neutron mathmatics

 neutron mathmatics in the neutyron mathmctsi we cosnider that photon goes in neutron active phase and in that phase the number actvities measn numnebr is what its realization of them own so means human is thnking but their own realizaiton makes the feunses and teh more things the n in taht iof photon is neutornis then their activyut is nutronic then syemmtric colour phase not even brigth not even alongs in but soem usal series of comrehensions that will say taht goes to styop soem distsnce in soem where 

liek 2=0 that we could say whgere t2o is some eqauioton of time x+e+r =2 and t+t1 =0 why if one is time equation one distance euqaiotn then in in nuetron posriblatics if we make euqiavbirum in nterun ewuaiton that all is neutorn stabolties and non netrun stsblities of them then they will cisder in same sitation so means what the numebr is neurton spectrum or the numebr spectrum is what is neurton spetcurm in suhc that ways where the pioiunt is what so what is free nmatures sub acquiers or titel so neuron eauiton coudl be equaotn of normal so its always ytends to zero netrolaities of currents and same ways if the equaiton tahts i tedsn  to tiem and goes to soem where with 2=0 then same ways 2 is coud be amtrues eeqaiotn reuslt and woudl give the ansers and same all teh mathmatical eqwuaiton works to donw things 

so the eqaiotn that we write lke ysquer = 4ax its means whny curves ist atmic premilary movement and netruist movenet reaction to undertsand physics thatw aht eclipses an dwhen they geos to one sides then why they go oen side and ebcoemn 0 thsi ais also premislsey theta tey besdie to negleciton cretaes manecuress mathamtics 

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