From 8e348c427d2b8dc670a2967e6cb8d2de4f897f7a Mon Sep 17 00:00:00 2001 From: fauxpark Date: Fri, 12 Jul 2019 05:05:13 +1000 Subject: [PATCH] Display firmware size percentage (#6307) --- message.mk | 4 ++-- tmk_core/rules.mk | 1 + 2 files changed, 3 insertions(+), 2 deletions(-) diff --git a/message.mk b/message.mk index 734de86457..ec9bacbf49 100644 --- a/message.mk +++ b/message.mk @@ -79,8 +79,8 @@ MSG_TEST = Testing $(BOLD)$(TEST_NAME)$(NO_COLOR) MSG_CHECK_FILESIZE = Checking file size of $(TARGET).hex MSG_FILE_TOO_BIG = $(ERROR_COLOR)The firmware is too large!$(NO_COLOR) $(CURRENT_SIZE)/$(MAX_SIZE) ($(OVER_SIZE) bytes over)\n MSG_FILE_TOO_SMALL = The firmware is too small! $(CURRENT_SIZE)/$(MAX_SIZE)\n -MSG_FILE_JUST_RIGHT = The firmware size is fine - $(CURRENT_SIZE)/$(MAX_SIZE) ($(FREE_SIZE) bytes free)\n -MSG_FILE_NEAR_LIMIT = The firmware size is approaching the maximum - $(CURRENT_SIZE)/$(MAX_SIZE) ($(FREE_SIZE) bytes free)\n +MSG_FILE_JUST_RIGHT = The firmware size is fine - $(CURRENT_SIZE)/$(MAX_SIZE) ($(PERCENT_SIZE)%%, $(FREE_SIZE) bytes free)\n +MSG_FILE_NEAR_LIMIT = The firmware size is approaching the maximum - $(CURRENT_SIZE)/$(MAX_SIZE) ($(PERCENT_SIZE)%%, $(FREE_SIZE) bytes free)\n MSG_PYTHON_MISSING = $(WARN_COLOR)WARNING:$(NO_COLOR)\n \ Python 3 is not installed. It will be required by a future version\n\ of qmk_firmware.\n\n\ diff --git a/tmk_core/rules.mk b/tmk_core/rules.mk index 8f876a383c..96b6e3a271 100644 --- a/tmk_core/rules.mk +++ b/tmk_core/rules.mk @@ -398,6 +398,7 @@ check-size: $(eval CURRENT_SIZE=$(shell if [ -f $(BUILD_DIR)/$(TARGET).hex ]; then $(SIZE) --target=$(FORMAT) $(BUILD_DIR)/$(TARGET).hex | $(AWK) 'NR==2 {print $$4}'; else printf 0; fi)) $(eval FREE_SIZE=$(shell expr $(MAX_SIZE) - $(CURRENT_SIZE))) $(eval OVER_SIZE=$(shell expr $(CURRENT_SIZE) - $(MAX_SIZE))) + $(eval PERCENT_SIZE=$(shell expr $(CURRENT_SIZE) \* 100 / $(MAX_SIZE))) if [ $(MAX_SIZE) -gt 0 ] && [ $(CURRENT_SIZE) -gt 0 ]; then \ $(SILENT) || printf "$(MSG_CHECK_FILESIZE)" | $(AWK_CMD); \ if [ $(CURRENT_SIZE) -gt $(MAX_SIZE) ]; then \