diff --git a/uppsrc/ide/app.tpp/Flags_en-us.tpp b/uppsrc/ide/app.tpp/Flags_en-us.tpp index b5b961d2a..475f751de 100644 --- a/uppsrc/ide/app.tpp/Flags_en-us.tpp +++ b/uppsrc/ide/app.tpp/Flags_en-us.tpp @@ -48,7 +48,7 @@ configuration or edit existing one in the flags editor (`[1`]) shown below:&] [s0; &] [s0;= -@@rawimage:3329&1260 +@@rawimage:2774&1050 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zdvIhsJlVBDazhrqqqs0WklpWEpyMcgHOkG8zZtUFLfNndGJ9BzNm+AAAAIDmEdDqMuDVdBqmVP0MXWUzbq5aBj1XuX1VdvpmhRm88rN17vXumT2jkvruRsuWu8q1V11nVtWmUUnwrCmM/dKARsADAAAACHi1OUWzptk8X967atiusjBXaf2y1+BVdnqmryGv7GmbkvcpmeWDnFFFgHMvjWqCoK+DQ1ADAAAACHg/dzvTx89VXgvnw7Kma/SqC3dVPQXB/H8sgFl4cAbx/AAAAABJRU5ErkJggg==) &] [s0; &] diff --git a/uppsrc/ide/app.tpp/Flags_en-us.tppi b/uppsrc/ide/app.tpp/Flags_en-us.tppi index fe1abc3eb..41e8bad14 100644 --- a/uppsrc/ide/app.tpp/Flags_en-us.tppi +++ b/uppsrc/ide/app.tpp/Flags_en-us.tppi @@ -191,110 +191,110 @@ COMPRESSED 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By default the file should be localized in the installation directory. However, it depends on the operating system and the way you installed U`+`+.&] +[s0; &] [s3;:2: 2. Assemblies and Packages&] [s5; In this section we show how to create your own main package. It can be treated as project, solution etc.&] +[s0; &] [s21;:2`_1: 2.1 Selecting assembly&] [s5; After you launch TheIDE on the screen window should appear. This window acts as a hub. When you can select/create packages diff --git a/uppsrc/ide/app.tpp/GettingStarted_en-us.tppi b/uppsrc/ide/app.tpp/GettingStarted_en-us.tppi index 99878bfaf..62cb6c152 100644 --- a/uppsrc/ide/app.tpp/GettingStarted_en-us.tppi +++ b/uppsrc/ide/app.tpp/GettingStarted_en-us.tppi @@ -5,771 +5,771 @@ COMPRESSED 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