.7" + "version": "3.7.2" } }, "nbformat": 4, diff --git a/examples/04_helper_methods/01_helper_methods_part_1.ipynb b/examples/04_helper_methods/01_helper_methods_part_1.ipynb new file mode 100644 index 000000000..062a78783 --- /dev/null +++ b/examples/04_helper_methods/01_helper_methods_part_1.ipynb @@ -0,0 +1,12422 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# CARTOframes Helper Methods: Part 1\n", + "There are times when you need to style a map quickly to visualize patterns during data science workflows. CARTOframes provides a set of built-in helper methods so you can make visualizations more quickly. \n", + "\n", + "These predefined layer-level style helpers provide the following defaults:\n", + "- a map style based on the kind of attribute (number or category) and map type you want to make\n", + "- an appropriate legend \n", + "- hover interactivity on the mapped attribute\n", + "\n", + "Each component of these helpers (Map, Style, Legend, Popup) have parameters that you can be accessed to customize your visualization which will be covered in Part 2.\n", + "\n", + "## Helper methods\n", + "\n", + "There is a common pattern to all visualization-based helper method defaults:\n", + "```\n", + "Map(\n", + " helper_method_layer('source_data', 'symbolizing_attribute','legend/hover title')\n", + ")\n", + "```\n", + "Each parameter will be discussed in more detail in the following section in the context of different CARTOframes layer methods.\n", + "\n", + "* [Helper methods: color](#helper-methods-color)\n", + "* [Helper methods: size](#helper-methods-size)\n", + "\n", + "_**Note**_: \n", + "_While not covered in this notebook, the parameter source data refers to the data that you want to interact with and visualize in your data science workflow. CARTOframes accepts multiple source layer formats including Dataset, SQL query, mutliple GeoJSON formats including geopandas GeoDataFrame._" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Helper methods: color\n", + "\n", + "### `color_category_layer`\n", + "\n", + "**Visualization defaults**:\n", + "\n", + "For use with **categorical** attributes of any geometry (point, line, polygon) type. By default, the top `11` categories in your data are assigned a color and all other categories are bucketed into an \"Others\" category. If there are fewer than `11` categories, all categories will be colored and no \"Others\" bucket will appear. This helper uses the categorical CARTOColor scheme `bold`. \n", + "\n", + "**Legend and hover defaults**:\n", + "\n", + "The legend lists and labels each of the categories that are symbolized on the map. The legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " color_category_layer('table_name', 'category_attribute','legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Examples**:\n", + " - [Points](#Color-category-(points))\n", + " - [Lines](#Color-continuous-(lines))\n", + " - [Polygons](#Color-continuous-(polygons))\n", + "\n", + "\n", + "### `color_bins_layer`\n", + "\n", + "**Visualization defaults**:\n", + "\n", + "For use with **numeric** data. Use this method to create a classed map. By default, this method classifies your numeric data using `globalQuantiles` with `5` class breaks. This helper uses the sequential CARTOColor scheme `purpor`.\n", + "\n", + "**Legend and hover defaults**:\n", + "\n", + "The legend lists and labels each of the five bins and range of values that are symbolized on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", + "\n", + "**Basic syntax**:\n", + "```\n", + "Map(\n", + " color_bins_layer('table_name', 'numeric_attribute', 'legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Examples**:\n", + "- [Points](#Color-bins-(points))\n", + "- [Lines](#Color-bins-(lines))\n", + "- [Polygons](#Color-bins-(polygons))\n", + " \n", + "### `color_continuous_layer`\n", + "\n", + "**Visualization defaults**:\n", + "\n", + "For use with **numeric** data. Use this method to map a continuous range of numeric data to a continuous range of colors. This method uses the sequential CARTOColor scheme `sunset`.\n", + "\n", + "**Legend and hover defaults**:\n", + "\n", + "The legend lists and labels each breakpoint of the continuous values that are symbolized with the associated color on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " color_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Examples**:\n", + "- [Points](#Color-continuous-(points))\n", + "- [Lines](#Color-continuous-(lines))\n", + "- [Polygons](#Color-continuous-(polygons)) " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# Import cartoframes context and map visualization object\n", + "\n", + "from cartoframes.auth import set_default_context\n", + "from cartoframes.viz import Map, Legend\n", + "\n", + "set_default_context(\n", + " base_url='https://cartovl.carto.com/',\n", + " api_key='default_public'\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Points" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color category (points)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                          There is a \n", + " from the CARTO VL library:

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                                                            \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_category_layer\n", + "Map(\n", + " color_category_layer('transactions','transact_type','Spending Categories')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color bins (points)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                            There is a \n", + " from the CARTO VL library:

                                                            \n", + "
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                                                              \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_bins_layer\n", + "\n", + "Map(\n", + " color_bins_layer('transactions','amount','Transaction Amount ($)')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color continuous (points)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                              There is a \n", + " from the CARTO VL library:

                                                              \n", + "
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                                                                \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_continuous_layer\n", + "\n", + "Map(\n", + " color_continuous_layer('maximum_heat_index','value','Temperatures in July'),\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Lines" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color category (lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                There is a \n", + " from the CARTO VL library:

                                                                \n", + "
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                                                                  \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_category_layer\n", + "\n", + "Map(\n", + " color_category_layer('sfcta_congestion_roads', 'direction', 'Road direction')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color bins (lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                  There is a \n", + " from the CARTO VL library:

                                                                  \n", + "
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                                                                    \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_bins_layer\n", + "\n", + "Map(\n", + " color_bins_layer('sfcta_congestion_roads', 'auto_speed', 'Recorded vehicle speeds')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color continuous (lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                    There is a \n", + " from the CARTO VL library:

                                                                    \n", + "
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                                                                      \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_continuous_layer\n", + "\n", + "Map(\n", + " color_continuous_layer('sfcta_congestion_roads', 'auto_speed', 'Recorded vehicle speeds')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Polygons" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color category (polygon)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                      There is a \n", + " from the CARTO VL library:

                                                                      \n", + "
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                                                                        \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_category_layer\n", + "\n", + "Map(\n", + " color_category_layer('higher_edu_by_county', 'county_winner', 'Party winner by county')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color bins (polygon)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                        There is a \n", + " from the CARTO VL library:

                                                                        \n", + "
                                                                        \n", + " :\n", + "
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                                                                          \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_bins_layer\n", + "\n", + "Map(\n", + " color_bins_layer('higher_edu_by_county', 'pct_higher_ed', '%Population with Masters degree')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Color continous (polygon)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                          There is a \n", + " from the CARTO VL library:

                                                                          \n", + "
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                                                                            \n", + "
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                                                                            \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import color_continuous_layer\n", + "\n", + "Map(\n", + " color_continuous_layer('higher_edu_by_county', 'pct_higher_ed', '%Population with Masters degree')\n", + ")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Helper methods: size\n", + "\n", + "### `size_category_layer`\n", + "\n", + "**Visualization defaults**:\n", + "\n", + "For use with **categorical** attributes of any point or line geometry type. By default, the top `5` categories in your data are assigned a color and all other categories are bucketed into an \"Others\" category. If there are fewer than `5` categories, all categories will be colored and no \"Others\" bucket will appear.\n", + "This helper uses the a size range between `2` and `20` for points and between `1` and `10` for lines.\n", + "\n", + "**Legend and hover defaults**:\n", + "\n", + "The legend lists and labels each of the categories that are symbolized on the map. The legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " size_category_layer('table_name', 'category_attribute','legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Examples**:\n", + " - [Points](#size-category-(points))\n", + " - [Lines](#size-category-(lines))\n", + " - [Polygons](#size-category-(polygons))\n", + "\n", + "\n", + "### `size_bins_layer`\n", + "\n", + "**Visualization defaults**:\n", + "\n", + "For use with **numeric** data. Use this method to create a classed map. By default, this method classifies your numeric data using `globalQuantiles` with `5` class breaks. This helper uses the a size range between `2` and `20` for points and between `1` and `10` for lines.\n", + "\n", + "**Legend and hover defaults**:\n", + "\n", + "The legend lists and labels each of the five bins and range of values that are symbolized on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", + "\n", + "**Basic syntax**:\n", + "```\n", + "Map(\n", + " size_bins_layer('table_name', 'numeric_attribute', 'legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Examples**:\n", + "- [Points](#Size-bins-(points))\n", + "- [Lines](#Size-bins-(lines))\n", + "- [Polygons](#Size-bins-(polygons))\n", + " \n", + "### `size_continuous_layer`\n", + "\n", + "**Visualization defaults**:\n", + "\n", + "For use with **numeric** data. Use this method to map a continuous range of numeric data to a continuous range of colors. By default, this method classifies your numeric data using `linear` with the square root of the value provided. For points, the `linear` function goes from the square root of the minimum value to the square root of the maximum value for points. This helper uses the a size range between `2` and `20` for points and between `1` and `10` for lines.\n", + "\n", + "**Legend and hover defaults**:\n", + "\n", + "The legend lists and labels each breakpoint of the continuous values that are symbolized with the associated color on the map. Similar to other methods, the legend title can be customized with the third parameter of the definition (see below). If no title is provided, it will default to the attribute name being mapped. The hover title is inherited from title and/or defaults to the attribute name being mapped. Each features value is also displayed when hovered.\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " size_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Examples**:\n", + "- [Points](#Size-continuous-(points))\n", + "- [Lines](#Size-continuous-(lines))\n", + "- [Polygons](#Size-continuous-(polygons))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size category (points)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                            There is a \n", + " from the CARTO VL library:

                                                                            \n", + "
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                                                                              \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import size_category_layer\n", + "\n", + "Map(\n", + " size_category_layer('pittsburgh_311', 'fire_zone','Fire Zone')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size category (lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                              There is a \n", + " from the CARTO VL library:

                                                                              \n", + "
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                                                                                \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import size_category_layer\n", + "\n", + "Map(\n", + " size_category_layer('sfcta_congestion_roads', 'cmp_name', 'Road Name')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size bins (points)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                                There is a \n", + " from the CARTO VL library:

                                                                                \n", + "
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                                                                                  \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import size_bins_layer\n", + "\n", + "Map(\n", + " size_bins_layer('maximum_heat_index','value','Temperatures in July'),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size bins (lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                                  There is a \n", + " from the CARTO VL library:

                                                                                  \n", + "
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                                                                                    \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import size_bins_layer\n", + "\n", + "Map(\n", + " size_bins_layer('sfcta_congestion_roads', 'right_length', 'Road Length')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size continuous (points)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                                    There is a \n", + " from the CARTO VL library:

                                                                                    \n", + "
                                                                                    \n", + " :\n", + "
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                                                                                      \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import size_continuous_layer\n", + "\n", + "Map(\n", + " size_continuous_layer('transactions','amount','Amount'),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Size continuous (lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                                      There is a \n", + " from the CARTO VL library:

                                                                                      \n", + "
                                                                                      \n", + " :\n", + "
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                                                                                        \n", + "\n", + " \n", + "\n", + "\n", + "\">\n", + "\n", + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from cartoframes.viz.helpers import size_continuous_layer\n", + "\n", + "Map(\n", + " size_continuous_layer('sfcta_congestion_roads', 'right_length', 'Road Length')\n", + ")" + ] + }, + { + "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": "3.7.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/Helper methods - Part 2.ipynb b/examples/04_helper_methods/02_helper_methods_part_2.ipynb similarity index 93% rename from examples/Helper methods - Part 2.ipynb rename to examples/04_helper_methods/02_helper_methods_part_2.ipynb index 6fee45373..904c4dbde 100644 --- a/examples/Helper methods - Part 2.ipynb +++ b/examples/04_helper_methods/02_helper_methods_part_2.ipynb @@ -16,8 +16,19 @@ "\n", "In this notebook, you will see how to modify the default visualization parameters of helper methods. For a more in-depth look at each helper method, visit **CARTOframes Helper Methods: Part 1**.\n", "\n", - "## Helper method parameters\n", - "First, let's explore what parameters are available to customize for each color-based helper method. \n", + "## Examples\n", + "### [Population Density in Dallas County](#Population-Density-in-Dallas-County)\n", + "### [Global power plants](#Global-power-plants)\n", + "### [Multi-layer helpers](#Multi-layer-helpers)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Color helper methods parameters\n", + "\n", + "Let's explore what parameters are available to customize for each color-based helper method. \n", "\n", "### `color_category_layer`\n", "For the color category helper, you can customize the number of `top` category features you want to display, as well as the categorical color `palette`. Learn more about the [`top` expression](https://carto.com/developers/carto-vl/reference/#cartoexpressionstop) and [supported color values](https://carto.com/developers/carto-vl/guides/data-driven-visualizations-part-2/#color-values).\n", @@ -75,13 +86,86 @@ "Map(\n", " color_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title', palette='sunset')\n", ")\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Size helper methods parameters\n", + "\n", + "Let's explore what parameters are available to customize for each size-based helper method. \n", + "\n", + "\n", + "### `size_category_layer`\n", + "\n", + "For the size category helper, you can customize the number of `top` category features you want to display. Learn more about the [`top` expression](https://carto.com/developers/carto-vl/reference/#cartoexpressionstop).\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " size_category_layer('table_name', 'category_attribute', 'legend/hover title')\n", + ")\n", "```\n", "\n", - "## Examples\n", - "### [Population Density in Dallas County](#Population-Density-in-Dallas-County)\n", - "### [Global power plants](#Global-power-plants)\n", - "### [Multi-layer helpers](#Multi-layer-helpers)\n", - "\n" + "**Access customization parameters**:\n", + "\n", + "```\n", + "Map(\n", + " size_category_layer('table_name', 'category_attribute', 'legend/hover title', top=11, size='[10, 100]', color='blue')\n", + ")\n", + "```\n", + "\n", + "It is possible to customize the default classification and instead of using `top`, we can use [`buckets`](https://carto.com/developers/carto-vl/reference/#cartoexpressionsbuckets) to classify a given array of categories.\n", + "\n", + "```\n", + "Map(\n", + " size_category_layer('table_name', 'category_attribute', 'legend/hover title', cat=\"['category_a', 'category_b']\")\n", + ")\n", + "```\n", + "\n", + "\n", + "### `size_bins_layer`\n", + "\n", + "For the size bins helper, you can customize the number of classification `bins`, the size, and the color.\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " color_bins_layer('table_name', 'numeric_attribute','legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Access customization parameters**:\n", + "\n", + "```\n", + "Map(\n", + " color_bins_layer('table_name', 'numeric_attribute','legend/hover title', bins=5, size=\"[10, 100]\", color='blue')\n", + ")\n", + "```\n", + " \n", + "### `size_continuous_layer`\n", + "\n", + "For the size continuous helper, you can customize the size and the color\n", + "\n", + "**Basic syntax**:\n", + "\n", + "```\n", + "Map(\n", + " size_continuous_layer('table_name', 'numeric_attribute','legend/hover title')\n", + ")\n", + "```\n", + "\n", + "**Access customization parameters**:\n", + "\n", + "```\n", + "Map(\n", + " size_continuous_layer('table_name', 'numeric_attribute', 'legend/hover title', size='[10, 100]', color='blue')\n", + ")\n", + "```" ] }, { @@ -100,7 +184,7 @@ "from cartoframes.auth import set_default_context\n", "from cartoframes.viz import Map\n", "\n", - "set_default_context('https://cartovl.carto.com/')\n" + "set_default_context('https://cartovl.carto.com/')" ] }, { @@ -146,10 +230,10 @@ " \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", + " \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", + " \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", + " \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", + " \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", + " \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", + "
                                                                                        incident_datetimeincident_dateincident_timeincident_yearincident_day_of_weekreport_datetimerow_idincident_idincident_numbercad_number...longitudepoint:@computed_region_6qbp_sg9q:@computed_region_qgnn_b9vv:@computed_region_26cr_cadq:@computed_region_ajp5_b2md:@computed_region_nqbw_i6c3:@computed_region_2dwj_jsy4:@computed_region_h4ep_8xdi:@computed_region_y6ts_4iup
                                                                                        02018-07-18T13:30:00.0002018-07-18T00:00:00.00013:302018Wednesday2018-07-18T13:31:00.00069250964070692509180536729182001522.0...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
                                                                                        12019-04-08T05:25:00.0002019-04-08T00:00:00.00005:252019Monday2019-04-13T13:34:00.00079165671000791656196076240NaN...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
                                                                                        22019-06-05T14:00:00.0002019-06-05T00:00:00.00014:002019Wednesday2019-06-05T14:30:00.00081006072000810060190416337191610728.0...-122.422464\\n, \\n(37.78268536745206, -122.42246374465972)100.04.011.039.0NaNNaNNaNNaN
                                                                                        32019-04-16T20:20:00.0002019-04-16T00:00:00.00020:202019Tuesday2019-04-17T00:21:00.00079171306244791713196076024NaN...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
                                                                                        42019-06-10T11:00:00.0002019-06-10T00:00:00.00011:002019Monday2019-06-10T11:00:00.00081012372000810123190393440191521989.0...-122.464145\\n, \\n(37.779090726308574, -122.46414497098554)5.08.04.011.0NaNNaNNaNNaN
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                                                                                        5 rows × 34 columns

                                                                                        \n", + "" + ], + "text/plain": [ + " incident_datetime incident_date incident_time \\\n", + "0 2018-07-18T13:30:00.000 2018-07-18T00:00:00.000 13:30 \n", + "1 2019-04-08T05:25:00.000 2019-04-08T00:00:00.000 05:25 \n", + "2 2019-06-05T14:00:00.000 2019-06-05T00:00:00.000 14:00 \n", + "3 2019-04-16T20:20:00.000 2019-04-16T00:00:00.000 20:20 \n", + "4 2019-06-10T11:00:00.000 2019-06-10T00:00:00.000 11:00 \n", + "\n", + " incident_year incident_day_of_week report_datetime row_id \\\n", + "0 2018 Wednesday 2018-07-18T13:31:00.000 69250964070 \n", + "1 2019 Monday 2019-04-13T13:34:00.000 79165671000 \n", + "2 2019 Wednesday 2019-06-05T14:30:00.000 81006072000 \n", + "3 2019 Tuesday 2019-04-17T00:21:00.000 79171306244 \n", + "4 2019 Monday 2019-06-10T11:00:00.000 81012372000 \n", + "\n", + " incident_id incident_number cad_number ... longitude \\\n", + "0 692509 180536729 182001522.0 ... NaN \n", + "1 791656 196076240 NaN ... NaN \n", + "2 810060 190416337 191610728.0 ... -122.422464 \n", + "3 791713 196076024 NaN ... NaN \n", + "4 810123 190393440 191521989.0 ... -122.464145 \n", + "\n", + " point \\\n", + "0 NaN \n", + "1 NaN \n", + "2 \\n, \\n(37.78268536745206, -122.42246374465972) \n", + "3 NaN \n", + "4 \\n, \\n(37.779090726308574, -122.46414497098554) \n", + "\n", + " :@computed_region_6qbp_sg9q :@computed_region_qgnn_b9vv \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 100.0 4.0 \n", + "3 NaN NaN \n", + "4 5.0 8.0 \n", + "\n", + " :@computed_region_26cr_cadq :@computed_region_ajp5_b2md \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 11.0 39.0 \n", + "3 NaN NaN \n", + "4 4.0 11.0 \n", + "\n", + " :@computed_region_nqbw_i6c3 :@computed_region_2dwj_jsy4 \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 NaN NaN \n", + "3 NaN NaN \n", + "4 NaN NaN \n", + "\n", + " :@computed_region_h4ep_8xdi :@computed_region_y6ts_4iup \n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 NaN NaN \n", + "3 NaN NaN \n", + "4 NaN NaN \n", + "\n", + "[5 rows x 34 columns]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "incident_reports_df = pandas.read_csv('https://data.sfgov.org/resource/wg3w-h783.csv')\n", + "incident_reports_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['incident_datetime', 'incident_date', 'incident_time', 'incident_year',\n", + " 'incident_day_of_week', 'report_datetime', 'row_id', 'incident_id',\n", + " 'incident_number', 'cad_number', 'report_type_code',\n", + " 'report_type_description', 'filed_online', 'incident_code',\n", + " 'incident_category', 'incident_subcategory', 'incident_description',\n", + " 'resolution', 'intersection', 'cnn', 'police_district',\n", + " 'analysis_neighborhood', 'supervisor_district', 'latitude', 'longitude',\n", + " 'point', ':@computed_region_6qbp_sg9q', ':@computed_region_qgnn_b9vv',\n", + " ':@computed_region_26cr_cadq', ':@computed_region_ajp5_b2md',\n", + " ':@computed_region_nqbw_i6c3', ':@computed_region_2dwj_jsy4',\n", + " ':@computed_region_h4ep_8xdi', ':@computed_region_y6ts_4iup'],\n", + " dtype='object')" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "incident_reports_df.columns" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Some of the `latitude` and `longitude` values are `NaN`, in the next step we get rid of them. After that, we create a dataset from the dataframe and use it in a Layer to visualize the data:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                                                  " + ], + "text/plain": [ + " objectid cnn code cnn_1 street1 street2 \\\n", + "0 14201 23163000 CALTRANS 23163000 21ST AVE SLOAT \n", + "1 13946 23799001 MESSAGE SIGN 23799001 03RD ST KING \n", + "2 14161 1278800 Speed Radar 1278800 MADRONE ULLOA - WB \n", + "3 13949 7210000 CALTRANS 7210000 ALEMANY CUT THROUGH \n", + "4 13198 26528000 Fix 26528000 OCTAVIA PINE \n", + "\n", + " detection street3 sup_dist street4 ... last_edited_date \\\n", + "0 NaN NaN 4,7 NaN ... 2019-04-18T14:45:34.000 \n", + "1 6 ... 2019-04-18T14:45:34.000 \n", + "2 7 ... 2019-04-18T14:45:34.000 \n", + "3 9 ... 2019-04-18T14:45:34.000 \n", + "4 2,5 ... 2019-04-18T14:45:13.000 \n", + "\n", + " point point_address point_zip \\\n", + "0 POINT (-122.477080829761 37.734617663245) NaN NaN \n", + "1 POINT (-122.392013643268 37.77809930415) NaN NaN \n", + "2 POINT (-122.467683831285 37.741501987719) NaN NaN \n", + "3 POINT (-122.407917735682 37.737729505444) NaN NaN \n", + "4 POINT (-122.427059672706 37.788786895296) NaN NaN \n", + "\n", + " point_city point_state :@computed_region_6qbp_sg9q \\\n", + "0 NaN NaN 40.0 \n", + "1 NaN NaN 34.0 \n", + "2 NaN NaN 46.0 \n", + "3 NaN NaN 83.0 \n", + "4 NaN NaN 102.0 \n", + "\n", + " :@computed_region_qgnn_b9vv :@computed_region_26cr_cadq \\\n", + "0 10.0 8.0 \n", + "1 1.0 10.0 \n", + "2 10.0 8.0 \n", + "3 2.0 2.0 \n", + "4 4.0 11.0 \n", + "\n", + " :@computed_region_ajp5_b2md \n", + "0 35.0 \n", + "1 4.0 \n", + "2 41.0 \n", + "3 25.0 \n", + "4 30.0 \n", + "\n", + "[5 rows x 61 columns]" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "traffic_signals_df = pandas.read_csv('https://data.sfgov.org/resource/c8ue-f4py.csv')\n", + "traffic_signals_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['objectid', 'cnn', 'code', 'cnn_1', 'street1', 'street2', 'detection',\n", + " 'street3', 'sup_dist', 'street4', 'sig_num', 'type', 'ic_make', 'model',\n", + " 'cabinet_si', 'system_num', 'master', 'bbs', 'veh_actuat', 'ped_signal',\n", + " 'ped_actuat', 'manual_con', 'tbc', 'interconne', 'preempt_pr',\n", + " 'd_ate2070', 'project_ne', 'project_ol', 'upgraded', 'yr_of_cont',\n", + " 'last_upgra', 'new_signal', 'mod_projec', 'full_upgra', 'beacon_fla',\n", + " 'funding', 'rlcam', 'startyear', 'caltrans_r', 'caltrans', 'percent_c',\n", + " 'sf', 'percent_sf', 'percent_po', 'lamp_assgn', 'lamp_sort', 'sort_me',\n", + " 'aps', 'created_user', 'created_date', 'last_edited_user',\n", + " 'last_edited_date', 'point', 'point_address', 'point_zip', 'point_city',\n", + " 'point_state', ':@computed_region_6qbp_sg9q',\n", + " ':@computed_region_qgnn_b9vv', ':@computed_region_26cr_cadq',\n", + " ':@computed_region_ajp5_b2md'],\n", + " dtype='object')" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "traffic_signals_df.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['CALTRANS - HAWK', 'MESSAGE SIGN', 'RADAR SPEED SIGN', 'CALTRANS',\n", + " 'SIGNAL', 'BEACON - RRFB', 'PENDING SIGNAL', 'BEACON',\n", + " 'FUTURE SIGNAL', 'CALTRANS (BY CONTRACTOR CONSORTIUM GLC)',\n", + " 'PENDING BEACON', 'OTHER', 'LANE CONTROL', 'FLASHER',\n", + " 'LIGHTED CROSSWALK', 'DALY CITY'], dtype=object)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "traffic_signals_df = traffic_signals_df.rename(columns={'type': 'signal_type'})\n", + "traffic_signals_df.signal_type.unique()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Since there is no `latitude` and `longitude` columns, we can use the `point` column to create a [GeoDataFrame](https://geopandas.readthedocs.io/en/latest/gallery/create_geopandas_from_pandas.html)." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "import geopandas\n", + "from shapely import wkt\n", + "\n", + "traffic_signals_df['point'] = traffic_signals_df['point'].apply(wkt.loads)\n", + "traffic_signals_df = traffic_signals_df.rename(columns={'point': 'geometry'}).set_geometry('geometry')\n", + "trafic_signals_gdf = geopandas.GeoDataFrame(traffic_signals_df, geometry='geometry')" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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Both methods run the quries against a **PostgreSQL** database with **PostGIS**. CARTO also provides more advanced spatial analysis through the crankshaft extension.\n", + "\n", + "In this guide, we will analyze McDonald’s locations in US Census tracts using spatial analysis functionality in CARTO.\n", + "\n", + "You can download directly the dataset from their sources:\n", + "\n", + "- [NYC Census Tracts Data](https://www.census.gov/cgi-bin/geo/shapefiles/index.php?year=2018&layergroup=Census+Tracts)\n", + "- [NYC McDonalds](https://data.cityofnewyork.us/Health/McDonald-s/kyws-ad2t)\n", + "\n", + "Or follow the following steps to download them directly from the CARTOframes account." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "from cartoframes.auth import set_default_context, Context\n", + "from cartoframes.viz import Map, Layer, Legend, Source\n", + "from cartoframes.data import Dataset\n", + "\n", + "## Add here your CARTO credentials:\n", + "context = Context(base_url='https://your_user_name.carto.com', api_key='your_api_key')\n", + "cf_context = Context(base_url='https://cartoframes.carto.com', api_key='default_public')" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/elena/.local/share/virtualenvs/carto-data-science-stack-5Km6N6FZ/src/carto/carto/sql.py:229: UserWarning: Batch SQL job created with job_id: 4f131502-492d-458b-880d-5f5ffdb409f2\n", + " warnings.warn('Batch SQL job created with job_id: {job_id}'.format(job_id=data['job_id']))\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mcdonalds_nyc_data = Dataset('mcdonalds_nyc', context=cf_context)\n", + "mcdonalds_nyc_data_df = mcdonalds_nyc_data.download()\n", + "\n", + "mcdonalds_nyc = Dataset.from_dataframe(mcdonalds_nyc_data_df)\n", + "mcdonalds_nyc.upload(table_name='mcdonalds_nyc', if_exists='replace', context=context)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/elena/.local/share/virtualenvs/carto-data-science-stack-5Km6N6FZ/src/carto/carto/sql.py:229: UserWarning: Batch SQL job created with job_id: dc00f9b4-3378-4fc4-b46e-002d39cdc729\n", + " warnings.warn('Batch SQL job created with job_id: {job_id}'.format(job_id=data['job_id']))\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nyc_census_tracts_data = Dataset('nyc_census_tracts', context=cf_context)\n", + "nyc_census_tracts_data_df = nyc_census_tracts_data.download()\n", + "\n", + "nyc_census_tracts = Dataset.from_dataframe(nyc_census_tracts_data_df)\n", + "nyc_census_tracts.upload(table_name='nyc_census_tracts', if_exists='replace', context=context)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Example 1\n", + "\n", + "Find the number of McDonald’s in each census tract in New York City." + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [], + "source": [ + "mcdonalds_per_census_tracts = Dataset.from_query('''\n", + " SELECT\n", + " tracts.geom_refs AS FIPS_code,\n", + " tracts.the_geom as the_geom,\n", + " COUNT(mcd.*) AS num_mcdonalds\n", + " FROM nyc_census_tracts As tracts, mcdonalds_nyc As mcd\n", + " WHERE ST_Intersects(tracts.the_geom, mcd.the_geom)\n", + " GROUP BY tracts.geom_refs, tracts.the_geom\n", + " ORDER BY num_mcdonalds DESC\n", + "''', context=context)" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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                                                                                                        " + ], + "text/plain": [ + " fips_code the_geom \\\n", + "0 36061010100 0106000020E61000000100000001030000000100000007... \n", + "1 36061007100 0106000020E6100000010000000103000000010000000C... \n", + "2 36047025500 0106000020E61000000100000001030000000100000005... \n", + "3 36061011300 0106000020E61000000100000001030000000100000005... \n", + "4 36061010900 0106000020E61000000100000001030000000100000007... \n", + "\n", + " num_mcdonalds \n", + "0 4.0 \n", + "1 2.0 \n", + "2 2.0 \n", + "3 2.0 \n", + "4 2.0 " + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Show first five entries of results\n", + "# Including FIPS code (unique digital identifier for census tracts) and the number of McDonald's\n", + "# Sorted by the number of McDonald's in descending order\n", + "mcdonalds_per_census_tracts = mcdonalds_per_census_tracts.download()\n", + "mcdonalds_per_census_tracts.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Example 2\n", + "\n", + "Build 100 meter buffer area for each McDonald’s by updating the geometry." + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/elena/.local/share/virtualenvs/carto-data-science-stack-5Km6N6FZ/src/carto/carto/sql.py:229: UserWarning: Batch SQL job created with job_id: eba0de1c-9de1-4b77-81b7-b3dc4ad7006a\n", + " warnings.warn('Batch SQL job created with job_id: {job_id}'.format(job_id=data['job_id']))\n" + ] + }, + { + "data": { + "text/plain": [ + "name McDonald's\n", + "id 233\n", + "address 1101 E Tremont Ave\n", + "city Bronx\n", + "zip 10460\n", + "the_geom 0103000020E610000001000000210000001C380D8B0B78...\n", + "Name: 0, dtype: object" + ] + }, + "execution_count": 77, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# create a new table and save it as 'nyc_mcdonalds_buffer_100m'.\n", + "nyc_mcdonalds_buffer_100m = Dataset.from_query(\n", + " '''\n", + " SELECT name, id, address, city, zip,\n", + " ST_Buffer(the_geom::geography, 100)::geometry AS the_geom\n", + " FROM mcdonalds_nyc\n", + " ''',\n", + " context=context)\n", + "\n", + "# Show the first entry.\n", + "# 'geomtery' is Polygon type now.\n", + "nyc_mcdonalds_buffer_100m.upload(table_name='nyc_mcdonalds_buffer_100m', if_exists='replace', context=context)\n", + "nyc_mcdonalds_buffer_100m_df = nyc_mcdonalds_buffer_100m.download()\n", + "nyc_mcdonalds_buffer_100m_df.iloc[0, :]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To show the results of this query on a map, we can do the following:" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + " CARTOframes\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n", + " \n", + "\n", + "\n", + "\n", + " \n", + "
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                                                                                                            commuters_16_over_2011_2015geoidpop_determined_poverty_status_2011_2015poverty_countpoverty_per_popthe_geomtotal_pop_2011_2015total_populationwalked_to_work_2011_2015_per_pop
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                                                                                                            " - ], - "text/plain": [ - " commuters_16_over_2011_2015 geoid \\\n", - "cartodb_id \n", - "1606 0.0 360470702031 \n", - "2052 NaN 360479901000 \n", - "111 0.0 360470666001 \n", - "116 NaN 360470702030 \n", - "91 15928.0 360470080002 \n", - "\n", - " pop_determined_poverty_status_2011_2015 poverty_count \\\n", - "cartodb_id \n", - "1606 0.0 NaN \n", - "2052 NaN NaN \n", - "111 0.0 NaN \n", - "116 NaN NaN \n", - "91 31367.0 225.0 \n", - "\n", - " poverty_per_pop \\\n", - "cartodb_id \n", - "1606 NaN \n", - "2052 NaN \n", - "111 NaN \n", - "116 NaN \n", - "91 0.17201 \n", - "\n", - " the_geom \\\n", - "cartodb_id \n", - "1606 0106000020E61000000800000001030000000100000013... \n", - "2052 None \n", - "111 0106000020E6100000030000000103000000010000006B... \n", - "116 None \n", - "91 0106000020E61000000100000001030000000100000007... \n", - "\n", - " total_pop_2011_2015 total_population \\\n", - "cartodb_id \n", - "1606 0.0 0 \n", - "2052 NaN 0 \n", - "111 0.0 0 \n", - "116 NaN 0 \n", - "91 39471.0 1309 \n", - "\n", - " walked_to_work_2011_2015_per_pop \n", - "cartodb_id \n", - "1606 NaN \n", - "2052 NaN \n", - "111 1.553393e-12 \n", - "116 NaN \n", - "91 1.505213e-02 " - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Get a CARTO table as a pandas DataFrame\n", - "df = cc.read('brooklyn_poverty_example')\n", - "df.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Notice that:\n", - "\n", - "* the index of the DataFrame is the same as the index of the CARTO table (`cartodb_id`)\n", - "* `the_geom` column stores the geometry. This can be decoded if we set the `decode_geom=True` flag in `cc.read`, which requires the library `shapely`.\n", - "* We have several numeric columns\n", - "* SQL `null` values are represented as `numpy.nan`\n", - "\n", - "Other things to notice:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "commuters_16_over_2011_2015 float64\n", - "geoid object\n", - "pop_determined_poverty_status_2011_2015 float64\n", - "poverty_count float64\n", - "poverty_per_pop float64\n", - "the_geom object\n", - "total_pop_2011_2015 float64\n", - "total_population int64\n", - "walked_to_work_2011_2015_per_pop float64\n", - "dtype: object" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.dtypes" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The `dtype` of each column is a mapping of the column type on CARTO. For example, `numeric` will map to `float64`, `text` will map to `object` (pandas string representation), `timestamp` will map to `datetime64[ns]`, etc. The reverse happens if a DataFrame is sent to CARTO." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## `cc.map`\n", - "\n", - "Now that we can inspect the data, we can map it to see how the values change over the geography. We can use the `cc.map` method for this purpose.\n", - "\n", - "`cc.map` takes a `layers` argument which specifies the data layers that are to be visualized. They can be imported from `cartoframes` as below.\n", - "\n", - "There are different types of layers:\n", - "\n", - "* `Layer` for visualizing CARTO tables\n", - "* `QueryLayer` for visualizing arbitrary queries from tables in user's CARTO account\n", - "* `BaseMap` for specifying the base map to be used\n", - "\n", - "Each of the layers has different styling options. `Layer` and `QueryLayer` take the same styling arguments, and `BaseMap` can be specified to be light/dark and options on label placement.\n", - "\n", - "Maps can be `interactive` or not. Set interactivity with the `interactive` with `True` or `False`. If the map is static (not interactive), it will be embedded in the notebook as either a `matplotlib` axis or `IPython.Image`. Either way, the image will be transported with the notebook. Interactive maps will be embedded zoom and pan-able maps." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
                                                                                                            " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from cartoframes import Layer, styling, BaseMap\n", - "l = Layer('brooklyn_poverty_example',\n", - " color={'column': 'poverty_per_pop',\n", - " 'scheme': styling.sunset(7)})\n", - "cc.map(layers=l,\n", - " interactive=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Multiple variables together" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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                                                                                                            " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "table = 'brooklyn_poverty_example'\n", - "cols = [\n", - " 'pop_determined_poverty_status_2011_2015',\n", - " 'poverty_per_pop',\n", - " 'walked_to_work_2011_2015_per_pop',\n", - " 'total_pop_2011_2015'\n", - "]\n", - "\n", - "fig, axs = plt.subplots(2, 2, figsize=(12, 12))\n", - "\n", - "for idx, col in enumerate(cols):\n", - " cc.map(layers=[BaseMap('dark'), Layer(table,\n", - " color={'column': col,\n", - " 'scheme': styling.sunset(7, 'quantiles')})],\n", - " ax=axs[idx // 2][idx % 2],\n", - " zoom=11, lng=-73.9476, lat=40.6437,\n", - " interactive=False,\n", - " size=(432, 432))\n", - " axs[idx // 2][idx % 2].set_title(col)\n", - "fig.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## NYC Taxi Dataset\n", - "\n", - "Let's explore a typical `cartoframes` workflow using data on NYC taxis.\n", - "\n", - "To get the data into CARTO, we can:\n", - "1. Use `pandas` to grab the data from the cartoframes example account\n", - "2. Send it to your CARTO account using `cc.write`, specifying the `lng`/`lat` columns you want to use for visualization\n", - "3. Set `overwrite=True` to replace an existing dataset if it exists\n", - "4. Refresh our `df` with the CARTO-fied version using `cc.read``" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            dropoff_latitudedropoff_longitudeextrafare_amountimprovement_surchargemta_taxpassenger_countpayment_typepickup_latitudepickup_longituderatecodeidstore_and_fwd_flagthe_geomtip_amounttolls_amounttotal_amounttpep_dropoff_datetimetpep_pickup_datetimetrip_distancevendorid
                                                                                                            cartodb_id
                                                                                                            140.706779-74.0123830.08.50.30.52140.730461-74.0067061FalseNone1.000.010.302016-05-01 15:00:362016-05-01 14:52:112.082
                                                                                                            240.762779-73.9738240.013.50.30.51140.744125-73.9249571FalseNone2.000.016.302016-05-01 08:49:022016-05-01 08:34:083.001
                                                                                                            340.740833-73.9989550.014.50.30.51240.748501-73.9734881FalseNone0.000.015.302016-05-04 10:07:092016-05-04 09:44:402.101
                                                                                                            440.792370-73.9663620.515.00.30.51240.743267-73.9997861FalseNone0.000.016.302016-05-01 21:05:242016-05-01 20:50:114.412
                                                                                                            540.784939-73.9569630.019.50.30.52140.803360-73.9636311FalseNone4.060.024.362016-05-02 07:53:532016-05-02 07:26:564.012
                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " dropoff_latitude dropoff_longitude extra fare_amount \\\n", - "cartodb_id \n", - "1 40.706779 -74.012383 0.0 8.5 \n", - "2 40.762779 -73.973824 0.0 13.5 \n", - "3 40.740833 -73.998955 0.0 14.5 \n", - "4 40.792370 -73.966362 0.5 15.0 \n", - "5 40.784939 -73.956963 0.0 19.5 \n", - "\n", - " improvement_surcharge mta_tax passenger_count payment_type \\\n", - "cartodb_id \n", - "1 0.3 0.5 2 1 \n", - "2 0.3 0.5 1 1 \n", - "3 0.3 0.5 1 2 \n", - "4 0.3 0.5 1 2 \n", - "5 0.3 0.5 2 1 \n", - "\n", - " pickup_latitude pickup_longitude ratecodeid store_and_fwd_flag \\\n", - "cartodb_id \n", - "1 40.730461 -74.006706 1 False \n", - "2 40.744125 -73.924957 1 False \n", - "3 40.748501 -73.973488 1 False \n", - "4 40.743267 -73.999786 1 False \n", - "5 40.803360 -73.963631 1 False \n", - "\n", - " the_geom tip_amount tolls_amount total_amount \\\n", - "cartodb_id \n", - "1 None 1.00 0.0 10.30 \n", - "2 None 2.00 0.0 16.30 \n", - "3 None 0.00 0.0 15.30 \n", - "4 None 0.00 0.0 16.30 \n", - "5 None 4.06 0.0 24.36 \n", - "\n", - " tpep_dropoff_datetime tpep_pickup_datetime trip_distance vendorid \n", - "cartodb_id \n", - "1 2016-05-01 15:00:36 2016-05-01 14:52:11 2.08 2 \n", - "2 2016-05-01 08:49:02 2016-05-01 08:34:08 3.00 1 \n", - "3 2016-05-04 10:07:09 2016-05-04 09:44:40 2.10 1 \n", - "4 2016-05-01 21:05:24 2016-05-01 20:50:11 4.41 2 \n", - "5 2016-05-02 07:53:53 2016-05-02 07:26:56 4.01 2 " - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# read in a CSV of NYC taxi data from cartoframes example datasets\n", - "from cartoframes.examples import read_taxi\n", - "df = read_taxi()\n", - "\n", - "# show first five rows to see what we've got\n", - "df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://eschbacher.carto.com/dataset/taxi_50k\n", - "`the_geom` column is being populated from `('pickup_longitude', 'pickup_latitude')`. Check the status of the operation with:\n", - " \u001b[1mBatchJobStatus(CartoContext(), '787ce294-3fce-47d0-8390-5599c4fc35c8').status()\u001b[0m\n", - "or try reading the table from CARTO in a couple of minutes.\n", - "\u001b[1mNote:\u001b[0m `CartoContext.map` will not work on this table until its geometries are created.\n" - ] - } - ], - "source": [ - "# send it to carto so we can map it\n", - "# specify the columns we want to have as a point (pickup location)\n", - "cc.write(df, 'taxi_50k',\n", - " lnglat=('pickup_longitude', 'pickup_latitude'),\n", - " overwrite=True)\n", - "\n", - "# read the fresh carto-fied version\n", - "df = cc.read('taxi_50k')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Take a look at the data on a map." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
                                                                                                            " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from cartoframes import Layer\n", - "cc.map(layers=Layer('taxi_50k'),\n", - " interactive=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Oops, there are some zero-valued long/lats in there, so the results are going to [null island](https://en.wikipedia.org/wiki/Null_Island). Let's remove them." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://eschbacher.carto.com/dataset/taxi_50k\n", - "`the_geom` column is being populated from `('pickup_longitude', 'pickup_latitude')`. Check the status of the operation with:\n", - " \u001b[1mBatchJobStatus(CartoContext(), '292c4b72-965a-4b17-970c-8527b85eced4').status()\u001b[0m\n", - "or try reading the table from CARTO in a couple of minutes.\n", - "\u001b[1mNote:\u001b[0m `CartoContext.map` will not work on this table until its geometries are created.\n" - ] - }, - { - "data": { - "text/plain": [ - "BatchJobStatus(job_id='292c4b72-965a-4b17-970c-8527b85eced4', last_status='pending', created_at='2018-06-26T13:47:06.959Z')" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# select only the rows which are not at (0,0)\n", - "df = df[(df['pickup_longitude'] != 0) | (df['pickup_latitude'] != 0)]\n", - "# send back up to CARTO\n", - "cc.write(df, 'taxi_50k', overwrite=True,\n", - " lnglat=('pickup_longitude', 'pickup_latitude'))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Instead of using pandas, we could have remove those rows on the database by using SQL.\n", - "\n", - "```python\n", - "cc.query('''\n", - "DELETE FROM taxi_50k\n", - "WHERE pickup_longitude = 0 and pickup_latitude = 0\n", - "''')\n", - "```" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Let's take a look at what's going on, styled by the fare amount\n", - "cc.map(layers=Layer('taxi_50k',\n", - " size=4,\n", - " color={'column': 'fare_amount',\n", - " 'scheme': styling.sunset(7)}),\n", - " interactive=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can use the `zoom=..., lng=..., lat=...` information in the embedded interactive map to help us get static snapshots of the regions we're interested in. For example, JFK airport is around `zoom=12, lng=-73.7880, lat=40.6629`. We can paste that information as arguments in `cc.map` to generate a static snapshot of the data there." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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                                                                                                            " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Let's take a look at what's going on at JFK airport, styled by the fare amount, and STATIC\n", - "cc.map(layers=Layer('taxi_50k',\n", - " size=6,\n", - " color={'column': 'fare_amount',\n", - " 'scheme': styling.sunset(7)}),\n", - " zoom=12, lng=-73.7880, lat=40.6629,\n", - " interactive=False)" - ] - } - ], - "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": "3.6.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/Citibike Example.ipynb b/examples/Citibike Example.ipynb deleted file mode 100644 index 76f39125a..000000000 --- a/examples/Citibike Example.ipynb +++ /dev/null @@ -1,990 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Using cartoframes to investigate the Citibike system\n", - "\n", - "What does the Citibike station system look like right now? Citibike publishes an open feed of station statuses. Let's use cartframes to process this data and send it to your CARTO account and create some maps." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "`cartoframes` lets you use CARTO in a Python environment so that you can do all of your analysis and mapping in, for example, a Jupyter notebook. `cartoframes` allows you to use CARTO's functionality for data analysis, storage, location services like routing and geocoding, and visualization. `cartoframes` is based on working with data in a Pandas dataframe. Pandas is a handy python library for data analysis (https://pandas.pydata.org/)\n", - "\n", - "Read the `cartoframes` docs here: http://cartoframes.readthedocs.io/en/latest/\n", - "\n", - "You can view this notebook best on `nbviewer` here: , however\n", - "it is recommended to download this notebook, install cartoframes and dependencies, and use on your computer instead so you can more easily explore the functionality of `cartoframes`.\n", - "\n", - "To get started, let's load the required packages, and set credentials." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [], - "source": [ - "import cartoframes\n", - "\n", - "# For convenience we're getting Credentials, Layer, Basemap, and styling\n", - "from cartoframes import Credentials\n", - "from cartoframes import Layer, BaseMap, styling\n", - "\n", - "import pandas as pd\n", - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "USERNAME = 'michellemho' # <-- replace with your username \n", - "APIKEY = 'abcdefg' # <-- your CARTO API key\n", - "creds = Credentials(username=USERNAME, \n", - " key=APIKEY)\n", - "cc = cartoframes.CartoContext(creds=creds)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Citibike system data can be found here: https://www.citibikenyc.com/system-data\n", - "We're going to use the real time data, which comes in General Bikeshare Feed Specification (GBFS) format as a series of JSON files." - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "# Use Pandas to read a JSON of Citibike stations and their statuses\n", - "stations_data = pd.read_json('https://gbfs.citibikenyc.com/gbfs/en/station_information.json')\n", - "stations = pd.DataFrame(stations_data.data[0])\n", - "status_data = pd.read_json('https://gbfs.citibikenyc.com/gbfs/en/station_status.json')\n", - "status = pd.DataFrame(status_data.data[0])" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [], - "source": [ - "# Grab the last updated timestamps\n", - "timestamp_stations = stations_data.last_updated[0]\n", - "timestamp_status = status_data.last_updated[0]" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [], - "source": [ - "# Join the station and statuses together by 'station_id'\n", - "station_status = pd.merge(stations,status,how='left', on='station_id')" - ] - }, - { - "cell_type": "code", - "execution_count": 81, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            capacityeightd_has_key_dispensereightd_station_serviceslatlonnameregion_idrental_methodsrental_urlshort_name...eightd_has_available_keysis_installedis_rentingis_returninglast_reportednum_bikes_availablenum_bikes_disablednum_docks_availablenum_docks_disablednum_ebikes_available
                                                                                                            039FalseNaN40.767272-73.993929W 52 St & 11 Ave71.0[KEY, CREDITCARD]http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...6926.01...False1111523628435203700
                                                                                                            133FalseNaN40.719116-74.006667Franklin St & W Broadway71.0[KEY, CREDITCARD]http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...5430.08...False1111523628157222900
                                                                                                            227FalseNaN40.711174-74.000165St James Pl & Pearl St71.0[KEY, CREDITCARD]http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...5167.06...False1111523626231171900
                                                                                                            362FalseNaN40.683826-73.976323Atlantic Ave & Fort Greene Pl71.0[KEY, CREDITCARD]http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...4354.07...False11115236276124211900
                                                                                                            419FalseNaN40.696089-73.978034Park Ave & St Edwards St71.0[KEY, CREDITCARD]http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...4700.06...False1111523627405601300
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                                                                                                            5 rows × 22 columns

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                                                                                                            " - ], - "text/plain": [ - " capacity eightd_has_key_dispenser eightd_station_services lat \\\n", - "0 39 False NaN 40.767272 \n", - "1 33 False NaN 40.719116 \n", - "2 27 False NaN 40.711174 \n", - "3 62 False NaN 40.683826 \n", - "4 19 False NaN 40.696089 \n", - "\n", - " lon name region_id rental_methods \\\n", - "0 -73.993929 W 52 St & 11 Ave 71.0 [KEY, CREDITCARD] \n", - "1 -74.006667 Franklin St & W Broadway 71.0 [KEY, CREDITCARD] \n", - "2 -74.000165 St James Pl & Pearl St 71.0 [KEY, CREDITCARD] \n", - "3 -73.976323 Atlantic Ave & Fort Greene Pl 71.0 [KEY, CREDITCARD] \n", - "4 -73.978034 Park Ave & St Edwards St 71.0 [KEY, CREDITCARD] \n", - "\n", - " rental_url short_name \\\n", - "0 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 6926.01 \n", - "1 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 5430.08 \n", - "2 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 5167.06 \n", - "3 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 4354.07 \n", - "4 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 4700.06 \n", - "\n", - " ... eightd_has_available_keys is_installed is_renting \\\n", - "0 ... False 1 1 \n", - "1 ... False 1 1 \n", - "2 ... False 1 1 \n", - "3 ... False 1 1 \n", - "4 ... False 1 1 \n", - "\n", - " is_returning last_reported num_bikes_available num_bikes_disabled \\\n", - "0 1 1523628435 2 0 \n", - "1 1 1523628157 22 2 \n", - "2 1 1523626231 17 1 \n", - "3 1 1523627612 42 1 \n", - "4 1 1523627405 6 0 \n", - "\n", - " num_docks_available num_docks_disabled num_ebikes_available \n", - "0 37 0 0 \n", - "1 9 0 0 \n", - "2 9 0 0 \n", - "3 19 0 0 \n", - "4 13 0 0 \n", - "\n", - "[5 rows x 22 columns]" - ] - }, - "execution_count": 81, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Preview the dataframe\n", - "station_status.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## `cc.write`\n", - "\n", - "`CartoContext` has several methods for interacting with [CARTO](https://carto.com) in a Python environment. The first one we're using is `cc.write` which will send a Pandas dataframe to your CARTO account." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mho/anaconda3/lib/python3.5/site-packages/carto/resources.py:90: FutureWarning: This is part of a non-public CARTO API and may change in the future. Take this into account if you are using this in a production environment\n", - " warnings.warn('This is part of a non-public CARTO API and may change in the future. Take this into account if you are using this in a production environment', FutureWarning)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://michellemho-carto.carto.com/dataset/cb_stations_status_1523628491\n" - ] - } - ], - "source": [ - "# Write station status data to CARTO, using string-formatting to name the dataset with the timestmap\n", - "cc.write(station_status, 'cb_stations_status_{}'.format(timestamp_stations), lnglat=('lon','lat'), overwrite=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## `cc.map`\n", - "\n", - "Now that we can inspect the data, we can map it to see how the values change over the geography. We can use the `cc.map` method for this purpose.\n", - "\n", - "`cc.map` takes a `layers` argument which specifies the data layers that are to be visualized. They can be imported from `cartoframes` as below.\n", - "\n", - "There are different types of layers:\n", - "\n", - "* `Layer` for visualizing CARTO tables\n", - "* `QueryLayer` for visualizing arbitrary queries from tables in user's CARTO account\n", - "* `BaseMap` for specifying the base map to be used\n", - "\n", - "Each of the layers has different styling options. `Layer` and `QueryLayer` take the same styling arguments, and `BaseMap` can be specified to be light/dark and options on label placement.\n", - "\n", - "Maps can be `interactive` or not. Set interactivity with the `interactive` with `True` or `False`. If the map is static (not interactive), it will be embedded in the notebook as either a `matplotlib` axis or `IPython.Image`. Either way, the image will be transported with the notebook. Interactive maps will be embedded zoom and pan-able maps." - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Bring the data back as a map. Style by number of bikes available at each station\n", - "# Replace the name of the table with the correct timestamp!\n", - "\n", - "cc.map(layers=[Layer('cb_stations_status_1523628491',\n", - " color={'column': 'num_bikes_available',\n", - " 'scheme': styling.geyser(7, bin_method='quantiles')},\n", - " size=6),\n", - " BaseMap(source='dark')],\n", - " interactive=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## `cc.query`\n", - "\n", - "`CartoContext` has several methods for retrieving data from your CARTO account into a Pandas dataframe. In this example, we'll use `cc.query` to pass in a SQL query and return the results." - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "metadata": {}, - "outputs": [], - "source": [ - "# set up SQL query to find all the empty citibike stations\n", - "# cdb_isochrone is a function available through CARTO data services\n", - "# https://carto.com/docs/carto-engine/dataservices-api/isoline-functions/\n", - "\n", - "empty_query = '''\n", - " SELECT *\n", - " FROM cb_stations_status_1523628491\n", - " WHERE num_bikes_available = 0\n", - " '''" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "# use cartoframes query method, and persist as a new table called empty_stations, also return results as dataframe\n", - "new_df = cc.query(empty_query, table_name=\"empty_stations\")" - ] - }, - { - "cell_type": "code", - "execution_count": 57, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            capacityeightd_active_station_serviceseightd_has_available_keyseightd_has_key_dispensereightd_station_servicesis_installedis_rentingis_returninglast_reportedlat...num_bikes_disablednum_docks_availablenum_docks_disablednum_ebikes_availableregion_idrental_methodsrental_urlshort_namestation_idthe_geom
                                                                                                            cartodb_id
                                                                                                            619FalseFalse111152362356640.686768...0190071.0['KEY', 'CREDITCARD']http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...4452.031200101000020E610000020D0FCDE647D52C054A5F302E857...
                                                                                                            1229FalseFalse111152362751240.720874...0290071.0['KEY', 'CREDITCARD']http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...5476.031500101000020E610000062516C60C67E52C05F460C96455C...
                                                                                                            1429FalseFalse100152336614540.714740...0290071.0['KEY', 'CREDITCARD']http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...5288.091520101000020E6100000ABF57632958052C0673F18997C5B...
                                                                                                            2130FalseFalse111152362827240.738177...1290071.0['KEY', 'CREDITCARD']http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...6004.071740101000020E6100000AC1C9C808D7E52C07F164B917C5E...
                                                                                                            3131FalseFalse100152354379940.736197...0310071.0['KEY', 'CREDITCARD']http://app.citibikenyc.com/S6Lr/IBV092JufD?sta...5964.012380101000020E6100000EBE9C0C58C8052C029F686B13B5E...
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                                                                                                            " - ], - "text/plain": [ - " capacity eightd_active_station_services \\\n", - "cartodb_id \n", - "6 19 \n", - "12 29 \n", - "14 29 \n", - "21 30 \n", - "31 31 \n", - "\n", - " eightd_has_available_keys eightd_has_key_dispenser \\\n", - "cartodb_id \n", - "6 False False \n", - "12 False False \n", - "14 False False \n", - "21 False False \n", - "31 False False \n", - "\n", - " eightd_station_services is_installed is_renting is_returning \\\n", - "cartodb_id \n", - "6 1 1 1 \n", - "12 1 1 1 \n", - "14 1 0 0 \n", - "21 1 1 1 \n", - "31 1 0 0 \n", - "\n", - " last_reported lat \\\n", - "cartodb_id \n", - "6 1523623566 40.686768 \n", - "12 1523627512 40.720874 \n", - "14 1523366145 40.714740 \n", - "21 1523628272 40.738177 \n", - "31 1523543799 40.736197 \n", - "\n", - " ... \\\n", - "cartodb_id ... \n", - "6 ... \n", - "12 ... \n", - "14 ... \n", - "21 ... \n", - "31 ... \n", - "\n", - " num_bikes_disabled num_docks_available num_docks_disabled \\\n", - "cartodb_id \n", - "6 0 19 0 \n", - "12 0 29 0 \n", - "14 0 29 0 \n", - "21 1 29 0 \n", - "31 0 31 0 \n", - "\n", - " num_ebikes_available region_id rental_methods \\\n", - "cartodb_id \n", - "6 0 71.0 ['KEY', 'CREDITCARD'] \n", - "12 0 71.0 ['KEY', 'CREDITCARD'] \n", - "14 0 71.0 ['KEY', 'CREDITCARD'] \n", - "21 0 71.0 ['KEY', 'CREDITCARD'] \n", - "31 0 71.0 ['KEY', 'CREDITCARD'] \n", - "\n", - " rental_url short_name \\\n", - "cartodb_id \n", - "6 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 4452.03 \n", - "12 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 5476.03 \n", - "14 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 5288.09 \n", - "21 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 6004.07 \n", - "31 http://app.citibikenyc.com/S6Lr/IBV092JufD?sta... 5964.01 \n", - "\n", - " station_id the_geom \n", - "cartodb_id \n", - "6 120 0101000020E610000020D0FCDE647D52C054A5F302E857... \n", - "12 150 0101000020E610000062516C60C67E52C05F460C96455C... \n", - "14 152 0101000020E6100000ABF57632958052C0673F18997C5B... \n", - "21 174 0101000020E6100000AC1C9C808D7E52C07F164B917C5E... \n", - "31 238 0101000020E6100000EBE9C0C58C8052C029F686B13B5E... \n", - "\n", - "[5 rows x 23 columns]" - ] - }, - "execution_count": 57, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "new_df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 80, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 80, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# map the empty stations, style by capacity\n", - "cc.map(layers=[Layer('empty_stations',\n", - " color='capacity'),\n", - " BaseMap(source='dark')],\n", - " interactive=True)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "anaconda-cloud": {}, - "kernelspec": { - "display_name": "Python [default]", - "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": "3.5.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/Data Observatory Usage.ipynb b/examples/Data Observatory Usage.ipynb deleted file mode 100644 index cae6efe16..000000000 --- a/examples/Data Observatory Usage.ipynb +++ /dev/null @@ -1,1096 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Data Observatory in cartoframes\n", - "\n", - "The [Data Observatory](https://carto.com/data-observatory/) can be accessed through CARTOframes. This is a basic demonstration how one would pull down new measures for building a feature set for training a model." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline\n", - "import cartoframes\n", - "from cartoframes import QueryLayer, Layer, styling\n", - "import pandas as pd\n", - "\n", - "# Enter your username and api key below\n", - "cc = cartoframes.CartoContext(base_url='https://{username}.carto.com/'.format(username=''),\n", - " api_key='')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Getting Mexico City Metro station coordinates\n", - "\n", - "Use pandas to download an Excel spreadsheet into a dataframe." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            NamelatitudelongitudeUnnamed: 3lineaestacionafluencialatitude.1longitude.1
                                                                                                            0Pantitlán19.4163-99.0747NaN1Pantitlán4513549.019.4163-99.0747
                                                                                                            1Zaragoza19.4117-99.0821NaN1Zaragoza5144223.019.4117-99.0821
                                                                                                            2Gómez Farías19.4165-99.0904NaN1Gómez Farías3665025.019.4165-99.0904
                                                                                                            3Boulevard Puerto Aéreo19.4196-99.0963NaN1Boulevard Puerto Aéreo3611591.019.4196-99.0963
                                                                                                            4Balbuena19.4231-99.1021NaN1Balbuena1822229.019.4231-99.1021
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                                                                                                            " - ], - "text/plain": [ - " Name latitude longitude Unnamed: 3 linea \\\n", - "0 Pantitlán 19.4163 -99.0747 NaN 1 \n", - "1 Zaragoza 19.4117 -99.0821 NaN 1 \n", - "2 Gómez Farías 19.4165 -99.0904 NaN 1 \n", - "3 Boulevard Puerto Aéreo 19.4196 -99.0963 NaN 1 \n", - "4 Balbuena 19.4231 -99.1021 NaN 1 \n", - "\n", - " estacion afluencia latitude.1 longitude.1 \n", - "0 Pantitlán 4513549.0 19.4163 -99.0747 \n", - "1 Zaragoza 5144223.0 19.4117 -99.0821 \n", - "2 Gómez Farías 3665025.0 19.4165 -99.0904 \n", - "3 Boulevard Puerto Aéreo 3611591.0 19.4196 -99.0963 \n", - "4 Balbuena 1822229.0 19.4231 -99.1021 " - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Metro stations from here:\n", - "# https://github.com/josecarlosgonz/mexicoCityMetro/blob/master/coordsMetro.xlsx\n", - "df = pd.read_excel('https://github.com/josecarlosgonz/mexicoCityMetro/blob/master/coordsMetro.xlsx?raw=true')\n", - "df.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Send to CARTO, being sure to specify the to-be-normalized column names `latitude.1` -> `latitude_1`, etc." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The following columns were changed in the CARTO copy of this dataframe:\n", - "\u001b[1mName\u001b[0m -> \u001b[1mname\u001b[0m\n", - "\u001b[1mUnnamed: 3\u001b[0m -> \u001b[1munnamed_3\u001b[0m\n", - "\u001b[1mlatitude.1\u001b[0m -> \u001b[1mlatitude_1\u001b[0m\n", - "\u001b[1mlongitude.1\u001b[0m -> \u001b[1mlongitude_1\u001b[0m\n", - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/coordsmetro_demo\n" - ] - } - ], - "source": [ - "orig_table = 'coordsmetro_demo'\n", - "cc.write(df, orig_table, lnglat=('longitude_1', 'latitude_1'), overwrite=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## See the data by `linea`\n", - "\n", - "_Note: notice the basemap labels are default on the bottom._" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cc.map(layers=Layer(orig_table,\n", - " color={'column': 'linea',\n", - " 'scheme': styling.bold(10)}))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "See a static version of the map above" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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+NTlSw9Js1eq2zdwBuVH70ZyvVc0XsZLdFaAOkye+YqQ5+KlXo3C/rQeo1AQY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oNGaYtiIYUyuh3217tzz4JXYPIVTLOEKb2Pqd7riyDJEbmF0BMhSl8YLK1TachfgfwVrImh8pGL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c7eGyTWxWeOOIfaR7IlxGLF04knHENDbGGa+t9ZDSZz59EKR7h0Fltx4FAb0kh2MiddcQNgP6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Yvnr/H8K5c5ODNBPueQRIMZqd5s1KvL/gCJ6sV/fHWW7z85w189dQxNceAd6ZCcoufgR5KV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\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VJlTAtuWE0YfVGdd797sloUo/E0Y4rlIK0zQZc22WlteZntr+BP070r4OqUgIp1c+ieNf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\nJxdLXG14FHoBtaN4TH0EoCr/f3vn+hvHed3hZ+6zN66WF0mWZFmKE9lK0tg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                                                                                                            denom_aggregatedenom_colnamedenom_descriptiondenom_geomref_colnamedenom_iddenom_namedenom_reltypedenom_t_descriptiondenom_tablenamedenom_type...numer_timespannumer_typescorescore_rankscore_rownumsuggested_nametarget_areatarget_geomstimespan_ranktimespan_rownum
                                                                                                            0sumemployed_primary_educationNonecvegeomx.inegi_columns.ECO10Employed population with primary educationdenominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909311female_employed_primary_education_rate_2010NoneNone11
                                                                                                            1sumfemale_employedNonecvegeomx.inegi_columns.ECO5Employed femaledenominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909312female_employed_primary_education_rate_2010NoneNone12
                                                                                                            2sumemployed_incomplete_secondary_educationNonecvegeomx.inegi_columns.ECO13Employed population with incomplete secondary ...denominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909311female_employed_incomplete_secondary_education...NoneNone11
                                                                                                            3sumfemale_employedNonecvegeomx.inegi_columns.ECO5Employed femaledenominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909312female_employed_incomplete_secondary_education...NoneNone12
                                                                                                            4sumemployed_incomplete_secondary_educationNonecvegeomx.inegi_columns.ECO13Employed population with incomplete secondary ...denominatorNoneobs_50197262168407a1409111b87164348a0b01e9e4Numeric...2010Numeric36.59909311male_employed_incomplete_secondary_education_r...NoneNone11
                                                                                                            \n", - "

                                                                                                            5 rows × 42 columns

                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " denom_aggregate denom_colname denom_description \\\n", - "0 sum employed_primary_education None \n", - "1 sum female_employed None \n", - "2 sum employed_incomplete_secondary_education None \n", - "3 sum female_employed None \n", - "4 sum employed_incomplete_secondary_education None \n", - "\n", - " denom_geomref_colname denom_id \\\n", - "0 cvegeo mx.inegi_columns.ECO10 \n", - "1 cvegeo mx.inegi_columns.ECO5 \n", - "2 cvegeo mx.inegi_columns.ECO13 \n", - "3 cvegeo mx.inegi_columns.ECO5 \n", - "4 cvegeo mx.inegi_columns.ECO13 \n", - "\n", - " denom_name denom_reltype \\\n", - "0 Employed population with primary education denominator \n", - "1 Employed female denominator \n", - "2 Employed population with incomplete secondary ... denominator \n", - "3 Employed female denominator \n", - "4 Employed population with incomplete secondary ... denominator \n", - "\n", - " denom_t_description denom_tablename \\\n", - "0 None obs_50197262168407a1409111b87164348a0b01e9e4 \n", - "1 None obs_50197262168407a1409111b87164348a0b01e9e4 \n", - "2 None obs_50197262168407a1409111b87164348a0b01e9e4 \n", - "3 None obs_50197262168407a1409111b87164348a0b01e9e4 \n", - "4 None obs_50197262168407a1409111b87164348a0b01e9e4 \n", - "\n", - " denom_type ... numer_timespan numer_type score score_rank \\\n", - "0 Numeric ... 2010 Numeric 36.599093 1 \n", - "1 Numeric ... 2010 Numeric 36.599093 1 \n", - "2 Numeric ... 2010 Numeric 36.599093 1 \n", - "3 Numeric ... 2010 Numeric 36.599093 1 \n", - "4 Numeric ... 2010 Numeric 36.599093 1 \n", - "\n", - " score_rownum suggested_name target_area \\\n", - "0 1 female_employed_primary_education_rate_2010 None \n", - "1 2 female_employed_primary_education_rate_2010 None \n", - "2 1 female_employed_incomplete_secondary_education... None \n", - "3 2 female_employed_incomplete_secondary_education... None \n", - "4 1 male_employed_incomplete_secondary_education_r... None \n", - "\n", - " target_geoms timespan_rank timespan_rownum \n", - "0 None 1 1 \n", - "1 None 1 2 \n", - "2 None 1 1 \n", - "3 None 1 2 \n", - "4 None 1 1 \n", - "\n", - "[5 rows x 42 columns]" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "meta = cc.data_discovery(region=orig_table, keywords='education')\n", - "meta.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(28, 42)" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# See how many measures are possible\n", - "meta.shape" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "geom_id\n", - "mx.inegi.ageb 8\n", - "mx.inegi.municipio 20\n", - "Name: geom_id, dtype: int64" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Look at the geometry levels available\n", - "meta.groupby('geom_id')['geom_id'].count()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Narrow down the problem to only have `municipio`-level measures." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "scrolled": false - }, - "outputs": [], - "source": [ - "# select only the municipio level data\n", - "meta = meta[meta['geom_id'] == 'mx.inegi.municipio']" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This takes it down to only 20 measures." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(20, 42)" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "meta.shape" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Take a look at the measures we have" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array(['Employed female population with primary education',\n", - " 'Employed female population with primary education',\n", - " 'Employed female population with incomplete secondary education',\n", - " 'Employed female population with incomplete secondary education',\n", - " 'Employed male population with incomplete secondary education',\n", - " 'Employed male population with incomplete secondary education',\n", - " 'Employed female population who completed basic education',\n", - " 'Employed female population who completed basic education',\n", - " 'Employed male population who completed basic education',\n", - " 'Employed male population who completed basic education',\n", - " 'Female population 15 or more years old who did not complete basic education',\n", - " 'Female population 15 or more years old who did not complete basic education',\n", - " 'Male population 15 or more years old who completed basic education',\n", - " 'Male population 15 or more years old who completed basic education',\n", - " 'Employed male population with primary education',\n", - " 'Employed male population with primary education',\n", - " 'Male population 15 or more years old who did not complete basic education',\n", - " 'Male population 15 or more years old who did not complete basic education',\n", - " 'Female population 15 or more years old who completed basic education',\n", - " 'Female population 15 or more years old who completed basic education'], dtype=object)" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "meta['numer_name'].values" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            afluenciaestacionfemale_employed_incomplete_secondary_education_rate_2010female_employed_primary_education_rate_2010latitudelatitude_1linealongitudelongitude_1male_employed_incomplete_secondary_education_rate_2010namethe_geomunnamed_3
                                                                                                            cartodb_id
                                                                                                            14513549Pantitlán0.0296240.13517219.416319.41631-99.0747-99.07470.668229Pantitlán0101000020E6100000B84082E2C7C458C0265305A3926A...None
                                                                                                            25144223Zaragoza0.0296240.13517219.411719.41171-99.0821-99.08210.668229Zaragoza0101000020E61000001AC05B2041C558C061C3D32B6569...None
                                                                                                            33665025Gómez Farías0.0296240.13517219.416519.41651-99.0904-99.09040.668229Gómez Farías0101000020E6100000BDE3141DC9C558C0B4C876BE9F6A...None
                                                                                                            43611591Boulevard Puerto Aéreo0.0296240.13517219.419619.41961-99.0963-99.09630.668229Boulevard Puerto Aéreo0101000020E6100000B5A679C729C658C0CF66D5E76A6B...None
                                                                                                            51822229Balbuena0.0296240.13517219.423119.42311-99.1021-99.10210.668229Balbuena0101000020E6100000FB3A70CE88C658C007F01648506C...None
                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " afluencia estacion \\\n", - "cartodb_id \n", - "1 4513549 Pantitlán \n", - "2 5144223 Zaragoza \n", - "3 3665025 Gómez Farías \n", - "4 3611591 Boulevard Puerto Aéreo \n", - "5 1822229 Balbuena \n", - "\n", - " female_employed_incomplete_secondary_education_rate_2010 \\\n", - "cartodb_id \n", - "1 0.029624 \n", - "2 0.029624 \n", - "3 0.029624 \n", - "4 0.029624 \n", - "5 0.029624 \n", - "\n", - " female_employed_primary_education_rate_2010 latitude latitude_1 \\\n", - "cartodb_id \n", - "1 0.135172 19.4163 19.4163 \n", - "2 0.135172 19.4117 19.4117 \n", - "3 0.135172 19.4165 19.4165 \n", - "4 0.135172 19.4196 19.4196 \n", - "5 0.135172 19.4231 19.4231 \n", - "\n", - " linea longitude longitude_1 \\\n", - "cartodb_id \n", - "1 1 -99.0747 -99.0747 \n", - "2 1 -99.0821 -99.0821 \n", - "3 1 -99.0904 -99.0904 \n", - "4 1 -99.0963 -99.0963 \n", - "5 1 -99.1021 -99.1021 \n", - "\n", - " male_employed_incomplete_secondary_education_rate_2010 \\\n", - "cartodb_id \n", - "1 0.668229 \n", - "2 0.668229 \n", - "3 0.668229 \n", - "4 0.668229 \n", - "5 0.668229 \n", - "\n", - " name \\\n", - "cartodb_id \n", - "1 Pantitlán \n", - "2 Zaragoza \n", - "3 Gómez Farías \n", - "4 Boulevard Puerto Aéreo \n", - "5 Balbuena \n", - "\n", - " the_geom unnamed_3 \n", - "cartodb_id \n", - "1 0101000020E6100000B84082E2C7C458C0265305A3926A... None \n", - "2 0101000020E61000001AC05B2041C558C061C3D32B6569... None \n", - "3 0101000020E6100000BDE3141DC9C558C0B4C876BE9F6A... None \n", - "4 0101000020E6100000B5A679C729C658C0CF66D5E76A6B... None \n", - "5 0101000020E6100000FB3A70CE88C658C007F01648506C... None " - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Get some data\n", - "data = cc.data(orig_table, meta.loc[0:4])\n", - "data.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/mexico_metro_augmented\n" - ] - } - ], - "source": [ - "new_table = 'mexico_metro_augmented'\n", - "cc.write(data, new_table, overwrite=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from cartoframes import Layer, BaseMap, styling\n", - "cc.map(layers=[BaseMap('dark'), Layer(new_table,\n", - " color={'column': 'female_employed_incomplete_secondary_education_rate_2010',\n", - " 'scheme': styling.sunset(7)})])" - ] - } - ], - "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": "3.6.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/Example Datasets.ipynb b/examples/Example Datasets.ipynb deleted file mode 100644 index 72b92e89d..000000000 --- a/examples/Example Datasets.ipynb +++ /dev/null @@ -1,1111 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Example Datasets\n", - "\n", - "cartoframes' example datasets functionality allows users to learn cartoframes features 1) without needing to authenticate against their account, or 2) using pre-packaged data to follow along in notebooks" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "from cartoframes.examples import example_context\n", - "from cartoframes import Layer, QueryLayer" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## List available tables" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['mcdonalds_nyc', 'nyc_census_tracts', 'brooklyn_poverty', 'taxi_50k', 'nat']" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "[table.name for table in example_context.tables()]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Brooklyn Poverty Data" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
                                                                                                            \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", - " \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", - " \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", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
                                                                                                            commuters_16_over_2011_2015geoidpop_determined_poverty_status_2011_2015poverty_countpoverty_per_popthe_geomtotal_pop_2011_2015total_populationwalked_to_work_2011_2015_per_pop
                                                                                                            cartodb_id
                                                                                                            2052NaN360479901000NaNNaNNaNNoneNaN0NaN
                                                                                                            16060.03604707020310.0NaNNaN0106000020E61000000800000001030000000100000013...0.00NaN
                                                                                                            1572NaN360470666000NaNNaNNaNNoneNaN0NaN
                                                                                                            175058.036047053400423191.0377.00.4063940106000020E6100000010000000103000000010000000B...21451.09280.018761
                                                                                                            534230.036047059300110804.0117.00.0985980106000020E6100000010000000103000000010000000E...8116.011850.031915
                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " commuters_16_over_2011_2015 geoid \\\n", - "cartodb_id \n", - "2052 NaN 360479901000 \n", - "1606 0.0 360470702031 \n", - "1572 NaN 360470666000 \n", - "17 5058.0 360470534004 \n", - "53 4230.0 360470593001 \n", - "\n", - " pop_determined_poverty_status_2011_2015 poverty_count \\\n", - "cartodb_id \n", - "2052 NaN NaN \n", - "1606 0.0 NaN \n", - "1572 NaN NaN \n", - "17 23191.0 377.0 \n", - "53 10804.0 117.0 \n", - "\n", - " poverty_per_pop \\\n", - "cartodb_id \n", - "2052 NaN \n", - "1606 NaN \n", - "1572 NaN \n", - "17 0.406394 \n", - "53 0.098598 \n", - "\n", - " the_geom \\\n", - "cartodb_id \n", - "2052 None \n", - "1606 0106000020E61000000800000001030000000100000013... \n", - "1572 None \n", - "17 0106000020E6100000010000000103000000010000000B... \n", - "53 0106000020E6100000010000000103000000010000000E... \n", - "\n", - " total_pop_2011_2015 total_population \\\n", - "cartodb_id \n", - "2052 NaN 0 \n", - "1606 0.0 0 \n", - "1572 NaN 0 \n", - "17 21451.0 928 \n", - "53 8116.0 1185 \n", - "\n", - " walked_to_work_2011_2015_per_pop \n", - "cartodb_id \n", - "2052 NaN \n", - "1606 NaN \n", - "1572 NaN \n", - "17 0.018761 \n", - "53 0.031915 " - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from cartoframes.examples import read_brooklyn_poverty\n", - "df = read_brooklyn_poverty()\n", - "df.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Sample map\n", - "\n", - "**Note**: The cell below contains a dynamic map that won't render in static renders like [GitHub](https://github.com/CartoDB/cartoframes/blob/master/examples/Example%20Datasets.ipynb), but will render on [nbviewer](https://nbviewer.jupyter.org/github/CartoDB/cartoframes/blob/master/examples/Example%20Datasets.ipynb). If you're viewing the map on a running notebook server, re-run the cell (after running the top cell first) to ensure it renders as an interactive map." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Interactive map\n", - "example_context.map(Layer('brooklyn_poverty', color='poverty_per_pop'))" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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                                                                                                            " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Interactive map\n", - "example_context.map(\n", - " Layer('brooklyn_poverty', color='poverty_per_pop'),\n", - " interactive=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Taxi Data" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
                                                                                                            \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", - " \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", - " \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", - " \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", - " \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", - " \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", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
                                                                                                            dropoff_latitudedropoff_longitudeextrafare_amountimprovement_surchargemta_taxpassenger_countpayment_typepickup_latitudepickup_longituderatecodeidstore_and_fwd_flagthe_geomtip_amounttolls_amounttotal_amounttpep_dropoff_datetimetpep_pickup_datetimetrip_distancevendorid
                                                                                                            cartodb_id
                                                                                                            140.706779-74.0123830.08.50.30.52140.730461-74.0067061FalseNone1.000.010.302016-05-01 15:00:362016-05-01 14:52:112.082
                                                                                                            240.762779-73.9738240.013.50.30.51140.744125-73.9249571FalseNone2.000.016.302016-05-01 08:49:022016-05-01 08:34:083.001
                                                                                                            340.740833-73.9989550.014.50.30.51240.748501-73.9734881FalseNone0.000.015.302016-05-04 10:07:092016-05-04 09:44:402.101
                                                                                                            440.792370-73.9663620.515.00.30.51240.743267-73.9997861FalseNone0.000.016.302016-05-01 21:05:242016-05-01 20:50:114.412
                                                                                                            540.784939-73.9569630.019.50.30.52140.803360-73.9636311FalseNone4.060.024.362016-05-02 07:53:532016-05-02 07:26:564.012
                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " dropoff_latitude dropoff_longitude extra fare_amount \\\n", - "cartodb_id \n", - "1 40.706779 -74.012383 0.0 8.5 \n", - "2 40.762779 -73.973824 0.0 13.5 \n", - "3 40.740833 -73.998955 0.0 14.5 \n", - "4 40.792370 -73.966362 0.5 15.0 \n", - "5 40.784939 -73.956963 0.0 19.5 \n", - "\n", - " improvement_surcharge mta_tax passenger_count payment_type \\\n", - "cartodb_id \n", - "1 0.3 0.5 2 1 \n", - "2 0.3 0.5 1 1 \n", - "3 0.3 0.5 1 2 \n", - "4 0.3 0.5 1 2 \n", - "5 0.3 0.5 2 1 \n", - "\n", - " pickup_latitude pickup_longitude ratecodeid store_and_fwd_flag \\\n", - "cartodb_id \n", - "1 40.730461 -74.006706 1 False \n", - "2 40.744125 -73.924957 1 False \n", - "3 40.748501 -73.973488 1 False \n", - "4 40.743267 -73.999786 1 False \n", - "5 40.803360 -73.963631 1 False \n", - "\n", - " the_geom tip_amount tolls_amount total_amount \\\n", - "cartodb_id \n", - "1 None 1.00 0.0 10.30 \n", - "2 None 2.00 0.0 16.30 \n", - "3 None 0.00 0.0 15.30 \n", - "4 None 0.00 0.0 16.30 \n", - "5 None 4.06 0.0 24.36 \n", - "\n", - " tpep_dropoff_datetime tpep_pickup_datetime trip_distance vendorid \n", - "cartodb_id \n", - "1 2016-05-01 15:00:36 2016-05-01 14:52:11 2.08 2 \n", - "2 2016-05-01 08:49:02 2016-05-01 08:34:08 3.00 1 \n", - "3 2016-05-04 10:07:09 2016-05-04 09:44:40 2.10 1 \n", - "4 2016-05-01 21:05:24 2016-05-01 20:50:11 4.41 2 \n", - "5 2016-05-02 07:53:53 2016-05-02 07:26:56 4.01 2 " - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from cartoframes.examples import read_taxi\n", - "df = read_taxi()\n", - "df.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To visualize this data, we need to add a column called `the_geom` to visualize. Using `example_context` we can call the `query` method to get the data or `QueryLayer` to visualize on a map.\n", - "\n", - "If we try to map it, we will get an error because this dataset doesn't have explicit geometries." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "ename": "ValueError", - "evalue": "No geometry for layer. Check all layer tables and queries to ensure there are geometries.", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mexample_context\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmap\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mLayer\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'taxi_50k'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;32m~/git/CartoDB/cartoframes/cartoframes/context.py\u001b[0m in \u001b[0;36mmap\u001b[0;34m(self, layers, interactive, zoom, lat, lng, size, ax)\u001b[0m\n\u001b[1;32m 913\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mstylecol\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcoltype\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mutils\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdict_items\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mresp\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'fields'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 914\u001b[0m \u001b[0mlayer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstyle_cols\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mstylecol\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcoltype\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'type'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 915\u001b[0;31m \u001b[0mlayer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgeom_type\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_geom_type\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlayer\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 916\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mbase_layers\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 917\u001b[0m \u001b[0mgeoms\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlayer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgeom_type\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/git/CartoDB/cartoframes/cartoframes/context.py\u001b[0m in \u001b[0;36m_geom_type\u001b[0;34m(self, source)\u001b[0m\n\u001b[1;32m 1103\u001b[0m common_geom=resp['rows'][0]['geom_type']))\n\u001b[1;32m 1104\u001b[0m \u001b[0;32melif\u001b[0m \u001b[0mresp\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'total_rows'\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1105\u001b[0;31m raise ValueError('No geometry for layer. Check all layer tables '\n\u001b[0m\u001b[1;32m 1106\u001b[0m 'and queries to ensure there are geometries.')\n\u001b[1;32m 1107\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mresp\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'rows'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'geom_type'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mValueError\u001b[0m: No geometry for layer. Check all layer tables and queries to ensure there are geometries." - ] - } - ], - "source": [ - "example_context.map(Layer('taxi_50k'))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Creating a geometry\n", - "\n", - "There are many ways to create geometries from the lng/lat pairs in the taxi dataset. Here we will do a \"crow fly\" distance (converted from meters to miles) between pickups and drop-offs." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "q = '''\n", - "SELECT\n", - " *,\n", - " ST_Transform(the_geom, 3857) as the_geom_webmercator,\n", - " ST_Length(the_geom::geography) / 1609 as crow_dist\n", - "FROM (\n", - " SELECT\n", - " ST_MakeLine(CDB_LatLng(pickup_latitude, pickup_longitude), CDB_LatLng(dropoff_latitude, dropoff_longitude)) as the_geom,\n", - " cartodb_id,\n", - " fare_amount,\n", - " trip_distance\n", - " FROM taxi_50k\n", - " WHERE pickup_latitude <> 0 and dropoff_latitude <> 0\n", - ") as _w\n", - "'''\n", - "example_context.map(\n", - " QueryLayer(q, color='fare_amount', opacity=0.05),\n", - " zoom=12, lng=-73.9503, lat=40.7504\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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                                                                                                            " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# static view\n", - "example_context.map(\n", - " QueryLayer(q, color='fare_amount', opacity=0.05),\n", - " zoom=12, lng=-73.9503, lat=40.7504,\n", - " interactive=False\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can use that same query to get the line geometries, and compare the crow fly distance with the reported distance." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            crow_distfare_amountthe_geomtrip_distance
                                                                                                            cartodb_id
                                                                                                            11.6613958.50102000020E610000002000000020000E06D8052C00400...2.08
                                                                                                            22.86973213.50102000020E610000002000000FEFFFF7F327B52C0FBFF...3.00
                                                                                                            31.43773414.50102000020E610000002000000000000A04D7E52C0FFFF...2.10
                                                                                                            43.81591115.00102000020E610000002000000FEFFFF7FFC7F52C00400...4.41
                                                                                                            51.31862419.50102000020E610000002000000FEFFFF1FAC7D52C00500...4.01
                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " crow_dist fare_amount \\\n", - "cartodb_id \n", - "1 1.661395 8.5 \n", - "2 2.869732 13.5 \n", - "3 1.437734 14.5 \n", - "4 3.815911 15.0 \n", - "5 1.318624 19.5 \n", - "\n", - " the_geom trip_distance \n", - "cartodb_id \n", - "1 0102000020E610000002000000020000E06D8052C00400... 2.08 \n", - "2 0102000020E610000002000000FEFFFF7F327B52C0FBFF... 3.00 \n", - "3 0102000020E610000002000000000000A04D7E52C0FFFF... 2.10 \n", - "4 0102000020E610000002000000FEFFFF7FFC7F52C00400... 4.41 \n", - "5 0102000020E610000002000000FEFFFF1FAC7D52C00500... 4.01 " - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "taxi_lines = example_context.query(q)\n", - "taxi_lines.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Nat dataset" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from cartoframes import styling\n", - "example_context.map(Layer('nat', color={'column': 'hr90', 'scheme': styling.sunset(7)}))" - ] - } - ], - "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": "3.7.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/Shapely, Geopandas, and Cartoframes.ipynb b/examples/Shapely, Geopandas, and Cartoframes.ipynb deleted file mode 100644 index ee1210e49..000000000 --- a/examples/Shapely, Geopandas, and Cartoframes.ipynb +++ /dev/null @@ -1,1075 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Shapely, Geopandas, and CARTOframes\n", - "\n", - "This notebook demonstrates how to use `cartoframes` with [GeoPandas](http://geopandas.org/), a popular Python package for working with geospatial data in a local environment. It's built on some of the same robust libraries as PostGIS which underlies CARTO's spatial analysis, so compliments CARTO extremely well." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Get started by creating a `CartoContext` that allows you to interact with CARTO in the notebook enviroment." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline\n", - "from cartoframes import CartoContext, Credentials\n", - "import geopandas as gpd\n", - "import pandas as pd" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# set carto credentials\n", - "creds = Credentials(key='abcdefg', \n", - " username='cartoframes')\n", - "creds.save()\n", - "cxn = CartoContext()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Reading and writing data from/to CARTO\n", - "\n", - "To get started, let's use the `nat` dataset which contains county-level criminology data for the United States from 1960 onwards." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/nat\n" - ] - } - ], - "source": [ - "# load data into your account\n", - "from cartoframes.examples import read_nat\n", - "\n", - "# write `nat` to your CARTO account\n", - "cxn.write(read_nat(), 'nat')\n", - "\n", - "# download it and decode geometries\n", - "df = cxn.read('nat', decode_geom=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            fipsnothe_geom
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                                                                                                            fipsnogeometry
                                                                                                            cartodb_id
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                                                                                                            " - ], - "text/plain": [ - " fipsno geometry\n", - "cartodb_id \n", - "2367 48449 (POLYGON ((-94.81377410888672 32.9882507324218...\n", - "2148 5113 (POLYGON ((-93.92706298828125 34.3524627685546..." - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.head(2)[['fipsno', 'geometry']]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This allows you to do GIS operations locally in Geopandas. To send a DataFrame with shapely geometries into a Geopandas DataFrame, you only need to call the constructor directly on the DataFrame:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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SdbYN0238GEW8PAhvRTDbzD90M6hXFKEDNPc38Ng3vpr/3NFbjZpVyaZVojtRHvqZc+iS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\n63qGnROrgAAAAABJRU5ErkJggg==\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "gdf = gpd.GeoDataFrame(df)\n", - "gdf.plot('hr90', linewidth=0.1) # to prove we're in geopandas" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The nice thing with having the code to serialize/deserialize `shapely` objects is that you can publish directly to CARTO (and make CARTO maps) directly from (geo)pandas:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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slbvyEt1Y/0Kodbdp2+6kEXQWFZXxKnjDr8Dmo8vkj5mok5Ms1qaYf+ZgFUwZ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ec29yRFSdveFOLkFj3Ykcgo3l49UI+UEOMltV+uEAiEELRqgrhZxSseQm/cDWJQdyZX2iZDG+eb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JuTswNPhN6LkCsz46iUMcibRaKt03mXCC+gFVXJXBfpCnRykK4oIAUmVvi/950F9idSHgte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\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QbMfxuVVzefnZC+DUUK00t/Qi806L2ExzedpjvemTTauIskgfkWxKHxphSKbOgaryXD6D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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from cartoframes import Layer, styling\n", - "cxn.map(layers=Layer('nat', color={'column': 'hr90',\n", - " 'scheme': styling.sunset(7)}),\n", - " interactive=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can also create interactive versions of the above map by setting `interactive=True`.\n", - "\n", - "**Note:** If viewing this notebook on GitHub, the interactive map will not display. Checkout this same [notebook rendered on nbviewer](https://nbviewer.jupyter.org/github/CartoDB/cartoframes/blob/master/examples/Shapely%2C%20Geopandas%2C%20and%20Cartoframes.ipynb) instead." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from cartoframes import Layer, styling\n", - "cxn.map(layers=Layer('nat', color={'column': 'hr90',\n", - " 'scheme': styling.sunset(7)}),\n", - " interactive=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "GeoPandas DataFrames can be written to CARTO just like pandas DataFrames." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/cartoframes_geopandas\n" - ] - } - ], - "source": [ - "cxn.write(gdf,\n", - " encode_geom=True,\n", - " table_name='cartoframes_geopandas',\n", - " overwrite=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you change the geometries locally, the changes propagate back to CARTO:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "gdf['geometry'] = gdf.geometry.apply(lambda x: x.buffer(2))\n", - "df['geometry'] = df.geometry.apply(lambda x: x.buffer(2))" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/cartoframes_geopandas_buffered\n" - ] - } - ], - "source": [ - "cxn.write(gdf, encode_geom=True,\n", - " table_name='cartoframes_geopandas_buffered',\n", - " overwrite=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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48 \n", - "2148 Arkansas 5 \n", - "16 North Dakota 38 \n", - "258 South Dakota 46 \n", - "27 Montana 30 \n", - "\n", - " the_geom \\\n", - "cartodb_id \n", - "2367 0103000000010000004c000000110ff66c84d157c0f09c... \n", - "2148 0103000000010000004c000000eb5432f7cb7c57c063bb... \n", - "16 0103000000010000004c000000a1c34ac301e759c0860d... \n", - "258 01030000000100000047000000726e9852332e58c02e30... \n", - "27 0103000000010000004e000000d07d8644a7ff5ac00553... \n", - "\n", - " the_geom_webmercator ue60 ue70 \\\n", - "cartodb_id \n", - "2367 0106000020110F0000010000000103000000010000000F... 4.2 2.7 \n", - "2148 0106000020110F0000010000000103000000010000000F... 7.2 5.4 \n", - "16 0106000020110F0000010000000103000000010000000C... 4.1 6.0 \n", - "258 0106000020110F00000100000001030000000100000006... 2.8 0.3 \n", - "27 0106000020110F0000010000000103000000010000000E... 3.7 0.4 \n", - "\n", - " ue80 ue90 \\\n", - "cartodb_id \n", - "2367 5.027695 5.863649 \n", - "2148 5.717978 5.524099 \n", - "16 3.935185 6.328182 \n", - "258 0.539291 1.962388 \n", - "27 2.112676 1.428571 \n", - "\n", - " geometry \n", - "cartodb_id \n", - "2367 POLYGON ((-95.27370761899171 31.04432885782165... \n", - "2148 POLYGON ((-93.94994907298285 36.6935937156584,... \n", - "16 POLYGON ((-103.6094825964087 47.5185228488654,... \n", - "258 POLYGON ((-96.72188248525507 44.92368954847949... \n", - "27 POLYGON ((-107.9945842088121 49.70426177527956... \n", - "\n", - "[5 rows x 72 columns]" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "gdf.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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wd5JXRZElmNU8K56lKWTpfeaMFWV3TbMy2/E+zDK84cTGt6tr2LPMwTGgqblL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lHE4sK5G6AlDFJtMIhCHu0eFm1B4yTKGrUfvr6xxpCUx3uHfHlwNJNUuZaFZ1qYrjlhi52t/XLl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ZdyIcfWTgtLV2i0ulTLeaYqZdpddxSIthttsrZJrdHiwukTfHvzB7KOxfzMBFdv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\nEEIIIQ7p/wcwGE8pXDGOHgAAAABJRU5ErkJggg==\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from cartoframes import BaseMap, Layer\n", - "cxn.map(layers=[BaseMap('light'),\n", - " Layer('cartoframes_geopandas_buffered', \n", - " color='gi69')],\n", - " interactive=False)" - ] - } - ], - "metadata": { - "anaconda-cloud": {}, - "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": "3.6.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/debug/API/basemaps.ipynb b/examples/_debug/basemaps.ipynb similarity index 99% rename from examples/debug/API/basemaps.ipynb rename to examples/_debug/basemaps.ipynb index e26ba4b55..f5b2dba28 100644 --- a/examples/debug/API/basemaps.ipynb +++ b/examples/_debug/basemaps.ipynb @@ -801,7 +801,7 @@ } ], "source": [ - "Map(Layer('populated_places'), basemap=basemaps.positron)" + "Map(Layer('populated_places'))" ] }, { @@ -2405,7 +2405,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.7" + "version": "3.7.2" } }, "nbformat": 4, diff --git a/examples/debug/API/complete.ipynb b/examples/_debug/complete.ipynb similarity index 100% rename from examples/debug/API/complete.ipynb rename to examples/_debug/complete.ipynb diff --git a/examples/debug/carto_vl/error_capture.ipynb b/examples/_debug/error_capture.ipynb similarity index 100% rename from examples/debug/carto_vl/error_capture.ipynb rename to examples/_debug/error_capture.ipynb diff --git a/examples/debug/API/helpers.ipynb b/examples/_debug/helpers.ipynb similarity index 99% rename from examples/debug/API/helpers.ipynb rename to examples/_debug/helpers.ipynb index bdbdd19c7..8ed2f404c 100644 --- a/examples/debug/API/helpers.ipynb +++ b/examples/_debug/helpers.ipynb @@ -8189,7 +8189,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.7" + "version": "3.7.2" } }, "nbformat": 4, diff --git a/examples/debug/API/legend-color-bins.ipynb b/examples/_debug/legend-color-bins.ipynb similarity index 100% rename from examples/debug/API/legend-color-bins.ipynb rename to examples/_debug/legend-color-bins.ipynb diff --git a/examples/debug/API/legend-color-category.ipynb b/examples/_debug/legend-color-category.ipynb similarity index 99% rename from examples/debug/API/legend-color-category.ipynb rename to examples/_debug/legend-color-category.ipynb index 821ac8b28..e4a50e52b 100644 --- a/examples/debug/API/legend-color-category.ipynb +++ b/examples/_debug/legend-color-category.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -14,7 +14,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -58,7 +58,6 @@ " height: 100%;\n", " width: 100%;\n", " }\n", - "\n", " #error-container {\n", " position: absolute;\n", " width: 100%;\n", @@ -150,7 +149,6 @@ " \n", "\n", "\n", - "\n", " \n", "
                                                                                                            \n", "
                                                                                                            \n", @@ -803,7 +801,7 @@ "" ] }, - "execution_count": 2, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -817,7 +815,8 @@ " legend={\n", " 'type': 'color-category'\n", " }\n", - " )\n", + " ),\n", + " _airship_path=\"http://localhost:5000\"\n", ")" ] }, @@ -4874,18 +4873,6 @@ "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": "3.6.7" } }, "nbformat": 4, diff --git a/examples/debug/API/legend-color-continuous.ipynb b/examples/_debug/legend-color-continuous.ipynb similarity index 100% rename from examples/debug/API/legend-color-continuous.ipynb rename to examples/_debug/legend-color-continuous.ipynb diff --git a/examples/debug/API/legend-size-bins.ipynb b/examples/_debug/legend-size-bins.ipynb similarity index 100% rename from examples/debug/API/legend-size-bins.ipynb rename to examples/_debug/legend-size-bins.ipynb diff --git a/examples/debug/API/legend-size-category.ipynb b/examples/_debug/legend-size-category.ipynb similarity index 100% rename from examples/debug/API/legend-size-category.ipynb rename to examples/_debug/legend-size-category.ipynb diff --git a/examples/debug/API/legend-size-continuous.ipynb b/examples/_debug/legend-size-continuous.ipynb similarity index 100% rename from examples/debug/API/legend-size-continuous.ipynb rename to examples/_debug/legend-size-continuous.ipynb diff --git a/examples/debug/API/legend.ipynb b/examples/_debug/legend.ipynb similarity index 99% rename from examples/debug/API/legend.ipynb rename to examples/_debug/legend.ipynb index 9a9b62bad..b62b46d68 100644 --- a/examples/debug/API/legend.ipynb +++ b/examples/_debug/legend.ipynb @@ -5715,7 +5715,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.7" + "version": "3.7.2" } }, "nbformat": 4, diff --git a/examples/debug/API/style.ipynb b/examples/_debug/style.ipynb similarity index 100% rename from examples/debug/API/style.ipynb rename to examples/_debug/style.ipynb diff --git a/examples/debug/carto_vl/style-guide.ipynb b/examples/_debug/styles.ipynb similarity index 100% rename from examples/debug/carto_vl/style-guide.ipynb rename to examples/_debug/styles.ipynb diff --git a/examples/cartoframes-and-dask.ipynb b/examples/cartoframes-and-dask.ipynb deleted file mode 100644 index a003717a9..000000000 --- a/examples/cartoframes-and-dask.ipynb +++ /dev/null @@ -1,841 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# CARTOframes with Dask\n", - "\n", - "This notebook recreate the workflow from , where the author explores [`dask`](http://dask.pydata.org/en/latest/) for splitting up the computations across multiple cores in a machine to complete tasks more quickly. \n", - "\n", - "## Basics\n", - "\n", - "You'll need the following for this:\n", - "\n", - "1. Your CARTO username\n", - "2. Your API key\n", - "\n", - "Paste these values in the quotes (`''`) below." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib inline\n", - "import pandas as pd\n", - "import cartoframes\n", - "\n", - "username = '' # <-- insert your username here\n", - "api_key = '' # <-- insert your API key here\n", - "\n", - "cc = cartoframes.CartoContext('https://{}.carto.com/'.format(username),\n", - " api_key)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "from dask import dataframe as dd\n", - "import pandas as pd\n", - "columns = [\"name\", \"amenity\", \"Longitude\", \"Latitude\"]\n", - "data = dd.read_csv('scratch/POIWorld.csv', usecols=columns)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "with_name = data[data.name.notnull()]\n", - "with_amenity = data[data.amenity.notnull()]\n", - "\n", - "is_starbucks = with_name.name.str.contains('[Ss]tarbucks')\n", - "is_dunkin = with_name.name.str.contains('[Dd]unkin')\n", - "\n", - "starbucks = with_name[is_starbucks].compute()\n", - "dunkin = with_name[is_dunkin].compute()" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            nameamenityLongitudeLatitudetype
                                                                                                            6696Starbuckscafe121.03500614.547281starbucks
                                                                                                            8322Starbucks Coffeecafe120.97837114.578929starbucks
                                                                                                            9505星巴克咖啡 Starbuckscafe120.13588730.271254starbucks
                                                                                                            12417星巴克咖啡 Starbuckscafe120.15846430.253061starbucks
                                                                                                            12418星巴克咖啡 Starbuckscafe120.15734130.256555starbucks
                                                                                                            28564Starbuckscafe-76.93462540.238707starbucks
                                                                                                            33017Starbuckscafe-1.54503253.797463starbucks
                                                                                                            36552Starbucks Coffeecafe-79.39094043.649976starbucks
                                                                                                            37719Starbucks Coffeecafe-79.38946243.645361starbucks
                                                                                                            40437Starbucks Coffeecafe-79.39363443.670435starbucks
                                                                                                            40439Starbucks Coffeecafe-79.39008943.670596starbucks
                                                                                                            41495Starbucks Coffeecafe13.38873852.519403starbucks
                                                                                                            41500Starbucks Coffeecafe13.37978752.516727starbucks
                                                                                                            41869Starbucks Coffeecafe13.37373252.507931starbucks
                                                                                                            42941Starbucks Coffeecafe13.37643052.510587starbucks
                                                                                                            43173Starbuckscafe32.87853839.895229starbucks
                                                                                                            43229Starbuckscafe16.37044348.203665starbucks
                                                                                                            45342Starbuckscafe13.39001852.511072starbucks
                                                                                                            50742Starbucks Coffeecafe-79.38543443.655530starbucks
                                                                                                            53643Starbucks Coffeecafe-0.13551451.498925starbucks
                                                                                                            \n", - "
                                                                                                            " - ], - "text/plain": [ - " name amenity Longitude Latitude type\n", - "6696 Starbucks cafe 121.035006 14.547281 starbucks\n", - "8322 Starbucks Coffee cafe 120.978371 14.578929 starbucks\n", - "9505 星巴克咖啡 Starbucks cafe 120.135887 30.271254 starbucks\n", - "12417 星巴克咖啡 Starbucks cafe 120.158464 30.253061 starbucks\n", - "12418 星巴克咖啡 Starbucks cafe 120.157341 30.256555 starbucks\n", - "28564 Starbucks cafe -76.934625 40.238707 starbucks\n", - "33017 Starbucks cafe -1.545032 53.797463 starbucks\n", - "36552 Starbucks Coffee cafe -79.390940 43.649976 starbucks\n", - "37719 Starbucks Coffee cafe -79.389462 43.645361 starbucks\n", - "40437 Starbucks Coffee cafe -79.393634 43.670435 starbucks\n", - "40439 Starbucks Coffee cafe -79.390089 43.670596 starbucks\n", - "41495 Starbucks Coffee cafe 13.388738 52.519403 starbucks\n", - "41500 Starbucks Coffee cafe 13.379787 52.516727 starbucks\n", - "41869 Starbucks Coffee cafe 13.373732 52.507931 starbucks\n", - "42941 Starbucks Coffee cafe 13.376430 52.510587 starbucks\n", - "43173 Starbucks cafe 32.878538 39.895229 starbucks\n", - "43229 Starbucks cafe 16.370443 48.203665 starbucks\n", - "45342 Starbucks cafe 13.390018 52.511072 starbucks\n", - "50742 Starbucks Coffee cafe -79.385434 43.655530 starbucks\n", - "53643 Starbucks Coffee cafe -0.135514 51.498925 starbucks" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "starbucks['type'] = 'starbucks'\n", - "dunkin['type'] = 'dunkin'\n", - "coffee_places = pd.concat([starbucks, dunkin])\n", - "coffee_places.head(20)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Write DataFrame to CARTO" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The following columns were changed in the CARTO copy of this dataframe:\n", - "\u001b[1mLongitude\u001b[0m -> \u001b[1mlongitude\u001b[0m\n", - "\u001b[1mLatitude\u001b[0m -> \u001b[1mlatitude\u001b[0m\n", - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/coffee_places\n" - ] - } - ], - "source": [ - "# specify columns for lng/lat so carto will create a geometry\n", - "cc.write(coffee_places,\n", - " table_name='coffee_places',\n", - " lnglat=('longitude', 'latitude'),\n", - " overwrite=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Let's visualize this DataFrame\n", - "\n", - "Category map on Dunkin' Donuts vs. Starbucks (aka, color by 'type')" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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HKEqWCQHk7A0y/rzd5PcPb6fqX6QV1qcPrRTlQkRhebm1eMe0TONLnUNJyVoY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\nnLZgCol1h1P8RJ3SgUbZ85G1LAghIKTguVE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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from cartoframes import Layer\n", - "cc.map(layers=Layer('coffee_places', color='type', size=3))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Fast Food" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/plain": [ - "McDonald's 8697\n", - "Subway 7058\n", - "Burger King 3226\n", - "KFC 2881\n", - "Wendy's 1304\n", - "Taco Bell 1282\n", - "Pizza Hut 1014\n", - "マクドナルド 927\n", - "Dairy Queen 745\n", - "Domino's Pizza 724\n", - "McDonalds 619\n", - "Arby's 609\n", - "Name: name, dtype: int64" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "is_fastfood = with_amenity.amenity.str.contains('fast_food')\n", - "fastfood = with_amenity[is_fastfood]\n", - "fastfood.name.value_counts().head(12)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The following columns were changed in the CARTO copy of this dataframe:\n", - "\u001b[1mLongitude\u001b[0m -> \u001b[1mlongitude\u001b[0m\n", - "\u001b[1mLatitude\u001b[0m -> \u001b[1mlatitude\u001b[0m\n", - "Table successfully written to CARTO: https://cartoframes.carto.com/dataset/fastfood_dask\n", - "`the_geom` column is being populated from `('longitude', 'latitude')`. Check the status of the operation with:\n", - " \u001b[1mBatchJobStatus(CartoContext(), 'd2bc4e92-b1d5-4c7d-a8d7-d5a47eddea0f').status()\u001b[0m\n", - "or try reading the table from CARTO in a couple of minutes.\n", - "\u001b[1mNote:\u001b[0m `CartoContext.map` will not work on this table until its geometries are created.\n" - ] - }, - { - "data": { - "text/plain": [ - "BatchJobStatus(job_id='d2bc4e92-b1d5-4c7d-a8d7-d5a47eddea0f', last_status='pending', created_at='2017-12-05T14:25:06.748Z')" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ff = fastfood.compute()\n", - "cc.write(ff,\n", - " table_name='fastfood_dask',\n", - " lnglat=('longitude', 'latitude'), overwrite=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Number of Fast Food places in this OSM dump" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "152214" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(ff)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### OSM Fast Food POIs" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from cartoframes import BaseMap\n", - "cc.map(layers=Layer('fastfood_dask', size=2))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Adding measures from the Data Observatory\n", - "\n", - "We can augment our datasets to find out some demographics at the areas of each of the coffee places if you wanted to add features for building a model." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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                                                                                                            69cafe16968039.953015-75.19228918933.020483.0Starbucks4855.6755674977.6082870101000020E610000067B96C744ECC52C0910E0F61FCF9...6558.8003316725.720324starbucks
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                                                                                                            " - ], - "text/plain": [ - " amenity index latitude longitude median_income_2010_2014 \\\n", - "cartodb_id \n", - "6 cafe 28564 40.238707 -76.934625 62842.0 \n", - "26 cafe 65532 35.079845 -106.606866 34140.0 \n", - "42 cafe 93071 44.039946 -88.541166 39996.0 \n", - "61 cafe 143097 37.367685 -122.036460 122354.0 \n", - "69 cafe 169680 39.953015 -75.192289 18933.0 \n", - "\n", - " median_income_2011_2015 name \\\n", - "cartodb_id \n", - "6 63415.0 Starbucks \n", - "26 32838.0 Starbucks \n", - "42 40665.0 Starbucks \n", - "61 125488.0 Starbucks \n", - "69 20483.0 Starbucks \n", - "\n", - " pop_determined_poverty_status_per_sq_km_2010_2014 \\\n", - "cartodb_id \n", - "6 881.868363 \n", - "26 869.520635 \n", - "42 687.264493 \n", - "61 3211.407801 \n", - "69 4855.675567 \n", - "\n", - " pop_determined_poverty_status_per_sq_km_2011_2015 \\\n", - "cartodb_id \n", - "6 873.056479 \n", - "26 871.745312 \n", - "42 686.831843 \n", - "61 3278.440419 \n", - "69 4977.608287 \n", - "\n", - " the_geom \\\n", - "cartodb_id \n", - "6 0101000020E61000007D2079E7D03B53C005EBEEF08D1E... \n", - "26 0101000020E61000001CA43BE3D6A65AC0A11EEC5E388A... \n", - "42 0101000020E61000004E0E9F74A22256C092CD55F31C05... \n", - "61 0101000020E6100000CFC7105B55825EC0D45D7E4C10AF... \n", - "69 0101000020E610000067B96C744ECC52C0910E0F61FCF9... \n", - "\n", - " total_pop_per_sq_km_2010_2014 total_pop_per_sq_km_2011_2015 \\\n", - "cartodb_id \n", - "6 996.366180 991.577729 \n", - "26 929.112813 932.249243 \n", - "42 854.267385 840.552380 \n", - "61 3238.971520 3308.291340 \n", - "69 6558.800331 6725.720324 \n", - "\n", - " type \n", - "cartodb_id \n", - "6 starbucks \n", - "26 starbucks \n", - "42 starbucks \n", - "61 starbucks \n", - "69 starbucks " - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# DO measures: Total Population,\n", - "# Children under 18 years of age\n", - "# Median income\n", - "\n", - "data_obs_measures = [{'numer_id': 'us.census.acs.B01003001'},\n", - " {'numer_id': 'us.census.acs.B17001001'},\n", - " {'numer_id': 'us.census.acs.B19013001'}]\n", - "coffee_augmented = cc.data('coffee_places', data_obs_measures)\n", - "coffee_augmented.head()" - ] - } - ], - "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": "3.6.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/debug/Untitled.ipynb b/examples/debug/Untitled.ipynb deleted file mode 100644 index 9e5af87da..000000000 --- a/examples/debug/Untitled.ipynb +++ /dev/null @@ -1,906 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "from cartoframes.auth import set_default_context\n", - "from cartoframes.viz import Map, Layer\n", - "\n", - "set_default_context(\n", - " base_url='https://cartovl.carto.com/', \n", - " api_key='default_public'\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - " \n", - " \n", - " CARTOframes\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n", - " \n", - " \n", - "\n", - " \n", - " \n", - "
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                                                                                                            There is a \n", - " from the CARTO VL library:

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"\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 7\u001b[0;31m \u001b[0mMap\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mLayer\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdf\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;32m~/code/carto/Trident/cartoframes/cartoframes/viz/layer.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, source, style, popup, legend, context)\u001b[0m\n\u001b[1;32m 86\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mis_basemap\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mFalse\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 87\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 88\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msource\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_set_source\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msource\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcontext\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 89\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstyle\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_set_style\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mstyle\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 90\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpopup\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_set_popup\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpopup\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;32m~/code/carto/Trident/cartoframes/cartoframes/viz/layer.py\u001b[0m in \u001b[0;36m_set_source\u001b[0;34m(source, context)\u001b[0m\n\u001b[1;32m 110\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0msource\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 111\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 112\u001b[0;31m \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Wrong source'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 113\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 114\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mValueError\u001b[0m: Wrong source" - ] - } - ], - "source": [ - "import pandas as pd\n", - "\n", - "data = {'lat': [3, 2, 1, 0], 'longitude': [1, 2, 3, 4]}\n", - "df = pd.DataFrame.from_dict(data)\n", - "\n", - "\n", - "Map(Layer(df))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from cartoframes import Dataset\n", - "\n", - "ds = Dataset.from_query('select * from tornados_1950_2017 limit 10')\n", - "\n", - "df = ds.download()\n", - "\n", - "Map(Layer(df)) # eq. to Map(Layer(ds))" - ] - } - ], - "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": "3.6.7" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/debug/carto_vl/animation/add_animation_controls.ipynb b/examples/debug/carto_vl/animation/add_animation_controls.ipynb deleted file mode 100644 index 223effc24..000000000 --- a/examples/debug/carto_vl/animation/add_animation_controls.ipynb +++ /dev/null @@ -1,34 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# To Be Defined" - ] - } - ], - "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": "3.7.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples/debug/carto_vl/animation/add_background_feature_visibility.ipynb b/examples/debug/carto_vl/animation/add_background_feature_visibility.ipynb deleted file mode 100644 index 3ee4226a6..000000000 --- a/examples/debug/carto_vl/animation/add_background_feature_visibility.ipynb +++ /dev/null @@ -1,260 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - " \n", - " \n", - " CARTO VL + CARTOframes\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
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