Proof
In our conscios observations we observe many things in the real world. We make deductions or meanings of what we observe. But when it comes to prove the world these new meanings and deductions it becomes difficult unless and untill we state the majority of numbers. For eg. if we see that when it comes to proofs of any real thing we either prove it by numbers or statistics or we prove it using eternal proofs of others to get generalized patterns. In case of general acceptance we prove things using statistics or general vote. But at times a simple statement bsed on the logical statements that exist already helps in building over our own deductions with the support of the existing deductions. For example if there is a bridge to be built the engineer uses an existing strong obsejct to support the bridge. he may use the land or the mountains and put his pillars inside it to make those pillars stable. But then waht matters is that once these pillars are stable on the dependency of other stab