diff --git a/uppbox/Scripts/updateinfo.txt b/uppbox/Scripts/updateinfo.txt index 34a242557..bce7711b7 100644 --- a/uppbox/Scripts/updateinfo.txt +++ b/uppbox/Scripts/updateinfo.txt @@ -2,6 +2,7 @@ IDE Update license agreement year +Update year in Copying files - replace "Copyright (c) 1998, 201x, The U++ Project" About, BSD diff --git a/uppbox/uppweb/www.tpp/FAQ_en-us.tpp b/uppbox/uppweb/www.tpp/FAQ_en-us.tpp index fab9bc67d..dec3807cf 100644 --- a/uppbox/uppweb/www.tpp/FAQ_en-us.tpp +++ b/uppbox/uppweb/www.tpp/FAQ_en-us.tpp @@ -149,25 +149,6 @@ localization of discussed switch:&] @@rawimage:3711&370 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) &] -[s23; What is the meaning of `"Optimal`", `"Optimize speed`" and `"Optimize -size`" release settings?&] -[s22; Generally, you are not supposed to use `"Optimize speed`" or -`"Optimize size`".&] -[s22; The thing is that most of application code does not need to -be speed optimized. And speed optimized code is generally significantly -longer than size optimized code (mostly because all inline functions -are really in lined).&] -[s22; Therefore TheIDE / U`+`+ is able to mark files with `"F`" flag -that are supposed to be speed optimized; rest is considered a -size optimized code. Usually, only 5`-10% of code really needs -to be speed optimized.&] -[s22; In the `"Optimal`" mode, these file flags are used. In `"force -speed`" / `"force size`", they are ignored. Those two `"force`" -modes in fact are mostly development utilities to allow you comparison -between fully speed optimized code and `"optimal`" version. Anyway, -your reaction if `"Speed optimized`" code is significantly faster -than `"Optimal`" should be to identify more files or packages -to have `"F`" flag and to get the performance on par.&] [s23; Could someone point me to a detailed, step by step, description how to build the IDE from the fresh SVN sources? (I do have TheIDE installed.)&] diff --git a/uppbox/uppweb/www.tpp/FAQ_en-us.tppi b/uppbox/uppweb/www.tpp/FAQ_en-us.tppi index fa1ec77bd..12ca2599c 100644 --- a/uppbox/uppweb/www.tpp/FAQ_en-us.tppi +++ b/uppbox/uppweb/www.tpp/FAQ_en-us.tppi @@ -874,816 +874,814 @@ COMPRESSED 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+84,252,81,240,143,44,191,2,255,60,175,79,40,254,44,221,51,117,255,250,17,135,227,143,60,210,79,23,53,217,111,16,198,85,81,100,243,191,92,98,253,177,253,127,251,207,156,240,107,213,245,175,127,255,247,255,15,200,182,32,241, diff --git a/uppbox/uppweb/www.tpp/all.i b/uppbox/uppweb/www.tpp/all.i index d86867627..36c5465ff 100644 --- a/uppbox/uppweb/www.tpp/all.i +++ b/uppbox/uppweb/www.tpp/all.i @@ -34,6 +34,10 @@ TOPIC("SupportedPlatforms_en-us") #include "SupportedPlatforms_en-us.tppi" END_TOPIC +TOPIC("Tutorials_en-us") +#include "Tutorials_en-us.tppi" +END_TOPIC + TOPIC("UppTechnologies_en-us") #include "UppTechnologies_en-us.tppi" END_TOPIC