THERE IS SO MANY KIND OF ZERO EXISTS AND ZERO SIGNALS

one in it lower bound zero the zero that continuties always tends to some lowr bound nuemric acceptances but with these numebr it cant adjuts but also it cnat adjust with upper boud numerics uppr bound zero the zero that continuiies alwayas tends to some uppenr bound nuemric accenatcne but with thesee it cant adjust with any operators adjustmnets means what is this menas th theiry that i have written it also wokr with the conity of zero of suhc kind of but this zero with norla zero hva eproblem emnas lower bound zero with normla zero has dip and with as upper bound upper bound zero float over zero means adderessing nature menas you coudl find if there is three zero is same itneisty has given thta you cnat differ then signalling may diffefr to them by compre nad emepression of them recignad non recving of them but lower nad upper means diping an floating of them then converion in lowr bon zero to upepr bound zero upepr broun zero to lower boudn zero then symmertic then ssignal creation happens recevelmetn happens braod zero same ways you could create braod zero and band zero thta zero strip is broad or not means diatnce that si zero if th diatcne is zero ffro zero signaling thne zeo will remians zero when band wil be zero so thsi two kidnd of new zero so broad bound zero so cooroidnate broad zero where we use two differ lower bound zero as cooridnates then same ways in other ides two differ lower bound zero as cooridnates or upper bound as coorndiates that si zero then we meuares the dissatnces of braods ame we band of them , we band of them mean colours here we makes colurs coodrintes or reflections all depns on gratidte signls and time siganl so there is four more kind fo zero lower bound zero upper boun zero broad zero band zero lower-upper bound lower-miidie-upper bound encaplsulate zero zero is hidden in other zero means lowr bound zero with its own contnity in uppe rbound nad miidle bound zero or anay numbers with operaation thta applies with 0 of upper bound middlel bound zero abstarct zero empty scae zero a zero that dont hve idnetyt enas dint have signal about itw own idnetyt that hwta is its idnety eans it cnat be opertionfullle with all above an dpervious discuues about zero