{ "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": 6, "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": [ "
" ] }, "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": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "**Log | Report** -links are javascript-links and require you to *Trust notebook* from Notebook or Lab user interface." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "slide" } }, "outputs": [ { "data": { "text/html": [ "" ] }, "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": [ "" ] }, "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/tmpw8agwl6g/output.xml" ] }, { "data": { "image/png": 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" }, "metadata": { "image/png": { "height": 526, "width": 800 } }, "output_type": "display_data" } ], "source": [ "*** Test Cases ***\n", "\n", "Demonstrate failing test\n", " Open url https://plone.org\n", " Page should contain Hello World!" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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 }