library(legiscanrr)

From API

Find the identifier for bill text document doc_id we want to retrieve and pass it to get_bill_text(). We will get back a list containing details about the text document, with the element doc containing the document itself in base64 encoding.

doc_1877162 <- get_bill_text(doc_id = 1877162)

doc_1877162
#> $doc_id
#> [1] 1877162
#> 
#> $bill_id
#> [1] 1136746
#> 
#> $date
#> [1] "0000-00-00"
#> 
#> $type
#> [1] "Introduced"
#> 
#> $type_id
#> [1] 1
#> 
#> $mime
#> [1] "application/pdf"
#> 
#> $mime_id
#> [1] 2
#> 
#> $text_size
#> [1] 56197
#> 
#> $doc
#> [1] "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"
#> 
#> attr(,"class")
#> [1] "billText" "list"

To retrieve the text from the base64 encoded document, we pass this list to decode_bill_text(). This will 1) transform the input list into a data frame, and 2) attach the decoded text as an additional column text_docoded.

Decoded text looks like this:

[1] " PRINTER’S NO. 37THE GENERAL ASSEMBLY OF PENNSYLVANIAHOUSE BILLNo. 17Session of2019INTRODUCED BY RYAN, GROVE, JAMES, KAUFFMAN, KEEFER, SAYLOR,SIMMONS, STAATS, WALSH, LAWRENCE, F. KELLER AND JONES,JANUARY 28, 2019REFERRED TO COMMITTEE ON FINANCE, JANUARY 28, 2019AN ACT1 Amending the act of March 4, 1971 (P.L.6, No.2), entitled "An2 act relating to tax reform and State taxation by codifying3 and enumerating certain subjects of taxation and imposing4 taxes thereon; providing procedures for the payment,5 collection, administration and enforcement thereof; providing6 for tax credits in certain cases; conferring powers and7 imposing duties upon the Department of Revenue, certain8 employers, fiduciaries, individuals, persons, corporations9 and other entities; prescribing crimes, offenses and10 penalties," in personal income tax, further providing for11 collection of tax and for limitations on assessment and12 collection.13 The General Assembly of the Commonwealth of Pennsylvania14 hereby enacts as follows:15 Section 1. Sections 343 and 348(c) of the act of March 4,16 1971 (P.L.6, No.2), known as the Tax Reform Code of 1971, are17 amended to read:18 Section 343. Collection of Tax.–(a) The department shall19 collect the taxes imposed by this article in the manner provided20 by law for the collection of taxes imposed by the laws of this21 Commonwealth.22 (b) The following apply:1 (1) except as provided under paragraph (2), where the2 assessment of a tax imposed by this article has been made within3 the applicable period of limitation, the tax shall be collected4 by the department within ten years after the date the return was5 first due; and6 (2) where the taxpayer willfully files a false or fraudulent7 return with the intent to evade the tax imposed by this article,8 the amount of tax due may be assessed and collected at any time.9 Section 348. Limitations on Assessment and Collection.–* 10 11 (c) Where no return is filed, or if a taxpayer shall fail,12 when required, to file an amended return, the amount of the tax13 due may be assessed at any time not exceeding ten years from the14 date the return was first due or any extension thereof.15 * * *16 Section 2. This act shall take effect in 60 days.20190HB0017PN0037 - 2 -"

From local json

If we have saved the API response from get_bill_text() in json format locally, we can decode the text by passing in the paths to the .json files.

If we save the files under sub-directory text, then we can use find_json_path() to help us with the search.

Then pass the file path directly to decode_bill_text(), which will perform the importing and decoding accordingly.

[1] " PRINTER’S NO. 37THE GENERAL ASSEMBLY OF PENNSYLVANIAHOUSE BILLNo. 17Session of2019INTRODUCED BY RYAN, GROVE, JAMES, KAUFFMAN, KEEFER, SAYLOR,SIMMONS, STAATS, WALSH, LAWRENCE, F. KELLER AND JONES,JANUARY 28, 2019REFERRED TO COMMITTEE ON FINANCE, JANUARY 28, 2019AN ACT1 Amending the act of March 4, 1971 (P.L.6, No.2), entitled "An2 act relating to tax reform and State taxation by codifying3 and enumerating certain subjects of taxation and imposing4 taxes thereon; providing procedures for the payment,5 collection, administration and enforcement thereof; providing6 for tax credits in certain cases; conferring powers and7 imposing duties upon the Department of Revenue, certain8 employers, fiduciaries, individuals, persons, corporations9 and other entities; prescribing crimes, offenses and10 penalties," in personal income tax, further providing for11 collection of tax and for limitations on assessment and12 collection.13 The General Assembly of the Commonwealth of Pennsylvania14 hereby enacts as follows:15 Section 1. Sections 343 and 348(c) of the act of March 4,16 1971 (P.L.6, No.2), known as the Tax Reform Code of 1971, are17 amended to read:18 Section 343. Collection of Tax.–(a) The department shall19 collect the taxes imposed by this article in the manner provided20 by law for the collection of taxes imposed by the laws of this21 Commonwealth.22 (b) The following apply:1 (1) except as provided under paragraph (2), where the2 assessment of a tax imposed by this article has been made within3 the applicable period of limitation, the tax shall be collected4 by the department within ten years after the date the return was5 first due; and6 (2) where the taxpayer willfully files a false or fraudulent7 return with the intent to evade the tax imposed by this article,8 the amount of tax due may be assessed and collected at any time.9 Section 348. Limitations on Assessment and Collection.–* 10 11 (c) Where no return is filed, or if a taxpayer shall fail,12 when required, to file an amended return, the amount of the tax13 due may be assessed at any time not exceeding ten years from the14 date the return was first due or any extension thereof.15 * * *16 Section 2. This act shall take effect in 60 days.20190HB0017PN0037 - 2 -"