代码搜索：617

找到约 3,325 项符合「617」的源代码

代码结果 3,325
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txt rfc617.txt

Network Working Group Edward Taft (PARC-MAXC) Request for Comments: 617 Feb 1974 NIC #21771 A Note o
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cpp ex617_odbc.cpp

#include using namespace std; #include #define OTL_ODBC_ENTERPRISEDB // Compile OTL 4.0/EnterpriseDB-ODBC // Uncomment the #define below when used in Linux / Unix //#defi
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bak 617_uv2.bak

### uVision2 Project, (C) Keil Software ### Do not modify ! Target (Target 1), 0x0000 // Tools: 'MCS-51' Group (Source Group 1) File 1,2, Options 1,0,0 // Target 'T
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www.eeworm.com/read/322174/13387942

cpp ex617_odbc.cpp

#include using namespace std; #include #define OTL_ODBC_ENTERPRISEDB // Compile OTL 4.0/EnterpriseDB-ODBC // Uncomment the #define below when used in Linux / Unix //#defi
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www.eeworm.com/read/408668/11377648

bak 617_uv2.bak

### uVision2 Project, (C) Keil Software ### Do not modify ! Target (Target 1), 0x0000 // Tools: 'MCS-51' Group (Source Group 1) File 1,2, Options 1,0,0 // Target 'T
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www.eeworm.com/read/402770/11528463

cpp ex617_odbc.cpp

#include using namespace std; #include #define OTL_ODBC_ENTERPRISEDB // Compile OTL 4.0/EnterpriseDB-ODBC // Uncomment the #define below when used in Linux / Unix //#defi
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www.eeworm.com/read/16589/680551

h as12f617.h

; HI-TECH Software PICC Assembler header file. ; Definitions based on C header file: pic12f617.h. ; NOTE: PICC assembler option -P is required to preprocess assembler sources. ; Special Func
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m p617f.m

function xdot=p617f(t,x) % P617f.m Define the equations xdot=Ax+[0 1]'*f(t); % A=[0 1;-1 0]; % CALL: xdot=p617f(t,x) % funct=1-(t^2)/(pi^2); if t > pi funct=0; end xdot=[0 1;-1 0]*x + [0 1]'*funct
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www.eeworm.com/read/439112/1810365

nasl deb_617_1.nasl

# OpenVAS Vulnerability Test # $Id$ # Description: Auto-generated from advisory DSA 617-1 # # Authors: # Thomas Reinke # # Copyright: # Copyright (c) 2007 E-Soft Inc. http:/
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www.eeworm.com/read/475765/6777761

m p617f.m

function xdot=p617f(t,x) % P617f.m Define the equations xdot=Ax+[0 1]'*f(t); % A=[0 1;-1 0]; % CALL: xdot=p617f(t,x) % funct=1-(t^2)/(pi^2); if t > pi funct=0; end xdot=[0 1;-1 0]*x + [0 1
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