diff --git a/README.md b/README.md index ef9ee3f..e2bde2b 100644 --- a/README.md +++ b/README.md @@ -5,15 +5,11 @@ This is the working repository for ‘The API’ book written by Sergey Konstant ## Current State and the Roadmap -Right now Section I (‘API Design’) and Section II (‘Backwards Compatibility’) are finished. The Sections are lacking readable schemes, I'll draw them later. +Right now all three section (‘The API Design’, ‘The Backwards Compatibility’, and ‘The API Product’) are finished. So the book is basically ready, I'm working on some cosmetics: -Section III ‘API as a Product’ will be discussing non-technical issues - * what for the APIs exist; - * monetizing APIs; - * making sure you understand users' needs and collect proper metrics; - * common practices, including AA issues and fraud problems; - * organizing docs portal; - * open source and community. + * adding readable schemes where it's appropriate; + * refactoring the ‘Describing Final Interfaces’ chapters; + * rephrasing and expanding the chapters on versioning and identifying users. I also have more distant plans on adding two more subsections to Section I. * Section Ia ‘JSON HTTP APIs’: diff --git a/build-graphs.mjs b/build-graphs.mjs index 0c813a5..9770674 100644 --- a/build-graphs.mjs +++ b/build-graphs.mjs @@ -11,28 +11,26 @@ import puppeteer from 'puppeteer'; const args = process.argv.slice(2); const dir = process.cwd(); -const langs = (args[1] || 'en,ru').split(','); -const graphDir = resolve(dir, 'src', 'graphs'); -const tmpDir = resolve(graphDir, 'tmp'); +const langs = (args[0] || 'en,ru').split(','); +const target = args[1]; const srcDir = resolve(dir, 'src'); +const graphDir = resolve(srcDir, 'graphs'); +const tmpDir = resolve(graphDir, 'tmp'); if (!existsSync(tmpDir)) { mkdirSync(tmpDir); } -const targets = args[2] - ? [args[2] + '.yaml'] - : readdirSync(graphDir).filter((i) => i.endsWith('.yaml')); -build(langs, targets, srcDir, graphDir, tmpDir).then( +build(langs, srcDir, graphDir, tmpDir, target).then( () => process.exit(0), (e) => { throw e; } ); -async function build(langs, targets, srcDir, graphDir, tmpDir) { +async function build(langs, srcDir, graphDir, tmpDir, target) { await buildL10n(langs, srcDir, tmpDir); - await buildGraphs(langs, targets, graphDir, tmpDir); + await buildGraphs(langs, srcDir, graphDir, tmpDir, target); } async function buildL10n(langs, srcDir, tmpDir) { @@ -54,49 +52,72 @@ async function buildL10n(langs, srcDir, tmpDir) { ); } -async function buildGraphs(langs, targets, graphDir, tmpDir) { - const tasks = langs.reduce( - (tasks, lang) => - tasks.concat( - targets.map((target) => { - lang, target; - }) - ), - [] +async function buildGraphs(langs, srcDir, graphDir, tmpDir, target) { + const tasks = target + ? langs.map((lang) => ({ + lang, + target + })) + : langs.reduce( + (tasks, lang) => + tasks.concat( + readdirSync(resolve(srcDir, lang, 'graphs')).map( + (file) => ({ + lang, + target: file.replace('.yaml', '') + }) + ) + ), + [] + ); + + return Promise.all( + tasks.map(({ lang, target }) => + buildGraph({ + lang, + target, + yaml: readFileSync( + resolve(srcDir, lang, 'graphs', target + '.yaml'), + 'utf-8' + ), + graphDir, + tmpDir + }) + ) ); - return Promise.all(tasks.map(({lang, target}) => { - const yaml = readFileSync(resolve(graphDir, target)) - }); - - for (const source of sources) { - console.log(`Building ${source}…`); - for (const lang of langs) { - const inFile = `${indexFileUrl}?graph=${source}&lang=${lang}`; - console.log(` Open ${inFile}`); - const browser = await puppeteer.launch({ - headless: true, - product: 'chrome', - defaultViewport: { - deviceScaleFactor: 2, - width: 1000, - height: 1000 - } - }); - const outFile = resolve(dir, 'src', 'img', `graph-${source}.png`); - const page = await browser.newPage(); - - await page.goto(inFile, { - waitUntil: 'networkidle0' - }); - const body = await page.$('body'); - await body.screenshot({ - path: outFile, - type: 'png', - captureBeyondViewport: true - }); - console.log(` ${outFile} saved`); - - await browser.close(); - } - } +} + +async function buildGraph({ lang, target, yaml, graphDir, tmpDir }) { + const jsTmpFileName = `wrapped-${lang}-${target}.js`; + writeFileSync( + resolve(tmpDir, jsTmpFileName), + `document.querySelector('.mermaid').innerHTML = ${JSON.stringify( + yaml.replace(/\\n/g, '\\n') + )};` + ); + // console.log(` Open ${inFile}`); + // const browser = await puppeteer.launch({ + // headless: true, + // product: 'chrome', + // defaultViewport: { + // deviceScaleFactor: 2, + // width: 1000, + // height: 1000 + // } + // }); + // const outFile = resolve(dir, 'src', 'img', `graph-${source}.png`); + // const page = await browser.newPage(); + + // await page.goto(inFile, { + // waitUntil: 'networkidle0' + // }); + // const body = await page.$('body'); + // await body.screenshot({ + // path: outFile, + // type: 'png', + // captureBeyondViewport: true + // }); + // console.log(` ${outFile} saved`); + + // await browser.close(); } diff --git a/build.mjs b/build.mjs index 8041fb9..ac0007d 100644 --- a/build.mjs +++ b/build.mjs @@ -1,5 +1,6 @@ import { resolve as pathResolve } from 'path'; import templates from './src/templates.js'; +//import { init, plugins } from '../The-Book-Builder/index.js'; import { init, plugins } from '@twirl/book-builder'; import { readFileSync, writeFileSync } from 'fs'; @@ -23,6 +24,8 @@ const targets = ( return targets; }, {}); +const chapters = process.argv[4]; + console.log(`Building langs: ${langsToBuild.join(', ')}…`); langsToBuild.forEach((lang) => { init({ @@ -43,18 +46,25 @@ langsToBuild.forEach((lang) => { plugins.ast.h5Counter, plugins.ast.aImg, plugins.ast.imgSrcResolve, + plugins.ast.mermaid, plugins.ast.ref, plugins.ast.ghTableFix ] }, htmlSourceValidator: { validator: 'WHATWG', - ignore: ['heading-level', 'no-raw-characters', 'wcag/h37'] + ignore: [ + 'heading-level', + 'no-raw-characters', + 'wcag/h37', + 'no-missing-references' + ] }, html: { postProcess: [plugins.html.imgDataUri] } - } + }, + chapters }).then((builder) => { Object.keys(targets).forEach((target) => { if (target !== 'landing') { @@ -63,11 +73,12 @@ langsToBuild.forEach((lang) => { pathResolve('docs', `${l10n[lang].file}.${lang}.${target}`) ); } else { - const landingHtml = templates.landing( - builder.structure, - l10n[lang], - lang - ); + const landingHtml = templates.landing({ + structure: builder.structure, + l10n: l10n[lang], + lang, + templates + }); writeFileSync( pathResolve('docs', l10n[lang].landingFile), landingHtml diff --git a/docs/API.en.docx b/docs/API.en.docx index 9c1f8d2..7827243 100644 Binary files a/docs/API.en.docx and b/docs/API.en.docx differ diff --git a/docs/API.en.epub b/docs/API.en.epub index 9c6cb19..2c86677 100644 Binary files a/docs/API.en.epub and b/docs/API.en.epub differ diff --git a/docs/API.en.html b/docs/API.en.html index 2d8d0af..0413861 100644 --- a/docs/API.en.html +++ b/docs/API.en.html @@ -2,11 +2,11 @@ Sergey Konstantinov. The API - + - + @@ -89,12 +89,25 @@ src: 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+ background-position: 50% 25%; + background-repeat: no-repeat; + background-size: cover; + margin: 0; + aspect-ratio: 3/2; +} + +.cover h1 { + margin: 0; + padding: 0; + font-size: 4vw; + text-align: center; +} + +h1 .title { + font-size: 6vw; +} + +nav.page-main { + height: 0; + position: sticky; + top: 0; + float: right; + margin-right: -2em; +} + +nav.page-main ul { + padding: 0; + margin: 0; + list-style-type: none; + cursor: pointer; +} + +nav.page-main ul li { + font-size: 1.8em; + width: 1em; + height: 1em; + line-height: 1em; + text-align: center; +} + +nav.page-main ul li.para { + height: 2em; + line-height: 2em; +} + +nav.page-main ul li.share, +.side-panel .share::before { + background-image: url(data:image/svg+xml;base64,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); + background-size: 80% auto; + background-position: 50% 100%; + background-repeat: no-repeat; +} + +.side-panel { + border-left: 1px solid #979b9f; + background-color: #e8e6e5; + border-radius: 0.2em; + position: sticky; + top: 0; + width: 80vw; + max-width: 30em; + height: 100vh; + float: right; + z-index: 1; + overflow: hidden auto; + padding: 0.5em 0.8em; + font-family: local-sans, sans-serif; + text-align: left; +} + +.side-panel button.close { + position: absolute; + top: 0; + right: 0; + width: 2em; + height: 2em; + line-height: 2em; + border: none; + background: none; + cursor: pointer; +} + +.side-panel button.close::after { + content: '✕'; + font-size: 2em; + line-height: 1.5em; +} + +.side-panel h1, +.side-panel h2, +.side-panel h3, +.side-panel h4 { + line-height: inherit; + font-weight: normal; + padding: inherit; + margin: inherit; + font-size: inherit; + text-indent: inherit; + word-wrap: break-word; +} + +.side-panel h3.title { + padding: 0 0 1em 0; + font-weight: bold; + text-transform: uppercase; +} + +.side-panel ul.share, +article ul.share { + margin: 0; + padding: 0; + list-style-type: none; + display: flex; + flex-direction: row; + flex-wrap: wrap; + gap: 0.2em; +} + +.side-panel ul.share li a.share { + display: inline-block; + width: 1.5em; + height: 1.2em; + background-size: auto 80%; + cursor: pointer; + text-decoration: none; + background-repeat: no-repeat; + background-position: 50% 80%; + filter: grayscale(1); +} + +.side-panel ul.share li a.share-facebook { + background-image: url(data:image/png;base64,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); +} + +.side-panel ul.share li a.share-twitter { + background-image: 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+} + +.side-panel ul.share li a.share-vk { + background-image: 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+} + +.side-panel ul.share li.copy-link { + white-space: nowrap; +} + +.side-panel ul.share li.copy-link input { + height: 1.8em; + line-height: inherit; + padding: 0 0.5em; + background-color: #d3d8dc; + width: 20em; + border: 1px solid gray; + border-radius: 2px; +} + +.copy-button { + padding: 0 0.2em; + height: 1.8em; + display: inline-block; + margin: 2px 1px; + line-height: inherit; +} + +.copy-button::after { + content: '📋'; +} + +.side-panel h2.toc { + line-height: inherit; + padding: 1em 0 0 0; + font-weight: bold; +} + +.fade { + position: sticky; + top: 0; + width: 100vw; + height: 100vh; + float: left; + background-color: rgba(0, 0, 0, 0.6); + z-index: 1; +} + +body > article { + margin: 2em auto; + max-width: 60%; +} + +a.anchor:before { + display: inline-block; + content: '¶'; + width: 0.8em; + color: lightgray; + text-indent: 0; +} + +h5 a.anchor:before { + color: transparent; +} + +a.anchor:hover:before { + color: black; +} + +h2:not(.toc), +h3 { + text-indent: -0.8em; +} + +ul.references li p { + display: flex; + margin-left: -2em; + flex-grow: 2; +} + +ul.references li p a.back-anchor { + width: 1.7em; + flex-shrink: 0; +} @media screen { - body { - margin: 2em auto; - max-width: 60%; - } - .github-corner:hover .octo-arm { animation: octocat-wave 560ms ease-in-out; } @@ -281,7 +529,7 @@ a.anchor { } @media screen and (max-width: 1000px) { - body { + body > article { padding: 2em; margin: 0; max-width: none; @@ -298,43 +546,57 @@ a.anchor { padding-left: 1em; } - .github-corner:hover .octo-arm { - animation: none; + ul.references li p { + margin-left: 0; } - .github-corner .octo-arm { - animation: octocat-wave 560ms ease-in-out; + ul.references li p a.back-anchor { + width: auto; + } + + table { + padding: 0; + font-size: 70%; + } + + table td, + table th { + padding: 0; + } + + .cover { + font-size: 2.8vw; } -} -h1 { - font-size: 48px; - background-image: 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); 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Sergey Konstantinov
The API

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Sergey Konstantinov. The API.
- yatwirl@gmail.com · linkedin.com/in/twirl · patreon.com/yatwirl

+ yatwirl@gmail.com · linkedin.com/in/twirl · patreon.com/yatwirl

The API-first development is one of the hottest technical topics nowadays, since many companies started to realize that API serves as a multiplicator to their opportunities—but it also amplifies the design mistakes as well.

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This book is dedicated to designing APIs: how to build the architecture properly, from a high-level planning down to final interfaces, and to extend API in a backwards-compatible manner.

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Illustrations & inspiration by Maria Konstantinova · art.mari.ka

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This book is written to share the expertise and describe the best practices in designing and developing APIs. In Section I, we'll discuss the API architecture as a concept: how to build the hierarchy properly, from high-level planning down to final interfaces. Section II is dedicated to expanding existing APIs in a backwards-compatible manner. Finally, in Section III we will talk about the API as a product.

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Illustrations & inspiration by Maria Konstantinova · art.mari.ka

Creative Commons «Attribution-NonCommercial» Logo

This book is distributed under the Creative Commons Attribution-NonCommercial 4.0 International licence.

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Source code available at github.com/twirl/The-API-Book

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Introduction

Chapter 1. On the Structure of This Book

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Source code available at github.com/twirl/The-API-Book

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Introduction

Chapter 1. On the Structure of This Book

The book you're holding in your hands comprises this Introduction and two sections: ‘The API Design’ and ‘The Backwards Compatibility’.

In Section I, we will discuss designing APIs as a concept: how to build the architecture properly, from high-level planning down to final interfaces.

Section II is dedicated to an API lifecycle: how interfaces evolve over time, and how to elaborate the product to match users' needs.

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In other words, hundreds or even thousands of different APIs must work correctly to make basic actions possible, like viewing a webpage. Modern internet technologies simply couldn't exist without these tons of APIs working fine.

An API is an obligation. A formal obligation to connect different programmable contexts.

When I'm asked for an example of a well-designed API, I usually show a picture of a Roman aqueduct:

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The Pont-du-Gard aqueduct. Built in the 1st century AD.  Image Credit: igorelick @ pixabay
The Pont-du-Gard aqueduct. Built in the 1st century AD
Image Credit: igorelick @ pixabay
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The Pont-du-Gard aqueduct. Built in the 1st century AD.  Image Credit: igorelick @ pixabay
The Pont-du-Gard aqueduct. Built in the 1st century AD
Image Credit: igorelick @ pixabay
  • it interconnects two areas;
  • backwards compatibility being broken not a single time in two thousand years.
  • @@ -2842,6 +3104,648 @@ ProgramContext.dispatch = (action) => {

    NB. The perfect example of avoiding this anti-pattern is compiler development; usually, the next compiler's version is compiled with the previous compiler's version.

    5. Keep a notepad

    Whatever tips and tricks that were described in the previous chapters you use, it's often quite probable that you can't do anything to prevent the API inconsistencies start piling up. It's possible to reduce the speed of this stockpiling, foresee some problems, and have some interface durability reserved for future use. But one can't foresee everything. At this stage, many developers tend to make some rash decisions, e.g. releasing a backwards-incompatible minor version to fix some design flaws.

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    We highly recommend never doing that. Remember that the API is a multiplier of your mistakes either. What we recommend is to keep a serenity notepad — to fix the lessons learned, and not to forget to apply this knowledge when the major API version is released.

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We highly recommend never doing that. Remember that the API is a multiplier of your mistakes either. What we recommend is to keep a serenity notepad — to fix the lessons learned, and not to forget to apply this knowledge when the major API version is released.

Section III. The API Product

Chapter 20. API as a Product

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There are two important statements regarding APIs viewed as products.

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    APIs are proper products, just like any other kind of software. You're ‘selling’ them in the same manner, and all the principles of product management are fully applicable to them. It's quite doubtful you would be able to develop APIs well unless you conducted proper market research, learned customers' needs, and studied competitors, supply, and demand.

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    Still, APIs are quite special products. You're selling a possibility to make some actions programmatically by writing code, and this fact puts some restrictions on product management.

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To properly develop the API product, you must be able to answer exactly this question: why your customers would prefer making some actions programmatically. It's not an idle question: out of this book's author's experience, the product owners' lack of expertise in working with APIs exactly is the largest problem of API product development.

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End users don't interact with your API directly but through the application built upon it by software engineers acting on behalf of some company (and sometimes there is more than one engineer in between you and an end user). From this point of view, the API's target audience resembles a Maslow-like pyramid:

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The obvious conclusion of this model is that you must advertise the advantages of your API to developers. They will select the technology, and business owners will translate the concept to end users. If former or acting developers manage the API product, they often tend to evaluate the API market competitiveness in this dimension only and mainly channel the product promotion efforts to the developers' auditory.

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'Stop!', the mindful reader must yell at this moment. The actual order of things is exactly the opposite:

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So it turns out that customers are at the apex of the pyramid: it is customers you need to convince they need not any cup of coffee, but a cup of coffee brewed using our API (interesting question: how will we convey the knowledge which API works under the hood, and why customers should pay their money for it!); then business owners will set the task to integrate the API, and developers will have no other choice but to implement it (which, by the way, means that investing into API's readability and consistency is not that important).

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The truth, of course, lies somewhere in between. In some markets and subject areas, it is developers who make decisions (i.e. which framework to choose); in other markets and areas, it might be business owners or customers. It also depends on the competitiveness of the market: introducing a new frontend framework does not meet any resistance while developing, let's say, a new mobile operating system requires million-dollar investments into promotions and strategic partnerships.

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Here and after, we will describe some ‘averaged’ situations, meaning that all three pyramid levels are important: customers choosing the product which fits their needs best, business owners seeking quality guarantees and lower development costs, as well as software engineers caring about the API capabilities and the convenience of working with it.

Chapter 21. API Business Models

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Before we proceed to the API product management principles description, let us draw your attention to the issue of profits that companies providing APIs might extract from it. As we will demonstrate in the next chapters, this issue directly affects making product decisions and setting KPIs for the API team. [In brackets, we will provide examples of such models applicable to our coffee-machine API study.]

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Developers = end users

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The easiest and the most understandable case is that of providing a service for developers, with no end users involved. First of all, we talk about different software engineering tools: APIs of programming languages, frameworks, operating systems, UI libraries, game engines, etc; in other words, general-purpose interfaces. [In our coffee API case, it means the following: we've developed a library for ordering a cup of coffee, possibly furnished with UI components, and now selling it to coffeeshop chains owners whoever willing to buy it to ease the development of their own applications.] In this case, the answer to the ‘why have an API’ question is self-evident.

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There is also a plethora of monetizing techniques; in fact, we're just talking about monetizing software for developers.

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    The framework / library / platform might be paid per se, e.g. distributed under a commercial license. Nowadays such models are becoming less and less popular with the rise of free and open source software but are still quite common.

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    The API may be licensed under an open license with some restrictions that might be lifted by buying an extended license. It might be either functional limitations (an inability to publish the app in the app store or an incapacity to build the app in the production mode) or usage restrictions (for example, an open license might be ‘contagious’, e.g. require publishing the derived code under the same license, or using the API for some purposes might be prohibited).

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    The API itself might be free, but the developer company might provide additional paid services (for example, consulting or integrating ones), or just sell the extended technical support.

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    The API development might be sponsored (explicitly or implicitly) by the platform or operating system owners [in our coffee case — by the vendors of smart coffee machines] who are interested in providing a wide range of convenient tools for developers to work with the platform.

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    Finally, the API developer company might be attracting attention to other related programming tools and hoping to increase sales by publishing the API under a free license.

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Remarkably, such APIs are probably the only ‘pure’ case when developers choose the solution solely because of its clean design, elaborate documentation, thought-out use-cases, etc. There are examples of copying the API design (which is the sincerest form of flattery, as we all know!) by other companies or even enthusiastic communities — that happened, for example, with the Java language API (an alternate implementation by Google) and the C# one (the Mono project) — or just borrowing apt solutions — as it happened with the concept of selecting DOM elements with CSS selectors, initially implemented in the cssQuery project, then adopted by jQuery, and after the latter became popular, incorporated as a part of the DOM standard itself.

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1. API = the main and/or the only mean of accessing the service
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This case is close to the previous one as developers again, not end users, are API consumers. The difference is that the API is not a product per se, but the service exposed via the API is. The purest examples are cloud platforms APIs like Amazon AWS or Braintree API. Some operations are possible through end-user interfaces, but generally speaking, the services are useless without APIs. [In our coffee example, imagine we are an operator of ‘cloud’ coffee machines equipped with drone-powered delivery, and the API is the only mean of making an order.]

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Usually, customers pay for the service usage, not for the API itself, though frequently the tariffs depend on the number of API calls.

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2. API = a partner program
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Many commercial services provide the access to their platforms for third-party developers to increase sales or attract additional audiences. Examples include the Google Books partner program, Skyscanner Travel APIs, and Uber API. [In our case study, it might be the following model: we are a large chain of coffeeshops, and we encourage partners to sell our coffee through their websites or applications.] Such partnerships are fully commercial: partners monetize their own audience, and the API provider company yearns to get access to extended auditory and additional advertisement channels. As a rule, the API provider company pays for users reaching target goals and sets requirements for the integration performance level (for example, in a form of a minimum acceptable click-target ratio) to avoid misusing the API.

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3. API = additional access to the service
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If a company possesses some unique expertise, usually in a form of some dataset that couldn't be easily gathered if needed, quite logically a demand for the API exposing this expertise arises. The most classical examples of such APIs are cartographical APIs: collecting detailed and precise geodata and maintaining its freshness is extremely expensive, and a wide range of services would become much more useful if they featured an integrated map. [Our coffee example hardly matches this pattern as the data we accumulate — coffee machines locations, beverages types — is something useless in any other context but ordering a cup of coffee.]

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This case is the most interesting one from the API developers' point of view as the existence of the API does really serve as a multiplier to the opportunities: the expertise owner could not physically develop all imaginable services utilizing the expertise. Providing the API is a win-win: third-party services got their functionality improved, and the API provider got some profits.

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Access to the API might be unconditionally paid. However, hybrid models are more common: the API is free till some conditions are met, such as usage limits or constraints (for example, only non-commercial projects are allowed). Sometimes the API is provided for free with minimal restrictions to popularize the platform (for example, Apple Maps).

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B2B services are a special case. As B2B Service providers benefit from offering diverse capabilities to partners, and conversely partners often require maximum flexibility to cover their specific needs, providing an API might be the optimal solution for both. Large companies have their own IT departments are more frequently need APIs to connect to their internal systems and integrate into business processes. Also, the API provider company itself might play the role of such a B2B customer if its own products are built on top of the API.

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NB: we absolutely condemn the practice of providing an external API merely as a byproduct of the internal one without any additional product and technical efforts. The main problem of such APIs is that partners' interests are not taken into account, which leads to numerous problems.

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All those problems lead to having an external API that actually hurts the company's reputation, not improves it. In fact, you're providing a very bad service for a very critical and skeptical auditory. If you don't have a resource to develop the API as a product for external customers, better don't even start.

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4. API = an advertisment site
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In this case, we talk mostly about widgets and search engines; to display commercials direct access to end users is a must. The most typical examples of such APIs are advertisement networks APIs. However, mixed approaches do exist either — meaning that some API, usually a searching one, goes with commercial incuts. [In our coffee example, it means that the offer searching function will start promoting paid results on the search results page.]

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5. API = self-advertisement and self-PR
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If an API has neither explicit nor implicit monetization, it might still generate some income, increasing the company's brand awareness through displaying logos and other recognizable elements while working with the API, either native (if the API goes with UI elements) or agreed-upon ones (if partners are obliged to embed specifical branding in those places where the API functionality is used or the data acquired through API is displayed). The API provider company's goals in this case are either attracting users to the company's services or just increasing brand awareness in general. [In the case of our coffee API, let's imagine that we're providing some totally unrelated service, like selling tires, and by providing the API we hope to increase brand recognition and get a reputation as an IT company.]

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The target audiences of such self-promotion might also differ:

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Additionally, we might talk about forming a community, e.g. the network of developers (or customers, or business owners) who are loyal to the product. The benefits of having such a community might be substantial: lowering the technical support costs, getting a convenient channel for publishing announcements regarding new services and new releases, and obtaining beta users for upcoming products.

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6. API = a feedback and UGC tool
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If a company possesses some big data, it might be useful to provide a public API for users to make corrections in the data or otherwise get involved in working with it. For example, cartographical API providers usually allow to post feedback or correct a mistake right on partners' websites and applications. [In the case of our coffee API, we might be collecting feedback to improve the service, both passively through building coffeeshops ratings or actively through contacting business owners to convey users' requests or through finding new coffee shops that are still not integrated with the platform.]

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7. Terraforming
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Finally, the most altruistic approach to API product development is providing it free of charge (or as an open source and open data project) just to change the landscape. If today nobody's willing to pay for the API, we might invest in popularizing the functionality hoping to find commercial niches later (in any of the abovementioned formats) or to increase the significance and usefulness of the API integrations for end users (and therefore the readiness of the partners to pay for the API). [In the case of our coffee example, imagine a coffee machine maker that starts providing APIs for free aiming to make having an API a ‘must’ for every coffee machine vendor thus allowing for the development of commercial API-based services in the future.]

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8. Gray zones
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One additional source of income for the API provider is the analysis of the requests that end users make. In other words — collecting and re-selling some user data. You must be aware that the difference between acceptable data collecting (such as aggregating search requests to understand trends or finding promising locations for opening a coffee shop) and unacceptable ones are quite vague, and tends to vary in time and space (e.g. some actions might be totally legal at the one side of the state border, and totally illegal at the other side), so making a decision of monetizing the API with it should be carried out with extreme caution.

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The API-first approach

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Last several years we see the trend of providing some functionality as an API (e.g. as a product for developers) instead of developing the service for end users. This approach, dubbed ‘API-first’, reflects the growing specialization in the IT world: developing APIs becomes a separate area of expertise that business is ready to out-source instead of spending resources to develop internal APIs for the applications by in-house IT department. However, this approach is not universally accepted (yet), and you should keep in mind the factors that affect the decision of launching a service in the API-first paradigm.

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    The target market must be sufficiently heated up: there must be companies there that possess enough resources to develop services atop third-party APIs and pay for it (unless your aim is terraforming).

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    The quality of the service must not suffer if the service is provided only through the API.

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    You must really possess the expertise in API development; otherwise, there are high chances to make too many design mistakes.

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Sometimes providing APIs is a method to ‘probe the ground’, e.g. to evaluate the market and decide whether it's worth having a full-scale user service there. (We rather condemn this practice as it inevitably leads to discontinuing the API or limiting its functionality, either because the market turns out to be not so profitable as expected, or because the API eventually becomes a competitor to the main service.)

Chapter 22. Developing a Product Vision

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The above-mentioned fragmentation of the API target audience, e.g. the ‘developers — business — end users’ triad, makes API product management quite a non-trivial problem. Yes, the basics are the same: find your auditory's needs and satisfy them; the problem is that your product has several different auditories, and their interests sometimes diverge. The end users' request for an affordable cup of coffee does not automatically imply business demand for a coffee machine API.

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Generally speaking, the API product vision must include the same three elements:

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In different markets and different situations, the ‘weight’ of each element differs. If you're creating an API-first product for developers with no UI components, you might the skip end users' problems analysis; and, by contrast, if you're providing an API to extremely valuable functionality and you're holding a close-to-monopolistic position on the market, you might actually never care about how developers love your software architecture or how convenient your interfaces are for them, as they simply have no other choice.

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In the majority of cases, we still have to deal with two-step heuristics based on either technical capabilities or business demands:

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As both approaches are still heuristic, the API product vision is inevitably fuzzy, and it's rather normal: if you could have got a full and clear understanding of what end-user products might be developed on top of your API, you might have developed them on your own behalf, skipping intermediary agents. It is also important to keep in mind that many APIs pass the ‘terraforming’ stage (see the previous chapter) thus preparing the ground for new markets and new types of services — so your idealistic vision of a nearby future where delivering freshly brewed coffee by drones will be a norm of life is to be refined and clarified while new companies providing new kinds of services are coming to the market. (Which in its turn will make an impact on the monetization model: detalizing the countenance of the forthcoming will make your abstract KPIs and theoretical benefits of having an API more and more concrete.)

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The same fuzziness should be kept in mind while making interviews and getting feedback. Software engineers will mainly report the problems they've got with the technical integrations, and rarely speak of business-related issues; meanwhile, business owners care little about code-writing inconvenience. Both will have some knowledge regarding the end users problems, but it's usually limited to the market segment the partner operates on.

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If you do have an access to end users actions monitoring (see the ‘API KPIs’ chapter), then you might try to analyze the typical user behavior through these logs, and understand how users interact with the partners' applications. But you will need to make this analysis on a per-application basis, and try to clusterize the most common scenarios.

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Checking product hypotheses

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Apart from the general complexity of formulating the product vision, there are also tactical issues with checking product hypotheses. ‘The Holy Grail’ of product management — that is, creating a cheap (in terms of resource spent) minimal viable product (MVP) — is normally unavailable for an API product manager. The thing is that you can't easily test the solution even if you managed to develop an API MVP: to do so, partners are to develop some code, e.g. invest their money; and if the outcome of the experiment is negative (e.g. the further development looks unpromising), this money will be wasted. Of course, partners will be a little bit skeptical towards such proposals. Thus a ‘cheap’ MVP should include either the compensation for partners' expenses or the budget to develop a reference implementation (e.g. a complementary application must be developed alongside the API MVP).

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You might partially solve the problem by making some third-party company release the MVP (for example, in a form of an open source module published in some developer's personal repository) but then you will struggle with hypothesis validation issues as such modules might easily go unnoticed.

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Another option for checking conjectures is recruiting an API provider company's services developers if they exist. Internal customers are usually much more loyal towards spending some effort to check a hypothesis, and it's much easier to negotiate MVP curtailing or freezing with them. The problem is that you can check only those ideas that are relevant to internal services needs.

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Generally speaking, the ‘eat your own dogfood’ concept applied to APIs means that the product team should have their own test applications (i.e. ‘pet project’) on top of the APIs. Given the complexity of developing such applications, it makes sense to encourage having them, e.g. giving free API quotas to team members and providing sufficient free computational resources.

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Such pet projects are also valuable because of the unique experience they allow to gain: everyone might try a new role. Developers will learn product managers' typical problems: it's not enough to write a fine code, you also need to know your customer, understand their demands, formulate an attractive concept, and communicate it. In their turn, product managers will get some understanding of how exactly easy or hard is to render their product vision into life, and what problems the implementation will bring. Finally, both will benefit from taking a fresh look at the API documentation and putting themselves in the shoes of a developer who had heard about the API product for the first time and is now struggling with grasping the basics.

Chapter 23. Communicating with Developers

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As we have described in the previous chapters, managing an API product requires building relations with both business partners and developers. (Ideally, with end users as well; though this option is seldom available to API providers.)

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Let's start with developers. The specifics of software engineers as an auditory are the following:

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Because of the above-mentioned specifics (first of all, the relative insignificance of influencers and the critical attitude towards promotions), you will have to communicate to developers via very specific media:

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In all these channels, the direct advertising of your API is either problematic or impossible. (Well, strictly speaking, you may buy the banner on one of the sites advertising the advantages of your API, but we hardly doubt it will improve your relations with developers.) You need to generate some valuable and/or interesting content for them, which will improve the knowledge of your API. And this is the job for your developers: writing articles, answering questions, recording webinars, and giving pitches.

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Developers do like sharing the experience, and will probably be eager to do it — during their work hours. A proper conference talk, to say nothing about an educational course, requires a lot of preparation time. Out of this book's author's experience, two things are crucial for tech-PR:

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Nothing could make the worse counter-advertising for your product than a poorly prepared pitch (as we said, the mistakes will be inevitably found and pointed to) or a badly camouflaged commercial in a form of a pitch (the reason is actually the same). Texts are to be worked upon: pay attention to the structure, logic, and tempo of the narration. Even a technical story must be finely constructed; after it's ended, the listeners must have a clear understanding of what idea you wanted to communicate (and it'd rather be somehow coupled with your API's fitness for their needs).

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A word on ‘evangelists’ (those are people who have some credibility in the IT community and work on promoting a technology or a tech company, being a company's contractor or even a staff member, effectively carrying out all those above-mentioned activities like blog-posting, course-preparing, conference-speaking, etc.) An evangelist is thus making the API development team exempt from the necessity of performing the tech-PR. However, we would rather advise having this expertise inside the team, as direct interaction with developers helps with forming the product vision. (That doesn't mean the evangelists are not needed at all - you might well combine these two strategies.)

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Open Source

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The important question which sooner or later will stand in any API vendor's way is making the source code open. This decision has both advantages and disadvantages:

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Finally, just the preparations to make the code open might be very expensive: you need to clean the code, switch to open building and testing tools, and remove all references to proprietary resources. This decision is to be made very cautiously, after having all pros and cons elaborated over. We might add that many companies try to reduce the risks by splitting the API code into two parts, the open one and the proprietary one, and also by selecting a license that disallows harming the company's interests by using the open-sourced code (for example, by prohibiting selling hosted solutions or by requiring the derivative works to be open-sourced as well).

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The auditory fragmentation

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There is one very important addition to the discourse: as informational technologies are universally in great demand, a significant percentage of your customers will not be professional software engineers. A huge number of people are somewhere on a track of mastering the occupation: someone is trying to write code in addition to the basic duties, another one is being retrained now, and the third one is studying the basics of computer science on their own. Many of those non-professional developers make a direct impact on the process of selecting an API vendor — for example, small business owners who additionally seek to automate some routine tasks programmatically.

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It will be more correct if we say that you're actually working for two main auditories:

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This fact greatly affects everything we had discussed previously (except for, maybe, open-sourcing, as amateur developers pay little attention to it). Your pitches, webinars, lectures, etc., must somehow fit both professional and semi-professional auditories. There is a popular opinion that you actually can't satisfy both: the former seeks extensive customization capabilities (as they usually work in big IT companies that have a specific mindset regarding those integrations) while the latter just needs the gentlest possible learning curve. We would rather disagree with that, the reasons to be discussed in the ‘API Services Range’ chapter.

Chapter 24. Communicating with Business Owners

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The basics of interacting with business partners are to some extent paradoxically contrary to the basics of communicating with developers:

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After all, working with business auditory essentially means lucidly explaining the characteristics and the advantages of the product. In that sense, API ‘sells’ just like any other kind of software.

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As a rule, the farther some industry sector is from information technologies, the more enthusiastic its representatives are about your API features, and the less the chance is that this enthusiasm will be converted into a real integration. The one thing that should help the case is extensive work with the community (see the corresponding chapter) that will result in establishing a circle of freelances and outsourcers eager to help non-IT businesses with integrations. You might help develop this market by the creation of educational courses and issuing certificates proving the bearer's skills of working with your API (or some broader layer of technology).

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Market research and getting feedback from business owners work similarly. Those businesses that are far from IT usually can't formulate their demands, so you should be rather creative (and critical-minded) while analyzing the gathered data.

Chapter 25. API Services Range

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The important rule of API product management that any major API provider will soon learn formulates like that: there is no sense to ship one specific API; there is always a room for a range of products, and this range is two-dimensional.

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Horizontal scaling of API services

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Usually, any functionality available through an API might be split into independent units. For example, in our coffee API, there are offer search endpoints and order processing endpoints. Nothing could prevent us from either pronouncing those functional clusters different APIs or, vice versa, considering them as parts of one API.

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Different companies employ different approaches to determining the granularity of API services, what is counted as a separate product and what is not. To some extent, this is a matter of convenience and taste judgment. Consider splitting an API into parts if:

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NB: still, those split APIs might still be a part of a united SDK, to make programmer's life easier.

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Vertical scaling of API services

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However, frequently it makes sense to provide several API services manipulating the same functionality. The thing is that the fragmentation of API customers across their professional skill levels results in several important implications:

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The most important conclusion here is that the only way to cover the needs of all categories of customers is to develop a range of products with different entry thresholds and requirements for developers' professional level. We might name several API sub-types, ordered from the most technically demanding to less complex ones.

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  1. The most advanced level is that of physical APIs and the abstractions on top of them. [In our coffee example, the collection of entities describing working with APIs of physical coffee machines, see Chapter 9 and Chapter 17.]
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  3. The basic level of working with product entities via formal interfaces. [In our study example, that will be HTTP API for making orders.]
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  5. Working with product entities might be simplified if SDKs are provided for some popular platforms that tailor API concepts according to the paradigms of those platforms (for those developers who are proficient with specific platforms only that will save a lot of effort on dealing with formal protocols and interfaces).
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  7. The next simplification step is providing services for code generation. In this service, developers choose one of the pre-built integration templates, customize some options, and got a ready-to-use piece of code that might be simply copy-pasted into the application code (and might be additionally customized by adding some level 1-3 code). This approach is sometimes called ‘point-and-click programming’. [In the case of our coffee API, an example of such a service might have a form or screen editor for a developer to place UI elements and get the working application code.]
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  9. Finally, this approach might be simplified even further if the service generates not code but a ready-to-use component / widget / frame and a one-liner to integrate it. [For example, if we allow embedding an iframe that handles the entire coffee ordering process right on the partner's website, or describes the rules of forming the image URL that will show the most relevant offer to an end user if embedded in the partner's app.]
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Ultimately, we will end up with a concept of meta-API, e.g. those high-level components will have an API of their own built on top of the basic API.

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The most important advantage of having a range of APIs is not only about adapting it to the developer's capabilities, but also about increasing the level of control you have over the code that partners embed into their apps.

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  1. The apps that use physical interfaces are out of your control; for example, you can't force switching to newer versions of the platform or, let's say, add commercial inlets to them.
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  3. The apps that operate base APIs will let you manipulate underlying abstraction levels — move to newer technologies or alter the way search results are presented to an end user.
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  5. SDKs, especially those proving UI components, provide a higher degree of control over the look and feel of partners' applications, which allows you to evolve the UI, adding new interactive elements and enriching the functionality of existing ones. [For example, if our coffee SDK contains the map of coffee shops, nothing could stop us from making map objects clickable in the next API version or highlighting paid offerings.]
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  7. Code generation makes it possible to manipulate the desired form of integrations. For example, if our KPI is a number of searches performed through the API, we might alter the generated code so it will show the search panel in the most convenient position in the app; as partners using code-generation services rarely make any changes in the resulting code, this will help you in reaching the goal.
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  9. Finally, ready-to-use components and widgets are under your full control, and you might experiment with functionality exposed through them in partners' applications just like if it was your own service. (However, it doesn't automatically mean that you might draw some profits from having this control; for example, if you're allowing inserting pictures by their direct URL, your control over this integration is rather negligible, so it's generally better to provide those kinds of integration that allow having more control over the functionality in partners' apps.)
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NB. While developing a ‘vertical’ range of APIs, following the principles stated in the Chapter 14 ‘On the Iceberg's Waterline’ is crucial. You might manipulate widget content and behavior if, and only if, developers can't ‘escape the sandbox’, e.g. have direct access to low-level objects encapsulated within the widget.

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In general, you should aim to have each partner service using the API service that maximizes your profit as an API vendor. Where the partner doesn't try to make some unique experience and needs just a typical solution, you would benefit from making them use widgets, which are under your full control and thus ease the API version fragmentation problem and allow for experimenting in order to reach your KPIs. Where the partner possesses some unique expertise in the subject area and develops a unique service on top of your API, you would benefit from allowing full freedom in customizing the integration, so they might cover specific market niches and enjoy the advantage of offering more flexibility compared to using other APIs.

Chapter 26. API Key Performance Indicators

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As we described in the previous chapters, there are many API monetization models, both direct and indirect. Importantly, most of them are fully or conditionally free for partners, and the direct to indirect benefits ratio tends to change during the API lifecycle. That naturally leads us to the question of how exactly shall we measure the API success and what goals are to be set for the product team.

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Of course, the most explicit metric is money: if your API is monetized directly or attracts visitors to a monetized service, the rest of the chapter will be of little interest to you, maybe just as a case study. If, however, the contribution of the API to the company's income cannot be simply measured, you have to stick to other, synthetic, indicators.

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The obvious key performance indicator (KPI) No. 1 is the number of end users and the number of integrations (i.e. partners using the API). Normally, they are in some sense a business health barometer: if there is a normal competitive situation among the API suppliers, and all of them are more or less in the same position, then the figure of how many developers (and consequently, how many end users) are using the API is the main metric of the success of the API product.

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However, sheer numbers might be deceiving, especially if we talk about free-to-use integrations. There are several factors that twist the statistics:

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All the abovementioned problems naturally lead us to a very simple conclusion: not only the raw numbers of users and partners are to be gauged, but their engagement as well, e.g. the target actions (such as searching, observing some data, interacting with widgets) shall be determined and counted. Ideally, these target actions must correlate with the API monetization model:

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Additionally, the functional KPIs are often employed: how frequently some API features are used. (Also, it helps with prioritizing further API improvements.) In fact, that's still measuring target actions, but those that are made by developers, not end users. It's rather complicated to gather the usage data for software libraries and frameworks, though still doable (however, you must be extremely cautious with that, as any auditory rather nervously reacts to finding that some statistic is gathered automatically).

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The most complicated case is that of API being a tool for (tech)PR and (tech)marketing. In this case, there is a cumulative effect: increasing the API audience doesn't momentarily bring any profit to the company. First you got a loyal developer community, then this reputation helps you to hire people. First your company's logo flashes on the third-party webpages and applications, then the top-of-mind brand knowledge increases. There is no direct method of evaluating how some action (let's say, a new release or an event for developers) affects the target metrics. In this case, you have to operate indirect metrics, such as the audience of the documentation site, the number of mentions in the relevant communication channels, the popularity of your blogs and seminars, etc.

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Let us summarize the paragraph:

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SLA

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This chapter would be incomplete if we didn't mention the ‘hygienic’ KPI — the service level and the service availability. We won't be describing the concept in detail, as the API SLA isn't any different from any other digital services SLAs. Let us point out that this metric must be tracked, especially if we talk about pay-to-use APIs. However, in many cases, API vendors prefer to offer rather loose SLAs, treating the provided functionality as data access or a content licensing service.

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Still, let us re-iterate once more: any problems with your API are automatically multiplied by the number of partners you have, especially if the API is vital for them, e.g. the API outage makes the main functionality of their services unavailable. (And actually, because of the above-mentioned reasons, the average quality of integrations implies that partners' services will suffer even if the API is not formally speaking critical for them, but because developers use it excessively and do not bother with proper error handling.)

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It is important to mention that predicting the workload for the API service is rather complicated. Sub-optimal API usage, e.g. initializing the API in those application and website parts where it's not actually needed, might lead to a colossal increase in the number of requests after changing a single line of partner's code. The safety margin for an API service must be much higher than for a regular service for end users — it must survive the situation of the largest partner suddenly starting querying the API on every page and every application screen. (If the partner is already doing that, then the API must survive doubling the load: imagine the partner accidentally starts initializing the API twice on each page / screen.)

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Another extremely important hygienic minimum is the informational security of the API service. In the worst-case scenario, namely, if an API service vulnerability allows for exploiting partner applications, one security loophole will in fact be exposed in every partner application. Needless to say that the cost of such a mistake might be overwhelmingly colossal, even if the API itself is rather trivial and has no access to sensitive data (especially if we talk about webpages where no ‘sandbox’ for third-party scripts exists, and any piece of code might let's say track the data entered in forms). API services must provide the maximum protection level (for example, choose cryptographical protocols with a certain overhead) and promptly react to any messages regarding possible vulnerabilities.

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Comparing to Competitors

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While measuring KPIs of any service, it's important not only to evaluate your own numbers but also to match them against the state of the market:

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Getting answers to those questions might be quite non-trivial in the case of the API services. Indeed, how could you learn how many integrations have your competitor had during the same period of time, and what number of target actions had happened on their platform? Sometimes, the providers of popular analytical tools might help you with this, but usually, you have to monitor the potential partners' apps and websites and gather the statistics regarding APIs they're using. The same applies to market research: unless your niche is significant enough for some analytical company to conduct market research, you will have to either commission such a study or make your own estimations — conversely, through interviewing potential customers.

Chapter 27. Identifying Users and Preventing Fraud

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In the context of working with an API, we talk about two kinds of users of the system:

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In most cases, you need to have both of them identified (in a technical sense: discern one unique visitor from another) to have answers to the following questions:

+ +

NB. Sometimes, when an API is very large and/or abstract, the chain linking the API vendor to end users might comprise more than one developer as large partners provide services implemented atop of the API to the smaller ones. You need to count both direct and ‘derivative’ partners.

+

Gathering this data is crucial because of two reasons:

+ +

In the case of commercial APIs, the quality and timeliness of gathering this data are twice that important as the tariff plans (and therefore the entire business model) depend on it. Therefore, the question of how exactly we're identifying users is crucial.

+

Identifying applications and their owners

+

Let's start with the first user category, e.g. API business partners-developers. The important remark: there are two different entities we must learn to identify, namely applications and their owners.

+

An application is roughly speaking a logically separate case of API usage, usually — literally an application (mobile or desktop one) or a website, e.g. some technical entity. Meanwhile, an owner is a legal body that you have the API usage agreement signed with, e.g. a legal body. if API tariffs imply some limits and/or tariffs depend on the type of the service or the way it uses the API, this automatically means the necessity to track one owner's applications separately.

+

In the modern world, the factual standard for identifying both entities is using API keys: a developer who wants to start using an API must obtain an API key bound to their contact info. Thus the key identifies the application while the contact data identifies the owner.

+

Though this practice is universally widespread we can't but notice that in most cases it's useless, and sometimes just destructive.

+

Its general advantage is the necessity to supply actual contact info to get a key, which theoretically allows for contacting the application owner if needed. (In the real world, it doesn't work: key owners often don't read mailboxes they provided upon registration; and if the owner is a company, it easily might be a no one's mailbox or a personal email of some employee that left the company a couple of years ago.)

+

The main disadvantage of using API keys is that they don't allow for reliably identifying both applications and their owners.

+

If there are free limits to the API usage, there is a temptation to obtain many API keys bound to different owners to fit those free limits. You may raise the bar of having such multi-accounts by requiring, let's say, providing a phone number or a bank card data, but there are popular services for automatically issuing both. Paying for a virtual SIM or credit card (to say nothing about buying the stolen ones) will always be cheaper than paying the proper API tariff — unless it's the API for creating those cards. Therefore, API key-based user identification (if you're not requiring the physical contract to be signed) does not mean you don't need to double-check whether users comply with the terms of service and do not issue several keys for one app.

+

Another problem is that an API key might be simply stolen from a lawful partner; in the case of client or web applications, that's quite trivial.

+

It might look like the problem is not that important in the case of server-to-server integrations, but it actually is. Imagine that a partner provides a public service of their own that uses your API under the hood. That usually means there is an endpoint in the partner's backend that performs a request to the API and returns the result, and this endpoint perfectly suits as a free replacement of the API access to a cybercriminal. Of course, you might say this fraud is a problem of partners', but, first, it would be naïve to expect each partner develops their own anti-fraud system, and, second, it's just sub-optimal: obviously, a centralized anti-fraud system would be way more effective than a bunch of amateur implementations. Also, server keys might also be stolen: it's much harder than stealing client keys but doable. With any popular API, sooner or later you will face the situation of stolen keys made available to the public (or a key owner just shares it with acquaintances out of the kindness of their heart).

+

One way or another, a problem of independent validation arises: how can we control whether the API endpoint is requested by a user in compliance with the terms of service?

+

Mobile applications might be conveniently tracked through their identifiers in the corresponding store (Google Play, App Store, etc.), so it makes sense to require this identifier to be passed by partners as an API initialization parameter. Websites with some degree of confidence might be identified by the Referer and Origin HTTP headers.

+

This data is not itself reliable, but it allows for making cross-checks:

+ +

NB: don't forget to set infinite limits for using the API with the localhost, 127.0.0.1 / [::1] Referers, and also for your own sandbox if it exists. Yes, abusers will sooner or later learn this fact and will start using it, but otherwise, you will ban local development and your own website much sooner than that.

+

The general conclusion is:

+ +

Identifying end users

+

Usually, you can put forward some requirements for self-identifying of partners, but asking end users to reveal contact information is impossible in the most cases. All the methods of measuring the audience described below are imprecise and often heuristic. (Even if partner application functionality is only available after registration and you do have access to that profile data, it's still a game of assumptions, as an individual account is not the same as an individual user: several different persons might use a single account, or, vice versa, one person might register many accounts.) Also, note that gathering this sort of data might be legally regulated (though we will be mostly speaking about anonymized data, there might still be some applicable law).

+
    +
  1. +

    The most simple and obvious indicator is an IP address. It's very hard to counterfeit them (e.g. the API server always knows the remote address), and the IP address statistics are reasonably demonstrative.

    +

    If the API is provided as a server-to-server one, there will be no access to the end user's IP address. However, it makes sense to require partners to propagate the IP address (for example, in a form of the X-Forwarder-For header) — among other things, to help partners fight fraud and unintended usage of the API.

    +

    Until recently, IP addresses were also a convenient statistics indicator because it was quite expensive to get a large pool of unique addresses. However, with ipv6 advancement this restriction is no longer actual; ipv6 rather put the light on a fact that you can't just count unique addresses — the aggregates are to be tracked: +* the cumulative number of requests by networks, e.g. the hierarchical calculations (the number of /8, /16, /24, etc. networks) +* the cumulative statistics by autonomous networks (AS); +* the API requests through known public proxies and TOR network.

    +

    An abnormal number of requests in one network might be evidence of the API being actively used inside some corporative environment (or in this region NATs are widespread).

    +
  2. +
  3. +

    Additional means of tracking are users' unique identifiers, most notably cookies. However, most recently this method of gathering data is under attack from several sides: browser makers restrict third-party cookies, users are employing anti-tracker software, and lawmakers started to roll out legal requirements against data collection. In the current situation, it's much easier to drop cookie usage than to be compliant with all the regulations.

    +

    All this leads to a situation when public APIs (especially those installed on free-to-use sites and applications) are very limited in the means of collecting the statistics and analyzing user behavior. And that impacts not only fighting all kinds of fraud but analyzing use cases as well. That's the way.

    +
  4. +

Chapter 28. Technical Means of Preventing ToS Violations

+

Implementing the paradigm of a centralized system of preventing partner endpoints-bound fraud, which we described in the previous chapter, in practice faces non-trivial difficulties.

+

The task of filtering out illicit API requests generally comprises three steps:

+ +
1. Identifying suspicious users
+

Generally speaking, there are two approaches we might take, the static one and the dynamic (behavioral) one.

+

Statically we monitor suspicions activity surges, as described in the previous chapter, marking an unusually high density of requests coming from specific networks or Referers (actually, any piece of information suits if it divides users into more or less independent groups: for example, OS version or system language if you can gather those).

+

Behavioral analysis means we're examining the history of requests made by a specific user, searching for non-typical patterns, such as ‘unhuman’ order of traversing endpoints or too small pauses between requests.

+

Importantly, when we talk about ‘user’, we will have to make a second analytical contour to work with IP addresses, as malefactors aren't obliged to preserve cookies or other identification tokens, or will keep a pool of such tokens to impede their exposure.

+
2. Requesting an additional authentication factor
+

As both static and behavioral analyses are heuristic, it's highly desirable to not make decisions based solely on their outcome, but rather ask the suspicious users to additionally prove they're making legitimate requests. If such a mechanism is in place, the quality of an anti-fraud system will be dramatically improved, as it allows for increasing system sensitivity and enabling pro-active defense, e.g. asking users to pass the tests in advance.

+

In the case of services for end users, the main method of acquiring the second factor is redirecting to a captcha page. In the case of the API it might be problematic, especially if you initially neglected the ‘Stipulate restrictions’ advice. In many cases, you will have to impose this responsibility on partners (e.g. it will be partners who show captchas and identify users based on the signals received from the API endpoints). This will, of course, significantly impair the convenience of working with the API.

+

NB. Instead of captcha, there might be any other actions introducing additional authentication factors. It might be the phone number confirmation or the second step of the 3D-Secure protocol. The important part is that requesting an additional authentication step must be stipulated in the program interface, as it can't be added later in a backwards-compatible manner.

+

Other popular mechanics of identifying robots include offering a bait (‘honeypot’) or employing the execution environment checks (starting from rather trivial like executing JavaScript on the webpage and ending with sophisticated techniques of checking application integrity).

+
3. Restricting access
+

The illusion of having a broad choice of technical means of identifying fraud users should not deceive you as you will soon discover the lack of effective methods of restricting those users. Banning them by cookie / Referer / User-Agent makes little to no impact as this data is supplied by clients, and might be easily forged. In the end, you have four mechanisms for suppressing illegal activities:

+ +

The problem with option number one is the collateral damage you will inflict, especially if you have to ban subnets.

+

The second option, though quite rational, is usually inapplicable to real APIs, as not every partner will agree with the approach, and definitely not every end user. This will also require being compliant with the existing personal data laws.

+

The third option is the most effective one in technical terms as it allows to put the ball in the malefactor's court: it is now them who need to invent how to learn if the robot was detected. But from the moral point of view (and from the legal perspective as well) this method is rather questionable, especially if we take into account the probability of false-positive signals, meaning that some real users will get the fake data.

+

Thereby, you have only one method that really works: filing complaints to hosting providers, ISPs, or law enforcement authorities. Needless to say, this brings certain reputational risks, and the reaction time is rather not lightning fast.

+

In most cases, you're not fighting fraud — you're actually increasing the cost of the attack, simultaneously buying yourself enough time to make administrative moves against the perpetrator. Preventing API misusage completely is impossible as malefactors might ultimately employ the expensive but bulletproof solution — to hire real people to make the requests to the API on real devices through legal applications.

+

An opinion exists, which the author of this book shares, that engaging into this sword-against-shield confrontation must be carefully thought out, and advanced technical solutions are to be enabled only if you are one hundred percent sure it is worth it (e.g. if they steal real money or data). By introducing elaborate algorithms, you rather conduct an evolutional selection of the smartest and most cunning cybercriminals, counteracting whom will be way harder than those who just naively call API endpoints with curl. What is even more important, in the final phase — e.g. when filing the complaint to authorities — you will have to prove the alleged ToS violation, and doing so against an advanced fraudster will be problematic. So it's rather better to have all the malefactors monitored (and regularly complained against), and escalate the situation (e.g. enable the technical protection and start legal actions) only if the threat passes a certain threshold. That also implies that you must have all the tools ready, and just keep them below fraudsters' radars.

+

Out of the author of this book's experience, the mind games with malefactors, when you respond to any improvement of their script with the smallest possible effort that is enough to break it, might continue indefinitely. This strategy, e.g. making fraudsters guess which traits were used to ban them this time (instead of unleashing the whole heavy artillery potential), annoys amateur ‘hackers’ greatly as they lack hard engineering skills and just give up eventually.

+

Dealing with stolen keys

+

Let's now move to the second type of unlawful API usage, namely using in the malefactor's applications keys stolen from conscientious partners. As the requests are generated by real users, captcha won't help, though other techniques will.

+
    +
  1. +

    Maintaining metrics collection by IP addresses and subnets might be of use in this case as well. If the malefactor's app isn't a public one but rather targeted to some closed audience, this fact will be visible in the dashboards (and if you're lucky enough, you might also find suspicious Referers, public access to which is restricted).

    +
  2. +
  3. +

    Allowing partners to restrict the functionality available under specific API keys:

    +
      +
    • +

      setting the allowed IP address range for server-to-server APIs, allowed Referers and application ids for client APIs;

      +
    • +
    • +

      white-listing only allowed API functions for a specific key;

      +
    • +
    • +

      other restrictions that make sense in your case (in our coffee API example, it's convenient to allow partners prohibiting API calls outside of countries and cities they work in).

      +
    • +
    +
  4. +
  5. +

    Introducing additional request signing:

    +
      +
    • +

      for example, if on the partner's website there is a form displaying the best lungo offers, for which the partners call the API endpoint like /v1/search?recipe=lungo&api_key={apiKey}, then the API key might be replaced with a signature like sign = HMAC("recipe=lungo", apiKey); the signature might be stolen as well, but it will be useless for malefactors as they will be able to find only lungo with it;

      +
    • +
    • +

      instead of API keys, time-based one-time passwords (TOTP) might be used; these tokens are valid during a short period of time (usually, one minute) only, which makes working with stealing keys much more sophisticated.

      +
    • +
    +
  6. +
  7. +

    Filing complaints to the administration (hosting providers, app store owners) in case the malefactor distributes their application through stores or uses a diligent hosting service that investigates abuse filings. Legal actions are also an option, and even much so compared to countering user fraud, as illegal access to the system using stolen credentials is unambiguously outlawed in most jurisdictions.

    +
  8. +
  9. +

    Banning compromised API keys; the partners' reaction will be, of course, negative, but ultimately every business will prefer temporary disabling of some functionality over getting a multi-million bill.

    +
  10. +

Chapter 29. Supporting customers

+

First of all, an important remark: when we talk about supporting API customers, we mean supporting developers and to some extent business partners. End users seldom interact with APIs directly, with an exception of several non-standard cases.

+
    +
  1. +

    If you can't reach partners that are using the API incorrectly, you might have to display errors that end users can see. This might happen if the API was provided for free and with minimum partner identification requirements while in the growth phase, and then the conditions changed (a popular API version is no longer supported or became paid).

    +
  2. +
  3. +

    If the API vendor cannot reproduce some problem and has to reach out end users to get additional diagnostics.

    +
  4. +
  5. +

    If the API is used to gather UGC content.

    +
  6. +
+

The first two cases are actually consequences of product-wise or technical flaws in the API development, and they should be avoided. The third case differs little from supporting end users of the UGC service itself.

+

If we talk about supporting partners, it's revolving around two major topics:

+ +

The former is of course extremely important for any healthy service (including APIs) but again bears little API-related specifics. In the context of this book, we are much more interested in the latter.

+

As an API is a program product, developers will be in fact asking how this specific piece of code that they have written works. This fact raises the level of required customer support staff members' expertise quite high as you need a software engineer to read the code and understand the problem. But this is but half of the problem; another half is, as we have mentioned in the previous chapters, that most of these questions will be asked by inexperienced or amateur developers. In a case of a popular API, it means that 9 out of 10 inquiries will not be about the API. Less skilled developers lack language knowledge, their experience with the platform is fragmented, and they can't properly formulate their problem (and therefore search for an answer on the Internet before contacting support; though, let us be honest, they usually don't even try).

+

There are several options for tackling these issues.

+
    +
  1. +

    The most user-friendly scenario is hiring people with basic technical skills as the first line of support. These employees must possess enough expertise in understanding how the API works to be able to identify those unrelated questions and respond to them according to some FAQ, point out to the relevant external resource (let's say, the support service of the platform or the community forum of the programming language), or redirect relevant issues to the API developers.

    +
  2. +
  3. +

    The inverse scenario: partners must pay for technical support, and it's the API developers who answer the questions. It doesn't actually make a significant difference in terms of the quality of the issues (it's still inexperienced developers who use the API and ask questions; you will just cut off those who can't afford paid support) but at least you won't have a hiring problem as you might allow yourself the luxury of hiring engineers for the first line of support.

    +
  4. +
  5. +

    Partly (or, sometimes, fully) the developer community might help with solving the amateur problems (see the corresponding chapter). Usually, community members are pretty capable of answering those questions, especially if moderators help them.

    +
  6. +
+

Importantly, whatever options you choose, it's still the API developers in the second line of support simply because only they can fully understand the problem and the partners' code. That implies two important consequences.

+
    +
  1. +

    You must consider the time needed to investigate inquiries while planning the API development team work. Reading unfamiliar code and remote debugging are very hard and exhausting tasks. The more functionality you expose and the more platforms you support, the more load is put on the team in terms of dealing with support tickets.

    +
  2. +
  3. +

    As a rule, developers are totally not happy with a perspective of sorting the incoming requests and answering them. The first line of support will still let through a lot of dilettante or badly formulated questions, and that will annoy on-duty API developers. There are several approaches to mitigate the problem:

    +
      +
    • +

      try to find people with a customer-oriented mindset, who like this activity, and encourage them (including financial stimulus) to deal with support; it might be someone on the team (and not necessarily a developer) or some active community member;

      +
    • +
    • +

      the remaining load must be distributed among the developers equally and fairly, up to introducing the duty calendar.

      +
    • +
    +
  4. +
+

And of course, analyzing the questions is a useful exercise to populate FAQs and improve the documentation and the first-line support scripts.

+

External platforms

+

Sooner or later, you will find that customers ask their questions not only through the official channels, but also on numerous Internet-based forums, starting from those specifically created for this, like StackOverflow, and ending with social networks and personal blogs. It's up to you whether to spend time searching for such inquiries; we would rather recommend providing support through those sites that have convenient tools for that (like subscribing to specific tags).

Chapter 30. The Documentation

+

Regretfully, many API providers pay miserable attention to the documentation quality. Meanwhile, the documentation is the face of the product and the entry point to it. The problem becomes even worse if we acknowledge that it's almost impossible to write the help docs the developers will consider at least satisfactory.

+

Before we start describing documentation types and formats, we should stress one important statement: developers interact with your help articles totally unlike you expect them to. Remember yourself working on the project: you make quite specific actions.

+
    +
  1. First, you need to determine whether this service covers your needs in general (as quickly as possible);
  2. +
  3. If yes, you look for specific functionality to resolve your specific case.
  4. +
+

In fact, newcomers (e.g. those developers who are not familiar with the API) usually want just one thing: to assemble the code that solves their problem out of existing code samples and never return to this issue again. Sounds not exactly reassuringly, given the amount of work invested into the API and its documentation development, but that's what the reality looks like. Also, that's the root cause of developers' dissatisfaction with the docs: it's literally impossible to have articles covering exactly that problem the developer comes with being detailed exactly to the extent the developer knows the API concepts. In addition, non-newcomers (e.g. those developers who have already learned the basics concepts and are now trying to solve some advanced problems) do not need these ‘mixed examples’ articles as they look for some deeper understanding.

+

Introductory notes

+

Documentation frequently suffers from being excessively clerical; it's being written using formal terminology (which often requires reading the glossary before the actual docs) and being unreasonably inflated. So instead of a two-word answer to the user's question a couple of paragraphs is conceived — a practice we strongly disapprove of. The perfect documentation must be simple and laconic, and all the terms must be either explained in the text or given a reference to such an explanation. However, ‘simple’ doesn't mean ‘illiterate’: remember, the documentation is the face of your product, so grammar errors and improper usage of terms are unacceptable.

+

Also, keep in mind that documentation will be used for searching as well, so every page should contain all the keywords required to be properly ranked by search engines. This requirement somehow contradicts the simple-and-laconic principle; that's the way.

+

Documentation Content Types

+
1. Specification / Reference
+

Any documentation starts with a formal functional description. This content type is the most inconvenient to use, but you must provide it. A reference is the hygienic minimum of the API documentation. If you don't have a doc that describes all methods, parameters, options, variable types, and their allowed values, then it's not an API but amateur dramatics.

+

Today, a reference must be also a machine-readable specification, e.g. comply with some standard, for example, OpenAPI.

+

A specification must comprise not only formal descriptions but implicit agreements as well, such as the event generation order or unobvious side-effects of the API methods. Its most important applied value is advisory consulting: developers will refer to it to clarify unobvious situations.

+

Importantly, formal specification is not documentation per se. The documentation is the words you write in the descriptions of each field and method. Without them, the specification might be used just for checking whether your namings are fine enough for developers to guess their meaning.

+

Today, the method nomenclature descriptions are frequently additionally exposed as ready-to-use request collections or code fragments for Postman or analogous tools.

+
2. Code Samples
+

From the above mentioned, it's obvious that code samples are the crucial tool to acquire and retain new API users. It's extremely important to choose the examples that help newcomers to start working with the API. Improper example selection will greatly reduce the quality of your documentation. While assembling the set of code samples, it is important to follow the rules:

+ +

Ideally, examples should be linked to all other kinds of documentation, i.e. the reference should contain code samples relevant to the entity being described.

+
3. Sandboxes
+

Code samples will be much more useful to developers if they are ‘live’, e.g. provided as live pieces of code that might be modified and executed. In the case of library APIs, the online sandbox featuring a selection of code samples will suffice, and existing online services like JSFiddle might be used. With other types of APIs, developing sandboxes might be much more complicated:

+ +
4. Tutorial
+

A tutorial is a specifically written human-readable text describing some concepts of working with the API. A tutorial is something in-between a reference and examples. It implies some learning, more thorough than copy-pasting code samples, but requires less time investment than reading the whole reference.

+

A tutorial is a sort of a ‘book’ that you write to explain to the reader how to work with your API. So, a proper tutorial must follow book-writing patterns, e.g. explain the concepts coherently and consecutively chapter after chapter. Also, a tutorial must provide:

+ +

As usual, a tutorial comprises a common section (basic terms and concepts, notation keys) and a set of sections regarding each functional domain exposed via the API.

+

Usually, tutorials contain a ‘Quick Start’ (‘Hello, world!’) section: the smallest possible code sample that would allow developers to build a small app atop of the API. ‘Quick starts’ aim to cover two needs:

+ +

Also, ‘Quick starts’ are a good indicator of how exactly well did you do your homework of identifying the most important use-cases and providing helper methods. If your Quick Start comprises more than ten lines of code, you have definitely done something wrong.

+
5. Frequently asked questions and a knowledge base
+

After you publish the API and start supporting users (see the previous chapter) you will also accumulate some knowledge of what questions are asked most frequently. If you can't easily integrate answers into the documentation, it's useful to compile a specific ‘Frequently Asked Questions’ (aka FAQ) article. A FAQ article must meet the following criteria:

+ +

Also, FAQs are a convenient place to explicitly highlight the advantages of the API. In a question-answer form, you might demonstrably show how your API solves complex problems easily and handsomely. (Or at least, solves them generally unlike the competitors' products.)

+

If technical support conversations are public, it makes sense to store all the questions and answers as a separate service to form a knowledge base, e.g. a set of ‘real-life’ questions and answers.

+
6. Offline documentation
+

Though we live in the online world, an offline version of the documentation (in a form of a generated doc file) still might be useful — first of all, as a snapshot of the API valid for a specific date.

+

Content Duplication Problems

+

A significant problem that harms documentation clarity is the API versioning: articles describing the same entity across different API versions are usually quite similar. Organizing convenient searching capability over such datasets is a problem for internal and external search engines as well. To tackle this problem ensure that:

+ +

If you're strictly maintaining backwards compatibility, it is possible to create the single documentation for all API versions. To do so, each entity is to be marked with the API version it is supported from. However, there is an apparent problem with this approach: it's not that simple to get docs for a specific (outdated) API version (and, generally speaking, to understand which capabilities this API version provides). (Though the offline documentation we mentioned earlier will help.)

+

The problem becomes worse if you're supporting not only different API versions but also different environments / platforms / programming languages; for example, if your UI lib supports both iOS and Android. Then both documentation versions are equal, and it's impossible to pessimize one of them.

+

In this case, you need to choose one of the following strategies:

+ +

The documentation quality

+

The best documentation happens when you start viewing it as a product in the API product range, e.g. begin analyzing customer experience (with specialized tools), collect and process feedback, set KPIs and work on improving them.

+

Was this article helpful to you?

+

Yes / No

Chapter 31. The Testing Environment

+

If the operations executed via the API imply consequences for end users or partners (cost money, in particular) you must provide a test version of the API. In this testing API, real-world actions either don't happen at all (for instance, orders are created but nobody serves them) or are simulated by cheaper means (let's say, instead of sending an SMS to a user, an email is sent to the developer's mailbox).

+

However, in many cases having a test version is not enough — like in our coffee-machine API example. If an order is created but not served, partners are not able to test the functionality of delivering the order or requesting a refund. To run the full cycle of testing, developers need the capability of pushing the order through stages, as this would happen in reality.

+

A direct solution to this problem is providing a full set of testing APIs and administrative interfaces. It means that developers will need to run a second application in parallel — the one you're giving to coffee shops so they might get and serve orders (and if there is a delivery functionality, the third app as well: the courier's one) — and make all these actions that coffee shop staff normally does. Obviously, that's not an ideal solution, because of several reasons:

+ +

There are two main approaches to tackling these problems.

+
1. The testing environment API
+

The first option is providing a meta-API to the testing environment itself. Instead of running the coffee-shop app in a separate simulator, developers are provided with helper methods (like simulateOrderPreparation) or some visual interface that allows controlling the order execution pipeline with minimum effort.

+

Ideally, you should provide helper methods for any actions that are conducted by people in production environment. It makes sense to ship this meta-API complete with ready-to-use scripts or request collections that show the correct API call orders for standard scenarios.

+

The disadvantage of this approach is that client developers still need to know how the ‘flip side’ of the system works, though in simplified terms.

+
2. The simulator of pre-defined scenarios
+

The alternative to providing the testing environment API is simulating the working scenarios. In this case, the testing environment takes control over ‘underwater’ parts of the system and ‘plays’ all external agents' actions. In our coffee example, that means that, after the order is submitted, the system will simulate all the preparation steps and then the delivery of the beverage to the customer.

+

The advantage of this approach is that it demonstrates vividly how the system works according to the API vendor design plans, e.g. in which sequence the events are generated, and which stages the order passes through. It also reduces the chance of making mistakes in testing scripts, as the API vendor guarantees the actions will be executed in the correct order with the right parameters.

+

The main disadvantage is the necessity to create a separate scenario for each unhappy path (effectively, for every possible error), and give developers the capability of denoting which scenario they want to run. (For example, like that: if there is a pre-agreed comment to the order, the system will simulate a specific error, and developers will be able to write and debug the code that deals with the error.)

+

The automation of testing

+

Your final goal in implementing testing APIs, regardless of which option you choose, is allowing partners to automate the QA process for their products. The testing environment should be developed with this purpose in mind; for example, if an end user might be brought to a 3-D Secure page to pay for the order, the testing environment API must provide some way of simulating the successful (or not) passing of this step. Also, in both variants, it's possible (and desirable) to allow running the scenarios in a fast-forward manner that will allow making auto-testing much faster than manual testing.

+

Of course, not every partner will be able to employ this possibility (which also means that ‘manual’ way of testing usage scenarios must also be supported alongside the programmatical one) simply because not every business might afford to hire a QA automation engineer. Nevertheless, the ability to write such auto-tests is your API's huge competitive advantage from a technically advanced partner's point of view.

Chapter 32. Managing expectations

+

Finally, the last aspect we would like to shed the light on is managing partners' expectations regarding the further development of the API. If we talk about the consumer qualities, APIs differ little from other B2B software products: in both cases, you need to form some understanding of SLA conditions, available features, interface responsiveness and other characteristics that are important for clients. Still, APIs have their specificities

+

Versioning and application lifecycle

+

Ideally, the API once published should live eternally; but as we all are reasonable people, we do understand it's impossible in the real life. Even if we continue supporting older versions, they will still become outdated eventually, and partners will need to rewrite the code to use newer functionality.

+

The author of this book formulates the rule of issuing new major API versions like this: the period of time after which partners will need to rewrite the code should coincide with the application lifespan in the subject area. Any program will once become obsolete and will be rewritten; and if during this re-developing partners need to also switch to a newer API version, it will be met with some degree of understanding. Of course, in different subject areas, this timespan differs, depending on the evolution rate of the underlying platform.

+

Apart from updating major versions, sooner or later you will face issues with accessing some outdated minor versions as well. As we mentioned in the ‘On the Waterline of the Iceberg’ chapter, even fixing bugs might eventually lead to breaking some integrations, and that naturally leads us to the necessity of keeping older minor versions of the API until the partner resolves the problem.

+

In this aspect, integrating with large companies that have a dedicated software engineering department differs dramatically from providing a solution to individual amateur programmers: from one side, the former are much more likely to find undocumented features and unfixed bugs in your code; on the other side, because of the internal bureaucracy, fixing the related issues might easily take months, save not years. The common recommendation there is to maintain old minor API versions for a period of time long enough for the most dilatory partner to switch no the newest version.

+

Supporting platform

+

Another aspect crucial to interacting with large integrators is supporting a zoo of platforms (browsers, programming languages, protocols, operating systems) and their versions. As usual, big companies have their own policies on which platforms they support, and these policies might sometimes contradict common sense. (Let's say, it's rather a time to abandon TLS 1.2, but many integrators continue working through this protocol, or even the earlier ones.)

+

Formally speaking, ceasing supporting a platform is a backwards-incompatible change, and might lead to breaking some integration for some end users. So it's highly important to have clearly formulated policies on which platforms are supported based on which criteria. In the case of mass public APIs, that's usually simple (like, API vendor promises to support platforms that have more than N% penetration, or, even easier, just last M versions of a platform); in the case of commercial APIs, it's always a bargain based on the estimations, how much will non-supporting a specific platform would cost to a company. And of course, the outcome of the bargain must be stated in the contracts — what exactly you're promising to support during which period of time.

+

Moving forward

+

Finally, apart from those specific issues, your customers must be caring about more general questions: could they trust you? could they rely on your API evolving, absorbing modern trends, or will they eventually find the integration with your API on the scrapyard of history? Let's be honest: given all the uncertainties of the API product vision, we are very much interested in the answers as well. Even the Roman viaduct, though remaining backwards-compatible for two thousand years, has been a very archaic and non-reliable way of solving customers' problems for quite a long time.

+

You might work with these customer expectations through publishing roadmaps. It's quite common that many companies avoid publicly announcing their concrete plans (for a reason, of course). Nevertheless, in the case of APIs, we strongly recommend providing the roadmaps, even if they are tentative and lack precise dates — especially if we talk about deprecating some functionality. Announcing these promises (given the company keeps them, of course) is a very important competitive advantage to every kind of consumer.

+

With this, we would like to conclude this book. We hope that the principles and the concepts we have outlined will help you in creating APIs that fit all the developer', business', and end user's needs, and in expanding them (while maintaining the backwards compatibility) for the next two thousand years (or maybe more).

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+ background-position: 50% 25%; + background-repeat: no-repeat; + background-size: cover; + margin: 0; + aspect-ratio: 3/2; +} + +.cover h1 { + margin: 0; + padding: 0; + font-size: 4vw; + text-align: center; +} + +h1 .title { + font-size: 6vw; +} + +nav.page-main { + height: 0; + position: sticky; + top: 0; + float: right; + margin-right: -2em; +} + +nav.page-main ul { + padding: 0; + margin: 0; + list-style-type: none; + cursor: pointer; +} + +nav.page-main ul li { + font-size: 1.8em; + width: 1em; + height: 1em; + line-height: 1em; + text-align: center; +} + +nav.page-main ul li.para { + height: 2em; + line-height: 2em; +} + +nav.page-main ul li.share, +.side-panel .share::before { + background-image: url(data:image/svg+xml;base64,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); + background-size: 80% auto; + background-position: 50% 100%; + background-repeat: no-repeat; +} + +.side-panel { + border-left: 1px solid #979b9f; + background-color: #e8e6e5; + border-radius: 0.2em; + position: sticky; + top: 0; + width: 80vw; + max-width: 30em; + height: 100vh; + float: right; + z-index: 1; + overflow: hidden auto; + padding: 0.5em 0.8em; + font-family: local-sans, sans-serif; + text-align: left; +} + +.side-panel button.close { + position: absolute; + top: 0; + right: 0; + width: 2em; + height: 2em; + line-height: 2em; + border: none; + background: none; + cursor: pointer; +} + +.side-panel button.close::after { + content: '✕'; + font-size: 2em; + line-height: 1.5em; +} + +.side-panel h1, +.side-panel h2, +.side-panel h3, +.side-panel h4 { + line-height: inherit; + font-weight: normal; + padding: inherit; + margin: inherit; + font-size: inherit; + text-indent: inherit; + word-wrap: break-word; +} + +.side-panel h3.title { + padding: 0 0 1em 0; + font-weight: bold; + text-transform: uppercase; +} + +.side-panel ul.share, +article ul.share { + margin: 0; + padding: 0; + list-style-type: none; + display: flex; + flex-direction: row; + flex-wrap: wrap; + gap: 0.2em; +} + +.side-panel ul.share li a.share { + display: inline-block; + width: 1.5em; + height: 1.2em; + background-size: auto 80%; + cursor: pointer; + text-decoration: none; + background-repeat: no-repeat; + background-position: 50% 80%; + filter: grayscale(1); +} + +.side-panel ul.share li a.share-facebook { + background-image: url(data:image/png;base64,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); +} + +.side-panel ul.share li a.share-twitter { + background-image: 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+} + +.side-panel ul.share li a.share-vk { + background-image: 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+} + +.side-panel ul.share li.copy-link { + white-space: nowrap; +} + +.side-panel ul.share li.copy-link input { + height: 1.8em; + line-height: inherit; + padding: 0 0.5em; + background-color: #d3d8dc; + width: 20em; + border: 1px solid gray; + border-radius: 2px; +} + +.copy-button { + padding: 0 0.2em; + height: 1.8em; + display: inline-block; + margin: 2px 1px; + line-height: inherit; +} + +.copy-button::after { + content: '📋'; +} + +.side-panel h2.toc { + line-height: inherit; + padding: 1em 0 0 0; + font-weight: bold; +} + +.fade { + position: sticky; + top: 0; + width: 100vw; + height: 100vh; + float: left; + background-color: rgba(0, 0, 0, 0.6); + z-index: 1; +} + +body > article { + margin: 2em auto; + max-width: 60%; +} + +a.anchor:before { + display: inline-block; + content: '¶'; + width: 0.8em; + color: lightgray; + text-indent: 0; +} + +h5 a.anchor:before { + color: transparent; +} + +a.anchor:hover:before { + color: black; +} + +h2:not(.toc), +h3 { + text-indent: -0.8em; +} + +ul.references li p { + display: flex; + margin-left: -2em; + flex-grow: 2; +} + +ul.references li p a.back-anchor { + width: 1.7em; + flex-shrink: 0; +} @media screen { - body { - margin: 2em auto; - max-width: 60%; - } - .github-corner:hover .octo-arm { animation: octocat-wave 560ms ease-in-out; } @@ -281,7 +529,7 @@ a.anchor { } @media screen and (max-width: 1000px) { - body { + body > article { padding: 2em; margin: 0; max-width: none; @@ -298,43 +546,57 @@ a.anchor { padding-left: 1em; } - .github-corner:hover .octo-arm { - animation: none; + ul.references li p { + margin-left: 0; } - .github-corner .octo-arm { - animation: octocat-wave 560ms ease-in-out; + ul.references li p a.back-anchor { + width: auto; + } + + table { + padding: 0; + font-size: 70%; + } + + table td, + table th { + padding: 0; + } + + .cover { + font-size: 2.8vw; } -} -h1 { - font-size: 48px; - background-image: 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); 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Сергей Константинов
API

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Сергей Константинов. API.
- yatwirl@gmail.com · linkedin.com/in/twirl · patreon.com/yatwirl

+ yatwirl@gmail.com · linkedin.com/in/twirl · patreon.com/yatwirl

«API-first» подход — одна из самых горячих горячих тем в разработке программного обеспечения в наше время. Многие компании начали понимать, что API выступает мультипликатором их возможностей — но также умножает и допущенные ошибки.

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Эта книга посвящена проектированию API: как правильно выстроить архитектуру, начиная с высокоуровневого планирования и заканчивая деталями реализации конкретных интерфейсов, и как развивать API, не нарушая обратную совместимость.

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Иллюстрации и вдохновение: Maria Konstantinova · art.mari.ka.

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Эта книга написана для того, чтобы поделиться опытом и изложить лучшие практики разработки API. В первом разделе мы поговорим о проектировании API: как грамотно выстроить архитектуру, от крупноблочного планирования до конечных интерфейсов. Второй раздел посвящён развитию существующих API с сохранением обратной совместимости. Наконец, в третьем разделе мы поговорим об API как о продукте.

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Иллюстрации и вдохновение: Maria Konstantinova · art.mari.ka.

Creative Commons «Attribution-NonCommercial» Logo

Это произведение доступно по лицензии Creative Commons «Attribution-NonCommercial» («Атрибуция — Некоммерческое использование») 4.0 Всемирная.

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Исходный код доступен на github.com/twirl/The-API-Book

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Введение

Глава 1. О структуре этой книги

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Исходный код доступен на github.com/twirl/The-API-Book

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Введение

Глава 1. О структуре этой книги

Книга, которую вы держите в руках, состоит из введения и двух больших разделов (ещё один находится в разработке).

В первом разделе мы поговорим о проектировании API на стадии разработки концепции — как грамотно выстроить архитектуру, от крупноблочного планирования до конечных интерфейсов.

Второй раздел посвящён жизненному циклу API — как интерфейсы эволюционируют со временем и как развивать продукт так, чтобы отвечать потребностям пользователей.

@@ -348,7 +610,7 @@ h1 {

Иными словами, десятки, если не сотни различных API должны корректно отработать для выполнения базовых действий типа просмотра web-страницы; без надёжной работы каждого из них современные информационные технологии попросту не могли бы существовать.

API — это обязательство. Формальное обязательство связывать между собой различные программируемые контексты.

Когда меня просят привести пример хорошего API, я обычно показываю фотографию древнеримского акведука:

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Древнеримский акведук Пон-дю-Гар. Построен в I веке н.э.  Image Credit: igorelick @ pixabay
Древнеримский акведук Пон-дю-Гар. Построен в I веке н.э.
Image Credit: igorelick @ pixabay
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Древнеримский акведук Пон-дю-Гар. Построен в I веке н.э.  Image Credit: igorelick @ pixabay
Древнеримский акведук Пон-дю-Гар. Построен в I веке н.э.
Image Credit: igorelick @ pixabay
  • он связывает между собой две области
  • обратная совместимость нарушена ноль раз за последние две тысячи лет.
  • @@ -2843,6 +3105,654 @@ ProgramContext.dispatch = (action) => {

    NB. Идеальным примером строгого избегания данного антипаттерна следует признать разработку компиляторов — в этой сфере принято компилировать новую версию компилятора при помощи его же предыдущей версии.

    5. Заведите блокнот

    Несмотря на все приёмы и принципы, изложенные в настоящем разделе, с большой вероятностью вы ничего не сможете сделать с накапливающейся неконсистентностью вашего API. Да, можно замедлить скорость накопления, предусмотреть какие-то проблемы заранее, заложить запасы устойчивости — но предугадать всё решительно невозможно. На этом этапе многие разработчики склонны принимать скоропалительные решения — т.е. выпускать новые минорные версии API с явным или неявным нарушением обратной совместимости в целях исправления ошибок дизайна.

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    Так делать мы крайне не рекомендуем — поскольку, напомним, API является помимо прочего и мультипликатором ваших ошибок. Что мы рекомендуем — так это завести блокнот душевного покоя, где вы будете записывать выученные уроки, которые потом нужно будет не забыть применить на практике при выпуске новой мажорной версии API.

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Так делать мы крайне не рекомендуем — поскольку, напомним, API является помимо прочего и мультипликатором ваших ошибок. Что мы рекомендуем — так это завести блокнот душевного покоя, где вы будете записывать выученные уроки, которые потом нужно будет не забыть применить на практике при выпуске новой мажорной версии API.

Раздел III. API как продукт

Глава 20. Продукт API

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Когда мы говорим об API как о продукте, необходимо чётко зафиксировать два важных тезиса.

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    API — это полноценный продукт, как и другое ПО. Вы «продаёте» его точно так же, и к нему полностью применимы принципы управления продуктом. Весьма сомнительно, что вы сможете качественно развивать API, не изучив потребности аудитории, спрос и предложение, рынок и конкурентов.

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    API — это очень специфический продукт. Вы продаёте возможность некоторые действия выполнять автоматизированно через написание кода, и этот факт накладывает большие ограничения на управление продуктом.

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Для того, чтобы успешно развивать API, необходимо уметь отвечать именно на этот вопрос: почему ваши потребители предпочтут выполнять те или иные действия программно. Вопрос этот не праздный, поскольку, по опыту автора настоящей книги, именно отсутствие у руководителей продукта и маркетологов экспертизы в области работы с API и есть самая большая проблема развития API.

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Конечный пользователь взаимодействует не с вашим API напрямую, с приложениями, которые поверх API написали разработчики в интересах какого-то стороннего бизнеса (причём иногда в цепочке между вами и конечным пользователем находится ещё и более одного разработчика). С этой точки зрения целевая аудитория API — это некоторая пирамида, напоминающая пирамиду Маслоу:

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Непосредственный вывод из этой модели звучит так: в достоинствах вашего API в первую очередь необходимо убедить разработчиков; они, в свою очередь, примут решение о выборе технологии, ну а бизнес оттранслирует концепцию пользователям. Если руководителями продукта API являются бывшие или действующие разработчики, они зачастую склонны оценивать конкуренцию на рынке API именно в этом аспекте, и направлять основные усилия по продвижению продукта именно на аудиторию программистов.

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«Постойте!» — воскликнет здесь внимательный читатель. Но ведь дела здесь обстоят с точностью до наоборот:

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Получается, что на вершине пирамиды, таким образом, находится конечный пользователь: это его нам нужно убедить, что он хочет не какую попало кружку кофе, а именно приготовленную через наш API (и отдельный вопрос, как же мы будем доносить информацию о том, что за API работает под капотом, и почему пользователь должен своими деньгами проголосовать именно за наш API!); тогда бизнес поставит разработчику задачу интегрировать наш API, ну а разработчик уже никуда не денется и напишет код (что, кстати, означает, что вкладываться в читабельность и консистентность API не так уж и обязательно).

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Истина, разумеется, лежит где-то посередине. В каких-то предметных областях и на каких-то рынках все решения принимаются разработчиками (например, какой фреймворк выбрать); в других областях и рынках последнее слово остаётся за бизнес-заказчиком и конечным пользователем. К тому же, многое зависит от конкурентной ситуации — если вход на рынок фронтенд-разработки с новым фреймворком не сталкивается ни с каким противодействием, то разработка, например, новой мобильной операционной системы требует многомиллионных расходов на продвижение и стратегические партнерства.

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Здесь и далее мы будем описывать некоторый «усреднённый» случай, в котором все три яруса нашей двойной пирамиды важны: и пользователи (которые выбирают подходящий продукт), и бизнес (которому важны гарантии качества и стоимость разработки), и разработчики (которых интересует удобство работы с API и его функциональность).

Глава 21. Бизнес-модели API

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Прежде, чем переходить непосредственно к принципам продуктового управления API, позволим себе заострить внимание читателя на вопросе, каким образом наличие API как продукта приносит пользу компании, а также соответствующие модели монетизации, прямой и косвенной. Вопрос этот, как мы покажем в следующих главах, далеко не праздный, так как напрямую влияет на KPI API и принятие решений. [В квадратных скобках будем приводить примеры подобных моделей применительно к нашему учебному примеру с API кофе-машин.]

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1. Разработчик = конечный пользователь
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Самая простая и понятная ситуация — в том случае, если разработчики и есть конечные пользователи. В первую очередь здесь речь идёт о всевозможных инструментах для программиста: API языков программирования, фреймворков, операционных систем, библиотек компонентов, игровых движков и так далее, — иными словами, об интерфейсах общего назначения. [В нашем кофейном примере это означает следующее: мы разработали библиотеку для заказа кофе, возможно, с визуальными компонентами, и теперь продаём всем желающим-владельцам сети кофе-машин, чтобы облегчить им разработку собственного приложения.] В этом случае ответ на вопрос «зачем предоставлять программный интерфейс» самоочевиден.

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Видов монетизации такого API существует множество — по сути, речь идёт о моделях монетизации ПО для разработчиков как таковом.

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    Фреймворк / библиотека / платформа могут быть платными сами по себе, т.е. распространяться под платной лицензией; в настоящее время такие модели становятся всё менее популярны в связи с растущим проникновением открытого программного обеспечения, но, тем не менее, всё ещё широко распространены.

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    API может быть лицензирован под открытой лицензией с определёнными ограничениями, которые могут быть сняты путём покупки расширенной лицензии; это может быть как ограничение функциональности API (например, запрет публикации приложения в соответствующем магазине приложений или невозможность сборки приложения в продакшен-режиме без приобретения лицензии), так и ограничения на использование (например, открытая лицензия может быть «заразной», т.е. требовать распространения написанного поверх платформы кода под той же лицензией, или же использование бесплатного API может быть запрещено для определённых целей).

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    API может быть бесплатен, но компания-разработчик API может оказывать платные услуги по его консультированию и внедрению или просто продавать расширенную техническую поддержку.

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    Разработка API может спонсироваться явно или неявно владельцем платформы или операционной системы [в нашем кофейном примере — производителем «умных» кофе-машин], который заинтересован в том, чтобы разработчики имели как можно больше удобных инструментов для работы с платформой.

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    Наконец, компания-разработчик API путём публикации его под открытой лицензией тем самым привлекает к себе внимание и надеется на повышение продаж других своих продуктов для разработчиков.

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Примечательно, что подобные API — чуть ли не единственный «чистый» случай, когда при выборе API разработчик оперирует исключительно соображениями о том, насколько хорош дизайн API, понятна ли документация, продуманы сценарии использования и так далее. Известны случаи, когда сторонние компании или даже пользователи-энтузиасты самостоятельно реализовывали альтернативные имплементации популярного API — так произошло, например, с API языков Java (альтернативная реализация от Google) и C# (проект Mono) — или некоторых отдельных удачных решений в дизайне функциональности (как, например, концепция работы с DOM-деревом с помощью выборки элементов CSS-селекторами, изначально появившаяся в проекте cssQuery, позднее была реализована в jQuery, и уже на волне популярности последнего адаптирована непосредственно разработчиками спецификации DOM).

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2. API = основной и/или единственный способ доступа к сервису
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Этот случай примыкает к предыдущему в том смысле, что потребителем API является разработчик, а не конечный пользователь — с той разницей, что продуктом является не сам API, а сервис, доступ к которому он предоставляет. Чистый пример — это API различных облачных платформ, например, Amazon AWS или API Braintree. Да, какая-то работа с платформой возможна и через UI, но без API такие сервисы практически бесполезны. [В нашем кофейном примере — если мы являемся оператором сети «облачных» кофе-машин и доставки кофе дронами, и предоставляем к ним доступ только через API.]

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Как правило, тарифицируется в этом случае использование самого сервиса, а не API как такового. Часто, однако, тарифы исчисляются именно по сущностям API, т.е. тарифицируется количество вызовов методов.

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3. API = партнёрская программа
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Многие коммерческие сервисы предоставляют доступ к своей платформе для сторонних разработчиков с целью увеличения продаж или привлечения аудитории. Примером такого API могут служить, например, партнёрские программы Google Books, Skyscanner Travel APIs или Uber API. [Нашему учебному примеру здесь соответствует вот такая модель: мы — крупная известная сеть кофеен, и мы мотивируем сторонних разработчиков продавать наш кофе через свои сайты и приложения; фактически, позволяем разместить более интерактивную и глубоко интегрированную рекламу нашего сервиса — то, что сегодня принято называть «нативной рекламой».] В этом случае партнёрство является полностью и исключительно коммерческим: потребители API монетизируют свою собственную аудиторию, а компания — провайдер API таким образом надеется получить доступ к расширенной аудитории, дополнительным рекламным каналам. Как правило, владелец API выплачивает вознаграждение партнёрам за каждое целевое действие и устанавливает требования к эффективности интеграции (например, в виде минимального click-target ratio) чтобы избежать нецелевого использования API.

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4. API = дополнительный доступ к сервису
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Если некоторая компания располагает некоторой уникальной экспертизой, чаще всего — набором данных, который трудно и/или очень дорого получить самостоятельно, вполне логично возникает спрос на предоставление этой экспертизы через API. Самый классический пример API такого рода — это картографические API; собрать подробные и точные геоданные и поддерживать их в актуальном виде — очень дорого; при этом чуть ли не все сервисы, которые только можно себе придумать, станут существенно лучше и удобнее, если добавить карту. [На наш кофейный пример такой подход ложится с трудом, поскольку аккумулируемые нами в этом случае данные — расположения кофе-машин и типы приготавливаемых ими напитков — не являются чем-то, имеющим самостоятельную ценность вне контекста заказа кофе.]

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Этот кейс — пожалуй что самый интересный с точки зрения разработчика API, поскольку существование программного интерфейса в этом случае действительно является мультипликатором возможностей: компания-владелец экспертизы чисто физически не может сама реализовать все на свете сервисы, эту экспертизу использующие. Предоставление API здесь является «win-win» стратегией: функциональность сторонних сервисов улучшается, а компания-провайдер зарабатывает на этом деньги.

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Доступ к API в этом случае может быть безусловно платным, хотя чаще встречаются смешанные модели монетизации: API предоставляется бесплатно до достижения какого-то лимита либо при соблюдении определённых условий (например, для некоммерческих проектов). В отдельных случаях API предоставляется бесплатно с минимальными ограничениями с целью популяризации определённой платформы (например, Apple Maps).

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Отдельно здесь следует отметить B2B-сервисы. Так как провайдеру сервиса выгодно дать клиенту как можно более разнообразные возможности, а клиенту, в свою очередь, часто требуется максимально гибко использовать имеющуюся функциональность, часто предоставление API — оптимальный выход для обеих сторон. Крупным компаниям, располагающим своими отделами разработки, чаще необходимо запрограммировать свои бизнес-процессы через API и интегрировать их со своими внутренними системами. Часто таким B2B-сервисом выступает сама компания — разработчик API, если собственные сервисы компании строятся поверх API же, а внешний API существует в дополнение к внутреннему.

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NB: мы всячески не рекомендуем при этом предоставление API «на сдачу», т.е. публикацию внутренних API без какой-либо дополнительной продуктовой и технической подготовки. Главная проблема таких API заключается в том, что интересы партнёров при планировании разработки никак не учитываются, что приводит к множественным проблемам.

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Всё это приводит к тому, что наличие внешнего API зачастую работает не в плюс компании, а в минус: фактически, вы предоставляете крайне критически и скептически настроенной аудитории очень плохой продукт. Если у вас нет ресурсов на грамотное развитие API как продукта для внешних пользователей — лучше за него не браться совсем.

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5. API = площадка для рекламы
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В основном речь здесь идёт о разного рода виджетах и поисковиках: чтобы размещать какую-то рекламу, необходимо иметь прямой доступ к конечному пользователю. Наиболее распространённые API такого типа — это собственно API рекламных сетей, однако встречаются и комбинированные подходы, когда вместе с некоторым API, например, поисковым, «в нагрузку» идёт показ рекламы. [В нашем кофейном примере — если наша функция поиска предложений напитков начнёт каким-то образом выделять на странице результатов оплаченные показы.]

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6. API = самореклама и самопиар
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Если никакой — ни прямой, ни косвенной — монетизации API не имеет, он всё ещё может приносить доход, развивая знание о компании через брендирование — отображение логотипов и других узнаваемых элементов при работе пользователя с API, нативное (если визуальные интерфейсы отрисовываются непосредственно самим API) или договорное (потребители API обязаны по контракту размещать определённые элементы брендирования там, где используется функциональность API или предоставленные через него данные). Целью компании-разработчика API в этом случае является или привлечение аудитории на свои основные сервисы, либо продвижение своего бренда в целом. [В случае нашего кофейного API — представим, что мы предоставляем некоторый совершенно иной полезный сервис, допустим, продаём автомобильные шины, а через предоставление API кофе-машин пытается увеличить узнаваемость и заработать себе репутацию технологической компании.]

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В этом случае возможны вариации относительно целевой аудитории саморекламы:

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Дополнительно в этом разделе можно говорить о формировании комьюнити, т.е. сообщества пользователей или разработчиков, лояльных к продукту. Выгоды от существования таких комьюнити бывают довольно существенны: это и снижение расходов на техническую поддержку, и удобный канал информирования о новых сервисах и релизах, и возможность получить бета-тестеров разрабатываемых продуктов.

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7. API = инструмент получения обратной связи и UGC
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Если компания располагает какими-то большими данными, то оправданной может быть стратегия выпуска публичного API для того, чтобы конечные пользователи вносили исправления в данные или иным образом вовлекались в их разметку. Например, провайдеры картографических API часто разрешают сообщить об ошибке или исправить неточность прямо в стороннем приложении. [А в случае нашего кофейного API мы могли бы собирать обратную связь, как пассивно — строить рейтинги заведений, например, — так и активно — контактировать с владельцами заведений чтобы помочь им исправить недостатки; находить через UGC ещё не подключенные к API кофейни и проактивно работать с ними.]

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8. Терраформирование
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Наконец, наиболее альтруистический подход к разработке API — предоставление его либо полностью бесплатно либо в формате открытого кода и открытых данных просто с целью изменения ландшафта: если сегодня за API никто не готов платить, то можно вложиться в популяризацию и продвижение функциональности, рассчитывая найти коммерческие ниши (в любом из перечисленных форматов) в будущем или повысить значимость и полезность API в глазах конечных пользователей (а значит и готовность потребителей платить за использование API). [В случае нашего кофейного примера — если компания-производитель умных кофе-машин предоставляет API полностью бесплатно в расчёте на то, что со временем наличие у кофе-машин API станет нормой, и появится возможность разработать новые монетизируемые сервисы за счёт этого.]

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9. Серая зона
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Отдельный источник дохода для разработчика API — это анализ запросов, которые делают конечные пользователи или, иными словами, сбор и дальнейшая продажа какой-то информации. Следует иметь в виду, что граница между допустимыми способами обработки информации (например, агрегирование поисковых запросов с целью выделения трендов или потенциально прибыльных точек для открытия кофейни) и недопустимыми здесь весьма неочевидна и имеет тенденцию меняться как во времени, так и в пространстве (в смысле, одни и те же действия могут быть легальны по одну сторону государственной границы и нелегальны по другую), так что принимать решения о монетизации API подобными способами следует с очень большой осторожностью.

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Подход API-first

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В последние годы набирает силу тенденция предоставлять некоторую функциональность в виде API (т.е. продукта для разработчиков) там, где теоретически можно было бы предоставить сервис напрямую конечным пользователям. Этот подход известен как «API-first» и отражает нарастающую специализацию IT-сферы в целом: разработка API выделяется в отдельную компетенцию, которую бизнес готов отдавать сторонним компаниям на аутсорс вместо того, чтобы тратить ресурсы на разработку внутренних API для приложений своими силами. Тем не менее, пока этот подход не является универсально общепринятым, следует помнить о факторах принятия решений, когда можно запускать сервис в формате API-first.

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    Целевой рынок должен быть достаточно «прогрет» — на нём уже должны действовать компании, обладающие достаточным ресурсом для разработки сервисов поверх вашего API, и готовых, к тому же, оплачивать его использование (если только вашей целью не является самореклама или терраформирование);

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    Качество сервиса не должно страдать от того, что он предоставляется через API;

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    Необходимо реально обладать пресловутой экспертизой в разработке API, иначе велик шанс наделать неисправимых ошибок.

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Иногда раздача API является своеобразным «прощупыванием почвы» для того, чтобы компания-разработчик могла оценить рынок и решить, стоит ли выводить на него полноценный пользовательский сервис (мы такую практику скорее осуждаем, поскольку она неизбежно приведёт к закрытию API в будущем: либо потому, что рынок оказался не столь привлекателен, как казалось априори; либо потому, что API начнёт создавать конкуренцию материнскому сервису и будет со временем закрыт или существенно ограничен).

Глава 22. Формирование продуктового видения

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Описанная выше фрагментация целевой аудитории API, триада «разработчики — бизнес — конечные пользователи», делает управление продуктом API весьма нетривиальной проблемой. Да, базовый принцип — выяснить потребности аудитории и удовлетворить их — всё тот же; только аудиторий у вашего продукта три, причём их интересы далеко не всегда коррелируют. Из потребности конечного пользователя в качественном и недорогом кофе отнюдь не следует потребность бизнеса в API для работы с кофе-машинами.

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В общем случае продуктовое видение будущего API тоже должно включать в себя те же три звена:

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На разных рынках и в разных ситуациях «вес» каждой ступени различен. Если вы производите API-first продукт для разработчиков (без визуальной составляющей), то вы вполне можете обойтись без анализа проблем конечных пользователей; и наоборот, если вы предоставляете API к чрезвычайно ценной для пользователя функциональности в условиях, близких к монопольным, — вам в общем-то всё равно, насколько разработчикам нравится ваша архитектура и удобно ли им работать с вашими интерфейсами, выбора у них все равно нет.

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В большинстве же случаев мы имеем дело с некоторой двухуровневой эвристикой, которая идёт или от технических возможностей, или от бизнес-потребностей:

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Из эвристичности обоих подходов неизбежно следует и неопределённость продуктового видения API; в большинстве случаев это нормально: если бы вы могли иметь полное и чёткое представление о том, какие продукты для пользователей можно разработать поверх вашего API, вы могли бы разработать их сами, опустив промежуточное звено в виде партнёров. Здесь также важно и то, что многие API проходят стадию «терраформирования» (см. предыдущую главу), то есть «подготавливают почву» для новых рынков и видов сервисов — таким образом, ваше идеализированное представление о светлом будущем, когда доставка готового кофе дронами будет нормой жизни, будет постепенно детализироваться по мере появления на этом рынке новых компаний, предоставляющих новые виды услуг. (Что, в свою очередь, отразится и на моделях монетизации: по мере детализации облика грядущего вы будете переходить от всё более абстрактных KPI и теоретических выгод наличия API ко всё более конкретным.)

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Ту же неопределённость следует иметь в виду и при проведении интервью и сборе обратной связи. Программисты будут, в основном, сообщать вам о своих проблемах, возникающих при разработке сервиса — редко о проблемах бизнеса; бизнесу, в свою очередь, мало дела до неудобств разработчиков. И те, и другие обладают при этом каким-то представлением о проблемах пользователя, но зачастую это представление сильно ограничено сегментом рынка, в котором оперирует партнёр.

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Если у вас есть доступ к инструментам отслеживания действий конечных пользователей (см. главу «KPI API»), то вы можете попробовать через их логи восстановить типичное поведение пользователей и понять, как они взаимодействуют с приложениями партнёров. Но вам вновь придётся эти данные анализировать для каждого приложения по отдельности и попытаться кластеризовать общие кейсы и частотные сценарии.

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Проверка продуктовых гипотез

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Помимо общих сложностей с формированием продуктового видения API есть и более частные сложности с проверкой продуктовых гипотез. «Святой грааль» управления продуктом — создание максимально недорогого с точки зрения затраченных ресурсов minimal viable product (MVP) — обычно недоступен для менеджера API. Дело в том, что вы не можете так просто проверить MVP, даже если вам удалось его разработать: для проверки MVP API партнёры должны написать код (читай — вложить свои деньги); если по итогам этого эксперимента будет принято решение о бесперспективности продукта, эти деньги окажутся потрачены впустую. Разумеется, партнёры к подобного рода предложениям относятся с некоторым скептицизмом. Таким образом «дешёвый» MVP включает в себя либо компенсацию расходов партнёрам, либо затраты на разработку референсного приложения (т.е. в дополнение к MVP API разрабатывается сразу и MVP приложения, использующего этот API).

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Частично эту проблему можно решить, если выпустить MVP от имени сторонней компании (например, в виде модуля с открытым кодом, опубликованного от лица разработчика). Однако тогда вы получите проблемы с собственно проверкой гипотезы, так как подобные модули рискуют быть просто оставленными без внимания.

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Другой вариант проверки гипотез — это собственный сервис (или сервисы) компании-разработчика API, если такие есть. Внутренние заказчики обычно более лояльно относятся к трате ресурсов на проверку гипотез, и с ними легче договориться о сворачивании или замораживании MVP. Однако таким образом можно проверить далеко не всякую функциональность — а только то, на которую имеется хоть в каком-то приближении внутренний заказ.

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Вообще, концепция ‘eat your own dogfood’ применительно к API означает, что у команды продукта есть какие-то свои тестовые приложения (т.н. ‘pet project’-ы) поверх API. Учитывая трудоёмкость разработки подобных приложений, имеет смысл поощрять их наличие, например, предоставлением бесплатных квот на API и вычислительные ресурсы членам команды.

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Подобные pet project-ы также дают уникальный опыт: каждый может попробовать себя в новой роли. Разработчик узнает о типичных проблемах менеджера продукта: недостаточно написать приложение хорошо, нужно ещё и изучить своего потребителя, понять его потребности, сформулировать привлекательное предложение и донести его. Менеджеры продукта же, соответственно, получат какое-то представление о том, насколько технически просто или сложно воплотить их продуктовое видение в жизнь, и какие проблемы возникнут при реализации. Наконец, и тем, и другим будет исключительно полезно взглянуть со стороны документацию API, на user story разработчика, который впервые услышал о продукте API и пытается в нём разобраться.

Глава 23. Взаимодействие с разработчиками

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Как мы описали в предыдущих главах, управление продуктом API требует выстраивания отношений и с бизнес-партнёрами, и с разработчиками. (В идеале и с конечными пользователями, но эта опция для провайдеров API крайне редко доступна.)

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Начнём с разработчиков. Специфика программистов как аудитории API заключается в том, что:

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В силу этих особенностей аудитории (в первую очередь — малой роли инфлюэнсеров и критического отношения к рекламным заявлениям) доносить информацию до разработчиков приходится через специфические каналы:

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Во всех этих каналах прямая реклама вашего сервиса затруднена или невозможна вовсе. (Точнее, конечно, вы можете купить баннерную рекламу, но мы выразим очень большие сомнения в том, что это поможет вам выстроить отношения с разработчиками.) Вам необходимо генерировать какой-то ценный и/или интересный контент для улучшения знания о вашем API, и эта работа тоже ложится на ваших разработчиков: писать тексты, отвечать на вопросы, записывать обучающие семинары, выступать с докладами.

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Программисты любят делиться опытом, и с удовольствием будут заниматься всеми вышеперечисленными задачами (в рабочее время); однако хорошее выступление на конференции, не говоря уже об обучающем курсе, требует многих часов подготовки. По опыту автора настоящей книги две вещи критически важны для технопиара:

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Почти ничто не сделает вам худшей антирекламы, нежели плохо подготовленное выступление (см. выше — ошибки в вашей презентации непременно найдут) или плохо замаскированная реклама (по той же причине). Над текстами надо работать: следить за структурой, логикой и темпом повествования. И технический рассказ должен быть хорошо выстроен; по его окончании у слушателей должно сложиться чёткое понимание того, какую мысль им хотели донести (и хорошо бы эта мысль была как-то увязана с тем, что ваш API великолепно подходит для их нужд).

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Отдельно следует упомянуть о «евангелистах»: так называют людей, обычно, обладающих определённым авторитетом в ИТ-сообществе, которые продвигают ту или иную технологию или компанию — то есть делают всё вышеперечисленное (пишут в блоги, записывают курсы, выступают на конференциях) за вас (чаще всего будучи внештатными, а иногда и штатными сотрудниками компании). Евангелист, таким образом, разгружает команду от необходимости заниматься технопиаром. Мы же всё-таки склонны считать, что эту функцию лучше иметь внутри команды, поскольку прямое взаимодействие с разработчиками чрезвычайно полезно для формирования продуктового видения. (Что вовсе не означает отказа от евангелистов — вы вполне можете совмещать две стратегии.)

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Open Source

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Важный вопрос, который рано или поздно встанет перед любым провайдером API — это выкладывание кода в Open Source. У этого действия есть как достоинства, так и недостатки:

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Наконец, просто подготовка к открытию кода API сама по себе может быть весьма затратна: во-первых, код надо «причесать», во-вторых, перейти на открытые же инструменты сборки и тестирования, убрав из кода все ссылки на проприетарные ресурсы. Решение здесь следует принимать максимально осторожно, взвесив все «за» и «против». Добавим, что многие компании пытаются снизить перечисленные выше риски, разделив API на две части, открытую и проприетарную, а также путём подбора специфической лицензии, которая не позволит нанести вред интересам компании через использование открытого кода (например, запрещая продавать hosted-решения или требуя обязательного раскрытия производного кода).

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Фрагментация аудитории

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Ко всему вышесказанному есть одно очень важное дополнение: в связи с огромной востребованностью информационных технологий в мире значительное количество ваших потребителей не будут профессиональными разработчиками. Огромное количество людей находятся в той или иной фазе освоения профессии: кто-то занимается разработкой в дополнение к основной деятельности, кто-то переучивается, кто-то осваивает азы компьютерных наук самостоятельно. Многие из этих непрофессиональных разработчиков при этом имеют прямое влияние на решение о выборе API — например, владельцы небольших бизнесов, которые по совместительству ещё и занимаются программной реализацией несложных задач.

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Более правильно было бы сказать, что вы работаете на две основные аудитории:

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Этот факт напрямую влияет на всё, что мы обсуждали выше (кроме, может быть, Open Source — разработчики-любители редко обращают на него внимание.) Ваши лекции, семинары и выступления на конференциях должны как-то подходить и тем, и другим. Существует мнение, что угодить одновременно обеим аудиториям невозможно: первые ищут возможности глубокой кастомизации (поскольку работают в крупных ИТ-компаниях со сложившимся подходом к разработке), вторым необходим максимально заниженный порог входа. Мы с этим мнением склонны не согласиться по причинам, которые будут обсуждаться в главе «Линейка сервисов API».

Глава 24. Взаимодействие с бизнес-аудиторией

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Основные принципы работы с партнёрами несколько парадоксально полностью противоположны принципам взаимодействия с разработчиками:

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Как итог, работа с бизнес-аудиторией в первую очередь сводится к тому, чтобы максимально доходчиво объяснить свойства и преимущества продукта. В остальных же смыслах API «продаётся» как и любое другое программное обеспечение.

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Как правило, чем дальше некоторая отрасль находится от информационных технологий, тем с большим энтузиазмом её представители воспринимают рекламу возможностей API, и тем менее вероятно, что этот энтузиазм будет конвертирован в реальную интеграцию. Помочь решению этой проблемы должна интенсивная работа с комьюнити (см. соответствующую главу), благодаря которой появляется множество фрилансеров и аутсорсеров, готовых помочь не-ИТ бизнесам с интеграцией. Вы также можете помочь развитию рынка путём создания обучающих курсов для разработчика и выпуска сертификатов, подтверждающих навыки работы с вашим API (или более широким слоем технологий).

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Аналогичным образом обстоит дело и с исследованиями рынка и получением обратной связи. Далёкие от ИТ бизнесы, как правило, не могут сформулировать свои потребности, поэтому к обработке полученных сведений следует подходить творчески (и критически).

Глава 25. Линейка сервисов API

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Важное правило управления продуктом API, которое любой достаточно крупный поставщик API довольно быстро для себя откроет, звучит так: нет смысла поставлять всего лишь один какой-то API; есть смысл говорить о наборе продуктов, причём сразу в двух измерениях.

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Горизонтальное разделение сервисов API

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Как правило, любая функциональность, предоставляемая через API, делится на независимые блоки. Например, в нашем кофейном API есть функциональность поиска предложений и функциональность заказа кофе. Ничто не мешает нам как объявить эти эндпойнты разными API, так и считать их частями одного общего API.

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Разные компании используют разные подходы к определению гранулярности сервисов API, что считать отдельным продуктом, а что нет; это до определённой степени вопрос вкусовщины и удобства. Стоит задуматься о разделении API на части, если:

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NB: при этом раздельные API могут предоставляться в рамках одного SDK, для удобства клиентской разработки.

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Вертикальное разделение сервисов API

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Часто, однако, имеет смысл предоставлять несколько сервисов API, оперирующих одной и той же функциональностью. Дело в том, что описанная в предыдущих главах фрагментация пользователей API по профессиональному уровню имеет несколько важных следствий:

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Самый важный вывод здесь такой: максимально полно покрыть нужды всех категорий пользователей можно только разработав множество продуктов с разным порогом входа и требовательностью к профессиональному уровню программиста. Можно выделить следующие подвиды API, по убыванию требуемого уровня разработчиков.

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  1. Самый сложный уровень — физического API и семейства абстракций над ними. [В нашем кофейном примере — та часть интерфейсов, которая описывает работу с физическим API кофе машин, см. главу 9 и главу 17.]
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  3. Базовый уровень — работы с продуктовыми сущностями через формальные интерфейсы. [В случае нашего учебного API этому уровню соответствует HTTP API заказа.]
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  5. Упростить работу с продуктовыми сущностями можно, предоставив SDK для различных платформ, скрывающие под собой сложности работы с формальными интерфейсами и адаптирующие концепции API под соответствующие парадигмы (что позволяет разработчикам, знакомым только с конкретной платформой, не тратить время и не разбираться в формальных интерфейсах и протоколах).
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  7. Ещё более упростить работу можно с помощью сервисов, генерирующих код. В таком интерфейсе разработчик выбирает один из представленных шаблонов интеграции, кастомизирует некоторые параметры, и получает на выходе готовый фрагмент кода, который он может вставить в своё приложение (и, возможно, дописать необходимую функциональность с использованием API 1-3 уровней). Подобного рода подход ещё часто называют «программированием мышкой». [В случае нашего кофейного API примером такого сервиса мог бы служить визуальный редактор форм/экранов, в котором пользователь расставляет UI элементы, и в конечном итоге получает полный код приложения.]
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  9. Ещё более упростить такой подход можно, если результатом работы такого сервиса будет уже не код поверх API, а готовый компонент / виджет / фрейм, подключаемый одной строкой. [Например, если мы дадим возможность разработчику вставлять на свой сайт iframe, в котором можно заказать кофе, кастомизированный под нужды заказчика, либо, ещё проще, описать правила формирования URL изображения, который позволит показать в приложении партнёра баннер с наиболее релевантным предложением для конечного пользователя.]
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В конечном итоге можно прийти к концепции мета-API, когда готовые визуальные компоненты тоже будут иметь какое-то свой высокоуровневый API, который «под капотом» будет обращаться к базовым API.

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Важнейшим преимуществом наличия линейки продуктов API является не только возможность адаптировать его к возможностям конкретного разработчика, но и увеличение уровня вашего контроля над кодом, встроенным в приложение партнёра.

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  1. Приложения, использующие физические интерфейсы, полностью вне вашей досягаемости; вы не можете, например, форсировать переход на новые версии технологической платформы или, скажем, добавить в них рекламные размещения.
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  3. Приложения, оперирующие базовым уровнем API, позволяют вам менять нижележащие уровни абстракции — переходить на новые технологии, манипулировать выдачей и представлением данных.
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  5. SDK, особенно имеющие визуальные компоненты в составе, дают гораздо более широкий контроль над внешним видом партнерских приложений и их взаимодействием с пользователем, что позволяет развивать UI, добавлять новые виды интерактивных элементов и обогащать функциональность старых. [Например, если SDK нашего кофейного API содержит в себе карту кофеен, ничего не может нам помешать в новой версии SDK сделать объекты на карте кликабельными или, например, выделять оплаченные размещения цветом.]
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  7. Кодогенерация позволяет вам манипулировать желательным видом приложений. Например, если для вас важным показателем является количество поисков через сторонние приложения, вы можете добавить в генерированный код показ панели поиска на видном месте; пользователи, прибегающие к помощи генератора кода, как правило, не меняют сгенерированный результат.
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  9. Наконец, готовые компоненты и виджеты находятся полностью под вашим контролем, и вы можете экспериментировать с доступной через них функциональностью так же свободно, как если бы это было ваше собственное приложение. (Здесь следует, правда, отметить, что не всегда от этого контроля есть толк: например, если вы позволяете вставлять изображение по прямому URL, ваш контроль над этой интеграцией практически отсутствует; при прочих равных следует выбирать тот вид интеграции, который позволяет получить больший контроль над соответствующей функциональностью в приложении партнёра.)
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NB. При разработке «вертикального» семейства API замечания, описанные в главе «О ватерлинии айсберга» особенно важны. Вы можете свободно манипулировать контентом и поведением виджета, если и только если у разработчика нет способа «сбежать из песочницы», т.е. напрямую получить низкоуровневый доступ к объектам внутри виджета.

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Как правило, вы должны стремиться к тому, чтобы каждый партнёрский сервис использовал тот вид API, который вам как разработчику наиболее выгоден. Там, где партнёр не стремится создать какую-то уникальную функциональность и размещает типовое решение, вам выгодно иметь виджет, который полностью находится под вашим контролем и, с одной стороны, снимает с вас головную боль относительно обновления версий API, и, с другой стороны, даёт вам свободу экспериментировать с внешним видом и поведением интеграций с целью оптимизации ваших KPI. Там, где партнёр обладает экспертизой и желанием разработать какой-то уникальный сервис поверх вашего API, вам выгодно предоставить ему максимальную свободу действий, чтобы, во-первых, покрыть тем самым уникальные продуктовые ниши, и, во-вторых, обладать конкурентным преимуществом в виде возможности глубокой кастомизации относительно других API на рынке.

Глава 26. Ключевые показатели эффективности API

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Как мы описали выше, существует большое количество различных моделей монетизации API, прямой и косвенной. Важной их особенностью является то, что, во-первых, большинство из них является частично или полностью бесплатными для партнёра, а, во-вторых, соотношение прямой и косвенной выгоды часто меняется в течение жизненного цикла API. Возникает вопрос, каким же образом следует измерять успех API и какие цели ставить продуктовой команде.

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Разумеется, наиболее прямым измеримым показателем являются деньги: если ваш API имеет прямую монетизацию либо явно приводит пользователей на монетизируемый сервис, то остальная часть главы будет вам интересна разве что в рамках общего развития. Если же напрямую измерить вклад API в доходы компании не получается, придётся прибегать к иным, синтетическим, показателям.

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Очевидный ключевой показатель эффективности (Key Performance Indicator, KPI) №1 — это количество конечных пользователей и количество интеграций (читай, партнёров, использующих API). В нормальной ситуации он является в определённом смысле барометром состояния бизнеса: если предположить, что на рынке наблюдается здоровая конкуренция между API разных поставщиков, и все находятся в более-менее одинаковом положении, то количество использующих API разработчиков (и как производная — конечных пользователей) и есть главный показатель успеха продукта.

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Однако чистые цифры количества пользователей и партнёров могут вводить в заблуждение, особенно в случае бесплатных инсталляций. Есть несколько факторов, искажающих статистику:

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Вышеперечисленные проблемы приводят нас к простому выводу: считать нужно не только сырые цифры количества уникальных пользователей и партнёров, но и их вовлечённость, т.е. выделить целевые действия (например, количество поисков через платформу, показ определённых данных, события взаимодействия пользователя с виджетом и т.д.). В идеале эти целевые действия должны коррелировать с монетизацией:

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Довольно часто встречаются также такие KPI как использование той или иной функциональности API (в том числе для приоритизации планов разработки). По сути это те же целевые действия, но только совершаемые разработчиком, а не пользователем. Для библиотек, особенно клиентских, сбор этой информации бывает затруднён, но не невозможен (хотя крайне желательно подходить к вопросу максимально аккуратно, поскольку любая аудитория сегодня крайне нервно реагирует на автоматический сбор любой статистики).

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Наиболее непростая ситуация с KPI наблюдается, если API в первую очередь способ (техно)пиара и (техно)маркетинга. В этом случае наблюдается накопительный эффект: наращивание аудитории не конвертируется в пользу компании моментально. Сначала вы набираете большую лояльную аудиторию разработчиков, потом репутация вашей компании улучшается, и ещё более потом эта репутация начинает играть вам на руку при найме. Сначала логотип вашей компании появляется на сторонних сайтах и приложениях, потом top-of-mind знание бренда увеличится. Нет прямого способа отследить, как то или иное действие (например, релиз новой версии или проведение мероприятия) сказывается на целевых показателях. В этом случае приходится оперировать косвенными показателями — посещаемость ресурсов для разработчиков, количество упоминаний в тематических сообществах, популярность блогов и семинаров и т.п.

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Кратко суммируем вышесказанное:

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SLA

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Невозможно в этом разделе не упомянуть и о «гигиеническом KPI» — уровне предоставляемых услуг и доступности сервиса. Мы не будем здесь давать детального описания, поскольку SLA API ничем не отличается от SLA других видов цифровых сервисов, отметим лишь то, что следить за ним, разумеется, надо, особенно в случае платных API. Впрочем, во многих случаях провайдеры API обычно ограничиваются достаточно свободным SLA, трактуя тарифицируемые услуги как услуги доступа к информации или лицензирование контента.

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Тем не менее, позволим себе ещё раз напомнить: любые проблемы вашего API автоматически умножаются на количество партнёров, особенно в тех случаях, когда ваш API критически для них важен, т.е. при неработоспособности API становится недоступной основная функциональность сервиса. (Впрочем, по упомянутым выше причинам качество интеграции бо́льшей части партнёров почти неизбежно будет таково, что ошибки в работе их сервисов будут происходить, даже если ваш API не является формально для них критическим — а потому, что разработчики подключают API даже там, где оно формально не нужно, и пренебрегают обработкой ошибок.)

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Важно отметить, что нагрузку на API, вообще говоря, крайне сложно предсказать. Неоптимальное использование API, т.е. его инициализация в тех разделах приложений, где он в реальности не нужен, может привести к колоссальному росту нагрузки вследствие перемещения одной-единственной строки кода партнёра. «Запас прочности» API-сервис должен быть гораздо выше, чем у обычных пользовательских сервисов — как минимум на уровне, достаточном для поддержания его работоспособности в том случае, если крупнейший партнёр начнёт вызывать API при загрузке любой страницы вебсайта / открытии любого экрана приложения. (Если партнёр уже так делает — то API должен переживать как минимум удвоение этой нагрузки на тот случай, если разработчики случайно начнут инициализировать API дважды.)

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Другой важнейший гигиенический минимум — это обеспечение информационной безопасности API. В худшем из возможных сценариев, если посредством эксплуатации уязвимости в API можно будет наносить вред конечным пользователем, фактически дыра в безопасности будет создана в каждом приложении партнёра. Излишне уточнять, что цена такой ошибки может оказаться невероятно большой даже если само API достаточно невинно и никакого доступа к чувствительным данным не имеет (особенно если речь идёт о веб-страницах, где в принципе нет никакой «песочницы» для сторонних скриптов, и любой код на странице может, например, отследить вводимые данные в формы). Сервисы API обязаны как использовать максимальные меры защиты (например, с запасом выбирать надёжные криптографические протоколы), так и максимально оперативно реагировать на сообщения об уязвимостях.

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Сравнение с конкурентами

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При измерении KPI любого сервиса критически важно измерять не только свои собственные показатели, но и состояние рынка:

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Получить ответы на эти вопросы в случае сервисов API может быть достаточно нетривиально. В самом деле, как выяснить, сколько интеграций за тот же период времени выполнил конкурент, и какое количество целевых действий пользователя выполняется через конкурирующие API? Иногда вам могут помочь с этими данными компании-разработчики аналитических инструментов для приложений, но чаще всего вам нужно будет самостоятельно заниматься мониторингом крупных площадок, которые потенциально могли бы быть интегрированы с вашим API, и отмечать, какие конкурирующие сервисы они используют. Аналогичная ситуация наблюдается и ростом рынков: если ваша ниша недостаточно заметна для того, чтобы крупная независимая аналитическая компания выпустила его исследование, вам придётся или заказать такое исследование за свой счёт, или прикинуть нужные цифры самостоятельно — аналогичным образом, через исследование потенциальных потребителей.

Глава 27. Идентификация пользователей и борьба с фродом

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В контексте работы с API мы говорим о двух видах пользователей системы:

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И тех, и других в большинстве случаев необходимо уметь идентифицировать (в техническом смысле, т.е. уметь считать уникальные визиты), чтобы иметь ответы на следующие вопросы:

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NB. Иногда, в случае больших и/или абстрактных API цепочка между вашим API и финальным пользователем может содержать более одного разработчика, т.е. крупные партнёры предоставляют сервис, разработанный поверх API, более мелким. Считать нужно уметь и прямых партнёров, и «производных».

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Обладать этой информацией критически важно по двум основным причинам:

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В случае коммерческих API точность и своевременность сбора этой информации важна вдвойне, поскольку от неё напрямую зависят параметры тарифов и бизнес-модель в целом; поэтому вопрос как мы идентифицируем пользователей — отнюдь не праздный.

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Идентификация приложений и их владельцев

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Начнём с первой категории, то есть пользователей-клиентов API. Сделаем здесь важное уточнение: нам необходимо идентифицировать две различные сущности — приложения и их владельцев.

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Приложение — это, грубо говоря, какой-то логически отдельный кейс использования API, чаще всего — в прямом смысле слова приложение (мобильное или десктопное) или веб-сайт, т.е. некоторая техническая сущность. В то же время владелец — это тот, с кем вы заключаете договор использования API, т.е. юридическая сущность. Если схема тарификации API подразумевает систему лимитов и/или тарифы зависят от вида сервиса или способа его использования, то это автоматически означает необходимость тарифицировать приложения одного владельца раздельно.

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В современном мире фактический стандарт идентификации (и того, и другого) — это использование API-ключей: разработчик, желающий воспользоваться API, должен явно получить ключ, оставив свои контактные данные. Ключ, таким образом, идентифицирует приложение, а контактные данные — владельца.

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Несмотря на широкое распространение этой практики мы не можем не отметить, что в большинстве случаев она бесполезна, а иногда и вредна.

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Её несомненным преимуществом является обязанность каждого клиента предоставить актуальные контактные данные, что (теоретически) позволяет связываться с владельцем приложения. (Что в реальном мире не совсем так — в значительном проценте случаев владелец не читает почту, оставленную в качестве контактной; в случае корпоративных клиентов это вовсе может быть ничейный почтовый ящик или личная почта давно уволившегося сотрудника.)

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Проблема же API-ключей заключается в том, что они не позволяют надёжно идентифицировать ни приложение, ни владельца.

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Если API предоставляется с какими-то бесплатными лимитами, то велик соблазн завести множество ключей, оформленных на разных владельцев, чтобы оставаться в рамках бесплатных лимитов. Вы можете повышать стоимость заведения таких мультиаккаунтов, например, требуя привязки номера телефона или кредитной карты, однако и то, и другое — в настоящий момент широко распространённая услуга. Выпуск виртуальных телефонных номеров или виртуальных кредитных карт (не говоря уже о нелегальных способах приобрести краденые) всегда будет дешевле, чем честная оплата использования API — если, конечно, это не API выпуска карт или номеров. Таким образом, идентификация пользователя по ключам (если только ваш API не является чистым B2B и для его использования нужно подписать физический договор) никак не освобождает от необходимости перепроверять, действительно ли пользователь соблюдает правила и не заводит множество ключей для одного приложения.

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Другая опасность заключается в том, что ключ могут банально украсть у добросовестного партнёра; в случае клиентских и веб-приложений это довольно тривиально.

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Может показаться, что в случае предоставления серверных API проблема воровства ключей неактуальна, но, на самом деле, это не так. Предположим, что партнёр предоставляет свой собственный публичный сервис, который «под капотом» использует ваше API. Это часто означает, что в сервисе партнёра есть эндпойнт, предназначенный для конечных пользователей, который внутри делает запрос к API и возвращает результат, и этот эндпойнт может использоваться злоумышленником как эквивалент API. Конечно, можно объявить такой фрод проблемой партнёра, однако было бы, во-первых, наивно ожидать от каждого партнёра реализации собственной антифрод-системы, которая позволит выявлять таких недобросовестных пользователей, и, во-вторых, это попросту неэффективно: очевидно, что централизованная система борьбы с фродерами всегда будет более эффективной, нежели множество частных любительских реализаций. К томе же, и серверные ключи могут быть украдены: это сложее, чем украсть клиентские, но не невозможно. Популярный API рано или поздно столкнётся с тем, что украденные ключи будут выложены в свободный доступ (или владелец ключа просто будет делиться им со знакомыми по доброте душевной).

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Так или иначе, встаёт вопрос независимой валидации: каким образом можно проконтролировать, действительно ли API используется потребителем в соответствии с пользовательским соглашением.

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Мобильные приложения удобно отслеживаются по идентификатору приложения в соответствующем сторе (Google Play, App Store и другие), поэтому разумно требовать от партнёров идентифицировать приложение при подключении API. Вебсайты с некоторой точностью можно идентифицировать по заголовкам Referer или Origin (и для надёжности можно так же потребовать от партнёра указывать домен сайта при инициализации API).

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Эти данные сами по себе не являются надёжными; важно то, что они позволяют проводить кросс-проверки:

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NB: не забудьте разрешить безлимитное использование с Referer-ом localhost и 127.0.0.1 / [::1], а также из вашей собственной песочницы, если она есть. Да, в какой-то момент злоумышленники поймут, что на такие Referer-ы не действуют ограничения, но это точно произойдёт гораздо позже, чем вы по неосторожности забаните локальную разработку или собственный сайт документации.

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Общий вывод из вышеизложенного таков:

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Идентификация конечных пользователей

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Если к партнёрам вы можете предъявлять какие-то требования по самоидентификации, то от конечных пользователей требовать раскрытия информации о себе в большинстве случаев не представляется возможным. Все методы контроля, описанные ниже, являются неточными и зачастую эвристическими. (Даже если функциональность партнёрских приложений предоставляется только после регистрации пользователя и вы имеете к этой регистрации доступ, вы всё ещё гадаете, т.к. аккаунт это не то же самое, что и отдельный пользователь: несколько различных людей могут пользоваться одним профилем или, наоборот, у одного человека может быть множество профилей.) Кроме того, следует иметь в виду, что сбор подобного рода информации может регулироваться законодательно (хотя большей частью речь пойдёт об анонимизированных данных, но и они могут быть регламентированы).

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    Самый простой и очевидный показатель — это ip-адреса; их невозможно подделать (в том смысле, что сервер API всегда знает адрес вызывающего клиента), и поэтому статистика по уникальным ip довольно показательна.

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    Если API предоставляется как server-to-server сервис, доступа к IP-адресу конечного пользователя может и не быть, однако весьма разумно в такой ситуации требовать от партнёра пробрасывать IP-адрес клиента (например, в виде заголовка X-Forwarded-For) — в том числе для того, чтобы помочь партнёрам бороться с фродом и неправомерным использованием API.

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    До недавнего времени ip-адрес как единица подсчёта статистики был ещё и удобен тем, что обзавестись большим пулом уникальных адресов было достаточно дорого. Однако с распространением ipv6 это ограничение перестало быть актуальным; скорее, ipv6 ярко подсветил тот факт, что не стоит ограничиваться только подсчётом уникальных ip. Необходимо следить за несколькими агрегатами:

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    • суммировать статистику по подсетям, т.е. вести иерархические подсчёты (количество уникальных сетей /8, /16, /24 и так далее);
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    • наблюдать за агрегированной статистикой по автономным сетям (autonomous networks, AS);
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    • мониторить использование известных публичных прокси и TOR Network.
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    Необычно высокое количество запросов из одной подсети может свидетельствовать о том, что API активно используется во внутрикорпоративной сети (или в данном регионе доступ в Интернет в основном предоставляется через NAT).

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    Дополнительным способом идентификации служат уникальные идентификаторы пользователей, в первую очередь — cookie. Однако в последние годы этот способ ведения статистики подвергается атаке с нескольких сторон: производители браузеров ограничивают возможности установки cookie третьей стороной, пользователи активно защищаются от слежения, и законодатели начали выдвигать требования в отношении сбора данных. В рамках текущего законодательства проще отказаться от использования cookie, чем соблюсти все необходимые требования.

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    Всё это приводит к тому, что публичным API, особенно используемым в бесплатных сайтах и приложениях, очень тяжело вести статистику, а значит и тяжело анализировать поведение пользователей. И речь здесь не только о борьбе с разного рода фродом, но и банальном анализе сценариев использования API. Таков путь.

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Глава 28. Технические способы борьбы с несанкционированным доступом к API

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Реализация парадигмы, описанной в предыдущей главе — централизованной борьбы с фродом, осуществляемым через клиентские API партнёра — на практике сталкивается с достаточно нетривиальными проблемами.

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Задача отсеивания нежелательных запросов, в общем случае, состоит из трёх шагов:

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1. Идентификация подозрительных пользователей
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По большому счёту, здесь есть всего два подхода, которые мы можем применить — статический и динамический (поведенческий).

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Статически мы отслеживаем подозрительную концентрацию активности (как описано в предыдущей главе), отмечая нехарактерно высокое количество запросов из определённых подсетей или Referer-ов (на самом деле, нам подойдёт любая информация, которая как-то делит пользователей на более-менее независимые группы — такая как, например, версия ОС или язык системы, если такие данные нам доступны).

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При поведенческом анализе мы анализируем историю запросов одного конкретного пользователя и отмечаем нетипичное поведение — «нечеловеческий» порядок обхода эндпойнтов, слишком быстрый их перебор, etc.

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Важно: когда мы здесь говорим о «пользователе», нам почти всегда придётся дублировать анализ для работы по ip-адресу, поскольку злоумышленник вовсе не обязан будет сохранять cookie или другой идентификационный токен, или будет ротировать набор таких токенов, чтобы затруднить идентификацию.

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2. Запрос дополнительного фактора аутентификации
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Поскольку и статический, и поведенческий анализ эвристические, очень желательно не просто выносить решение на их основе, но предлагать подозрительным пользователям дополнительно доказать, что они совершают легитимные запросы. Если такие механизмы есть, качество работы анти-фрод системы существенно возрастает, поскольку тогда допустимо будет снизить порог срабатывания или вовсе включить проактивную защиту, т.е. предлагать пользователям пройти дополнительную проверку превентивно.

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В случае сервисов для конечных пользователей основным методом дополнительной аутентификации является перенаправление на страницу с капчей. В случае API это может быть весьма проблематично, особенно если вы пренебрегли советом «Предусмотрите ограничения» — во многих случаях вам придётся переложить имплементацию этого сценария на партнёра (т.е. это партнёр должен будет показывать капчу и идентифицировать пользователя, основываясь на сигналах, поступающих от эндпойнтов API) что, конечно, сильно снижает комфортность работы с таким API.

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NB. Вместо капчи здесь могут быть любые другие действия, вводящие дополнительные факторы аутентификации. Это может быть, например, подтверждение номера телефона или второй шаг протокола 3D-Secure. Важно здесь то, что запрос второго шага аутентификации должен быть предусмотрен в API, поскольку добавить его его обратно совместимым образом к существующим endpoint-ам нельзя.

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Другие популярные способы распознать робота — предложить ему приманку (honeypot) или использовать методы проверки среды исполнения (начиная от достаточно простых вроде исполнения JavaScript на странице и заканчивая технологиями проверки целостности приложения).

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3. Ограничение доступа
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Видимость богатства способов технической идентификации пользователей, увы, разбивается о суровую реальность наличия у вас очень скромных средств ограничения доступа. Бан по cookie / Referer-у / User-Agent-у практически не работает по той причине, что эти данные передаёт клиент, и он же легко может их подменить. По большому счёту, способов ограничения доступа у вас четыре:

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Вариант номер один плох тем, что наносит огромный сопутствующий ущерб, особенно если вам придётся банить подсети.

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Второй вариант, при всём его удобстве, мало применим в случае реальных API, поскольку на него будут согласны далеко не все партнёры и уж точно далеко не все пользователи, и к тому же потребует от вас дополнительных мер по соблюдению требований законодательства о персональных данных.

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Третий вариант с точки зрения эффективности противоборства атаке является наиболее предпочтительным, поскольку перекидывает мяч на ту сторону: теперь уже злоумышленнику нужно каким-то образом определять, был ли он пойман. Но с точки зрения морали (и буквы закона) этот способ весьма сомнителен — особенно если учесть, что всегда возможны ложноположительные срабатывания, и некорректные данные будут отданы честному пользователю.

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Поэтому по факту у вас есть только один действительно работающий метод борьбы с фродом — жалоба провайдеру, хостеру или правоохранительным органам. Излишне уточнять, что способ этот несёт репутационные издержки и при этом реакция наступает отнюдь не молниеносно.

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В большинстве случаев вы на самом деле не боретесь с фродом — вы повышаете атакующему стоимость атаки, выигрывая себе время на принятие решения о преследовании нарушителя в административном порядке. Предотвратить атаку полностью невозможно, поскольку у злоумышленника всегда есть в запасе дорогой, но работающий способ: посадить реальных людей с реальными приложениями, чтобы они выполняли нужные запросы к API и были неотличимы от обычных пользователей.

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Существует мнение, разделяемое автором настоящей книги, что, ввязываясь в эту борьбу щита с мечом, нужно очень аккуратно использовать технически продвинутые методы борьбы — только в том случае, когда вы уверены, что оно того стоит (читай — если злоумышленники воруют реальные деньги или данные). Вводя сложные алгоритмы, вы тем самым проводите своеобразный «эволюционный отбор», направленный на выявление самых умных и хитрых злоумышленников, противодействовать которым будет гораздо сложнее, чем наивным попыткам вызывать методы API curl-ом. Что ещё важнее, в финальной фазе — т.е. при обращении в контролирующие инстанции — вам придётся предъявить доказательства нарушения, и сделать это в отношении продвинутого противника будет не в пример сложнее. Поэтому лучше держать нарушителей на карандаше, т.е. мониторить их и регулярно слать жалобы, и эскалировать ситуацию (т.е. переходить к техническим мерам защиты и юридическим действиям) только в случае наличия реальной угрозы. Это, кстати, означает, что все приборы и механизмы у вас должны быть готовы и ожидать своего часа в пассивном режиме.

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По опыту автора этой книги играть в игры со злоумышленниками по принципу на каждое улучшение их скрипта отвечать минимальным изменением в линии защиты можно очень долго. Такая стратегия — т.е. заставлять фродера каждый раз пытаться понять, по какому признаку он был забанен теперь, а не выводить сразу всю тяжёлую артиллерию — чрезвычайно раздражает «хакеров»-любителей, которые страдают от недостатка навыков разработки и часто в итоге просто сдаются и прекращают свои попытки.

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Противодействие краже ключей

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Рассмотрим теперь второй вариант несанкционированного использования, когда злоумышленник крадёт API-ключ добросовестного партнёра и вставляет его в своё приложение. Запросы при этом генерируются настоящими пользователями, а значит капча никак не поможет — но помогут другие методы.

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    Ведение статистики по ip-адресам и сетям может помочь и здесь. Если приложение злоумышленника всё-таки не обычное приложение для честных потребителей, а какой-то закрытый сервис для ограниченного круга пользователей, этот факт будет виден на приборах (а если повезёт — то вы увидите ещё и подозрительные Referer-ы, закрытые для внешнего доступа).

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    Предоставление возможности партнёрам ограничивать функциональность, которая доступна по ключу:

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      устанавливать диапазон допустимых IP-адресов для серверных API, идентификаторов приложений и хостов в клиентских API;

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      разрешать использование конкретного ключа только для конкретных методов API;

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      вводить иные разумные ограничения (например, для ключа нашего кофейного API можно установить ограничения по странам и городам, в которых работает партнёр).

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    Дополнительное подписывание запроса:

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      например, если на странице вебсайта партнера осуществляется поиск лучших предложений лунго, для чего клиент обращается к URL вида /v1/search?recipe=lungo&api_key={apiKey}, то API-ключ может быть заменён на сгенерированную сервером подпись вида sign = HMAC("recipe=lungo", apiKey); такая подпись может быть украдена, но будет бесполезна для злоумышленника, так как позволяет найти только лунго;

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      вместо API-ключа можно использовать одноразовые пароли (Time-Based One-Time Password, TOTP); такие токены действительны, как правило, в течение короткого времени, порядка минуты, что чрезвычайно затрудняет злоумышленнику работу с украденными ключами.

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    Обращаться к администрации (хостерам и владельцам магазинов приложений) — в случае, если нарушитель распространяет своё приложение легально или пользуется услугами добросовестного хостера, рассматривающего такого рода обращения. Обращение в правоохранительные органы и суды тоже вполне осмысленно, и даже более разумно, чем в случае фрода от имени пользователей, так как несанкционированный доступ к компьютерным системам с использованием украденных ключей в большинстве юрисдикций чётко подпадает под уголовный кодекс.

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    Банить скомпрометированные ключи; эта операция почти всегда вызовет негативную реакцию партнёра, но, в конце концов, для многих бизнесов лучше временно лишиться какой-то функциональности в приложении, чем получить многомиллионный счёт.

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Глава 29. Поддержка пользователей API

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Прежде всего сделаем важную оговорку: когда мы говорим о поддержке пользователей API, мы имеем в виду поддержку разработчиков и отчасти — бизнес-партнёров. Конечные пользователи, как правило, напрямую с API не взаимодействуют, за исключением некоторых нестандартных сценариев.

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    Если до партнёров, неправильно использующих API, невозможно «достучаться» по иным каналам, и приходится отображать в их приложениях видимую конечным пользователям ошибку. Такое случается, если в фазе роста API предоставлялся бесплатно и с минимальными требованиями по идентификации партнёров, и позднее условия изменились (популярная версия API перестала поддерживаться или стала платной).

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    Если разработчик API не может самостоятельно воспроизвести некоторую проблему, и вынужден обращаться напрямую к конечному пользователю с целью сбора обратной связи.

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    Если через API осуществляется сбор UGC-контента.

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Первые два сценария по сути представляют собой ошибки продуктового или технического развития API, и их желательно не допускать. Третий сценарий не имеет особенной API-специфики, он по факту мало отличается от поддержки пользователей на основном UGC-сервисе.

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Поддержку же собственно API можно разделить на два больших раздела:

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Первый раздел, несомненно, критически важен для любого здорового продукта (включая API), но вновь не содержит в себе какой-то особенной специфики. С точки зрения содержания настоящей книги нас гораздо больше интересует второй раздел.

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Поскольку API — программный продукт, разработчики фактически будут задавать вопросы о работе того или иного фрагмента кода, который они пишут. Этот факт сам по себе задирает планку требований к качеству специалистов поддержки до очень высокого уровня, поскольку прочитать код и понять причину проблемы может только разработчик же. Но это полбеды: другая сторона проблемы заключается в том, что, как мы упоминали в предыдущих главах, львиная доля этих запросов будет задана неопытными или непрофессиональными разработчиками, что в случае любого сколько-нибудь популярного API приводит к тому, что 9 из 10 запросов будут вовсе не про работу API. Начинающие разработчики плохо владеют языком, обладают фрагментарными знаниями об устройстве платформы и не умеют правильно формулировать свои проблемы (и как следствие не могут поискать ответ на свой вопрос в Интернете перед тем; хотя, будем честны, в большинстве случаев даже и не пробуют).

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Вариантов работы с такими обращениями может быть несколько.

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    Наиболее дружелюбный сценарий — набор людей с базовыми техническими навыками в первую линию поддержки. Эти сотрудники должны достаточно хорошо разбираться в механике работы API, чтобы опознавать непрофильные вопросы и отвечать на них по FAQ или переадресовывать вовне, если это требуется (например, в техподдержку платформы или комьюнити языка), и перенаправлять действительно релевантные вопросы разработчикам API.

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    Обратный сценарий — когда техподдержка предоставляется только на платной основе, и на вопросы отвечают непосредственно разработчики; пусть на качество и релевантность запросов такая модель не оказывает большого влияния (вашим API продолжают пользоваться, в основном, новички; вы лишь отсекаете тех из них, у кого нет денег на платную поддержку), но, по крайней мере, вы не будете испытывать проблем с наймом, поскольку сможете позволить себе роскошь поставить технического специалиста на первую линию поддержки.

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    Частично или полностью проблему с поддержкой новичков может снять развитое комьюнити (см. соответствующую главу). Как правило, члены комьюнити в состоянии ответить на вопросы новичков, особенно если им активно помогают модераторы.

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Важный момент заключается в том, что, какой вариант оказания техподдержки вы ни выберете, финально на вопросы пользователей придётся отвечать разработчикам API просто в силу того факта, что полноценно разобраться в коде партнёра может только программист. Из этого следует два важных вывода.

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    Время на оказание технической поддержки необходимо закладывать при планировании. Чтение совершенно незнакомого кода и удалённая его отладка — крайне сложная и отнимающая большое количество времени задача. Чем больше функциональности вы публикуете и чем больше платформ поддерживаете, тем выше будет нагрузка на команду разработки в части разбора обращений.

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    При этом программисты, как правило, не испытывают никакого восторга, занимаясь разбором обращений. Фильтр в лице первой линии поддержки всё равно не спасает от дилетантских и/или плохо сформулированных вопросов, что вызывает заметное раздражение дежурных разработчиков API. Выходов из этой ситуации несколько:

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    • +

      по возможности старайтесь найти людей, которым по складу ума нравится заниматься такой деятельностью, и поощряйте их заниматься поддержкой (в т.ч. материально); это может быть кто-то из команды (причём вовсе не обязательно разработчик) или кто-то из активных членов комьюнити;

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    • +
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      остаточная нагрузка на команду должна быть распределена максимально равномерно и честно, вплоть до введения календаря дежурств.

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Разумеется, полезным упражнением будет анализ вопросов и ответов с целью дополнения FAQ-ов, внесения изменений в документацию и скрипты работы первой линии поддержки.

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Внешние платформы

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Рано или поздно вы обнаружите, что пользователи задают вопросы о работе с вашим API не только через официальные каналы, но и на многочисленных публичных интернет-площадках, начиная от специально предназначенных для этого сервисов типа StackOverflow и заканчивая социальными сетями и личными блогами. Тратить ли на поиск подобных обращений время — решать вам; мы бы рекомендовали оказывать техническую поддержку на тех площадках, которые предоставляют для этого удобные инструменты (типа возможности подписаться на новые вопросы по конкретным тэгам).

Глава 30. Документация

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К сожалению, многие разработчики API уделяют справочной документации прискорбно мало внимания; между тем документация является ни много ни мало лицом продукта и точкой входа в него. Проблема усугубляется тем, что написать хотя бы удовлетворительную с точки зрения разработчиков документацию невероятно сложно.

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Прежде, чем мы перейдём к описанию видов и форматов документации, хотелось бы проговорить очень важную мысль: пользователи взаимодействуют со справкой по вашему API совершенно не так, как вы себе это представляете. Вспомните, как вы сами работаете над проектом: вы выполняете вполне конкретные шаги.

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  1. Необходимо установить (чем быстрее, тем лучше!) подходит ли в принципе данный сервис для вашего проекта.
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  3. Если да, то нужно найти, как с его помощью решить конкретную задачу.
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Фактически, новички (т.е. те разработчики, которые не знакомы с вашим API), как правило, хотят ровно одного: скомпоновать из имеющихся примеров код, решающий их конкретную задачу, и больше никогда к этому не возвращаться. Звучит, конечно, не очень-то привлекательно с точки зрения усилий и времени, которые вы затратили на разработку API и документации к нему, но суровая реальность выглядит именно так. Кстати, поэтому же разработчики всегда будут недовольны качеством вашей документации — поскольку решительно невозможно предусмотреть все возможные варианты, какие комбинации каких примеров нужны новичкам, и какие конкретно термины и концепции в примере окажутся им непонятны. Добавим к вышесказанному то соображение, что не-новичкам, то есть разработчикам, уже знакомым с системой и ищущим решения каких-то сложных специфических кейсов, как раз совершенно бесполезны комбинации простых примеров, и им, ровно наоборот, нужны подробные материалы по продвинутой функциональности API.

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Вводные замечания

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Документация зачастую страдает от канцелярита: её пишут, стараясь использовать строгую терминологию (зачастую требующую изучения глоссария перед чтением такой документации) и беспричинно раздувают — так, чтобы вместо простого ответа из двух слов на вопрос пользователя получался абзац текста. Мы такую практику категорически осуждаем: идеальная документация должна быть проста и лаконична, а все термины должны быть снабжены расшифровками или ссылками прямо в тексте (однако, простая не значит неграмотная: помните, документация — лицо вашего продукта, грамматические ошибки и вольности использования терминов здесь недопустимы).

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Однако следует учесть, что документация будет использоваться также и для поиска по ней — таким образом, каждая страница должна содержать достаточные наборы ключевых слов, чтобы находиться в поиске. Это несколько противоречит требованию лаконичности и компактности, но таков путь.

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Виды справочных материалов

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1. Спецификация / справочник / референс
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Любая документация начинается с формального описания доступной функциональности. Да, этот вид документации будет максимально бесполезен с точки зрения удобства использования, но не предоставлять его нельзя — справочник является гигиеническим минимумом. Если у вас нет документа, в котором описаны все методы, параметры и настройки, типы всех переменных и их допустимые значения, зафиксированы все опции и поведения — это не API, а просто какая-то самодеятельность.

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Сегодня также стало стандартом предоставлять референс в машиночитаемом виде — согласно какому-либо стандарту, например, OpenAPI.

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Спецификация должна содержать не только формальные описания, но и документировать неявные соглашения, такие как, например, последовательность генерации событий или неочевидные побочные эффекты методов. Референс следует рассматривать как наиболее полный из возможных видов документации: изучив референс разработчик должен будет узнать абсолютно обо всей имеющейся функциональности. Его важнейшее прикладное значение — консультативное: разработчики будут обращаться к нему для прояснения каких-то неочевидных вопросов.

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Важно: формальная спецификация не является документацией сама по себе; документация — это слова, которые вы напишете в поле description для каждого поля и метода. Без словесных описаний спецификация годится разве что для проверки, достаточно ли хорошо вы назвали сущности, чтобы разработчик мог догадаться об их смысле самостоятельно.

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В последнее время часто описания номенклатуры методов выкладываются также в виде готовых коллекций запросов или фрагментов кода — в частности, для Postman или аналогичных инструментов.

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2. Примеры кода
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Исходя из вышесказанного, примеры кода — самый важный инструмент привлечения и поддержки новых пользователей вашего API. Исключительно важно подобрать примеры так, чтобы они облегчали новичкам работу с API; неправильно выстроенные примеры только ухудшат качество вашей документации. При составлении примеров следует руководствоваться следующими принципами:

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В идеале примеры должны быть провязаны со всеми остальными видами документации. В частности, референс должен содержать примеры, релевантные описанию сущностей.

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3. Песочницы
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Примеры станут намного полезнее для разработчиков, если будут представлены в виде «живого» кода, который можно модифицировать и запустить на исполнение. В случае библиотечных API это может быть просто онлайн-песочница с заранее заготовленными примерами (в качестве такой песочницы можно использовать и существующие онлайн-сервисы типа JSFiddle); в случае других API разработка песочницы может оказаться сложнее:

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4. Руководство (туториал)
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Под руководством мы понимаем специально написанный человекочитаемый текст, в котором изложены основные принципы работы с API. Руководство, таким образом, занимает промежуточную позицию между справочником и примерами: подразумевает более глубокое, нежели просто копирование кусков кода из примеров, погружение в API, но требует меньших инвестиций времени и внимания, нежели чтение полного референса.

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По смыслу руководство — это такая «книга», в которой вы доносите до читателя, как работать с вашим API. Правильно составленное руководство, таким образом, должно примерно следовать принципам написания книг по программированию, т.е. излагать концепции консистентно и последовательно от простых к сложным. Кроме того, в руководстве должны быть зафиксированы:

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Как правило, руководство представляет собой общий блок (основные термины и понятия, используемые обозначения) и набор блоков по каждому роду функциональности, предоставляемой через API.

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Часто в составе руководства выделяется т.н. ‘quick start’ (‘Hello, world!’): максимально короткий пример, позволяющий новичку собрать хотя бы какое-то минимальное приложение поверх API. Целей его существования две:

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Quick start-ы также являются отличным индикатором того, насколько хорошо вы справились с определением частотных кейсов и разработкой хелперных методов. Если ваш quick start содержит более десятка строк кода, вы точно что-то делаете не так.

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5. Часто задаваемые вопросы и база знаний
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После того, как вы опубликуете API и начнёте поддерживать пользователей (см. предыдущую главу), у вас также появится понимание наиболее частых вопросов пользователей. Если интегрировать ответы на эти вопросы в документацию так просто не получается, имеет смысл завести отдельный раздел с часто задаваемыми вопросами (ЧаВо, англ. FAQ). Раздел ЧаВо должен отвечать следующим критериям:

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Кроме того, раздел ЧаВо очень хорошо подходит для того, чтобы явно донести главные преимущества вашего API. В виде пары вопрос-ответ можно наглядно рассказать о том, как ваш API решает сложные проблемы красиво и удобно (или хотя бы решает вообще, в отличие от API конкурентов).

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Если вы оказываете техническую поддержку публично, имеет смысл сохранять вопросы и ответы в виде отдельного сервиса, чтобы сформировать базу знаний, т.е. набор «живых» вопросов и ответов.

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6. Офлайн-документация
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Хотя мы и живём в мире победившего онлайна, офлайн-версия документации в виде сгенерированного документа, тем не менее, бывает полезной — в первую очередь как «слепок» актуального состояния API на определённый момент времени.

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Проблемы дублирования контента

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Большую проблему для читабельности документации представляет версионирование API: многие тексты для разных версий похожи до неразличимости. Организовать качественный поиск по такому массиву данных очень сложно как внутренними, так и внешними средствами. Правилами хорошего тона в связи с этим являются:

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Если вы поддерживаете обратную совместимость, то можно попытаться поддерживать единую документацию для всех версий API. В этом случае для каждой сущности нужно указывать, начиная с какой версии API появилась её поддержка. Здесь, однако, возникает проблема с тем, что получить документацию для какой-то конкретной (устаревшей) версии API (и вообще понять, какие возможности предоставляла определённая версия API) крайне затруднительно. (Но с этим может помочь офлайн-документация, о чём мы упоминали выше.)

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Проблема осложняется, если вы поддерживаете документацию не только для разных версий API, но и для разных сред / платформ / языков программирования — скажем, ваша визуальная библиотека поддерживает и Android, и iOS. В этой ситуации обе версии документации полностью равноправны, и выделить одну из них в ущерб другой невозможно.

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В этом случае необходимо выбрать одну из двух стратегий:

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Качество документации

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Важно отметить, что документация получается максимально удобной и полезной, если вы рассматриваете её саму как один из продуктов в линейке сервисов API — а значит, анализируете поведение пользователей (в том числе автоматизированными средствами), собираете и обрабатываете обратную связь, ставите KPI и работаете над их улучшением.

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Была ли эта статья полезна для вас?

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Да / Нет

Глава 31. Тестовая среда

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Если через ваш API исполняются операции, которые имеют последствия для пользователей или партнёров (в частности, стоят денег), то вам необходимо иметь тестовую версию этого API. В тестовом API реальные действия либо не происходят совсем (например, заказ создаётся, но никем не исполняется), либо симулируется дешёвыми способами (например, вместо отправки SMS на номер пользователя уходит электронное письмо на почту разработчика).

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Однако во многих случаях этого недостаточно — как, например, в нашем выдуманном примере с API кофе-машин. Если заказ просто создаётся, но не исполняется — партнёры не смогут протестировать, как в их приложении работает функциональность выдачи заказа или, скажем, запроса возврата денег. Для проведения полного цикла тестирования необходимо, чтобы этот виртуальный заказ можно было переводить в другие статусы — так, как это будет происходить в реальности.

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Решение этой проблемы «в лоб» — это предоставление полного комплекта тестовых API и административных интерфейсов. Т.е. разработчик должен будет запустить параллельно второе приложение — то, которое вы предоставляете кофейням, чтобы они могли принять и исполнить заказ (а если предусмотрена курьерская доставка, то ещё и третье — приложение курьера) — и выполнять в этом приложении действия, которые в норме выполняет сотрудник кофейни. Очевидно, что это далеко не самый удобный вариант, по многим причинам:

+ +

Избежать подобного рода проблем вы можете двумя основными способами.

+
1. API среды тестирования
+

Первый вариант — это предоставление мета-API к самой тестовой среде. Вместо того, чтобы запускать приложение кофейни в отдельном эмуляторе, разработчику предоставляются хелперные методы (типа simulateOrderPreparation) или специальный визуальный интерфейс, позволяющие управлять сценарием исполнения заказа с минимальными усилиями.

+

В идеале вы должны иметь хелперные методы среды тестирования на все действия, которые в реальном продакшн-окружении выполняются людьми. Имеет смысл поставлять такие мета-API сразу с готовыми скриптами или коллекциями запросов, демонстрирующих правильную последовательность вызовов разных API для симуляции стандартных сценариев.

+

Недостаток этого подхода заключается в том, что разработчику клиентского приложения всё ещё необходимо разбираться в том, как работает «изнанка» системы, пусть и в упрощённых терминах.

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2. Симулятор предопределённых сценариев
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Альтернативой API среды тестирования является симуляция сценариев работы, когда тестовая среда берёт на себя управление «подводной» частью системы. В нашем кофейном примере это будет выглядеть так: после размещения заказа система автоматически симулирует все шаги его приготовления, а потом и получение заказа конечным пользователем.

+

Плюсом такого подхода является наглядная демонстрация, каким образом система работает согласно задумке провайдера API, какие события в какой последовательности генерируются и через какие стадии проходит заказ. Кроме того, уменьшается возможность ошибки в скриптах тестирования, поскольку провайдером API гарантируется, что действия будут выполнены в правильном порядке и с правильными параметрами.

+

Основным минусом является необходимость разработать отдельный сценарий для всех возможных unhappy path, т.е. для каждой возможной ошибки, причём также необходимо и предоставить возможность разработчику указать, какой именно из сценариев он хочет воспроизвести. (Например, следующим образом: если заказ создан с комментарием определённого вида, будет эмулирована ошибка его исполнения, и разработчик сможет отладить правильную реакцию на такого рода ошибку.)

+

Автоматизация тестирования

+

Ваша конечная цель при разработке тестового API, независимо от выбранного варианта — это позволить партнёрам автоматизировать тестирование их продуктов. Разработку тестовой среды нужно вести именно с этим прицелом; например, если для оплаты заказа необходимо перевести пользователя на страницу 3-D Secure, то в API тестовой среды должен быть предусмотрена возможность программно симулировать прохождение (или непрохождение) пользователем этого вида проверки. Кроме того, в обоих вариантах возможно (и скорее даже желательно) выполнение сценариев в ускоренном масштабе времени, что позволяет производить автоматическое тестирование гораздо быстрее ручного.

+

Конечно, далеко не все партнёры этой возможностью смогут воспользоваться (что помимо прочего означает, что «ручной» способ протестировать пользовательские сценарии тоже должен поддерживаться наряду с программным) просто потому что далеко не все бизнесы могут позволить себе нанять автоматизатора тестирования. Тем не менее, сама возможность такие автотесты писать — огромное конкурентное преимущество вашего API в глазах технически продвинутых партнёров.

Глава 32. Управление ожиданиями

+

Наконец, последний аспект, который хотелось бы осветить в рамках данного раздела — это управление ожиданиями партнёров в отношении развития вашего API. С точки зрения коммуникации потребительских качеств API мало отличается от любого другого B2B программного обеспечения: и там, и там вам нужно как-то сформировать у разработчиков и бизнеса понимание о допустимом SLA, объёме функциональности, отзывчивости интерфейсов и прочих пользовательских характеристиках. Однако у API как продукта есть и специфические особенности.

+

Версионирование и жизненный цикл приложений

+

Конечно, в идеальном случае однажды выпущенный API должен жить вечно; но, как разумные люди, мы понимаем, что в реальной жизни это невозможно. Даже если мы продолжаем поддерживать старые версии, они все равно морально устаревают: партнёры должны потратить ресурсы на переписывание кода под новые версии API, если хотят получить доступ к новой функциональности.

+

Автор этой книги формулирует для себя золотое правило выпуска новых версий API так: период времени, после которого партнеру потребуется переписать свой код, должен совпадать с жизненным циклом приложений в вашей предметной области. Любая программа рано или поздно устареет и будет переписана; если в рамках этого переписывания будет осуществлён и переход на свежую версию API, партнёр, скорее всего, отнесётся к этому с пониманием. Разумеется, в разных областях этот интервал различен, и зависит от скорости эволюции самой нижележащей платформы.

+

Помимо переключения мажорных версий API, рано или поздно встанет вопрос и о доступе к минорным версиям. Как мы упоминали в главе «О ватерлинии айсберга», даже исправление ошибок в коде может привести к неработоспособности какой-то интеграции. Соответственно, может потребоваться и сохранение возможности зафиксировать минорную версию API до момента обновления затронутого кода партнёром.

+

В этом аспекте интеграция с крупными компаниями, имеющими собственный отдел разработки, существенно отличается от взаимодействия с одиночными разработчиками-любителями: первые, с одной стороны, с гораздо большей вероятностью найдут в вашем API недокументированные возможности и неисправленные ошибки; с другой стороны, в силу большей бюрократичности внутренних процессов, исправление проблем может затянуться на месяцы, а то и годы. Общая рекомендация здесь — поддерживать возможность подключения старых минорных версий API достаточно долго для того, чтобы самый забюрократизированный партнёр успел переключиться на новую версию.

+

Поддержка платформ

+

Ещё один аспект, критически важный во взаимодействии с крупными интеграторами — это поддержка зоопарка платформ (браузеров, языков программирования, протоколов, операционных систем) и их версий. Как правило, большие компании имеют свои собственные стандарты, какие платформы они поддерживают, и эти стандарты могут входить в заметное противоречие со здравым смыслом. (Например, от TLS 1.2 в настоящий момент уже желательно отказываться, однако многие интеграторы продолжают работать именно через этот протокол, и это ещё в лучшем случае.)

+

Формально говоря, отказ от поддержки какой-либо версии платформы — это слом обратной совместимости и может привести к неработоспособности какой-то интеграции у части пользователей. Исключительно желательно иметь чётко сформулированные политики, какие платформы по какому принципу поддерживаются. В случае массовых публичных API ситуация, обычно, достаточно простая (провайдер API обещает поддерживать платформы с долей более N%, или, ещё проще, последние M версий платформы); в случае коммерческих API это всегда некоторый торг — сколько отсутствие поддержки той или иной версии платформы будет стоить компании. Крайне желательно результат этого торга фиксировать в договорах — что конкретно вы обещаете поддерживать и в течение какого времени.

+

Движение вперёд

+

Наконец, помимо частных проблем поддержки, ваших пользователей почти наверняка волнуют и более общие вопросы: насколько вам можно доверять; насколько можно рассчитывать, что ваш API продолжит расти, развиваться, будет вбирать в себя современные тренды, и не окажется ли в один прекрасный день интеграция с вашим API на свалке истории. Будем честны: учитывая неопределённость продуктового видения API этот вопрос и нас самих весьма интересует. Даже древнеримский акведук, сохраняющий обратную совместимость вот уже две тысячи лет, уже давно является весьма архаичным и ненадёжным способом решать проблемы пользователя.

+

Работать с этими ожиданиями клиентов можно через публичные роадмапы. Не секрет, что многие компании избегают открыто сообщать о своих планах (и не без причины). Тем не менее, в случае API мы всячески рекомендуем роадмапы публиковать, пусть и условные и без конкретных дат, особенно если речь идёт о закрытии или прекращении поддержки какой-то функциональности. Наличие таких обещаний (при условии, что разработчик API их выполняет, конечно) — очень важное конкурентное преимущество для всех видов ваших пользователей.

+

На этом нам хотелось бы закончить настоящую книгу. Мы надеемся, что изложенные здесь принципы и концепции помогут вам создавать API, максимально удобные и для разработчиков, и для бизнеса, и для конечных пользователей, и развивать их без потери обратной совместимости следующие две тысячи лет (а может и больше).

\ No newline at end of file diff --git a/docs/API.ru.pdf b/docs/API.ru.pdf index 35ed823..b578ac2 100644 Binary files a/docs/API.ru.pdf and b/docs/API.ru.pdf differ diff --git a/docs/assets/facebook.png b/docs/assets/facebook.png new file mode 100644 index 0000000..7a187d1 Binary files /dev/null and b/docs/assets/facebook.png differ diff --git a/docs/assets/landing.css b/docs/assets/landing.css index 3283887..6779e90 100644 --- a/docs/assets/landing.css +++ b/docs/assets/landing.css @@ -31,7 +31,9 @@ ul > li { padding-left: 1em; } -p, body > ul, h3 { +p, +body > ul, +h3 { margin: 0 0 1em 0; } @@ -66,12 +68,14 @@ a.github { width: 1.2em; } -a.linkedin { +a.linkedin, +a.share-linkedin { background-image: url(linkedin.png); width: 1.176em; } -a.twitter { +a.twitter, +a.share-twitter { background-image: url(twitter.svg); width: 1.392em; } @@ -104,6 +108,18 @@ a.kindle { vertical-align: unset; } +a.share-reddit { + background-image: url(reddit.png); +} + +a.share-vk { + background-image: url(vk.svg); +} + +a.share-facebook { + background-image: url(facebook.png); +} + img.header { width: 80%; } @@ -123,12 +139,12 @@ img.header { text-align: center; } -.about-me aside a, .about-me aside a:visited { +.about-me aside a, +.about-me aside a:visited { color: inherit; font-weight: bold; } - .about-me aside img { width: 100%; } diff --git a/docs/assets/reddit.png b/docs/assets/reddit.png new file mode 100644 index 0000000..fc13843 Binary files /dev/null and b/docs/assets/reddit.png differ diff --git a/docs/assets/vk.svg b/docs/assets/vk.svg new file mode 100644 index 0000000..53c444b --- /dev/null +++ b/docs/assets/vk.svg @@ -0,0 +1,4 @@ + + + + diff --git a/docs/index.html b/docs/index.html index 6f9bdd8..358bb06 100644 --- a/docs/index.html +++ b/docs/index.html @@ -10,7 +10,7 @@ Sergey Konstantinov
The API

Free e-book


Subscribe for updates on -
Follow me on  ·  · Medium -
Support this work on Patreon · buy Kindle version -
⚙️⚙️⚙️ +
Follow me on  ·  · Medium +
Support this work on Patreon · buy Kindle version +
Share:  ·  ·  · 
⚙️⚙️⚙️

The API-first development is one of the hottest technical topics nowadays, since many companies started to realize that API serves as a multiplicator to their opportunities—but it also amplifies the design mistakes as well.

-

This book is dedicated to designing APIs: how to build the architecture properly, from a high-level planning down to final interfaces, and to extend API in a backwards-compatible manner.

+

This book is written to share the expertise and describe the best practices in designing and developing APIs. In Section I, we'll discuss the API architecture as a concept: how to build the hierarchy properly, from high-level planning down to final interfaces. Section II is dedicated to expanding existing APIs in a backwards-compatible manner. Finally, in Section III we will talk about the API as a product.

Illustration & inspiration: art.mari.ka.

You might download ‘The API’ in PDF, EPUB, or read it online.

@@ -83,21 +83,21 @@
  • -

    Section III. The API Product

    +

    Section III. The API Product

  • diff --git a/docs/index.ru.html b/docs/index.ru.html index ebd9c56..7f9ef6e 100644 --- a/docs/index.ru.html +++ b/docs/index.ru.html @@ -10,7 +10,7 @@

    Сергей Константинов
    API

    Бесплатная электронная книга

    -
    Подпишитесь на обновления на Хабре - +
    Подпишитесь на обновления на Хабре +
    Follow me on  ·  · Medium
    Поддержите эту работу на Patreon -
    ⚙️⚙️⚙️ +
    Поделиться:  ·  ·  ·  · 
    ⚙️⚙️⚙️

    «API-first» подход — одна из самых горячих горячих тем в разработке программного обеспечения в наше время. Многие компании начали понимать, что API выступает мультипликатором их возможностей — но также умножает и допущенные ошибки.

    -

    Эта книга посвящена проектированию API: как правильно выстроить архитектуру, начиная с высокоуровневого планирования и заканчивая деталями реализации конкретных интерфейсов, и как развивать API, не нарушая обратную совместимость.

    +

    Эта книга написана для того, чтобы поделиться опытом и изложить лучшие практики разработки API. В первом разделе мы поговорим о проектировании API: как грамотно выстроить архитектуру, от крупноблочного планирования до конечных интерфейсов. Второй раздел посвящён развитию существующих API с сохранением обратной совместимости. Наконец, в третьем разделе мы поговорим об API как о продукте.

    Иллюстрации и вдохновение: Maria Konstantinova · art.mari.ka.

    Вы можете скачать книгу «API» в формате PDF, EPUB, или прочитать её онлайе.

    @@ -83,21 +83,21 @@
  • -

    Часть III. API как продукт

    +

    Раздел III. API как продукт

  • diff --git a/package.json b/package.json index df7e582..a4c5f79 100644 --- a/package.json +++ b/package.json @@ -5,13 +5,14 @@ "author": "Sergey Konstantinov ", "repository": "github.com:twirl/The-API-Book", "devDependencies": { - "@twirl/book-builder": "0.0.12", + "@twirl/book-builder": "0.0.17", "html-docx-js": "^0.3.1", + "nodemon": "^2.0.19", "puppeteer": "^13.1.2" }, "scripts": { "build": "node build.mjs", "build-docx": "node build-docx.mjs", - "build-graphs": "node build-graphs.mjs" + "build:watch": "nodemon -e md,js,mjs,css,json --exec npm run build ru html" } } diff --git a/src/css/print.css b/src/css/print.css index 22988bf..5c3df5a 100644 --- a/src/css/print.css +++ b/src/css/print.css @@ -1,17 +1,28 @@ +@page { + margin: 20mm 18mm 27mm 25mm; + size: 145mm 204mm; +} + +@page:first { + margin: 0; + size: 102mm 157mm; +}; + html, body { margin: 0; padding: 0; - font-size: 14pt; + font-size: 12pt; + text-size-adjust: none; } -.github-corner { - display: none; +pre { + margin: 0 0 1em 0; + width: calc(100% - 2px); } -pre, img { - margin-right: 0.1em; + margin: 1px; } h1, @@ -20,39 +31,40 @@ h3, h4, h5, h6 { - page-break-after: never; + page-break-before: auto; + page-break-after: avoid; +} + +p { + orphans: 5; } img { margin-top: 1em; - page-break-after: never; -} - -:root { - --main-font: 'PT Serif'; - --alt-font: 'PT Serif'; - --code-font: Inconsolata; + page-break-before: auto; + page-break-after: avoid; } .cover { background-image: url(/cover_300dpi.png); - background-size: 100% auto; + background-position: 50% 50%; background-repeat: no-repeat; - background-position: 50% 100%; - width: 100%; - height: 10.05in; + background-size: cover; + position: relative; margin: 0; - padding: 0; + font-size: 4mm; + aspect-ratio: 102/150; } -.annotation { - padding-top: 5in; +.cover h1 { + font-size: 12mm; + text-align: left; + padding: 10mm 20mm 10mm 20mm; + line-height: 15mm; } -h1 { - padding: 1in 0.5in; - font-size: 40pt; - margin: 0; +.cover h1 .title { + font-size: 20mm; } p, @@ -61,12 +73,15 @@ ol { orphans: 4; } -@page { - margin: 0.5in; - size: 8.5in 11in; +.page-break, +.cover { + page-break-after: always; } -@page:first { - margin: 0; - size: 7.5in 10in; +.no-page-break { + page-break-inside: avoid; +} + +nav.page-main { + display: none; } diff --git a/src/css/screen.css b/src/css/screen.css index 3d5844a..8fed7e2 100644 --- a/src/css/screen.css +++ b/src/css/screen.css @@ -1,12 +1,322 @@ -h1 { - font-size: 48px; - background-image: url(/cover_96dpi.png); - background-repeat: no-repeat; - background-position: 50% 100%; - height: 1056px; - min-width: 300px; - max-width: 816px; - margin: 0 auto; - padding-top: 4em; - padding-left: 2em; +body > article { + position: relative; +} + +.overflow-hidden { + overflow: hidden; +} + +.cover { + background-image: url(/cover_96dpi.png); + background-position: 50% 25%; + background-repeat: no-repeat; + background-size: cover; + margin: 0; + aspect-ratio: 3/2; +} + +.cover h1 { + margin: 0; + padding: 0; + font-size: 4vw; + text-align: center; +} + +h1 .title { + font-size: 6vw; +} + +nav.page-main { + height: 0; + position: sticky; + top: 0; + float: right; + margin-right: -2em; +} + +nav.page-main ul { + padding: 0; + margin: 0; + list-style-type: none; + cursor: pointer; +} + +nav.page-main ul li { + font-size: 1.8em; + width: 1em; + height: 1em; + line-height: 1em; + text-align: center; +} + +nav.page-main ul li.para { + height: 2em; + line-height: 2em; +} + +nav.page-main ul li.share, +.side-panel .share::before { + background-image: url(/img/share/share-light.svg); + background-size: 80% auto; + background-position: 50% 100%; + background-repeat: no-repeat; +} + +.side-panel { + border-left: 1px solid #979b9f; + background-color: #e8e6e5; + border-radius: 0.2em; + position: sticky; + top: 0; + width: 80vw; + max-width: 30em; + height: 100vh; + float: right; + z-index: 1; + overflow: hidden auto; + padding: 0.5em 0.8em; + font-family: local-sans, sans-serif; + text-align: left; +} + +.side-panel button.close { + position: absolute; + top: 0; + right: 0; + width: 2em; 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+ } + 40%, + 80% { + transform: rotate(10deg); + } + } +} + +@media screen and (max-width: 1000px) { + body > article { + padding: 2em; + margin: 0; + max-width: none; + text-align: left; + } + + pre { + margin: 0; + padding: 0.2em; + } + + ul, + ol { + padding-left: 1em; + } + + ul.references li p { + margin-left: 0; + } + + ul.references li p a.back-anchor { + width: auto; + } + + table { + padding: 0; + font-size: 70%; + } + table td, + table th { + padding: 0; + } + + .cover { + font-size: 2.8vw; + } } diff --git a/src/css/style.css b/src/css/style.css index 9675fe5..6fc103c 100644 --- a/src/css/style.css +++ b/src/css/style.css @@ -76,12 +76,25 @@ src: url(/fonts/RobotoMono-Regular.ttf); } -html { +html, +body { width: 100%; margin: 0; padding: 0; } +.display-none { + display: none; +} + +.overflow-hidden { + overflow: hidden; +} + +.text-align-left { + text-align: left; +} + body, h6 { font-family: local-serif, serif; @@ -127,7 +140,7 @@ pre { box-sizing: border-box; page-break-inside: avoid; overflow-x: auto; - font-size: 90%; + font-size: 80%; } img:not(.cc-by-nc-img) { @@ -195,12 +208,13 @@ h5 { } .annotation { - text-align: left; + text-align: justify; } ul.table-of-contents { list-style-type: none; padding-left: 0; + text-align: left; } ul.table-of-contents li { @@ -219,76 +233,3 @@ a.anchor { color: inherit; text-decoration: none; } - -@media screen { - body { - margin: 2em auto; - max-width: 60%; - } - .github-corner:hover .octo-arm { - animation: octocat-wave 560ms ease-in-out; - } - - a.anchor:before { - display: inline-block; - content: '¶'; - width: 0.8em; - color: lightgray; - text-indent: 0; - } - - h5 a.anchor:before { - color: transparent; - } - - a.anchor:hover:before { - color: black; - } - - h2:not(.toc), - h3, - h5 { - text-indent: -0.8em; - } - - @keyframes octocat-wave { - 0%, - 100% { - transform: rotate(0); - } - 20%, - 60% { - transform: rotate(-25deg); - } - 40%, - 80% { - transform: rotate(10deg); - } - } -} - -@media screen and (max-width: 1000px) { - body { - padding: 2em; 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The API Product/04.md rename to src/en/clean-copy/04-Section III. The API Product/04.md diff --git a/src/en/drafts/04-Section III. The API Product/05.md b/src/en/clean-copy/04-Section III. The API Product/05.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/05.md rename to src/en/clean-copy/04-Section III. The API Product/05.md diff --git a/src/en/drafts/04-Section III. The API Product/06.md b/src/en/clean-copy/04-Section III. The API Product/06.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/06.md rename to src/en/clean-copy/04-Section III. The API Product/06.md diff --git a/src/en/drafts/04-Section III. The API Product/07.md b/src/en/clean-copy/04-Section III. The API Product/07.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/07.md rename to src/en/clean-copy/04-Section III. The API Product/07.md diff --git a/src/en/drafts/04-Section III. The API Product/08.md b/src/en/clean-copy/04-Section III. The API Product/08.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/08.md rename to src/en/clean-copy/04-Section III. The API Product/08.md diff --git a/src/en/drafts/04-Section III. The API Product/09.md b/src/en/clean-copy/04-Section III. The API Product/09.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/09.md rename to src/en/clean-copy/04-Section III. The API Product/09.md diff --git a/src/en/drafts/04-Section III. The API Product/10.md b/src/en/clean-copy/04-Section III. The API Product/10.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/10.md rename to src/en/clean-copy/04-Section III. The API Product/10.md diff --git a/src/en/drafts/04-Section III. The API Product/11.md b/src/en/clean-copy/04-Section III. The API Product/11.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/11.md rename to src/en/clean-copy/04-Section III. The API Product/11.md diff --git a/src/en/drafts/04-Section III. The API Product/12.md b/src/en/clean-copy/04-Section III. The API Product/12.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/12.md rename to src/en/clean-copy/04-Section III. The API Product/12.md diff --git a/src/en/drafts/04-Section III. The API Product/13.md b/src/en/clean-copy/04-Section III. The API Product/13.md similarity index 100% rename from src/en/drafts/04-Section III. The API Product/13.md rename to src/en/clean-copy/04-Section III. The API Product/13.md diff --git a/src/en/l10n.json b/src/en/l10n.json index 8b46d11..1f45dfa 100644 --- a/src/en/l10n.json +++ b/src/en/l10n.json @@ -3,7 +3,7 @@ "author": "Sergey Konstantinov", "chapter": "Chapter", "toc": "Table of Contents", - "description": "Designing APIs is a very special skill: API is a multiplier to both your opportunities and mistakes. This book is written to share the expertise and describe the best practices in the API design. In Section I, we'll discuss designing APIs as a concept: how to build the architecture properly, from high-level planning down to final interfaces. Section II is dedicated to expanding existing APIs in a backwards-compatible manner.", + "description": "Designing APIs is a very special skill: API is a multiplier to both your opportunities and mistakes. This book is written to share the expertise and describe the best practices in designing and developing APIs. In Section I, we'll discuss the API architecture as a concept: how to build the hierarchy properly, from high-level planning down to final interfaces. Section II is dedicated to expanding existing APIs in a backwards-compatible manner. 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    The API-first development is one of the hottest technical topics nowadays, since many companies started to realize that API serves as a multiplicator to their opportunities—but it also amplifies the design mistakes as well.

    ", - "

    This book is dedicated to designing APIs: how to build the architecture properly, from a high-level planning down to final interfaces, and to extend API in a backwards-compatible manner.

    ", - "

    Illustrations & inspiration by Maria Konstantinova · art.mari.ka

    ", + "

    This book is written to share the expertise and describe the best practices in designing and developing APIs. In Section I, we'll discuss the API architecture as a concept: how to build the hierarchy properly, from high-level planning down to final interfaces. Section II is dedicated to expanding existing APIs in a backwards-compatible manner. Finally, in Section III we will talk about the API as a product.

    ", + "

    Illustrations & inspiration by Maria Konstantinova · art.mari.ka

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    Illustration & inspiration: art.mari.ka.

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    Иллюстрации и вдохновение: Maria Konstantinova · art.mari.ka.

    \",\"

    You might also read ‘The API’ in English.

    \"]},\"contents\":[{\"chapters\":[\"\",\"\",\"\",\"\",\"\",\"\"]},{\"chapters\":[\"\",\"\",\"\",\"\",\"\",\"\"]},{\"chapters\":[\"\",\"\",\"\",\"\",\"\",\"\",\"\"]},{\"title\":\"Часть III. API как продукт\",\"chapters\":[\"Продукт API\",\"Бизнес-модели API\",\"Формирование продуктового видения\",\"Взаимодействие с разработчиками\",\"Взаимодействие с бизнес-аудиторией\",\"Линейка сервисов API\",\"Ключевые показатели эффективности API\",\"Идентификация пользователей и борьба с фродом\",\"Информационная безопасность\",\"Поддержка пользователей\",\"Документация\",\"Тестовая среда\",\"Управление ожиданиями\"]}]}")}})(this) \ No newline at end of file diff --git a/src/graphs/lib/lib.js b/src/graphs/lib/lib.js deleted file mode 100644 index 92b3ed7..0000000 --- a/src/graphs/lib/lib.js +++ /dev/null @@ -1,20 +0,0 @@ -(function (global) { - const lib = (global.lib = {}); - - lib.group = ({ parent, height, width, title, left, top }) => { - const element = document.createElement('div'); - element.classList.add('position-absolute'); - element.innerHTML = - }; - - lib.entity = ({ parent, height, width, title, left, top, items }) => { - return new joint.shapes.standard.HeaderedRectangle() - .resize(width, height) - .position(left, top) - .attr('root/title', title) - .attr('header/fill', 'lightgray') - .attr('headerText/text', title) - .attr('bodyText/text', items.join('\n')) - .addTo(graph); - }; -})(this); diff --git a/src/graphs/lib/mermaid.min.js b/src/graphs/lib/mermaid.min.js new file mode 100644 index 0000000..4690699 --- /dev/null +++ b/src/graphs/lib/mermaid.min.js @@ -0,0 +1,3 @@ +/*! 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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this.begin("rel_l"),console.log("begin rel_l"),78;case 63:case 64:return this.begin("rel_r"),console.log("begin rel_r"),79;case 65:return this.begin("rel_b"),console.log("begin rel_b"),80;case 66:return this.begin("rel_index"),console.log("begin rel_index"),81;case 67:return this.begin("update_el_style"),console.log("begin update_el_style"),82;case 68:return this.begin("update_rel_style"),console.log("begin update_rel_style"),83;case 69:return this.begin("update_layout_config"),console.log("begin update_layout_config"),84;case 70:return"EOF_IN_STRUCT";case 71:return console.log("begin attribute with ATTRIBUTE_EMPTY"),this.begin("attribute"),"ATTRIBUTE_EMPTY";case 72:console.log("begin attribute"),this.begin("attribute");break;case 73:console.log("STOP attribute"),this.popState(),console.log("STOP diagram"),this.popState();break;case 74:return console.log(",,"),90;case 75:console.log(",");break;case 76:return console.log("ATTRIBUTE_EMPTY"),90;case 77:console.log("begin 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40:r.addClass(a[s-5]),r.setCssClass(a[s-5],a[s-3]),r.addMembers(a[s-5],a[s-1]);break;case 41:r.addAnnotation(a[s],a[s-2]);break;case 42:this.$=[a[s]];break;case 43:a[s].push(a[s-1]),this.$=a[s];break;case 44:case 46:case 47:break;case 45:r.addMember(a[s-1],r.cleanupLabel(a[s]));break;case 48:this.$={id1:a[s-2],id2:a[s],relation:a[s-1],relationTitle1:"none",relationTitle2:"none"};break;case 49:this.$={id1:a[s-3],id2:a[s],relation:a[s-1],relationTitle1:a[s-2],relationTitle2:"none"};break;case 50:this.$={id1:a[s-3],id2:a[s],relation:a[s-2],relationTitle1:"none",relationTitle2:a[s-1]};break;case 51:this.$={id1:a[s-4],id2:a[s],relation:a[s-2],relationTitle1:a[s-3],relationTitle2:a[s-1]};break;case 52:this.$={type1:a[s-2],type2:a[s],lineType:a[s-1]};break;case 53:this.$={type1:"none",type2:a[s],lineType:a[s-1]};break;case 54:this.$={type1:a[s-1],type2:"none",lineType:a[s]};break;case 55:this.$={type1:"none",type2:"none",lineType:a[s]};break;case 56:this.$=r.relationType.AGGREGATION;break;case 57:this.$=r.relationType.EXTENSION;break;case 58:this.$=r.relationType.COMPOSITION;break;case 59:this.$=r.relationType.DEPENDENCY;break;case 60:this.$=r.lineType.LINE;break;case 61:this.$=r.lineType.DOTTED_LINE;break;case 62:case 68:this.$=a[s-2],r.setClickEvent(a[s-1],a[s]);break;case 63:case 69:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 64:case 72:this.$=a[s-2],r.setLink(a[s-1],a[s]);break;case 65:case 73:this.$=a[s-3],r.setLink(a[s-2],a[s-1],a[s]);break;case 66:case 74:this.$=a[s-3],r.setLink(a[s-2],a[s-1]),r.setTooltip(a[s-2],a[s]);break;case 67:case 75:this.$=a[s-4],r.setLink(a[s-3],a[s-2],a[s]),r.setTooltip(a[s-3],a[s-1]);break;case 70:this.$=a[s-3],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 71:this.$=a[s-4],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setTooltip(a[s-3],a[s]);break;case 76:r.setCssClass(a[s-1],a[s])}},table:[{3:1,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[3]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{3:14,4:2,5:e,6:4,7:5,8:n,9:r,10:i,11:a,12:6,13:11,19:o,23:s},{1:[2,9]},t(c,[2,5]),t(c,[2,6]),t(c,[2,7]),t(c,[2,8]),{14:15,20:[1,16]},{16:[1,17]},{20:[2,12]},{1:[2,4]},{15:18,17:[1,19],22:l},t([17,22],[2,13]),{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:21,26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:b,65:v,69:_,83:x,84:k,85:w,86:T},{16:[1,49]},{18:50,21:[1,51]},{16:[2,15]},{25:[1,52]},{16:[1,53],25:[2,17]},t(E,[2,25],{32:[1,54]}),t(E,[2,27]),t(E,[2,28]),t(E,[2,29]),t(E,[2,30]),t(E,[2,31]),t(E,[2,32]),t(E,[2,33]),{39:[1,55]},{41:[1,56]},t(E,[2,36]),t(E,[2,44],{52:57,54:60,55:61,32:[1,59],53:[1,58],56:C,57:S,58:A,59:M,60:N,61:D}),{27:68,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,46]),t(E,[2,47]),{28:69,83:x,84:k,85:w},{27:70,28:43,29:44,83:x,84:k,85:w,86:T},{27:71,28:43,29:44,83:x,84:k,85:w,86:T},{27:72,28:43,29:44,83:x,84:k,85:w,86:T},{53:[1,73]},t(O,[2,20],{28:43,29:44,27:74,30:[1,75],83:x,84:k,85:w,86:T}),t(O,[2,21],{30:[1,76]}),t(B,[2,90]),t(B,[2,91]),t(B,[2,92]),t([16,25,30,32,44,45,53,56,57,58,59,60,61,66,68],[2,93]),t(L,[2,10]),{15:77,22:l},{22:[2,14]},{1:[2,16]},{6:30,7:29,8:n,9:r,10:i,11:a,13:11,19:o,24:78,25:[2,18],26:22,27:34,28:43,29:44,31:23,33:24,34:25,35:26,36:27,37:28,38:u,40:h,42:f,43:d,48:p,50:g,51:y,62:m,63:b,65:v,69:_,83:x,84:k,85:w,86:T},t(E,[2,26]),t(E,[2,34]),t(E,[2,35]),{27:79,28:43,29:44,53:[1,80],83:x,84:k,85:w,86:T},{52:81,54:60,55:61,56:C,57:S,58:A,59:M,60:N,61:D},t(E,[2,45]),{55:82,60:N,61:D},t(I,[2,55],{54:83,56:C,57:S,58:A,59:M}),t(F,[2,56]),t(F,[2,57]),t(F,[2,58]),t(F,[2,59]),t(R,[2,60]),t(R,[2,61]),t(E,[2,37],{44:[1,84],45:[1,85]}),{49:[1,86]},{53:[1,87]},{53:[1,88]},{66:[1,89],68:[1,90]},{28:91,83:x,84:k,85:w},t(O,[2,22]),t(O,[2,23]),t(O,[2,24]),{16:[1,92]},{25:[2,19]},t(P,[2,48]),{27:93,28:43,29:44,83:x,84:k,85:w,86:T},{27:94,28:43,29:44,53:[1,95],83:x,84:k,85:w,86:T},t(I,[2,54],{54:96,56:C,57:S,58:A,59:M}),t(I,[2,53]),{28:97,83:x,84:k,85:w},{46:98,50:j},{27:100,28:43,29:44,83:x,84:k,85:w,86:T},t(E,[2,62],{53:[1,101]}),t(E,[2,64],{53:[1,103],64:[1,102]}),t(E,[2,68],{53:[1,104],67:[1,105]}),t(E,[2,72],{53:[1,107],64:[1,106]}),t(E,[2,76]),t(L,[2,11]),t(P,[2,50]),t(P,[2,49]),{27:108,28:43,29:44,83:x,84:k,85:w,86:T},t(I,[2,52]),t(E,[2,38],{45:[1,109]}),{47:[1,110]},{46:111,47:[2,42],50:j},t(E,[2,41]),t(E,[2,63]),t(E,[2,65]),t(E,[2,66],{64:[1,112]}),t(E,[2,69]),t(E,[2,70],{53:[1,113]}),t(E,[2,73]),t(E,[2,74],{64:[1,114]}),t(P,[2,51]),{46:115,50:j},t(E,[2,39]),{47:[2,43]},t(E,[2,67]),t(E,[2,71]),t(E,[2,75]),{47:[1,116]},t(E,[2,40])],defaultActions:{2:[2,1],3:[2,2],4:[2,3],6:[2,9],13:[2,12],14:[2,4],20:[2,15],51:[2,14],52:[2,16],78:[2,19],111:[2,43]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),19;case 1:return 8;case 2:return 9;case 3:return 10;case 4:return 11;case 5:return this.begin("type_directive"),20;case 6:return this.popState(),this.begin("arg_directive"),17;case 7:return this.popState(),this.popState(),22;case 8:return 21;case 9:case 10:case 19:case 26:break;case 11:return this.begin("acc_title"),38;case 12:return this.popState(),"acc_title_value";case 13:return this.begin("acc_descr"),40;case 14:return this.popState(),"acc_descr_value";case 15:this.begin("acc_descr_multiline");break;case 16:case 36:case 39:case 42:case 45:case 48:case 51:this.popState();break;case 17:return"acc_descr_multiline_value";case 18:return 16;case 20:case 21:return 23;case 22:return this.begin("struct"),45;case 23:return"EOF_IN_STRUCT";case 24:return"OPEN_IN_STRUCT";case 25:return this.popState(),47;case 27:return"MEMBER";case 28:return 43;case 29:return 69;case 30:return 62;case 31:return 63;case 32:return 65;case 33:return 48;case 34:return 49;case 35:this.begin("generic");break;case 37:return"GENERICTYPE";case 38:this.begin("string");break;case 40:return"STR";case 41:this.begin("bqstring");break;case 43:return"BQUOTE_STR";case 44:this.begin("href");break;case 46:return 68;case 47:this.begin("callback_name");break;case 49:this.popState(),this.begin("callback_args");break;case 50:return 66;case 52:return 67;case 53:case 54:case 55:case 56:return 64;case 57:case 58:return 57;case 59:case 60:return 59;case 61:return 58;case 62:return 56;case 63:return 60;case 64:return 61;case 65:return 32;case 66:return 44;case 67:return 81;case 68:return"DOT";case 69:return"PLUS";case 70:return 78;case 71:case 72:return"EQUALS";case 73:return 85;case 74:return"PUNCTUATION";case 75:return 84;case 76:return 83;case 77:return 80;case 78:return 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U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8218).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},5890:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,23,25,27,29,30,49],i=[1,17],a=[1,18],o=[1,19],s=[1,20],c=[1,21],l=[1,24],u=[1,29],h=[1,30],f=[1,31],d=[1,32],p=[6,9,11,15,20,23,25,27,29,30,42,43,44,45,49],g=[1,45],y=[30,46,47],m=[4,6,9,11,23,25,27,29,30,49],b=[42,43,44,45],v=[22,37],_=[1,64],x={trace:function(){},yy:{},symbols_:{error:2,start:3,ER_DIAGRAM:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,entityName:17,relSpec:18,role:19,BLOCK_START:20,attributes:21,BLOCK_STOP:22,title:23,title_value:24,acc_title:25,acc_title_value:26,acc_descr:27,acc_descr_value:28,acc_descr_multiline_value:29,ALPHANUM:30,".":31,attribute:32,attributeType:33,attributeName:34,attributeKeyType:35,attributeComment:36,ATTRIBUTE_WORD:37,ATTRIBUTE_KEY:38,COMMENT:39,cardinality:40,relType:41,ZERO_OR_ONE:42,ZERO_OR_MORE:43,ONE_OR_MORE:44,ONLY_ONE:45,NON_IDENTIFYING:46,IDENTIFYING:47,WORD:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,$accept:0,$end:1},terminals_:{2:"error",4:"ER_DIAGRAM",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",20:"BLOCK_START",22:"BLOCK_STOP",23:"title",24:"title_value",25:"acc_title",26:"acc_title_value",27:"acc_descr",28:"acc_descr_value",29:"acc_descr_multiline_value",30:"ALPHANUM",31:".",37:"ATTRIBUTE_WORD",38:"ATTRIBUTE_KEY",39:"COMMENT",42:"ZERO_OR_ONE",43:"ZERO_OR_MORE",44:"ONE_OR_MORE",45:"ONLY_ONE",46:"NON_IDENTIFYING",47:"IDENTIFYING",48:"WORD",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,5],[10,4],[10,3],[10,1],[10,2],[10,2],[10,2],[10,1],[17,1],[17,3],[21,1],[21,2],[32,2],[32,3],[32,3],[32,4],[33,1],[34,1],[35,1],[36,1],[18,3],[40,1],[40,1],[40,1],[40,1],[41,1],[41,1],[19,1],[19,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var 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27:this.$={attributeType:a[s-3],attributeName:a[s-2],attributeKeyType:a[s-1],attributeComment:a[s]};break;case 31:case 39:this.$=a[s].replace(/"/g,"");break;case 32:this.$={cardA:a[s],relType:a[s-1],cardB:a[s-2]};break;case 33:this.$=r.Cardinality.ZERO_OR_ONE;break;case 34:this.$=r.Cardinality.ZERO_OR_MORE;break;case 35:this.$=r.Cardinality.ONE_OR_MORE;break;case 36:this.$=r.Cardinality.ONLY_ONE;break;case 37:this.$=r.Identification.NON_IDENTIFYING;break;case 38:this.$=r.Identification.IDENTIFYING;break;case 41:r.parseDirective("%%{","open_directive");break;case 42:r.parseDirective(a[s],"type_directive");break;case 43:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 44:r.parseDirective("}%%","close_directive","er")}},table:[{3:1,4:e,7:3,12:4,49:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,49:n},{13:8,50:[1,9]},{50:[2,41]},{6:[1,10],7:15,8:11,9:[1,12],10:13,11:[1,14],12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},{1:[2,2]},{14:22,15:[1,23],52:l},t([15,52],[2,42]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:15,10:25,12:4,17:16,23:i,25:a,27:o,29:s,30:c,49:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),t(r,[2,15],{18:26,40:28,20:[1,27],42:u,43:h,44:f,45:d}),{24:[1,33]},{26:[1,34]},{28:[1,35]},t(r,[2,19]),t(p,[2,20],{31:[1,36]}),{11:[1,37]},{16:38,51:[1,39]},{11:[2,44]},t(r,[2,5]),{17:40,30:c},{21:41,22:[1,42],32:43,33:44,37:g},{41:46,46:[1,47],47:[1,48]},t(y,[2,33]),t(y,[2,34]),t(y,[2,35]),t(y,[2,36]),t(r,[2,16]),t(r,[2,17]),t(r,[2,18]),{17:49,30:c},t(m,[2,9]),{14:50,52:l},{52:[2,43]},{15:[1,51]},{22:[1,52]},t(r,[2,14]),{21:53,22:[2,22],32:43,33:44,37:g},{34:54,37:[1,55]},{37:[2,28]},{40:56,42:u,43:h,44:f,45:d},t(b,[2,37]),t(b,[2,38]),t(p,[2,21]),{11:[1,57]},{19:58,30:[1,60],48:[1,59]},t(r,[2,13]),{22:[2,23]},t(v,[2,24],{35:61,36:62,38:[1,63],39:_}),t([22,37,38,39],[2,29]),{30:[2,32]},t(m,[2,10]),t(r,[2,12]),t(r,[2,39]),t(r,[2,40]),t(v,[2,25],{36:65,39:_}),t(v,[2,26]),t([22,37,39],[2,30]),t(v,[2,31]),t(v,[2,27])],defaultActions:{5:[2,41],7:[2,2],24:[2,44],39:[2,43],45:[2,28],53:[2,23],56:[2,32]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},k={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("acc_title"),25;case 1:return this.popState(),"acc_title_value";case 2:return this.begin("acc_descr"),27;case 3:return this.popState(),"acc_descr_value";case 4:this.begin("acc_descr_multiline");break;case 5:this.popState();break;case 6:return"acc_descr_multiline_value";case 7:return this.begin("open_directive"),49;case 8:return this.begin("type_directive"),50;case 9:return this.popState(),this.begin("arg_directive"),15;case 10:return this.popState(),this.popState(),52;case 11:return 51;case 12:case 13:case 15:case 20:case 24:break;case 14:return 11;case 16:return 9;case 17:return 48;case 18:return 4;case 19:return this.begin("block"),20;case 21:return 38;case 22:return 37;case 23:return 39;case 25:return this.popState(),22;case 26:case 39:return e.yytext[0];case 27:case 31:return 42;case 28:case 32:return 43;case 29:case 33:return 44;case 30:return 45;case 34:case 36:case 37:return 46;case 35:return 47;case 38:return 30;case 40:return 6}},rules:[/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:[\s]+)/i,/^(?:"[^"]*")/i,/^(?:erDiagram\b)/i,/^(?:\{)/i,/^(?:\s+)/i,/^(?:\b((?:PK)|(?:FK))\b)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:"[^"]*")/i,/^(?:[\n]+)/i,/^(?:\})/i,/^(?:.)/i,/^(?:\|o\b)/i,/^(?:\}o\b)/i,/^(?:\}\|)/i,/^(?:\|\|)/i,/^(?:o\|)/i,/^(?:o\{)/i,/^(?:\|\{)/i,/^(?:\.\.)/i,/^(?:--)/i,/^(?:\.-)/i,/^(?:-\.)/i,/^(?:[A-Za-z][A-Za-z0-9\-_]*)/i,/^(?:.)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[5,6],inclusive:!1},acc_descr:{rules:[3],inclusive:!1},acc_title:{rules:[1],inclusive:!1},open_directive:{rules:[8],inclusive:!1},type_directive:{rules:[9,10],inclusive:!1},arg_directive:{rules:[10,11],inclusive:!1},block:{rules:[20,21,22,23,24,25,26],inclusive:!1},INITIAL:{rules:[0,2,4,7,12,13,14,15,16,17,18,19,27,28,29,30,31,32,33,34,35,36,37,38,39,40],inclusive:!0}}};function 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},ne={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),12;case 1:return this.begin("type_directive"),13;case 2:return this.popState(),this.begin("arg_directive"),10;case 3:return this.popState(),this.popState(),15;case 4:return 14;case 5:case 6:break;case 7:return this.begin("acc_title"),44;case 8:return this.popState(),"acc_title_value";case 9:return this.begin("acc_descr"),46;case 10:return this.popState(),"acc_descr_value";case 11:this.begin("acc_descr_multiline");break;case 12:case 15:case 24:case 27:case 30:case 33:this.popState();break;case 13:return"acc_descr_multiline_value";case 14:this.begin("string");break;case 16:return"STR";case 17:return 86;case 18:return 95;case 19:return 87;case 20:return 104;case 21:return 88;case 22:return 89;case 23:this.begin("href");break;case 25:return 100;case 26:this.begin("callbackname");break;case 28:this.popState(),this.begin("callbackargs");break;case 29:return 98;case 31:return 99;case 32:this.begin("click");break;case 34:return 90;case 35:case 36:return t.lex.firstGraph()&&this.begin("dir"),24;case 37:return 38;case 38:return 42;case 39:case 40:case 41:case 42:return 101;case 43:return this.popState(),25;case 44:case 45:case 46:case 47:case 48:case 49:case 50:case 51:case 52:case 53:return this.popState(),26;case 54:return 118;case 55:return 119;case 56:return 120;case 57:return 121;case 58:return 105;case 59:return 111;case 60:return 53;case 61:return 67;case 62:return 52;case 63:return 20;case 64:return 106;case 65:return 126;case 66:case 67:case 68:return 82;case 69:case 70:case 71:return 81;case 72:return 59;case 73:return 60;case 74:return 61;case 75:return 62;case 76:return 63;case 77:return 64;case 78:return 65;case 79:return 69;case 80:return 70;case 81:return 55;case 82:return 56;case 83:return 109;case 84:return 112;case 85:return 127;case 86:return 124;case 87:return 113;case 88:case 89:return 125;case 90:return 114;case 91:return 73;case 92:return 92;case 93:return"SEP";case 94:return 91;case 95:return 66;case 96:return 75;case 97:return 74;case 98:return 77;case 99:return 76;case 100:return 122;case 101:return 123;case 102:return 68;case 103:return 57;case 104:return 58;case 105:return 40;case 106:return 41;case 107:return 71;case 108:return 72;case 109:return 133;case 110:return 21;case 111:return 22;case 112:return 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re(){this.yy={}}return ee.lexer=ne,re.prototype=ee,ee.Parser=re,new re}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(5354).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9959:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,23],d=[1,24],p=[1,25],g=[1,26],y=[1,28],m=[1,30],b=[1,33],v=[5,7,9,11,12,13,14,15,16,17,18,19,20,22,24,25,27,34,39],_={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,gantt:5,document:6,EOF:7,line:8,SPACE:9,statement:10,NL:11,dateFormat:12,inclusiveEndDates:13,topAxis:14,axisFormat:15,excludes:16,includes:17,todayMarker:18,title:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,clickStatement:26,taskTxt:27,taskData:28,openDirective:29,typeDirective:30,closeDirective:31,":":32,argDirective:33,click:34,callbackname:35,callbackargs:36,href:37,clickStatementDebug:38,open_directive:39,type_directive:40,arg_directive:41,close_directive:42,$accept:0,$end:1},terminals_:{2:"error",5:"gantt",7:"EOF",9:"SPACE",11:"NL",12:"dateFormat",13:"inclusiveEndDates",14:"topAxis",15:"axisFormat",16:"excludes",17:"includes",18:"todayMarker",19:"title",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"taskTxt",28:"taskData",32:":",34:"click",35:"callbackname",36:"callbackargs",37:"href",39:"open_directive",40:"type_directive",41:"arg_directive",42:"close_directive"},productions_:[0,[3,2],[3,3],[6,0],[6,2],[8,2],[8,1],[8,1],[8,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,1],[10,2],[10,2],[10,1],[10,1],[10,1],[10,2],[10,1],[4,4],[4,6],[26,2],[26,3],[26,3],[26,4],[26,3],[26,4],[26,2],[38,2],[38,3],[38,3],[38,4],[38,3],[38,4],[38,2],[29,1],[30,1],[33,1],[31,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 2:return a[s-1];case 3:case 7:case 8:this.$=[];break;case 4:a[s-1].push(a[s]),this.$=a[s-1];break;case 5:case 6:this.$=a[s];break;case 9:r.setDateFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 10:r.enableInclusiveEndDates(),this.$=a[s].substr(18);break;case 11:r.TopAxis(),this.$=a[s].substr(8);break;case 12:r.setAxisFormat(a[s].substr(11)),this.$=a[s].substr(11);break;case 13:r.setExcludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 14:r.setIncludes(a[s].substr(9)),this.$=a[s].substr(9);break;case 15:r.setTodayMarker(a[s].substr(12)),this.$=a[s].substr(12);break;case 16:r.setDiagramTitle(a[s].substr(6)),this.$=a[s].substr(6);break;case 17:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 18:case 19:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 20:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 22:r.addTask(a[s-1],a[s]),this.$="task";break;case 26:this.$=a[s-1],r.setClickEvent(a[s-1],a[s],null);break;case 27:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],a[s]);break;case 28:this.$=a[s-2],r.setClickEvent(a[s-2],a[s-1],null),r.setLink(a[s-2],a[s]);break;case 29:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-2],a[s-1]),r.setLink(a[s-3],a[s]);break;case 30:this.$=a[s-2],r.setClickEvent(a[s-2],a[s],null),r.setLink(a[s-2],a[s-1]);break;case 31:this.$=a[s-3],r.setClickEvent(a[s-3],a[s-1],a[s]),r.setLink(a[s-3],a[s-2]);break;case 32:this.$=a[s-1],r.setLink(a[s-1],a[s]);break;case 33:case 39:this.$=a[s-1]+" "+a[s];break;case 34:case 35:case 37:this.$=a[s-2]+" "+a[s-1]+" "+a[s];break;case 36:case 38:this.$=a[s-3]+" "+a[s-2]+" "+a[s-1]+" "+a[s];break;case 40:r.parseDirective("%%{","open_directive");break;case 41:r.parseDirective(a[s],"type_directive");break;case 42:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 43:r.parseDirective("}%%","close_directive","gantt")}},table:[{3:1,4:2,5:e,29:4,39:n},{1:[3]},{3:6,4:2,5:e,29:4,39:n},t(r,[2,3],{6:7}),{30:8,40:[1,9]},{40:[2,40]},{1:[2,1]},{4:29,7:[1,10],8:11,9:[1,12],10:13,11:[1,14],12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},{31:31,32:[1,32],42:b},t([32,42],[2,41]),t(r,[2,8],{1:[2,2]}),t(r,[2,4]),{4:29,10:34,12:i,13:a,14:o,15:s,16:c,17:l,18:u,19:h,20:f,22:d,24:p,25:g,26:27,27:y,29:4,34:m,39:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,9]),t(r,[2,10]),t(r,[2,11]),t(r,[2,12]),t(r,[2,13]),t(r,[2,14]),t(r,[2,15]),t(r,[2,16]),{21:[1,35]},{23:[1,36]},t(r,[2,19]),t(r,[2,20]),t(r,[2,21]),{28:[1,37]},t(r,[2,23]),{35:[1,38],37:[1,39]},{11:[1,40]},{33:41,41:[1,42]},{11:[2,43]},t(r,[2,5]),t(r,[2,17]),t(r,[2,18]),t(r,[2,22]),t(r,[2,26],{36:[1,43],37:[1,44]}),t(r,[2,32],{35:[1,45]}),t(v,[2,24]),{31:46,42:b},{42:[2,42]},t(r,[2,27],{37:[1,47]}),t(r,[2,28]),t(r,[2,30],{36:[1,48]}),{11:[1,49]},t(r,[2,29]),t(r,[2,31]),t(v,[2,25])],defaultActions:{5:[2,40],6:[2,1],33:[2,43],42:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},x={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),39;case 1:return this.begin("type_directive"),40;case 2:return this.popState(),this.begin("arg_directive"),32;case 3:return this.popState(),this.popState(),42;case 4:return 41;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 20:case 23:case 26:case 29:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:case 13:case 14:case 16:case 17:case 18:break;case 15:return 11;case 19:this.begin("href");break;case 21:return 37;case 22:this.begin("callbackname");break;case 24:this.popState(),this.begin("callbackargs");break;case 25:return 35;case 27:return 36;case 28:this.begin("click");break;case 30:return 34;case 31:return 5;case 32:return 12;case 33:return 13;case 34:return 14;case 35:return 15;case 36:return 17;case 37:return 16;case 38:return 18;case 39:return"date";case 40:return 19;case 41:return"accDescription";case 42:return 25;case 43:return 27;case 44:return 28;case 45:return 32;case 46:return 7;case 47:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:%%(?!\{)*[^\n]*)/i,/^(?:[^\}]%%*[^\n]*)/i,/^(?:%%*[^\n]*[\n]*)/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:href[\s]+["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:call[\s]+)/i,/^(?:\([\s]*\))/i,/^(?:\()/i,/^(?:[^(]*)/i,/^(?:\))/i,/^(?:[^)]*)/i,/^(?:click[\s]+)/i,/^(?:[\s\n])/i,/^(?:[^\s\n]*)/i,/^(?:gantt\b)/i,/^(?:dateFormat\s[^#\n;]+)/i,/^(?:inclusiveEndDates\b)/i,/^(?:topAxis\b)/i,/^(?:axisFormat\s[^#\n;]+)/i,/^(?:includes\s[^#\n;]+)/i,/^(?:excludes\s[^#\n;]+)/i,/^(?:todayMarker\s[^\n;]+)/i,/^(?:\d\d\d\d-\d\d-\d\d\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:accDescription\s[^#\n;]+)/i,/^(?:section\s[^#:\n;]+)/i,/^(?:[^#:\n;]+)/i,/^(?::[^#\n;]+)/i,/^(?::)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},callbackargs:{rules:[26,27],inclusive:!1},callbackname:{rules:[23,24,25],inclusive:!1},href:{rules:[20,21],inclusive:!1},click:{rules:[29,30],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,22,28,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47],inclusive:!0}}};function k(){this.yy={}}return _.lexer=x,k.prototype=_,_.Parser=k,new k}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(6878).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},2553:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,7],r=[1,5],i=[1,9],a=[1,6],o=[2,6],s=[1,16],c=[6,8,14,20,22,24,25,27,29,32,35,37,49,53],l=[8,14,20,22,24,25,27,29,32,35,37],u=[8,13,14,20,22,24,25,27,29,32,35,37],h=[1,26],f=[6,8,14,49,53],d=[8,14,53],p=[1,64],g=[1,65],y=[1,66],m=[8,14,33,36,41,53],b={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,GG:6,document:7,EOF:8,":":9,DIR:10,options:11,body:12,OPT:13,NL:14,line:15,statement:16,commitStatement:17,mergeStatement:18,cherryPickStatement:19,acc_title:20,acc_title_value:21,acc_descr:22,acc_descr_value:23,acc_descr_multiline_value:24,section:25,branchStatement:26,CHECKOUT:27,ID:28,BRANCH:29,ORDER:30,NUM:31,CHERRY_PICK:32,COMMIT_ID:33,STR:34,MERGE:35,COMMIT_TAG:36,COMMIT:37,commit_arg:38,COMMIT_TYPE:39,commitType:40,COMMIT_MSG:41,NORMAL:42,REVERSE:43,HIGHLIGHT:44,openDirective:45,typeDirective:46,closeDirective:47,argDirective:48,open_directive:49,type_directive:50,arg_directive:51,close_directive:52,";":53,$accept:0,$end:1},terminals_:{2:"error",6:"GG",8:"EOF",9:":",10:"DIR",13:"OPT",14:"NL",20:"acc_title",21:"acc_title_value",22:"acc_descr",23:"acc_descr_value",24:"acc_descr_multiline_value",25:"section",27:"CHECKOUT",28:"ID",29:"BRANCH",30:"ORDER",31:"NUM",32:"CHERRY_PICK",33:"COMMIT_ID",34:"STR",35:"MERGE",36:"COMMIT_TAG",37:"COMMIT",39:"COMMIT_TYPE",41:"COMMIT_MSG",42:"NORMAL",43:"REVERSE",44:"HIGHLIGHT",49:"open_directive",50:"type_directive",51:"arg_directive",52:"close_directive",53:";"},productions_:[0,[3,2],[3,2],[3,3],[3,4],[3,5],[7,0],[7,2],[11,2],[11,1],[12,0],[12,2],[15,2],[15,1],[16,1],[16,1],[16,1],[16,2],[16,2],[16,1],[16,1],[16,1],[16,2],[26,2],[26,4],[19,3],[18,2],[18,4],[17,2],[17,3],[17,3],[17,5],[17,5],[17,3],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,3],[17,5],[17,5],[17,5],[17,5],[17,5],[17,5],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,7],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[17,9],[38,0],[38,1],[40,1],[40,1],[40,1],[5,3],[5,5],[45,1],[46,1],[48,1],[47,1],[4,1],[4,1],[4,1]],performAction:function(t,e,n,r,i,a,o){var 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35:r.commit("",a[s],r.commitType.NORMAL,a[s-2]);break;case 36:r.commit("",a[s-2],a[s],"");break;case 37:r.commit("",a[s],a[s-2],"");break;case 38:r.commit("",a[s-4],a[s-2],a[s]);break;case 39:r.commit("",a[s-4],a[s],a[s-2]);break;case 40:r.commit("",a[s-2],a[s-4],a[s]);break;case 41:r.commit("",a[s],a[s-4],a[s-2]);break;case 42:r.commit("",a[s],a[s-2],a[s-4]);break;case 43:r.commit("",a[s-2],a[s],a[s-4]);break;case 44:r.commit(a[s],"",r.commitType.NORMAL,"");break;case 45:r.commit(a[s],"",r.commitType.NORMAL,a[s-2]);break;case 46:r.commit(a[s-2],"",r.commitType.NORMAL,a[s]);break;case 47:r.commit(a[s-2],"",a[s],"");break;case 48:r.commit(a[s],"",a[s-2],"");break;case 49:r.commit(a[s],a[s-2],r.commitType.NORMAL,"");break;case 50:r.commit(a[s-2],a[s],r.commitType.NORMAL,"");break;case 51:r.commit(a[s-4],"",a[s-2],a[s]);break;case 52:r.commit(a[s-4],"",a[s],a[s-2]);break;case 53:r.commit(a[s-2],"",a[s-4],a[s]);break;case 54:r.commit(a[s],"",a[s-4],a[s-2]);break;case 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103:r.parseDirective("}%%","close_directive","gitGraph")}},table:[{3:1,4:2,5:3,6:e,8:n,14:r,45:8,49:i,53:a},{1:[3]},{3:10,4:2,5:3,6:e,8:n,14:r,45:8,49:i,53:a},{3:11,4:2,5:3,6:e,8:n,14:r,45:8,49:i,53:a},{7:12,8:o,9:[1,13],10:[1,14],11:15,14:s},t(c,[2,104]),t(c,[2,105]),t(c,[2,106]),{46:17,50:[1,18]},{50:[2,100]},{1:[2,1]},{1:[2,2]},{8:[1,19]},{7:20,8:o,11:15,14:s},{9:[1,21]},t(l,[2,10],{12:22,13:[1,23]}),t(u,[2,9]),{9:[1,25],47:24,52:h},t([9,52],[2,101]),{1:[2,3]},{8:[1,27]},{7:28,8:o,11:15,14:s},{8:[2,7],14:[1,31],15:29,16:30,17:32,18:33,19:34,20:[1,35],22:[1,36],24:[1,37],25:[1,38],26:39,27:[1,40],29:[1,44],32:[1,43],35:[1,42],37:[1,41]},t(u,[2,8]),t(f,[2,98]),{48:45,51:[1,46]},t(f,[2,103]),{1:[2,4]},{8:[1,47]},t(l,[2,11]),{4:48,8:n,14:r,53:a},t(l,[2,13]),t(d,[2,14]),t(d,[2,15]),t(d,[2,16]),{21:[1,49]},{23:[1,50]},t(d,[2,19]),t(d,[2,20]),t(d,[2,21]),{28:[1,51]},t(d,[2,93],{38:52,33:[1,55],34:[1,57],36:[1,53],39:[1,54],41:[1,56]}),{28:[1,58]},{33:[1,59]},{28:[1,60]},{47:61,52:h},{52:[2,102]},{1:[2,5]},t(l,[2,12]),t(d,[2,17]),t(d,[2,18]),t(d,[2,22]),t(d,[2,28]),{34:[1,62]},{40:63,42:p,43:g,44:y},{34:[1,67]},{34:[1,68]},t(d,[2,94]),t(d,[2,26],{36:[1,69]}),{34:[1,70]},t(d,[2,23],{30:[1,71]}),t(f,[2,99]),t(d,[2,29],{33:[1,73],39:[1,72],41:[1,74]}),t(d,[2,30],{33:[1,76],36:[1,75],41:[1,77]}),t(m,[2,95]),t(m,[2,96]),t(m,[2,97]),t(d,[2,33],{36:[1,78],39:[1,79],41:[1,80]}),t(d,[2,44],{33:[1,83],36:[1,81],39:[1,82]}),{34:[1,84]},t(d,[2,25]),{31:[1,85]},{40:86,42:p,43:g,44:y},{34:[1,87]},{34:[1,88]},{34:[1,89]},{34:[1,90]},{34:[1,91]},{34:[1,92]},{40:93,42:p,43:g,44:y},{34:[1,94]},{34:[1,95]},{40:96,42:p,43:g,44:y},{34:[1,97]},t(d,[2,27]),t(d,[2,24]),t(d,[2,31],{33:[1,98],41:[1,99]}),t(d,[2,35],{39:[1,100],41:[1,101]}),t(d,[2,45],{33:[1,103],39:[1,102]}),t(d,[2,32],{33:[1,104],41:[1,105]}),t(d,[2,37],{36:[1,106],41:[1,107]}),t(d,[2,48],{33:[1,109],36:[1,108]}),t(d,[2,34],{39:[1,110],41:[1,111]}),t(d,[2,36],{36:[1,112],41:[1,113]}),t(d,[2,49],{36:[1,115],39:[1,114]}),t(d,[2,46],{33:[1,117],39:[1,116]}),t(d,[2,47],{33:[1,119],36:[1,118]}),t(d,[2,50],{36:[1,121],39:[1,120]}),{34:[1,122]},{34:[1,123]},{40:124,42:p,43:g,44:y},{34:[1,125]},{40:126,42:p,43:g,44:y},{34:[1,127]},{34:[1,128]},{34:[1,129]},{34:[1,130]},{34:[1,131]},{34:[1,132]},{34:[1,133]},{40:134,42:p,43:g,44:y},{34:[1,135]},{34:[1,136]},{34:[1,137]},{40:138,42:p,43:g,44:y},{34:[1,139]},{40:140,42:p,43:g,44:y},{34:[1,141]},{34:[1,142]},{34:[1,143]},{40:144,42:p,43:g,44:y},{34:[1,145]},t(d,[2,42],{41:[1,146]}),t(d,[2,55],{33:[1,147]}),t(d,[2,43],{41:[1,148]}),t(d,[2,66],{39:[1,149]}),t(d,[2,56],{33:[1,150]}),t(d,[2,65],{39:[1,151]}),t(d,[2,41],{41:[1,152]}),t(d,[2,54],{33:[1,153]}),t(d,[2,40],{41:[1,154]}),t(d,[2,60],{36:[1,155]}),t(d,[2,53],{33:[1,156]}),t(d,[2,59],{36:[1,157]}),t(d,[2,39],{41:[1,158]}),t(d,[2,67],{39:[1,159]}),t(d,[2,38],{41:[1,160]}),t(d,[2,61],{36:[1,161]}),t(d,[2,62],{36:[1,162]}),t(d,[2,68],{39:[1,163]}),t(d,[2,52],{33:[1,164]}),t(d,[2,63],{39:[1,165]}),t(d,[2,51],{33:[1,166]}),t(d,[2,57],{36:[1,167]}),t(d,[2,58],{36:[1,168]}),t(d,[2,64],{39:[1,169]}),{34:[1,170]},{34:[1,171]},{34:[1,172]},{40:173,42:p,43:g,44:y},{34:[1,174]},{40:175,42:p,43:g,44:y},{34:[1,176]},{34:[1,177]},{34:[1,178]},{34:[1,179]},{34:[1,180]},{34:[1,181]},{34:[1,182]},{40:183,42:p,43:g,44:y},{34:[1,184]},{34:[1,185]},{34:[1,186]},{40:187,42:p,43:g,44:y},{34:[1,188]},{40:189,42:p,43:g,44:y},{34:[1,190]},{34:[1,191]},{34:[1,192]},{40:193,42:p,43:g,44:y},t(d,[2,83]),t(d,[2,84]),t(d,[2,81]),t(d,[2,82]),t(d,[2,86]),t(d,[2,85]),t(d,[2,90]),t(d,[2,89]),t(d,[2,88]),t(d,[2,87]),t(d,[2,92]),t(d,[2,91]),t(d,[2,80]),t(d,[2,79]),t(d,[2,78]),t(d,[2,77]),t(d,[2,75]),t(d,[2,76]),t(d,[2,74]),t(d,[2,73]),t(d,[2,72]),t(d,[2,71]),t(d,[2,69]),t(d,[2,70])],defaultActions:{9:[2,100],10:[2,1],11:[2,2],19:[2,3],27:[2,4],46:[2,102],47:[2,5]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},v={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),49;case 1:return this.begin("type_directive"),50;case 2:return this.popState(),this.begin("arg_directive"),9;case 3:return this.popState(),this.popState(),52;case 4:return 51;case 5:return this.begin("acc_title"),20;case 6:return this.popState(),"acc_title_value";case 7:return this.begin("acc_descr"),22;case 8:return this.popState(),"acc_descr_value";case 9:this.begin("acc_descr_multiline");break;case 10:case 35:case 38:this.popState();break;case 11:return"acc_descr_multiline_value";case 12:return 14;case 13:case 14:case 15:break;case 16:return 6;case 17:return 37;case 18:return 33;case 19:return 39;case 20:return 41;case 21:return 42;case 22:return 43;case 23:return 44;case 24:return 36;case 25:return 29;case 26:return 30;case 27:return 35;case 28:return 32;case 29:return 27;case 30:case 31:return 10;case 32:return 9;case 33:return"CARET";case 34:this.begin("options");break;case 36:return 13;case 37:this.begin("string");break;case 39:return 34;case 40:return 31;case 41:return 28;case 42:return 8}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:gitGraph\b)/i,/^(?:commit\b)/i,/^(?:id:)/i,/^(?:type:)/i,/^(?:msg:)/i,/^(?:NORMAL\b)/i,/^(?:REVERSE\b)/i,/^(?:HIGHLIGHT\b)/i,/^(?:tag:)/i,/^(?:branch\b)/i,/^(?:order:)/i,/^(?:merge\b)/i,/^(?:cherry-pick\b)/i,/^(?:checkout\b)/i,/^(?:LR\b)/i,/^(?:BT\b)/i,/^(?::)/i,/^(?:\^)/i,/^(?:options\r?\n)/i,/^(?:[ \r\n\t]+end\b)/i,/^(?:[\s\S]+(?=[ \r\n\t]+end))/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[0-9]+)/i,/^(?:[a-zA-Z][-_\./a-zA-Z0-9]*[-_a-zA-Z0-9])/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[10,11],inclusive:!1},acc_descr:{rules:[8],inclusive:!1},acc_title:{rules:[6],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},options:{rules:[35,36],inclusive:!1},string:{rules:[38,39],inclusive:!1},INITIAL:{rules:[0,5,7,9,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,37,40,41,42],inclusive:!0}}};function _(){this.yy={}}return b.lexer=v,_.prototype=b,b.Parser=_,new _}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8183).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6765:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[6,9,10],n={trace:function(){},yy:{},symbols_:{error:2,start:3,info:4,document:5,EOF:6,line:7,statement:8,NL:9,showInfo:10,$accept:0,$end:1},terminals_:{2:"error",4:"info",6:"EOF",9:"NL",10:"showInfo"},productions_:[0,[3,3],[5,0],[5,2],[7,1],[7,1],[8,1]],performAction:function(t,e,n,r,i,a,o){switch(a.length,i){case 1:return r;case 4:break;case 6:r.setInfo(!0)}},table:[{3:1,4:[1,2]},{1:[3]},t(e,[2,2],{5:3}),{6:[1,4],7:5,8:6,9:[1,7],10:[1,8]},{1:[2,1]},t(e,[2,3]),t(e,[2,4]),t(e,[2,5]),t(e,[2,6])],defaultActions:{4:[2,1]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},r={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return 4;case 1:return 9;case 2:return"space";case 3:return 10;case 4:return 6;case 5:return"TXT"}},rules:[/^(?:info\b)/i,/^(?:[\s\n\r]+)/i,/^(?:[\s]+)/i,/^(?:showInfo\b)/i,/^(?:$)/i,/^(?:.)/i],conditions:{INITIAL:{rules:[0,1,2,3,4,5],inclusive:!0}}};function i(){this.yy={}}return n.lexer=r,i.prototype=n,n.Parser=i,new i}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1428).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},7062:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,4],n=[1,5],r=[1,6],i=[1,7],a=[1,9],o=[1,11,13,15,17,19,20,26,27,28,29],s=[2,5],c=[1,6,11,13,15,17,19,20,26,27,28,29],l=[26,27,28],u=[2,8],h=[1,18],f=[1,19],d=[1,20],p=[1,21],g=[1,22],y=[1,23],m=[1,28],b=[6,26,27,28,29],v={trace:function(){},yy:{},symbols_:{error:2,start:3,eol:4,directive:5,PIE:6,document:7,showData:8,line:9,statement:10,txt:11,value:12,title:13,title_value:14,acc_title:15,acc_title_value:16,acc_descr:17,acc_descr_value:18,acc_descr_multiline_value:19,section:20,openDirective:21,typeDirective:22,closeDirective:23,":":24,argDirective:25,NEWLINE:26,";":27,EOF:28,open_directive:29,type_directive:30,arg_directive:31,close_directive:32,$accept:0,$end:1},terminals_:{2:"error",6:"PIE",8:"showData",11:"txt",12:"value",13:"title",14:"title_value",15:"acc_title",16:"acc_title_value",17:"acc_descr",18:"acc_descr_value",19:"acc_descr_multiline_value",20:"section",24:":",26:"NEWLINE",27:";",28:"EOF",29:"open_directive",30:"type_directive",31:"arg_directive",32:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,3],[7,0],[7,2],[9,2],[10,0],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,1],[5,3],[5,5],[4,1],[4,1],[4,1],[21,1],[22,1],[25,1],[23,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:r.setShowData(!0);break;case 7:this.$=a[s-1];break;case 9:r.addSection(a[s-1],r.cleanupValue(a[s]));break;case 10:this.$=a[s].trim(),r.setDiagramTitle(this.$);break;case 11:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 12:case 13:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 14:r.addSection(a[s].substr(8)),this.$=a[s].substr(8);break;case 21:r.parseDirective("%%{","open_directive");break;case 22:r.parseDirective(a[s],"type_directive");break;case 23:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 24:r.parseDirective("}%%","close_directive","pie")}},table:[{3:1,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{1:[3]},{3:10,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},{3:11,4:2,5:3,6:e,21:8,26:n,27:r,28:i,29:a},t(o,s,{7:12,8:[1,13]}),t(c,[2,18]),t(c,[2,19]),t(c,[2,20]),{22:14,30:[1,15]},{30:[2,21]},{1:[2,1]},{1:[2,2]},t(l,u,{21:8,9:16,10:17,5:24,1:[2,3],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(o,s,{7:25}),{23:26,24:[1,27],32:m},t([24,32],[2,22]),t(o,[2,6]),{4:29,26:n,27:r,28:i},{12:[1,30]},{14:[1,31]},{16:[1,32]},{18:[1,33]},t(l,[2,13]),t(l,[2,14]),t(l,[2,15]),t(l,u,{21:8,9:16,10:17,5:24,1:[2,4],11:h,13:f,15:d,17:p,19:g,20:y,29:a}),t(b,[2,16]),{25:34,31:[1,35]},t(b,[2,24]),t(o,[2,7]),t(l,[2,9]),t(l,[2,10]),t(l,[2,11]),t(l,[2,12]),{23:36,32:m},{32:[2,23]},t(b,[2,17])],defaultActions:{9:[2,21],10:[2,1],11:[2,2],35:[2,23]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},_={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),29;case 1:return this.begin("type_directive"),30;case 2:return this.popState(),this.begin("arg_directive"),24;case 3:return this.popState(),this.popState(),32;case 4:return 31;case 5:case 6:case 8:case 9:break;case 7:return 26;case 10:return this.begin("title"),13;case 11:return this.popState(),"title_value";case 12:return this.begin("acc_title"),15;case 13:return this.popState(),"acc_title_value";case 14:return this.begin("acc_descr"),17;case 15:return this.popState(),"acc_descr_value";case 16:this.begin("acc_descr_multiline");break;case 17:case 20:this.popState();break;case 18:return"acc_descr_multiline_value";case 19:this.begin("string");break;case 21:return"txt";case 22:return 6;case 23:return 8;case 24:return"value";case 25:return 28}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n\r]+)/i,/^(?:%%[^\n]*)/i,/^(?:[\s]+)/i,/^(?:title\b)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:pie\b)/i,/^(?:showData\b)/i,/^(?::[\s]*[\d]+(?:\.[\d]+)?)/i,/^(?:$)/i],conditions:{acc_descr_multiline:{rules:[17,18],inclusive:!1},acc_descr:{rules:[15],inclusive:!1},acc_title:{rules:[13],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},title:{rules:[11],inclusive:!1},string:{rules:[20,21],inclusive:!1},INITIAL:{rules:[0,5,6,7,8,9,10,12,14,16,19,22,23,24,25],inclusive:!0}}};function x(){this.yy={}}return v.lexer=_,x.prototype=v,v.Parser=x,new x}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(4551).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3176:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,3],n=[1,5],r=[1,6],i=[1,7],a=[1,8],o=[5,6,8,14,16,18,19,40,41,42,43,44,45,53,71,72],s=[1,22],c=[2,13],l=[1,26],u=[1,27],h=[1,28],f=[1,29],d=[1,30],p=[1,31],g=[1,24],y=[1,32],m=[1,33],b=[1,36],v=[71,72],_=[5,8,14,16,18,19,40,41,42,43,44,45,53,60,62,71,72],x=[1,56],k=[1,57],w=[1,58],T=[1,59],E=[1,60],C=[1,61],S=[1,62],A=[62,63],M=[1,74],N=[1,70],D=[1,71],O=[1,72],B=[1,73],L=[1,75],I=[1,79],F=[1,80],R=[1,77],P=[1,78],j=[5,8,14,16,18,19,40,41,42,43,44,45,53,71,72],z={trace:function(){},yy:{},symbols_:{error:2,start:3,directive:4,NEWLINE:5,RD:6,diagram:7,EOF:8,openDirective:9,typeDirective:10,closeDirective:11,":":12,argDirective:13,acc_title:14,acc_title_value:15,acc_descr:16,acc_descr_value:17,acc_descr_multiline_value:18,open_directive:19,type_directive:20,arg_directive:21,close_directive:22,requirementDef:23,elementDef:24,relationshipDef:25,requirementType:26,requirementName:27,STRUCT_START:28,requirementBody:29,ID:30,COLONSEP:31,id:32,TEXT:33,text:34,RISK:35,riskLevel:36,VERIFYMTHD:37,verifyType:38,STRUCT_STOP:39,REQUIREMENT:40,FUNCTIONAL_REQUIREMENT:41,INTERFACE_REQUIREMENT:42,PERFORMANCE_REQUIREMENT:43,PHYSICAL_REQUIREMENT:44,DESIGN_CONSTRAINT:45,LOW_RISK:46,MED_RISK:47,HIGH_RISK:48,VERIFY_ANALYSIS:49,VERIFY_DEMONSTRATION:50,VERIFY_INSPECTION:51,VERIFY_TEST:52,ELEMENT:53,elementName:54,elementBody:55,TYPE:56,type:57,DOCREF:58,ref:59,END_ARROW_L:60,relationship:61,LINE:62,END_ARROW_R:63,CONTAINS:64,COPIES:65,DERIVES:66,SATISFIES:67,VERIFIES:68,REFINES:69,TRACES:70,unqString:71,qString:72,$accept:0,$end:1},terminals_:{2:"error",5:"NEWLINE",6:"RD",8:"EOF",12:":",14:"acc_title",15:"acc_title_value",16:"acc_descr",17:"acc_descr_value",18:"acc_descr_multiline_value",19:"open_directive",20:"type_directive",21:"arg_directive",22:"close_directive",28:"STRUCT_START",30:"ID",31:"COLONSEP",33:"TEXT",35:"RISK",37:"VERIFYMTHD",39:"STRUCT_STOP",40:"REQUIREMENT",41:"FUNCTIONAL_REQUIREMENT",42:"INTERFACE_REQUIREMENT",43:"PERFORMANCE_REQUIREMENT",44:"PHYSICAL_REQUIREMENT",45:"DESIGN_CONSTRAINT",46:"LOW_RISK",47:"MED_RISK",48:"HIGH_RISK",49:"VERIFY_ANALYSIS",50:"VERIFY_DEMONSTRATION",51:"VERIFY_INSPECTION",52:"VERIFY_TEST",53:"ELEMENT",56:"TYPE",58:"DOCREF",60:"END_ARROW_L",62:"LINE",63:"END_ARROW_R",64:"CONTAINS",65:"COPIES",66:"DERIVES",67:"SATISFIES",68:"VERIFIES",69:"REFINES",70:"TRACES",71:"unqString",72:"qString"},productions_:[0,[3,3],[3,2],[3,4],[4,3],[4,5],[4,2],[4,2],[4,1],[9,1],[10,1],[13,1],[11,1],[7,0],[7,2],[7,2],[7,2],[7,2],[7,2],[23,5],[29,5],[29,5],[29,5],[29,5],[29,2],[29,1],[26,1],[26,1],[26,1],[26,1],[26,1],[26,1],[36,1],[36,1],[36,1],[38,1],[38,1],[38,1],[38,1],[24,5],[55,5],[55,5],[55,2],[55,1],[25,5],[25,5],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[61,1],[27,1],[27,1],[32,1],[32,1],[34,1],[34,1],[54,1],[54,1],[57,1],[57,1],[59,1],[59,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 6:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 7:case 8:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 9:r.parseDirective("%%{","open_directive");break;case 10:r.parseDirective(a[s],"type_directive");break;case 11:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 12:r.parseDirective("}%%","close_directive","pie");break;case 13:this.$=[];break;case 19:r.addRequirement(a[s-3],a[s-4]);break;case 20:r.setNewReqId(a[s-2]);break;case 21:r.setNewReqText(a[s-2]);break;case 22:r.setNewReqRisk(a[s-2]);break;case 23:r.setNewReqVerifyMethod(a[s-2]);break;case 26:this.$=r.RequirementType.REQUIREMENT;break;case 27:this.$=r.RequirementType.FUNCTIONAL_REQUIREMENT;break;case 28:this.$=r.RequirementType.INTERFACE_REQUIREMENT;break;case 29:this.$=r.RequirementType.PERFORMANCE_REQUIREMENT;break;case 30:this.$=r.RequirementType.PHYSICAL_REQUIREMENT;break;case 31:this.$=r.RequirementType.DESIGN_CONSTRAINT;break;case 32:this.$=r.RiskLevel.LOW_RISK;break;case 33:this.$=r.RiskLevel.MED_RISK;break;case 34:this.$=r.RiskLevel.HIGH_RISK;break;case 35:this.$=r.VerifyType.VERIFY_ANALYSIS;break;case 36:this.$=r.VerifyType.VERIFY_DEMONSTRATION;break;case 37:this.$=r.VerifyType.VERIFY_INSPECTION;break;case 38:this.$=r.VerifyType.VERIFY_TEST;break;case 39:r.addElement(a[s-3]);break;case 40:r.setNewElementType(a[s-2]);break;case 41:r.setNewElementDocRef(a[s-2]);break;case 44:r.addRelationship(a[s-2],a[s],a[s-4]);break;case 45:r.addRelationship(a[s-2],a[s-4],a[s]);break;case 46:this.$=r.Relationships.CONTAINS;break;case 47:this.$=r.Relationships.COPIES;break;case 48:this.$=r.Relationships.DERIVES;break;case 49:this.$=r.Relationships.SATISFIES;break;case 50:this.$=r.Relationships.VERIFIES;break;case 51:this.$=r.Relationships.REFINES;break;case 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n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line 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e.yytext=e.yytext.trim(),71}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:title\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:(\r?\n)+)/i,/^(?:\s+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:$)/i,/^(?:requirementDiagram\b)/i,/^(?:\{)/i,/^(?:\})/i,/^(?::)/i,/^(?:id\b)/i,/^(?:text\b)/i,/^(?:risk\b)/i,/^(?:verifyMethod\b)/i,/^(?:requirement\b)/i,/^(?:functionalRequirement\b)/i,/^(?:interfaceRequirement\b)/i,/^(?:performanceRequirement\b)/i,/^(?:physicalRequirement\b)/i,/^(?:designConstraint\b)/i,/^(?:low\b)/i,/^(?:medium\b)/i,/^(?:high\b)/i,/^(?:analysis\b)/i,/^(?:demonstration\b)/i,/^(?:inspection\b)/i,/^(?:test\b)/i,/^(?:element\b)/i,/^(?:contains\b)/i,/^(?:copies\b)/i,/^(?:derives\b)/i,/^(?:satisfies\b)/i,/^(?:verifies\b)/i,/^(?:refines\b)/i,/^(?:traces\b)/i,/^(?:type\b)/i,/^(?:docref\b)/i,/^(?:<-)/i,/^(?:->)/i,/^(?:-)/i,/^(?:["])/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[\w][^\r\n\{\<\>\-\=]*)/i],conditions:{acc_descr_multiline:{rules:[11,12],inclusive:!1},acc_descr:{rules:[9],inclusive:!1},acc_title:{rules:[7],inclusive:!1},close_directive:{rules:[],inclusive:!1},arg_directive:{rules:[3,4],inclusive:!1},type_directive:{rules:[2,3],inclusive:!1},open_directive:{rules:[1],inclusive:!1},unqString:{rules:[],inclusive:!1},token:{rules:[],inclusive:!1},string:{rules:[53,54],inclusive:!1},INITIAL:{rules:[0,5,6,8,10,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,55],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(8800).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},6876:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,18],l=[1,19],u=[1,21],h=[1,22],f=[1,23],d=[1,29],p=[1,30],g=[1,31],y=[1,32],m=[1,33],b=[1,34],v=[1,35],_=[1,36],x=[1,37],k=[1,38],w=[1,39],T=[1,40],E=[1,43],C=[1,44],S=[1,45],A=[1,46],M=[1,47],N=[1,48],D=[1,51],O=[1,4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],B=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,53,58,59,60,61,69,79],L=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,52,53,58,59,60,61,69,79],I=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,51,53,58,59,60,61,69,79],F=[4,5,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,53,58,59,60,61,69,79],R=[67,68,69],P=[1,121],j=[1,4,5,7,16,20,22,25,26,32,33,34,36,38,39,40,41,42,43,45,47,49,50,51,52,53,58,59,60,61,69,79],z={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NEWLINE:5,directive:6,SD:7,document:8,line:9,statement:10,openDirective:11,typeDirective:12,closeDirective:13,":":14,argDirective:15,participant:16,actor:17,AS:18,restOfLine:19,participant_actor:20,signal:21,autonumber:22,NUM:23,off:24,activate:25,deactivate:26,note_statement:27,links_statement:28,link_statement:29,properties_statement:30,details_statement:31,title:32,legacy_title:33,acc_title:34,acc_title_value:35,acc_descr:36,acc_descr_value:37,acc_descr_multiline_value:38,loop:39,end:40,rect:41,opt:42,alt:43,else_sections:44,par:45,par_sections:46,critical:47,option_sections:48,break:49,option:50,and:51,else:52,note:53,placement:54,text2:55,over:56,actor_pair:57,links:58,link:59,properties:60,details:61,spaceList:62,",":63,left_of:64,right_of:65,signaltype:66,"+":67,"-":68,ACTOR:69,SOLID_OPEN_ARROW:70,DOTTED_OPEN_ARROW:71,SOLID_ARROW:72,DOTTED_ARROW:73,SOLID_CROSS:74,DOTTED_CROSS:75,SOLID_POINT:76,DOTTED_POINT:77,TXT:78,open_directive:79,type_directive:80,arg_directive:81,close_directive:82,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NEWLINE",7:"SD",14:":",16:"participant",18:"AS",19:"restOfLine",20:"participant_actor",22:"autonumber",23:"NUM",24:"off",25:"activate",26:"deactivate",32:"title",33:"legacy_title",34:"acc_title",35:"acc_title_value",36:"acc_descr",37:"acc_descr_value",38:"acc_descr_multiline_value",39:"loop",40:"end",41:"rect",42:"opt",43:"alt",45:"par",47:"critical",49:"break",50:"option",51:"and",52:"else",53:"note",56:"over",58:"links",59:"link",60:"properties",61:"details",63:",",64:"left_of",65:"right_of",67:"+",68:"-",69:"ACTOR",70:"SOLID_OPEN_ARROW",71:"DOTTED_OPEN_ARROW",72:"SOLID_ARROW",73:"DOTTED_ARROW",74:"SOLID_CROSS",75:"DOTTED_CROSS",76:"SOLID_POINT",77:"DOTTED_POINT",78:"TXT",79:"open_directive",80:"type_directive",81:"arg_directive",82:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[6,4],[6,6],[10,5],[10,3],[10,5],[10,3],[10,2],[10,4],[10,3],[10,3],[10,2],[10,3],[10,3],[10,2],[10,2],[10,2],[10,2],[10,2],[10,1],[10,1],[10,2],[10,2],[10,1],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,4],[10,1],[48,1],[48,4],[46,1],[46,4],[44,1],[44,4],[27,4],[27,4],[28,3],[29,3],[30,3],[31,3],[62,2],[62,1],[57,3],[57,1],[54,1],[54,1],[21,5],[21,5],[21,4],[17,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[66,1],[55,1],[11,1],[12,1],[15,1],[13,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.apply(a[s]),a[s];case 5:case 9:this.$=[];break;case 6:a[s-1].push(a[s]),this.$=a[s-1];break;case 7:case 8:case 56:this.$=a[s];break;case 12:a[s-3].type="addParticipant",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 13:a[s-1].type="addParticipant",this.$=a[s-1];break;case 14:a[s-3].type="addActor",a[s-3].description=r.parseMessage(a[s-1]),this.$=a[s-3];break;case 15:a[s-1].type="addActor",this.$=a[s-1];break;case 17:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-2]),sequenceIndexStep:Number(a[s-1]),sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 18:this.$={type:"sequenceIndex",sequenceIndex:Number(a[s-1]),sequenceIndexStep:1,sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 19:this.$={type:"sequenceIndex",sequenceVisible:!1,signalType:r.LINETYPE.AUTONUMBER};break;case 20:this.$={type:"sequenceIndex",sequenceVisible:!0,signalType:r.LINETYPE.AUTONUMBER};break;case 21:this.$={type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]};break;case 22:this.$={type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-1]};break;case 28:r.setDiagramTitle(a[s].substring(6)),this.$=a[s].substring(6);break;case 29:r.setDiagramTitle(a[s].substring(7)),this.$=a[s].substring(7);break;case 30:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 31:case 32:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:a[s-1].unshift({type:"loopStart",loopText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.LOOP_START}),a[s-1].push({type:"loopEnd",loopText:a[s-2],signalType:r.LINETYPE.LOOP_END}),this.$=a[s-1];break;case 34:a[s-1].unshift({type:"rectStart",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_START}),a[s-1].push({type:"rectEnd",color:r.parseMessage(a[s-2]),signalType:r.LINETYPE.RECT_END}),this.$=a[s-1];break;case 35:a[s-1].unshift({type:"optStart",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_START}),a[s-1].push({type:"optEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.OPT_END}),this.$=a[s-1];break;case 36:a[s-1].unshift({type:"altStart",altText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.ALT_START}),a[s-1].push({type:"altEnd",signalType:r.LINETYPE.ALT_END}),this.$=a[s-1];break;case 37:a[s-1].unshift({type:"parStart",parText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.PAR_START}),a[s-1].push({type:"parEnd",signalType:r.LINETYPE.PAR_END}),this.$=a[s-1];break;case 38:a[s-1].unshift({type:"criticalStart",criticalText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.CRITICAL_START}),a[s-1].push({type:"criticalEnd",signalType:r.LINETYPE.CRITICAL_END}),this.$=a[s-1];break;case 39:a[s-1].unshift({type:"breakStart",breakText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_START}),a[s-1].push({type:"breakEnd",optText:r.parseMessage(a[s-2]),signalType:r.LINETYPE.BREAK_END}),this.$=a[s-1];break;case 42:this.$=a[s-3].concat([{type:"option",optionText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.CRITICAL_OPTION},a[s]]);break;case 44:this.$=a[s-3].concat([{type:"and",parText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.PAR_AND},a[s]]);break;case 46:this.$=a[s-3].concat([{type:"else",altText:r.parseMessage(a[s-1]),signalType:r.LINETYPE.ALT_ELSE},a[s]]);break;case 47:this.$=[a[s-1],{type:"addNote",placement:a[s-2],actor:a[s-1].actor,text:a[s]}];break;case 48:a[s-2]=[].concat(a[s-1],a[s-1]).slice(0,2),a[s-2][0]=a[s-2][0].actor,a[s-2][1]=a[s-2][1].actor,this.$=[a[s-1],{type:"addNote",placement:r.PLACEMENT.OVER,actor:a[s-2].slice(0,2),text:a[s]}];break;case 49:this.$=[a[s-1],{type:"addLinks",actor:a[s-1].actor,text:a[s]}];break;case 50:this.$=[a[s-1],{type:"addALink",actor:a[s-1].actor,text:a[s]}];break;case 51:this.$=[a[s-1],{type:"addProperties",actor:a[s-1].actor,text:a[s]}];break;case 52:this.$=[a[s-1],{type:"addDetails",actor:a[s-1].actor,text:a[s]}];break;case 55:this.$=[a[s-2],a[s]];break;case 57:this.$=r.PLACEMENT.LEFTOF;break;case 58:this.$=r.PLACEMENT.RIGHTOF;break;case 59:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeStart",signalType:r.LINETYPE.ACTIVE_START,actor:a[s-1]}];break;case 60:this.$=[a[s-4],a[s-1],{type:"addMessage",from:a[s-4].actor,to:a[s-1].actor,signalType:a[s-3],msg:a[s]},{type:"activeEnd",signalType:r.LINETYPE.ACTIVE_END,actor:a[s-4]}];break;case 61:this.$=[a[s-3],a[s-1],{type:"addMessage",from:a[s-3].actor,to:a[s-1].actor,signalType:a[s-2],msg:a[s]}];break;case 62:this.$={type:"addParticipant",actor:a[s]};break;case 63:this.$=r.LINETYPE.SOLID_OPEN;break;case 64:this.$=r.LINETYPE.DOTTED_OPEN;break;case 65:this.$=r.LINETYPE.SOLID;break;case 66:this.$=r.LINETYPE.DOTTED;break;case 67:this.$=r.LINETYPE.SOLID_CROSS;break;case 68:this.$=r.LINETYPE.DOTTED_CROSS;break;case 69:this.$=r.LINETYPE.SOLID_POINT;break;case 70:this.$=r.LINETYPE.DOTTED_POINT;break;case 71:this.$=r.parseMessage(a[s].trim().substring(1));break;case 72:r.parseDirective("%%{","open_directive");break;case 73:r.parseDirective(a[s],"type_directive");break;case 74:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 75:r.parseDirective("}%%","close_directive","sequence")}},table:[{3:1,4:e,5:n,6:4,7:r,11:6,79:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,11:6,79:i},{3:9,4:e,5:n,6:4,7:r,11:6,79:i},{3:10,4:e,5:n,6:4,7:r,11:6,79:i},t([1,4,5,16,20,22,25,26,32,33,34,36,38,39,41,42,43,45,47,49,53,58,59,60,61,69,79],a,{8:11}),{12:12,80:[1,13]},{80:[2,72]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,41:v,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{13:49,14:[1,50],82:D},t([14,82],[2,73]),t(O,[2,6]),{6:41,10:52,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,41:v,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},t(O,[2,8]),t(O,[2,9]),{17:53,69:N},{17:54,69:N},{5:[1,55]},{5:[1,58],23:[1,56],24:[1,57]},{17:59,69:N},{17:60,69:N},{5:[1,61]},{5:[1,62]},{5:[1,63]},{5:[1,64]},{5:[1,65]},t(O,[2,28]),t(O,[2,29]),{35:[1,66]},{37:[1,67]},t(O,[2,32]),{19:[1,68]},{19:[1,69]},{19:[1,70]},{19:[1,71]},{19:[1,72]},{19:[1,73]},{19:[1,74]},t(O,[2,40]),{66:75,70:[1,76],71:[1,77],72:[1,78],73:[1,79],74:[1,80],75:[1,81],76:[1,82],77:[1,83]},{54:84,56:[1,85],64:[1,86],65:[1,87]},{17:88,69:N},{17:89,69:N},{17:90,69:N},{17:91,69:N},t([5,18,63,70,71,72,73,74,75,76,77,78],[2,62]),{5:[1,92]},{15:93,81:[1,94]},{5:[2,75]},t(O,[2,7]),{5:[1,96],18:[1,95]},{5:[1,98],18:[1,97]},t(O,[2,16]),{5:[1,100],23:[1,99]},{5:[1,101]},t(O,[2,20]),{5:[1,102]},{5:[1,103]},t(O,[2,23]),t(O,[2,24]),t(O,[2,25]),t(O,[2,26]),t(O,[2,27]),t(O,[2,30]),t(O,[2,31]),t(B,a,{8:104}),t(B,a,{8:105}),t(B,a,{8:106}),t(L,a,{44:107,8:108}),t(I,a,{46:109,8:110}),t(F,a,{48:111,8:112}),t(B,a,{8:113}),{17:116,67:[1,114],68:[1,115],69:N},t(R,[2,63]),t(R,[2,64]),t(R,[2,65]),t(R,[2,66]),t(R,[2,67]),t(R,[2,68]),t(R,[2,69]),t(R,[2,70]),{17:117,69:N},{17:119,57:118,69:N},{69:[2,57]},{69:[2,58]},{55:120,78:P},{55:122,78:P},{55:123,78:P},{55:124,78:P},t(j,[2,10]),{13:125,82:D},{82:[2,74]},{19:[1,126]},t(O,[2,13]),{19:[1,127]},t(O,[2,15]),{5:[1,128]},t(O,[2,18]),t(O,[2,19]),t(O,[2,21]),t(O,[2,22]),{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[1,129],41:v,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[1,130],41:v,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[1,131],41:v,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,132]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[2,45],41:v,42:_,43:x,45:k,47:w,49:T,52:[1,133],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,134]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[2,43],41:v,42:_,43:x,45:k,47:w,49:T,51:[1,135],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{40:[1,136]},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[2,41],41:v,42:_,43:x,45:k,47:w,49:T,50:[1,137],53:E,58:C,59:S,60:A,61:M,69:N,79:i},{4:o,5:s,6:41,9:14,10:16,11:6,16:c,17:42,20:l,21:20,22:u,25:h,26:f,27:24,28:25,29:26,30:27,31:28,32:d,33:p,34:g,36:y,38:m,39:b,40:[1,138],41:v,42:_,43:x,45:k,47:w,49:T,53:E,58:C,59:S,60:A,61:M,69:N,79:i},{17:139,69:N},{17:140,69:N},{55:141,78:P},{55:142,78:P},{55:143,78:P},{63:[1,144],78:[2,56]},{5:[2,49]},{5:[2,71]},{5:[2,50]},{5:[2,51]},{5:[2,52]},{5:[1,145]},{5:[1,146]},{5:[1,147]},t(O,[2,17]),t(O,[2,33]),t(O,[2,34]),t(O,[2,35]),t(O,[2,36]),{19:[1,148]},t(O,[2,37]),{19:[1,149]},t(O,[2,38]),{19:[1,150]},t(O,[2,39]),{55:151,78:P},{55:152,78:P},{5:[2,61]},{5:[2,47]},{5:[2,48]},{17:153,69:N},t(j,[2,11]),t(O,[2,12]),t(O,[2,14]),t(L,a,{8:108,44:154}),t(I,a,{8:110,46:155}),t(F,a,{8:112,48:156}),{5:[2,59]},{5:[2,60]},{78:[2,55]},{40:[2,46]},{40:[2,44]},{40:[2,42]}],defaultActions:{7:[2,72],8:[2,1],9:[2,2],10:[2,3],51:[2,75],86:[2,57],87:[2,58],94:[2,74],120:[2,49],121:[2,71],122:[2,50],123:[2,51],124:[2,52],141:[2,61],142:[2,47],143:[2,48],151:[2,59],152:[2,60],153:[2,55],154:[2,46],155:[2,44],156:[2,42]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},Y={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:return this.begin("open_directive"),79;case 1:return this.begin("type_directive"),80;case 2:return this.popState(),this.begin("arg_directive"),14;case 3:return this.popState(),this.popState(),82;case 4:return 81;case 5:case 52:case 65:return 5;case 6:case 7:case 8:case 9:case 10:break;case 11:return 23;case 12:return this.begin("ID"),16;case 13:return this.begin("ID"),20;case 14:return e.yytext=e.yytext.trim(),this.begin("ALIAS"),69;case 15:return this.popState(),this.popState(),this.begin("LINE"),18;case 16:return this.popState(),this.popState(),5;case 17:return this.begin("LINE"),39;case 18:return this.begin("LINE"),41;case 19:return this.begin("LINE"),42;case 20:return this.begin("LINE"),43;case 21:return this.begin("LINE"),52;case 22:return this.begin("LINE"),45;case 23:return this.begin("LINE"),51;case 24:return this.begin("LINE"),47;case 25:return this.begin("LINE"),50;case 26:return this.begin("LINE"),49;case 27:return this.popState(),19;case 28:return 40;case 29:return 64;case 30:return 65;case 31:return 58;case 32:return 59;case 33:return 60;case 34:return 61;case 35:return 56;case 36:return 53;case 37:return this.begin("ID"),25;case 38:return this.begin("ID"),26;case 39:return 32;case 40:return 33;case 41:return this.begin("acc_title"),34;case 42:return this.popState(),"acc_title_value";case 43:return this.begin("acc_descr"),36;case 44:return this.popState(),"acc_descr_value";case 45:this.begin("acc_descr_multiline");break;case 46:this.popState();break;case 47:return"acc_descr_multiline_value";case 48:return 7;case 49:return 22;case 50:return 24;case 51:return 63;case 53:return e.yytext=e.yytext.trim(),69;case 54:return 72;case 55:return 73;case 56:return 70;case 57:return 71;case 58:return 74;case 59:return 75;case 60:return 76;case 61:return 77;case 62:return 78;case 63:return 67;case 64:return 68;case 66:return"INVALID"}},rules:[/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:[\n]+)/i,/^(?:\s+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[0-9]+(?=[ \n]+))/i,/^(?:participant\b)/i,/^(?:actor\b)/i,/^(?:[^\->:\n,;]+?(?=((?!\n)\s)+as(?!\n)\s|[#\n;]|$))/i,/^(?:as\b)/i,/^(?:(?:))/i,/^(?:loop\b)/i,/^(?:rect\b)/i,/^(?:opt\b)/i,/^(?:alt\b)/i,/^(?:else\b)/i,/^(?:par\b)/i,/^(?:and\b)/i,/^(?:critical\b)/i,/^(?:option\b)/i,/^(?:break\b)/i,/^(?:(?:[:]?(?:no)?wrap)?[^#\n;]*)/i,/^(?:end\b)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:links\b)/i,/^(?:link\b)/i,/^(?:properties\b)/i,/^(?:details\b)/i,/^(?:over\b)/i,/^(?:note\b)/i,/^(?:activate\b)/i,/^(?:deactivate\b)/i,/^(?:title\s[^#\n;]+)/i,/^(?:title:\s[^#\n;]+)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:sequenceDiagram\b)/i,/^(?:autonumber\b)/i,/^(?:off\b)/i,/^(?:,)/i,/^(?:;)/i,/^(?:[^\+\->:\n,;]+((?!(-x|--x|-\)|--\)))[\-]*[^\+\->:\n,;]+)*)/i,/^(?:->>)/i,/^(?:-->>)/i,/^(?:->)/i,/^(?:-->)/i,/^(?:-[x])/i,/^(?:--[x])/i,/^(?:-[\)])/i,/^(?:--[\)])/i,/^(?::(?:(?:no)?wrap)?[^#\n;]+)/i,/^(?:\+)/i,/^(?:-)/i,/^(?:$)/i,/^(?:.)/i],conditions:{acc_descr_multiline:{rules:[46,47],inclusive:!1},acc_descr:{rules:[44],inclusive:!1},acc_title:{rules:[42],inclusive:!1},open_directive:{rules:[1,8],inclusive:!1},type_directive:{rules:[2,3,8],inclusive:!1},arg_directive:{rules:[3,4,8],inclusive:!1},ID:{rules:[7,8,14],inclusive:!1},ALIAS:{rules:[7,8,15,16],inclusive:!1},LINE:{rules:[7,8,27],inclusive:!1},INITIAL:{rules:[0,5,6,8,9,10,11,12,13,17,18,19,20,21,22,23,24,25,26,28,29,30,31,32,33,34,35,36,37,38,39,40,41,43,45,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66],inclusive:!0}}};function U(){this.yy={}}return z.lexer=Y,U.prototype=z,z.Parser=U,new U}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(1993).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},3584:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,3],r=[1,5],i=[1,7],a=[2,5],o=[1,15],s=[1,17],c=[1,19],l=[1,20],u=[1,21],h=[1,22],f=[1,33],d=[1,23],p=[1,24],g=[1,25],y=[1,26],m=[1,27],b=[1,30],v=[1,31],_=[1,32],x=[1,35],k=[1,36],w=[1,37],T=[1,38],E=[1,34],C=[1,41],S=[1,4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],A=[1,4,5,12,13,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],M=[1,4,5,7,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],N=[4,5,14,15,17,19,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],D={trace:function(){},yy:{},symbols_:{error:2,start:3,SPACE:4,NL:5,directive:6,SD:7,document:8,line:9,statement:10,idStatement:11,DESCR:12,"--\x3e":13,HIDE_EMPTY:14,scale:15,WIDTH:16,COMPOSIT_STATE:17,STRUCT_START:18,STRUCT_STOP:19,STATE_DESCR:20,AS:21,ID:22,FORK:23,JOIN:24,CHOICE:25,CONCURRENT:26,note:27,notePosition:28,NOTE_TEXT:29,direction:30,acc_title:31,acc_title_value:32,acc_descr:33,acc_descr_value:34,acc_descr_multiline_value:35,openDirective:36,typeDirective:37,closeDirective:38,":":39,argDirective:40,direction_tb:41,direction_bt:42,direction_rl:43,direction_lr:44,eol:45,";":46,EDGE_STATE:47,left_of:48,right_of:49,open_directive:50,type_directive:51,arg_directive:52,close_directive:53,$accept:0,$end:1},terminals_:{2:"error",4:"SPACE",5:"NL",7:"SD",12:"DESCR",13:"--\x3e",14:"HIDE_EMPTY",15:"scale",16:"WIDTH",17:"COMPOSIT_STATE",18:"STRUCT_START",19:"STRUCT_STOP",20:"STATE_DESCR",21:"AS",22:"ID",23:"FORK",24:"JOIN",25:"CHOICE",26:"CONCURRENT",27:"note",29:"NOTE_TEXT",31:"acc_title",32:"acc_title_value",33:"acc_descr",34:"acc_descr_value",35:"acc_descr_multiline_value",39:":",41:"direction_tb",42:"direction_bt",43:"direction_rl",44:"direction_lr",46:";",47:"EDGE_STATE",48:"left_of",49:"right_of",50:"open_directive",51:"type_directive",52:"arg_directive",53:"close_directive"},productions_:[0,[3,2],[3,2],[3,2],[3,2],[8,0],[8,2],[9,2],[9,1],[9,1],[10,1],[10,2],[10,3],[10,4],[10,1],[10,2],[10,1],[10,4],[10,3],[10,6],[10,1],[10,1],[10,1],[10,1],[10,4],[10,4],[10,1],[10,1],[10,2],[10,2],[10,1],[6,3],[6,5],[30,1],[30,1],[30,1],[30,1],[45,1],[45,1],[11,1],[11,1],[28,1],[28,1],[36,1],[37,1],[40,1],[38,1]],performAction:function(t,e,n,r,i,a,o){var s=a.length-1;switch(i){case 4:return r.setRootDoc(a[s]),a[s];case 5:this.$=[];break;case 6:"nl"!=a[s]&&(a[s-1].push(a[s]),this.$=a[s-1]);break;case 7:case 8:case 39:case 40:this.$=a[s];break;case 9:this.$="nl";break;case 10:this.$={stmt:"state",id:a[s],type:"default",description:""};break;case 11:this.$={stmt:"state",id:a[s-1],type:"default",description:r.trimColon(a[s])};break;case 12:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-2],type:"default",description:""},state2:{stmt:"state",id:a[s],type:"default",description:""}};break;case 13:this.$={stmt:"relation",state1:{stmt:"state",id:a[s-3],type:"default",description:""},state2:{stmt:"state",id:a[s-1],type:"default",description:""},description:a[s].substr(1).trim()};break;case 17:this.$={stmt:"state",id:a[s-3],type:"default",description:"",doc:a[s-1]};break;case 18:var c=a[s],l=a[s-2].trim();if(a[s].match(":")){var u=a[s].split(":");c=u[0],l=[l,u[1]]}this.$={stmt:"state",id:c,type:"default",description:l};break;case 19:this.$={stmt:"state",id:a[s-3],type:"default",description:a[s-5],doc:a[s-1]};break;case 20:this.$={stmt:"state",id:a[s],type:"fork"};break;case 21:this.$={stmt:"state",id:a[s],type:"join"};break;case 22:this.$={stmt:"state",id:a[s],type:"choice"};break;case 23:this.$={stmt:"state",id:r.getDividerId(),type:"divider"};break;case 24:this.$={stmt:"state",id:a[s-1].trim(),note:{position:a[s-2].trim(),text:a[s].trim()}};break;case 28:this.$=a[s].trim(),r.setAccTitle(this.$);break;case 29:case 30:this.$=a[s].trim(),r.setAccDescription(this.$);break;case 33:r.setDirection("TB"),this.$={stmt:"dir",value:"TB"};break;case 34:r.setDirection("BT"),this.$={stmt:"dir",value:"BT"};break;case 35:r.setDirection("RL"),this.$={stmt:"dir",value:"RL"};break;case 36:r.setDirection("LR"),this.$={stmt:"dir",value:"LR"};break;case 43:r.parseDirective("%%{","open_directive");break;case 44:r.parseDirective(a[s],"type_directive");break;case 45:a[s]=a[s].trim().replace(/'/g,'"'),r.parseDirective(a[s],"arg_directive");break;case 46:r.parseDirective("}%%","close_directive","state")}},table:[{3:1,4:e,5:n,6:4,7:r,36:6,50:i},{1:[3]},{3:8,4:e,5:n,6:4,7:r,36:6,50:i},{3:9,4:e,5:n,6:4,7:r,36:6,50:i},{3:10,4:e,5:n,6:4,7:r,36:6,50:i},t([1,4,5,14,15,17,20,22,23,24,25,26,27,31,33,35,41,42,43,44,47,50],a,{8:11}),{37:12,51:[1,13]},{51:[2,43]},{1:[2,1]},{1:[2,2]},{1:[2,3]},{1:[2,4],4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:b,33:v,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},{38:39,39:[1,40],53:C},t([39,53],[2,44]),t(S,[2,6]),{6:28,10:42,11:18,14:c,15:l,17:u,20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:b,33:v,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,8]),t(S,[2,9]),t(S,[2,10],{12:[1,43],13:[1,44]}),t(S,[2,14]),{16:[1,45]},t(S,[2,16],{18:[1,46]}),{21:[1,47]},t(S,[2,20]),t(S,[2,21]),t(S,[2,22]),t(S,[2,23]),{28:48,29:[1,49],48:[1,50],49:[1,51]},t(S,[2,26]),t(S,[2,27]),{32:[1,52]},{34:[1,53]},t(S,[2,30]),t(A,[2,39]),t(A,[2,40]),t(S,[2,33]),t(S,[2,34]),t(S,[2,35]),t(S,[2,36]),t(M,[2,31]),{40:54,52:[1,55]},t(M,[2,46]),t(S,[2,7]),t(S,[2,11]),{11:56,22:f,47:E},t(S,[2,15]),t(N,a,{8:57}),{22:[1,58]},{22:[1,59]},{21:[1,60]},{22:[2,41]},{22:[2,42]},t(S,[2,28]),t(S,[2,29]),{38:61,53:C},{53:[2,45]},t(S,[2,12],{12:[1,62]}),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,63],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:b,33:v,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,18],{18:[1,64]}),{29:[1,65]},{22:[1,66]},t(M,[2,32]),t(S,[2,13]),t(S,[2,17]),t(N,a,{8:67}),t(S,[2,24]),t(S,[2,25]),{4:o,5:s,6:28,9:14,10:16,11:18,14:c,15:l,17:u,19:[1,68],20:h,22:f,23:d,24:p,25:g,26:y,27:m,30:29,31:b,33:v,35:_,36:6,41:x,42:k,43:w,44:T,47:E,50:i},t(S,[2,19])],defaultActions:{7:[2,43],8:[2,1],9:[2,2],10:[2,3],50:[2,41],51:[2,42],55:[2,45]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in this.yy)Object.prototype.hasOwnProperty.call(this.yy,y)&&(g.yy[y]=this.yy[y]);p.setInput(t,g.yy),g.yy.lexer=p,g.yy.parser=this,void 0===p.yylloc&&(p.yylloc={});var m=p.yylloc;a.push(m);var b=p.options&&p.options.ranges;function v(){var t;return"number"!=typeof(t=r.pop()||p.lex()||f)&&(t instanceof Array&&(t=(r=t).pop()),t=e.symbols_[t]||t),t}"function"==typeof g.yy.parseError?this.parseError=g.yy.parseError:this.parseError=Object.getPrototypeOf(this).parseError;for(var _,x,k,w,T,E,C,S,A,M={};;){if(k=n[n.length-1],this.defaultActions[k]?w=this.defaultActions[k]:(null==_&&(_=v()),w=o[k]&&o[k][_]),void 0===w||!w.length||!w[0]){var N="";for(E in A=[],o[k])this.terminals_[E]&&E>h&&A.push("'"+this.terminals_[E]+"'");N=p.showPosition?"Parse error on line "+(c+1)+":\n"+p.showPosition()+"\nExpecting "+A.join(", ")+", got '"+(this.terminals_[_]||_)+"'":"Parse error on line "+(c+1)+": Unexpected "+(_==f?"end of input":"'"+(this.terminals_[_]||_)+"'"),this.parseError(N,{text:p.match,token:this.terminals_[_]||_,line:p.yylineno,loc:m,expected:A})}if(w[0]instanceof Array&&w.length>1)throw new Error("Parse Error: multiple actions possible at state: "+k+", token: "+_);switch(w[0]){case 1:n.push(_),i.push(p.yytext),a.push(p.yylloc),n.push(w[1]),_=null,x?(_=x,x=null):(l=p.yyleng,s=p.yytext,c=p.yylineno,m=p.yylloc,u>0&&u--);break;case 2:if(C=this.productions_[w[1]][1],M.$=i[i.length-C],M._$={first_line:a[a.length-(C||1)].first_line,last_line:a[a.length-1].last_line,first_column:a[a.length-(C||1)].first_column,last_column:a[a.length-1].last_column},b&&(M._$.range=[a[a.length-(C||1)].range[0],a[a.length-1].range[1]]),void 0!==(T=this.performAction.apply(M,[s,l,c,g.yy,w[1],i,a].concat(d))))return T;C&&(n=n.slice(0,-1*C*2),i=i.slice(0,-1*C),a=a.slice(0,-1*C)),n.push(this.productions_[w[1]][0]),i.push(M.$),a.push(M._$),S=o[n[n.length-2]][n[n.length-1]],n.push(S);break;case 3:return!0}}return!0}},O={EOF:1,parseError:function(t,e){if(!this.yy.parser)throw new Error(t);this.yy.parser.parseError(t,e)},setInput:function(t,e){return this.yy=e||this.yy||{},this._input=t,this._more=this._backtrack=this.done=!1,this.yylineno=this.yyleng=0,this.yytext=this.matched=this.match="",this.conditionStack=["INITIAL"],this.yylloc={first_line:1,first_column:0,last_line:1,last_column:0},this.options.ranges&&(this.yylloc.range=[0,0]),this.offset=0,this},input:function(){var t=this._input[0];return this.yytext+=t,this.yyleng++,this.offset++,this.match+=t,this.matched+=t,t.match(/(?:\r\n?|\n).*/g)?(this.yylineno++,this.yylloc.last_line++):this.yylloc.last_column++,this.options.ranges&&this.yylloc.range[1]++,this._input=this._input.slice(1),t},unput:function(t){var e=t.length,n=t.split(/(?:\r\n?|\n)/g);this._input=t+this._input,this.yytext=this.yytext.substr(0,this.yytext.length-e),this.offset-=e;var r=this.match.split(/(?:\r\n?|\n)/g);this.match=this.match.substr(0,this.match.length-1),this.matched=this.matched.substr(0,this.matched.length-1),n.length-1&&(this.yylineno-=n.length-1);var i=this.yylloc.range;return this.yylloc={first_line:this.yylloc.first_line,last_line:this.yylineno+1,first_column:this.yylloc.first_column,last_column:n?(n.length===r.length?this.yylloc.first_column:0)+r[r.length-n.length].length-n[0].length:this.yylloc.first_column-e},this.options.ranges&&(this.yylloc.range=[i[0],i[0]+this.yyleng-e]),this.yyleng=this.yytext.length,this},more:function(){return this._more=!0,this},reject:function(){return this.options.backtrack_lexer?(this._backtrack=!0,this):this.parseError("Lexical error on line "+(this.yylineno+1)+". You can only invoke reject() in the lexer when the lexer is of the backtracking persuasion (options.backtrack_lexer = true).\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},less:function(t){this.unput(this.match.slice(t))},pastInput:function(){var t=this.matched.substr(0,this.matched.length-this.match.length);return(t.length>20?"...":"")+t.substr(-20).replace(/\n/g,"")},upcomingInput:function(){var t=this.match;return t.length<20&&(t+=this._input.substr(0,20-t.length)),(t.substr(0,20)+(t.length>20?"...":"")).replace(/\n/g,"")},showPosition:function(){var t=this.pastInput(),e=new Array(t.length+1).join("-");return t+this.upcomingInput()+"\n"+e+"^"},test_match:function(t,e){var n,r,i;if(this.options.backtrack_lexer&&(i={yylineno:this.yylineno,yylloc:{first_line:this.yylloc.first_line,last_line:this.last_line,first_column:this.yylloc.first_column,last_column:this.yylloc.last_column},yytext:this.yytext,match:this.match,matches:this.matches,matched:this.matched,yyleng:this.yyleng,offset:this.offset,_more:this._more,_input:this._input,yy:this.yy,conditionStack:this.conditionStack.slice(0),done:this.done},this.options.ranges&&(i.yylloc.range=this.yylloc.range.slice(0))),(r=t[0].match(/(?:\r\n?|\n).*/g))&&(this.yylineno+=r.length),this.yylloc={first_line:this.yylloc.last_line,last_line:this.yylineno+1,first_column:this.yylloc.last_column,last_column:r?r[r.length-1].length-r[r.length-1].match(/\r?\n?/)[0].length:this.yylloc.last_column+t[0].length},this.yytext+=t[0],this.match+=t[0],this.matches=t,this.yyleng=this.yytext.length,this.options.ranges&&(this.yylloc.range=[this.offset,this.offset+=this.yyleng]),this._more=!1,this._backtrack=!1,this._input=this._input.slice(t[0].length),this.matched+=t[0],n=this.performAction.call(this,this.yy,this,e,this.conditionStack[this.conditionStack.length-1]),this.done&&this._input&&(this.done=!1),n)return n;if(this._backtrack){for(var a in i)this[a]=i[a];return!1}return!1},next:function(){if(this.done)return this.EOF;var t,e,n,r;this._input||(this.done=!0),this._more||(this.yytext="",this.match="");for(var i=this._currentRules(),a=0;ae[0].length)){if(e=n,r=a,this.options.backtrack_lexer){if(!1!==(t=this.test_match(n,i[a])))return t;if(this._backtrack){e=!1;continue}return!1}if(!this.options.flex)break}return e?!1!==(t=this.test_match(e,i[r]))&&t:""===this._input?this.EOF:this.parseError("Lexical error on line "+(this.yylineno+1)+". Unrecognized text.\n"+this.showPosition(),{text:"",token:null,line:this.yylineno})},lex:function(){return this.next()||this.lex()},begin:function(t){this.conditionStack.push(t)},popState:function(){return this.conditionStack.length-1>0?this.conditionStack.pop():this.conditionStack[0]},_currentRules:function(){return this.conditionStack.length&&this.conditionStack[this.conditionStack.length-1]?this.conditions[this.conditionStack[this.conditionStack.length-1]].rules:this.conditions.INITIAL.rules},topState:function(t){return(t=this.conditionStack.length-1-Math.abs(t||0))>=0?this.conditionStack[t]:"INITIAL"},pushState:function(t){this.begin(t)},stateStackSize:function(){return this.conditionStack.length},options:{"case-insensitive":!0},performAction:function(t,e,n,r){switch(n){case 0:case 33:return 41;case 1:case 34:return 42;case 2:case 35:return 43;case 3:case 36:return 44;case 4:return this.begin("open_directive"),50;case 5:return this.begin("type_directive"),51;case 6:return this.popState(),this.begin("arg_directive"),39;case 7:return this.popState(),this.popState(),53;case 8:return 52;case 9:case 10:case 12:case 13:case 14:case 15:case 46:case 52:break;case 11:case 66:return 5;case 16:return this.pushState("SCALE"),15;case 17:return 16;case 18:case 24:case 40:case 43:this.popState();break;case 19:return this.begin("acc_title"),31;case 20:return this.popState(),"acc_title_value";case 21:return this.begin("acc_descr"),33;case 22:return this.popState(),"acc_descr_value";case 23:this.begin("acc_descr_multiline");break;case 25:return"acc_descr_multiline_value";case 26:this.pushState("STATE");break;case 27:case 30:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),23;case 28:case 31:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),24;case 29:case 32:return this.popState(),e.yytext=e.yytext.slice(0,-10).trim(),25;case 37:this.begin("STATE_STRING");break;case 38:return this.popState(),this.pushState("STATE_ID"),"AS";case 39:case 54:return this.popState(),"ID";case 41:return"STATE_DESCR";case 42:return 17;case 44:return this.popState(),this.pushState("struct"),18;case 45:return this.popState(),19;case 47:return this.begin("NOTE"),27;case 48:return this.popState(),this.pushState("NOTE_ID"),48;case 49:return this.popState(),this.pushState("NOTE_ID"),49;case 50:this.popState(),this.pushState("FLOATING_NOTE");break;case 51:return this.popState(),this.pushState("FLOATING_NOTE_ID"),"AS";case 53:return"NOTE_TEXT";case 55:return this.popState(),this.pushState("NOTE_TEXT"),22;case 56:return this.popState(),e.yytext=e.yytext.substr(2).trim(),29;case 57:return this.popState(),e.yytext=e.yytext.slice(0,-8).trim(),29;case 58:case 59:return 7;case 60:return 14;case 61:return 47;case 62:return 22;case 63:return e.yytext=e.yytext.trim(),12;case 64:return 13;case 65:return 26;case 67:return"INVALID"}},rules:[/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:%%\{)/i,/^(?:((?:(?!\}%%)[^:.])*))/i,/^(?::)/i,/^(?:\}%%)/i,/^(?:((?:(?!\}%%).|\n)*))/i,/^(?:%%(?!\{)[^\n]*)/i,/^(?:[^\}]%%[^\n]*)/i,/^(?:[\n]+)/i,/^(?:[\s]+)/i,/^(?:((?!\n)\s)+)/i,/^(?:#[^\n]*)/i,/^(?:%[^\n]*)/i,/^(?:scale\s+)/i,/^(?:\d+)/i,/^(?:\s+width\b)/i,/^(?:accTitle\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*:\s*)/i,/^(?:(?!\n||)*[^\n]*)/i,/^(?:accDescr\s*\{\s*)/i,/^(?:[\}])/i,/^(?:[^\}]*)/i,/^(?:state\s+)/i,/^(?:.*<>)/i,/^(?:.*<>)/i,/^(?:.*<>)/i,/^(?:.*\[\[fork\]\])/i,/^(?:.*\[\[join\]\])/i,/^(?:.*\[\[choice\]\])/i,/^(?:.*direction\s+TB[^\n]*)/i,/^(?:.*direction\s+BT[^\n]*)/i,/^(?:.*direction\s+RL[^\n]*)/i,/^(?:.*direction\s+LR[^\n]*)/i,/^(?:["])/i,/^(?:\s*as\s+)/i,/^(?:[^\n\{]*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n\s\{]+)/i,/^(?:\n)/i,/^(?:\{)/i,/^(?:\})/i,/^(?:[\n])/i,/^(?:note\s+)/i,/^(?:left of\b)/i,/^(?:right of\b)/i,/^(?:")/i,/^(?:\s*as\s*)/i,/^(?:["])/i,/^(?:[^"]*)/i,/^(?:[^\n]*)/i,/^(?:\s*[^:\n\s\-]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:[\s\S]*?end note\b)/i,/^(?:stateDiagram\s+)/i,/^(?:stateDiagram-v2\s+)/i,/^(?:hide empty description\b)/i,/^(?:\[\*\])/i,/^(?:[^:\n\s\-\{]+)/i,/^(?:\s*:[^:\n;]+)/i,/^(?:-->)/i,/^(?:--)/i,/^(?:$)/i,/^(?:.)/i],conditions:{LINE:{rules:[13,14],inclusive:!1},close_directive:{rules:[13,14],inclusive:!1},arg_directive:{rules:[7,8,13,14],inclusive:!1},type_directive:{rules:[6,7,13,14],inclusive:!1},open_directive:{rules:[5,13,14],inclusive:!1},struct:{rules:[13,14,26,33,34,35,36,45,46,47,61,62,63,64,65],inclusive:!1},FLOATING_NOTE_ID:{rules:[54],inclusive:!1},FLOATING_NOTE:{rules:[51,52,53],inclusive:!1},NOTE_TEXT:{rules:[56,57],inclusive:!1},NOTE_ID:{rules:[55],inclusive:!1},NOTE:{rules:[48,49,50],inclusive:!1},acc_descr_multiline:{rules:[24,25],inclusive:!1},acc_descr:{rules:[22],inclusive:!1},acc_title:{rules:[20],inclusive:!1},SCALE:{rules:[17,18],inclusive:!1},ALIAS:{rules:[],inclusive:!1},STATE_ID:{rules:[39],inclusive:!1},STATE_STRING:{rules:[40,41],inclusive:!1},FORK_STATE:{rules:[],inclusive:!1},STATE:{rules:[13,14,27,28,29,30,31,32,37,38,42,43,44],inclusive:!1},ID:{rules:[13,14],inclusive:!1},INITIAL:{rules:[0,1,2,3,4,9,10,11,12,14,15,16,19,21,23,26,44,47,58,59,60,61,62,63,64,66,67],inclusive:!0}}};function B(){this.yy={}}return D.lexer=O,B.prototype=D,D.Parser=B,new B}();e.parser=r,e.Parser=r.Parser,e.parse=function(){return r.parse.apply(r,arguments)},e.main=function(t){t[1]||(console.log("Usage: "+t[0]+" FILE"),process.exit(1));var r=n(3069).readFileSync(n(6470).normalize(t[1]),"utf8");return e.parser.parse(r)},n.c[n.s]===t&&e.main(process.argv.slice(1))},9763:(t,e,n)=>{t=n.nmd(t);var r=function(){var t=function(t,e,n,r){for(n=n||{},r=t.length;r--;n[t[r]]=e);return n},e=[1,2],n=[1,5],r=[6,9,11,17,18,20,22,23,24,26],i=[1,15],a=[1,16],o=[1,17],s=[1,18],c=[1,19],l=[1,20],u=[1,24],h=[4,6,9,11,17,18,20,22,23,24,26],f={trace:function(){},yy:{},symbols_:{error:2,start:3,journey:4,document:5,EOF:6,directive:7,line:8,SPACE:9,statement:10,NEWLINE:11,openDirective:12,typeDirective:13,closeDirective:14,":":15,argDirective:16,title:17,acc_title:18,acc_title_value:19,acc_descr:20,acc_descr_value:21,acc_descr_multiline_value:22,section:23,taskName:24,taskData:25,open_directive:26,type_directive:27,arg_directive:28,close_directive:29,$accept:0,$end:1},terminals_:{2:"error",4:"journey",6:"EOF",9:"SPACE",11:"NEWLINE",15:":",17:"title",18:"acc_title",19:"acc_title_value",20:"acc_descr",21:"acc_descr_value",22:"acc_descr_multiline_value",23:"section",24:"taskName",25:"taskData",26:"open_directive",27:"type_directive",28:"arg_directive",29:"close_directive"},productions_:[0,[3,3],[3,2],[5,0],[5,2],[8,2],[8,1],[8,1],[8,1],[7,4],[7,6],[10,1],[10,2],[10,2],[10,1],[10,1],[10,2],[10,1],[12,1],[13,1],[16,1],[14,1]],performAction:function(t,e,n,r,i,a,o){var 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21:r.parseDirective("}%%","close_directive","journey")}},table:[{3:1,4:e,7:3,12:4,26:n},{1:[3]},t(r,[2,3],{5:6}),{3:7,4:e,7:3,12:4,26:n},{13:8,27:[1,9]},{27:[2,18]},{6:[1,10],7:21,8:11,9:[1,12],10:13,11:[1,14],12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},{1:[2,2]},{14:22,15:[1,23],29:u},t([15,29],[2,19]),t(r,[2,8],{1:[2,1]}),t(r,[2,4]),{7:21,10:25,12:4,17:i,18:a,20:o,22:s,23:c,24:l,26:n},t(r,[2,6]),t(r,[2,7]),t(r,[2,11]),{19:[1,26]},{21:[1,27]},t(r,[2,14]),t(r,[2,15]),{25:[1,28]},t(r,[2,17]),{11:[1,29]},{16:30,28:[1,31]},{11:[2,21]},t(r,[2,5]),t(r,[2,12]),t(r,[2,13]),t(r,[2,16]),t(h,[2,9]),{14:32,29:u},{29:[2,20]},{11:[1,33]},t(h,[2,10])],defaultActions:{5:[2,18],7:[2,2],24:[2,21],31:[2,20]},parseError:function(t,e){if(!e.recoverable){var n=new Error(t);throw n.hash=e,n}this.trace(t)},parse:function(t){var e=this,n=[0],r=[],i=[null],a=[],o=this.table,s="",c=0,l=0,u=0,h=2,f=1,d=a.slice.call(arguments,1),p=Object.create(this.lexer),g={yy:{}};for(var y in 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