Even simpler attempt at solving the .dSYM mess.
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6426f05b8f
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@ -31,7 +31,7 @@ $$(HLIB$(2)_H_$(4))/$$(CFG_LIBRUSTC): \
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@$$(call E, cp: $$@)
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@$$(call E, cp: $$@)
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$$(Q)cp $$< $$@
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$$(Q)cp $$< $$@
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$$(Q)cp -R $$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBRUSTC_GLOB) \
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$$(Q)cp -R $$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBRUSTC_GLOB) \
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$$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBRUSTC_DSYM_GLOB) \
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$(wildcard $$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBRUSTC_DSYM_GLOB)) \
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$$(HLIB$(2)_H_$(4))
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$$(HLIB$(2)_H_$(4))
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$$(HLIB$(2)_H_$(4))/$$(CFG_LIBSYNTAX): \
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$$(HLIB$(2)_H_$(4))/$$(CFG_LIBSYNTAX): \
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@ -43,7 +43,7 @@ $$(HLIB$(2)_H_$(4))/$$(CFG_LIBSYNTAX): \
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@$$(call E, cp: $$@)
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@$$(call E, cp: $$@)
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$$(Q)cp $$< $$@
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$$(Q)cp $$< $$@
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$$(Q)cp -R $$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBSYNTAX_GLOB) \
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$$(Q)cp -R $$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBSYNTAX_GLOB) \
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$$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBSYNTAX_DSYM_GLOB) \
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$$(wildcard $$(TLIB$(1)_T_$(4)_H_$(3))/$(LIBSYNTAX_DSYM_GLOB)) \
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$$(HLIB$(2)_H_$(4))
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$$(HLIB$(2)_H_$(4))
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$$(HLIB$(2)_H_$(4))/$$(CFG_RUNTIME): \
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$$(HLIB$(2)_H_$(4))/$$(CFG_RUNTIME): \
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