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* Add ranges * Initial Hugo setup * Work in progress * Added selection for local or remote site * Updated to 'light' theme * Changed to using Hextra Hugo theme * Changed to using Hextra Hugo theme * Changed to Hextra Hugo theme * Change to Hextra Hugo theme * Updated Hugo setup. * Updated Hugo setup. # Conflicts: # docs/releases/_index.md * Work in progress * Added new fonts Added new documentation * Latest documentation updates * Latest documentation updates # Conflicts: # docs/containers/array.md # docs/containers/array_view.md # docs/containers/array_wrapper.md # docs/containers/bip_buffer_spsc_atomic.md # docs/containers/bitset.md # docs/containers/indirect_vector.md # docs/containers/vector.md # docs/getting-started/compilers.md * Added bloom_filter markdown doc * Added more documentation Updated CSS for light and dark modes * Fixed some menus Added mode documentation files * Updated CSS rules Added badges to home page Added uniqur_ptr + pool tutorial * Fixed formatting on the home page markdown Modified light amd dark code formatting * Updated unique_ptr-with-pool * Added container and shared message tutorials * Updates to documentation * Added const_multimap * Updated source-formatting.md * Added initial raw text files form Web site editor * Innore coverage build directory * Exported raw text documentation files from the web site editor * Hugo updates * Added Hugo intalation and markdown descriptions * More addition to the documentation * Added closure.md and updates to delegate.md * Added format.md * Added documentation for etl::delegate_observable, etl::function, Base64 codec * Added io_port documentation * Added basic_format_spec * Added documentation for string_stream and string utilities. * Added more documentation Updated the documentation CSS * Added documentation for clocks, day, duration * Added more documentation for chrono classes Updated callouts * More chrono documentation * Completed chrono documentation * Maths functions documentation * Completed maths documentation * Completed maths documentation * Completed maths documentation * Completed maths documentation * Added multiple documentation files * Added iterator.md * Added debug_count.md and versions.md * Added debug_count.md and versions.md * Added more documentation * More documentation * Added some design pattern documentation Modified some of the layout files Modified the About documentation * Converted more documentation pages Modified the site CSS * Added more documentation Moced some documentation files to new directories * Added more documentation Tweaks to CSS * Added callback_timer_deferred_locked documentation * Added callback_timer_locked documentation * More documentation updates * More documentation updates * More documentation updates * New documentation files. Harmonised file name format * New documentation files. * Multiple document updates * Multiple document updates * Final conversion of web pages * Updates before PR * Updates before PR * Updates before PR # Conflicts: # docs/blog/_index.md * Final pre PR updates * Updates to message framework documentation * Renamed directory * Fix spelling * Added author and date to blog files Moved documentation files merged from development * Fixed 'Description' typo * Fix typos # Conflicts: # docs/IO/io_port.md # docs/containers/sets/const-multiset.md # docs/containers/sets/const-set.md # docs/maths/correlation.md # docs/maths/gamma.md * Renamed two files to lower case * Minor renaming * Added author and date * Updated callout on bresenham_line.md Added support for showing the ETL version on the documentation first page, by copying the version.txt file as a hugo asset. Updated the Python 'update_release.py' to copy 'version.txt' * Replace space in filename with hyphen. Added more information to hugo-commands.md * Replace space in filename with hyphen. Added more information to hugo-commands.md # Conflicts: # docs/getting-started/view-the-docs-locally/hugo-commands.md * Added a link to pseudo_moving_average.md * Updated title pages for groups * Fixed missing 404 for non-existent pages * Fixed coordinate variable names in the 'Calculating the intersection' example --------- Co-authored-by: Roland Reichwein <Roland.Reichwein@bmw.de> Co-authored-by: John Wellbelove <john.wellbelove@etlcpp.com> Co-authored-by: John Wellbelove <john.wellbelove@etlcpp.co.uk>
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27 KiB
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"></image></svg> 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