Commit db2df75b authored Oct 04, 2010 by zeiss

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parent 1cb03e54

07_expressions/0701_operators/070101_arithmetic_operators/Syn_070101_ArithmeticOperators_001.ttcn

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		** @version $Rev$
		** @purpose 1:7.1.1, Ensure that the addition of two integers
		in a constant is accepted.
		** @verdict pass accept
		** @verdict pass accept, noexecution
		*****************************************************************/

		module Sem_070101_ArithmeticOperators_001 {

07_expressions/0701_operators/070101_arithmetic_operators/Syn_070101_ArithmeticOperators_002.ttcn

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		** @version $Rev$
		** @purpose 1:7.1.1, Ensure that the substraction of two integers
		in a constant is accepted.
		** @verdict pass accept
		** @verdict pass accept, noexecution
		*****************************************************************/

		module Sem_070101_ArithmeticOperators_001 {

07_expressions/0701_operators/070101_arithmetic_operators/Syn_070101_ArithmeticOperators_003.ttcn

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		** @version $Rev$
		** @purpose 1:7.1.1, Ensure that the multiplication of two integers
		** in a constant is accepted.
		** @verdict pass accept
		** @verdict pass accept, noexecution
		*****************************************************************/

		module Sem_070101_ArithmeticOperators_003 {

07_expressions/0701_operators/070101_arithmetic_operators/Syn_070101_ArithmeticOperators_004.ttcn

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		** @version $Rev: 12 $
		** @purpose 1:7.1.1, Ensure that the division of two integers
		** in a constant is accepted.
		** @verdict pass accept
		** @verdict pass accept, noexecution
		*****************************************************************/

		module Sem_070101_ArithmeticOperators_004 {

07_expressions/0701_operators/070101_arithmetic_operators/Syn_070101_ArithmeticOperators_005.ttcn

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		** @version $Rev: 12 $
		** @purpose 1:7.1.1, Ensure that the modulo operator on two
		** integers is accepted.
		** @verdict pass accept
		** @verdict pass accept, noexecution
		*****************************************************************/

		module Sem_070101_ArithmeticOperators_005 {