{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Robot Framework Jupyter example\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [], "source": [ "*** Settings ***\n", "\n", "Library Selenium2Library\n", "Library Selenium2Screenshots\n", "\n", "Suite teardown Close all browsers" ] }, { "cell_type": "code", "execution_count": 8, "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": 9, "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": 5, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [ { "data": { "text/html": [ "Log | Report" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "==============================================================================\n", "Jupyter \n", "==============================================================================\n", "Demonstrate failing test | FAIL |\n", "Page should have contained text 'Hello World!' but did not.\n", "------------------------------------------------------------------------------\n", "Jupyter | FAIL |\n", "1 critical test, 0 passed, 1 failed\n", "1 test total, 0 passed, 1 failed\n", "==============================================================================\n", "Output: /run/user/1000/tmp9zzgugmw/output.xml\n" ] }, "metadata": {}, "output_type": "display_data" }, { "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 }