{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Robot Framework Jupyter example\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [], "source": [ "*** Settings ***\n", "\n", "Library SeleniumLibrary\n", "Library SeleniumScreenshots\n", "\n", "Suite teardown Close all browsers" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [], "source": [ "*** Keywords ***\n", "\n", "Open url\n", " [Arguments] ${url}\n", " Open browser ${url} browser=headlessfirefox\n", " Set window size 800 600" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [ { "data": { "text/html": [ "

Log | Report

" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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" }, "metadata": { "image/png": { "height": 220, "width": 220 } }, "output_type": "display_data" } ], "source": [ "*** Test Cases ***\n", "\n", "Show the new Robot Framework logo\n", " Open url https://twitter.com/robotframework\n", " Page should contain Robot Framework\n", " Capture and crop page screenshot robotframework.png\n", " ... css=.ProfileAvatar-image " ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [ { "data": { "text/html": [ "

Log | Report

" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": "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" }, "metadata": { "image/png": { "height": 104, "width": 203 } }, "output_type": "display_data" } ], "source": [ "*** Test Cases ***\n", "\n", "Show Plone logo\n", " Open url https://plone.org\n", " Page should contain element css=.navbar-brand\n", " Capture and crop page screenshot plone.png\n", " ... css=.navbar-brand" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "slide" }, "tags": [ "raises-exception" ] }, "outputs": [ { "data": { "text/html": [ "

Log | Report

" ] }, "metadata": {}, "output_type": "display_data" }, { "ename": "", "evalue": "", "output_type": "error", "traceback": [ "==============================================================================", "Jupyter ", "==============================================================================", "Demonstrate failing test | FAIL |", "Page should have contained text 'Hello World!' but did not.", "------------------------------------------------------------------------------", "Jupyter | FAIL |", "1 critical test, 0 passed, 1 failed", "1 test total, 0 passed, 1 failed", "==============================================================================", "Output: /run/user/1000/tmp6lyytu9s/output.xml" ] }, { "data": { "image/png": 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" }, "metadata": { "image/png": { "height": 526, "width": 790 } }, "output_type": "display_data" } ], "source": [ "*** Test Cases ***\n", "\n", "Demonstrate failing test\n", " Open url https://plone.org\n", " Page should contain Hello World!" ] } ], "metadata": { "celltoolbar": "Slideshow", "kernelspec": { "display_name": "Robot Framework", "language": "robotframework", "name": "robotkernel" }, "language_info": { "codemirror_mode": "robotframework", "file_extension": ".robot", "mimetype": "text/plain", "name": "robotframework", "pygments_lexer": "robotframework" } }, "nbformat": 4, "nbformat_minor": 2 }