# $Id: $ ## @file # # kBuild - testcase for the math functions. # # Copyright (c) 2007 knut st. osmundsen # # # This file is part of kLdr. # # kLdr is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # kLdr is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with kLdr; if not, write to the Free Software # Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA # # DEPTH = ../.. include $(PATH_KBUILD)/header.kmk ifneq ($(not 1),) $(error The 'not' function is missing) endif ifneq ($(eq 1,1),1) $(error The 'eq' function is missing) endif ASSERT_TRUE = $(if $(not $(1)),$(error failure: '$(1)' isn't true)) ASSERT_FALSE = $(if $(1) ,$(error failure: '$(1)' isn't false)) $(call ASSERT_TRUE, $(int-eq 0x0, 0)) $(call ASSERT_FALSE,$(int-eq 1, 0)) $(call ASSERT_FALSE,$(int-eq 1123123123, 9898787987)) $(call ASSERT_TRUE, $(int-eq 1234567890, 1234567890)) $(call ASSERT_TRUE, $(int-eq 0x1c, 28)) $(call ASSERT_TRUE, $(int-eq 1c, 28)) $(call ASSERT_TRUE, $(int-ne 0x123, -0x123)) $(call ASSERT_TRUE, $(int-ne 123, -0x123)) $(call ASSERT_FALSE,$(int-ne 0x100, 256)) $(call ASSERT_FALSE,$(int-ne 0x0, 0)) $(call ASSERT_FALSE,$(int-ne 0x1c, 28)) $(call ASSERT_TRUE, $(int-le 0, 0)) $(call ASSERT_TRUE, $(int-le -0, 0)) $(call ASSERT_FALSE,$(int-le 5, 1)) $(call ASSERT_FALSE,$(int-lt 5, 1)) $(call ASSERT_FALSE,$(int-lt 5, 5)) $(call ASSERT_TRUE, $(int-lt 9, 10)) $(call ASSERT_TRUE, $(int-lt -9, -8)) $(call ASSERT_TRUE, $(int-ge 0, 0)) $(call ASSERT_TRUE, $(int-ge -0, 0)) $(call ASSERT_TRUE, $(int-ge 1, 0)) $(call ASSERT_TRUE, $(int-ge -55, -55)) $(call ASSERT_TRUE, $(int-ge 512, 400)) $(call ASSERT_TRUE, $(int-ge -18, -19)) $(call ASSERT_FALSE,$(int-ge -19, -18)) $(call ASSERT_FALSE,$(int-ge 15, 20)) $(call ASSERT_FALSE,$(int-gt 15, 20)) $(call ASSERT_FALSE,$(int-gt 15, 15)) $(call ASSERT_TRUE, $(int-gt 20, 15)) ASSERT2 = $(if $(not $(int-eq $(1),$(2))),$(error failure: '$(1)' -ne '$(2)')) $(call ASSERT2,$(int-add 1, 1),0x2) $(call ASSERT2,$(int-add 1, 1, 1, 1, 1, 1, 1),7) $(call ASSERT2,$(int-add 1, -1),0) $(call ASSERT2,$(int-sub 1, -1),2) $(call ASSERT2,$(int-sub 1, 5),-4) $(call ASSERT2,$(int-mul 0x10, 0x20),0x200) $(call ASSERT2,$(int-mul 0x20, 0x10),0x200) $(call ASSERT2,$(int-mul 4, 7),28) $(call ASSERT2,$(int-mul 2, 2, 2, 2, 2, 4, 1, 1, 1, 1),128) $(call ASSERT2,$(int-div 0x1000, 0x100),0x10) $(call ASSERT2,$(int-div 999, 10),99) $(call ASSERT2,$(int-div 4096, 4,2,2,2,2),64) #$(call ASSERT2,$(int-div 0x1230023213, 0),0x0) $(call ASSERT2,$(int-mod 19, 10),9) $(call ASSERT2,$(int-mod 9, 10),9) $(call ASSERT2,$(int-mod 30, 10),0) $(call ASSERT2,$(int-not 0),-1) $(call ASSERT2,$(int-and 1, 1),1) $(call ASSERT2,$(int-and 0x123123214, 0xfff),0x214) $(call ASSERT2,$(int-and 0x123123214, 0xf0f, 0xf),4) $(call ASSERT2,$(int-or 1, 1, 1, 2, 2),3) $(call ASSERT2,$(int-xor 1, 1, 2, 2),0) $(call ASSERT2,$(int-xor 1, 2, 4),7) all_recursive: $(ECHO) The math works. 6 * 7 = $(int-mul 6,7)