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wd-bitcoin-cryptolib.wdp
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#To edit and compare internal_properties, use WINDEV integrated tools.
#Internal properties refer to the properties of controls in windows, reports, etc.
info :
name : wd-bitcoin-cryptolib
major_version : 26
minor_version : 0
type : 4097
description : Composant de gestion des primitive cryptographiques de bitcoin en WLangage
subtype : 0
project :
identifier : 0x0
internal_properties : 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
configurations :
-
name : Composant
internal_properties : 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
configuration_id : 10257092926760064584
type : 4
generation_directory : .\Exe\Composant
version : {}
language : 1
64bits : true
new_features_help :
name : ""
internal_properties : BgAAAAYAAABsiBTc4bz/qKABEw2wWslabrrDdy4lwbYSmnkAUnxfowA5LjysoK17JMAJ1qJWqLOSWrRHyebvZauF
-
name : Exécutable Linux 64 bits
internal_properties : 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configuration_id : 8968567203522106920
type : 9
generation_directory : .\Exe\Exécutable Linux 64 bits
generation_name : wd-bitcoin-cryptolib
version :
major_version : 1
generation_version : 158
internal_generation_version : 179
language : 1
64bits : true
new_features_help :
name : ""
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name : Exécutable Windows 32 bits
internal_properties : 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
configuration_id : 14335131888666506207
type : 1
generation_directory : .\Exe\32
generation_name : ArithmetiqueModulaire.exe
version :
major_version : 1
generation_version : 47
internal_generation_version : 48
language : 1
new_features_help :
name : ""
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name : Exécutable Windows 64 bits
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generation_name : wd-bitcoin-cryptolib64.exe
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p_codes :
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// TODO LIST
// -OPTIM Asm de la multiplication par 2,3,4, 8
// -TA de ECDSA avec https://crypto.stackexchange.com/questions/41316/complete-set-of-test-vectors-for-ecdsa-secp256k1
// - OTIMS verif :
// -shamir trick
// -optim spécifique de la multiplication 256x256 mod P
// -voir si d'autre projections de jacobi sont plus efficaces
// -voir http://cacr.uwaterloo.ca/techreports/2005/cacr2005-28.pdf
/// https://www.iacr.org/archive/crypto2001/21390189.pdf
gbModeBench est un booléen
gbModeTest est un booléen
<compile si Configuration="Exécutable Linux 64 bits">
// on teste que tout est OK
si pas mini_auto_test() ALORS
FinProgramme()
FIN
<fin>
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