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Measuring Horizontal-ness

A lipstick, or a round pencil. Just put it down on the glass top, & see if it rolls. One way, then the other way. Easy.
 
Some good ideas here
Upto now I've used the method where by if my cooking pot shoots off the hob whilst cooking then I know I'm not level!

Always had ramps in the van and never used them
 
I use an App called Clinovintage

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