how polar quantom gates defines its own legacy

thsi agets works differently in thsi my innnnovatioon imagine we have npie and npie/2 sow we have distance where npie deduce ist own legacyy tehn this raidus is offsphere radius beyond teh angle its in ratio of raiudsnthat coudl change time to time as constant a=n(sin-1 (pie) lim r1,r2 tends to 0 1f(sqrt r1 square + r2 square/r1) why limit tends to r1 and r2 because theu=ir continuity and discontnuity 1 is given continuis component in all direction and 0 is given 0 by all directions same for this equation b=m(cos -1(pie/2).lim r1,r2, tends to 0sqrt r1 square + r2 square/r2)b=0 limit of function r wil tends to 1 and 0 two polar qubit simual atnaously whwre r1 and r2 is athe value of one is for the perpedicular one is for tah abse then we can exhcnage then they bring under the and 0 and 1 in udnerrorot r1square+r2 square then moe bit from two bit combciantion it done by oepration 1pow 2pie/3 0 pow pie 0pow pie/3 1 pow pie/2 1pow pie/4 0 pwo pie/4 1poe pie/2 1pow pie/3 result 0 0 0 1(remains 1 pow pie/2-pie/3) 1 0 1(ramains 1 powpie/2-pie/3) 0 remaisn qbit 0 0 0 1 0 0 1 0

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