GUNTERTABLE3 : for the Periodic Table of Planck Unit Constants
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PWR OF TEN | IDENTITIES, NOTES, REFERENCES | UNITS
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AUN = Atomic unit of PUN = Planck unit of
0.0000000 1 = [10]^0 = [Anything]^0
$0$ = {[10]^0}{[PM]^0}{[PL]^0}{[Pf]^0}{{[k]^0} ORIGIN
- 11.0528513 [k] = 1/{[4Pi][Ke]} Fradmetr=Cuulhrtzmetrwebr
= [Q0]/{4[w0][v0]} = {[Jf]^2}[Me][a0][Pi]/4 hnryh2tzmetr
= 1/{[c^2][d]} = [Jf][Me]/{4[a0][B0]} hrtzmetrohmm
= 1/{[z0][c]} = 1/{2[v0][RK]} = [AUN permittivity]/[4Pi]
$0$ = ({[PL][Pf]}^-2)/[d] = vacuum permittivity
- 7.6628218 [PM] = [PE]/[c^2] = {[Q0]^2}[d]/{[4Pi][aa][PL]} Kgrm
= [Me][a0][aa]/[PL] = {[aa]^2}[Me][Pf]/[2af] = [hB]/{[PL][c]}
= [z0]{[PQ]^2}/{[PL][c]} = [Pk][Bk][d][k] = [k]{[PL]^3}{[PB]^2}
= [z0]{[PC]^2}/({[PL]^2}{[Pf]^3}) = ({[Q0]^2}[Ke]/{[G][aa]})^.5
= Particle mass if Compton wavelength = its Schwarzschild radius
$1$ = [PM] = {[hB][c]/[G]}^.5 = Planck mass
- 34.7909227 [PL] = [G][PM]/[c^2] = [a0][Me][aa]/[PM] Metr
= [hB]/{[PM][c]} = [u0][Me]/{[c][Q0][PM]} = 1/{[z0][Pf][k]}
$2$ = [PL] = {[hB][G]/[c^3]}^.5 = Planck length
- 45.8437740 [PCA] = [PQ]/[PT0] = {[PQ]^2}/[PE] Frad
$2$ = [PL][k] = [PL]/{[4Pi][Ke]} = PUN capacitance
+ 43.2677434 [Pf] = [c]/[PL] = [PM][2af]/({[aa]^2}[Me]) Hrtz
= [PB]{[G][k]}^.5 = [hB]/({[PL]^2}[PM]) = ([G][PM]/{[PL]^3})^.5
$3$ = [Pf] = {[hB][G]/[c^5]}^-.5 = 1/[PT] = Planck frequency
- 43.2677434 [PT] = 1/[Pf] = {[aa]^2}[Me]/{[PM][2af]} hrtz=Scnd
= [PL]/[c] = 1/([PB]{[G][k]}^.5) = ([G][PM]/{[PL]^3})^-.5
$4$ = [PT] = {[hB][G]/[c^5]}^.5 = {[PL]^2}[PM]/[hB] = Planck time
+ 8.4768207 [c] = [z0]/[d] = 1/{[k][z0]} = [v0]/[aa] HrtzMetr
= [aa][H0]/{[k][E0]} = 1/{2[aa][RK][k]} fradhnryhrtzMetr
= {[G][PM]/[PL]}^.5 = 1/{[c][d][k]} fradMetrohmm=J12lk12m
= [hB]/{[PM][PL]} = (1/{[k][d]})^.5 metrtslaVltt=Cuulf12dk12m
= [f0]/{2[Rc]} = [E0]/{[aa][B0]} = [AUN velocity]/[aa]
$5$ = [PL][Pf] = light speed in vacuum = PUN velocity
+ 0.8139988 [Pp] = [hB]/[PL] = [PM][c] = [PE]/[c] HrtzKgrmMetr
$6$ = [PM][PL][Pf] = Planck momentum
- 33.9769238 [hB] = [h]/[2Pi] = [PM][PL][c] hrtzJuul=HrtzKgrmM2tr
= {[Q0]^2}/{[4Pi][k][v0]} = [B0][Q0]{[a0]^2} CuulM2trTsla
= {[Q0]^2}[Ke]/[v0] = [Q0][w0]/[Pi] = [He]/{[4Pi][Rc][c]}
= {[Q0]^2}[RK]/[2Pi] = [u0][Me]/[Q0] = [G]{[PM]^2}/[c]
*7* = {[Q0]^2}[v0][d]/([4Pi]{[aa]^2}) = {[PQ]^2}[z0] = AUN action
$7$ = [Me]{[a0]^2}[2af] = [PM]{[PL]^2}[Pf] = PUN action
+ 44.0817422 [FBH] = [FPX] = [FPC] = [4Pi][FPQ] = [c^4]/[G] Nwtn
= {[PQ]^2}/({[PL]^2}[k]) = [d]{[PC^2]} = [hB][c]/{[PL]^2}
= {[PX]^2}/({[PL]^2}[4Pi][k]) = [PE]/[PL] = [PPw]/[c]
= {[PM]^2}[G]/{[PL]^2} = [c^2][PM]/[PL] = [c][PM][Pf]
= {[Q0]^2}[Ke]/({[PL]^2}[aa]) = [z0][k][c^3][PM]/[PL]
= {[a0]^2}[Fe]/({[PL]^2}[aa]) = {[Fe]^2}[Mp]/([Me][Fg]{[aa]^4})
$8$ = [PM][PL]{[Pf]^2} = Planck force
+ 9.2908195 #[PE] = [PM][c^2] = [FBH][PL] Juul=MetrNwtn
= {[PQ]^2}/{[k][PL]} = {[PC]^2}[z0]/[Pf] C2ulfrad=A2prhrtzOhmm
$9$ = [PM]{[PL]^2}{[Pf]^2} = {[hB][c^5]/[G]}^.5 = Planck energy
- 25.5001032 [hBc] = [hB][c] = [PM][PL][c^2] C2ulfradMetr=JuulMetr
= {[PQ]^2}[Ke][4Pi] = {[PQ]^2}/[k] A2prHnryMetr=H2tzKgrmM3tr
= {[Q0]^2}[Ke]/[aa] = {[PC]^2}{[PL]^2}[d] fradH2tzK2rmMetrt2la
= {[PX]^2}[Ke] = ({[Me][2af]/[B0]}^2)/{[aa][4Pi][k]} M2trNwtn
$10$ = [PM]{[PL]^3}{[Pf]^2} = [PE][PL] = [FBH]{[PL]^2} = [G]{[PM]^2}
- 36.5529545 {[PQ]^2} = [hB][c][k] = [hB]/[z0] FradJuul=C2ul
= [PM][PL][k][c^2] = [G][k]{[PM]^2} hnryKgrmM2tr=H2tzK2rmt2la
= [Me][a0][aa]/[d] = {[PM][Pf]/[PB]}^2 A2prKgrmMetrnwtn
= {[Q0]^2}/{[4Pi][aa]} = [PM][PC]/[PB] AmprKgrmtsla
= {[PX]^2}/[4Pi] = {[popular Planck charge]^2}/[4Pi]
$10$ = [PM]{[PL]^3}{[Pf]^2}[k] = [PL][PM]/[d] =[GDA Planck Charge]^2
- 12.7500517 ([Ke]{[Q0]^2}/[aa])^.5 = [PQ]/{[k]^.5} Cuulf12dM12r
$11$ = {[PM]^.5}{[PL]^1.5}[Pf] = ([G]{[PM]^2})^.5 HrtzK12mM32r
- 18.2764773 [PQ] = ({[hB][c][k]}^.5) = [Q0]/({[4Pi][aa]}^.5) Cuul
= [PC][PT] = [PM][Pf]/[PB] Amprhrtz=HrtzKgrmtsla
= [PX]/{[4Pi]^.5} = [popular Planck charge]/{[4Pi]^.5}
$11$ = {[PM]^.5}{[PL]^1.5}[Pf]{[k]^.5} = GDA Planck charge
B078 B079 B091
+ 24.9912662 [PC] = [PQ][Pf] = ([k]{[c]^3}[PM][Pf])^.5 CuulHrtz
= ({[hB][c]/[d]}^.5)/[PL] = {[FBH]/[d]}^.5 Ampr=F12dHrtzJ12l
= [PM][Pf]{[G][k]}^.5} = [Pf]{[hB][c][k]}^.5 F12dH2tzK12mMetr
= [Q0][Pf]/({[4Pi][aa]}^.5) h12yM12rN12n
$12$ = {[PM]^.5}{[PL]^1.5}{[Pf]^2}{[k]^.5} = PUN current
+ 27.5672968 [PT0] = [PE]/[PQ] = [PB][PcQ] = [PC][z0] Vltt
= [hB][Pf]/[PQ] = [PQ]/{[PL][k]} = [PH0]/{[k][Pf]} cuulJuul
$13$ = {[PM]^.5}{[PL]^1.5}[Pf]{[k]^-.5} = PUN electric potential
+ 62.3582195 [PE0] = [FBH]/[PQ] = [PE]/{[PQ][PL]} metrVltt
= [z0][PB]/[d] = [z0][PH0] = [PQ]/([k]{[PL]^2}) cuulNwtn
= [z0][PB][c^2][k] = [c][PB] = [PC]/{[k][c][PL]} Cuulfradmetr
$14$ = {[PM]^.5}{[PL]^-.5}[Pf]{[k]^-.5} = PUN electric field
+ 86.0962908 [PQD] = [PQ]/{[PL]^3} = [c][PB][k]/[PL] Cuulm3tr
$15$ = {[PM]^.5}{[PL]^-1.5}[Pf]{[k]^.5} = PUN charge density
+ 97.1491421 [PEg] = [PB][Pf] = [PQ]/([k]{[PL]^3}) m2trVltt
= [FBH]/{[PQ][PL]} = [z0][PB]/{[d][PL]} cuulmetrNwtn=HrtzTsla
$15$ = {[PM]^.5}{[PL]^-1.5}[Pf]{[k]^-.5}=PUN electric field gradient
- 53.0674000 [PQq] = [PQ][PL] = [hB]/{[PB][PL]} CuulMetr
$16$ = {[PM]^.5}{[PL]^2.5}[Pf]{[k]^.5} = PUN electric dipole moment
- 87.8583227 [PQQ} = [PQ]{[PL]^2} = [hB]/[PB] CuulM2tr
$17$ ={[PM]^.5}{[PL]^3.5}[Pf]{[k]^.5}=PUN electric quadrapole moment
-104.3727681 [P23][d] = [PM][G]/{[Pf]^2} = [PM]/([k]{[PB]^2}) M3tr
= {[PQ]^2}/([k][PM]{[Pf]^2}) = [PE]/([k]{[PE0]^2})
$18$ = [PL]^3 = [P18]/[k] = [PUN electric polarizability]/[k]
-115.4256195 [P18] = [G][PM][k]/{[Pf]^2} Kgrmt2la=C2uljuulM2tr
= {[PQ]^2}/([PM]{[Pf]^2}) FradM2tr=JuulM2trv2tt
= [PQ]/{[PB][Pf]} = {[PQ]^2}{[PL]^2}/[PE] Cuulhrtztsla
$18$ = {[PL]^3}[k] = [PM]/{[PB]^2} = PUN electric polarizability
-177.7838390 [P19] = {[PQ]^3}{[PL]^3}/{[PE]^2} C3ulj2ulM3tr
= [PE]/{[PE0]^3} = [P18]/[PE0] = PUN 1st hyperpolarizability
$19$ = {[PM]^-.5}{[PL]^3.5}{[Pf]^-1}{[k]^1.5}
-240.1420585 [P20] = [PE]/{[PE0]^4} = [PQq]/{[PE0]^3} C4ulj3ulM4tr
= ({[PQ][PL]}^4)/{[PE]^3} = [P18]/{[PE0]^2} JuulM3trv3tt
$20$ = {[PM^-1}{[PL]^4}{[Pf]^-2}{[k]^2} =PUN 2nd hyperpolarizability
+ 53.8813988 [PB] = {[PM]/([k]{[PL]^3})}^.5 = [PC][d]/[PL] Tsla
=[PQ]/([k][c]{[PL]^2}) =[PE0]/[c] AmprHnrym2tr=Cuulfradhrtzm2tr
$21$ = {[PM]^.5}{[PL]^-1.5}{[k]^-.5} = PUN magnetic flux density
- 44.5905793 [Pu0] = [PC]{[PL]^2} =[PQ][PL][c] =[PE]/[PB] AmprM2tr
= [hB][c]{[PL][k]/[PM]}^.5 = PUN magnetic dipole moment
$22$ = {[PM]^.5}{[PL]^3.5}{[Pf]^2}{[k]^.5}
- 87.4191267 [P23]/[k] =[G][PM]{[PL]^2} =[PE]/{[k][PB]^2} H2tzM5tr
$23$ = {[PL]^5}{[Pf]^2} = {[PL]^3}[c^2] = [PUN magnetizability]/[k]
- 98.4719780 [P23] = [hB][c][k]{[PL]^2}/[PM] C2ulkgrmM2tr
= [PE]/{[PB]^2} = {[PQ]^2}{[PL]^2}/[PM] Juult2la=hnryM4tr
$23$ = {[PL]^5}{[Pf]^2}[k] = {[PL]^3}/[d] = PUN magnetizability
- 5.0872297 [G]^.5 = [PQM]/{[k]^.5} Hrtzk12mM32r
$24$ = {[PM]^-.5}{[PL]^1.5}[Pf] = [Pun charge]/([PUN mass]{[k]^.5})
- 10.6136554 [PQM] = [PQ]/[PM] = {[G][k]}^.5 = [Pf]/[PB] Cuulkgrm
= ([PL]/{[PM][d]})^.5 = ({[hB][c][k]}^.5)/[PM] Hrtztsla
= {[c^2][k][PL]/[PM]}^.5 = [Planck charge]/[Planck mass]
$24$ = {[PM]^-.5}{[PL]^1.5}[Pf]{[k]^.5} = PUN specific charge
- 15.7004466 [Pww] = [PC][PL][d] = [PQ][z0] Webr=amprJuul=M2trTsla
= ({[hB][z0]}^.5) = [PC]/{[aBH][k]} AmprHnry=h12zJ12lO12m
= ([G]{[PM]^2}[d])^.5 = [PB]{[PL]^2} CuulOhmm=f12dK12mMetr
$25$ = {[PM]^.5}{[PL]^.5}{[k]^-.5} = [PE]/[PC] = PUN magnetic flux
- 5.9007901 [d] = [H0]/[B0] = 1/{[c^2][k]} a2prNwtn=Hnrymetr
= 4[B0][w0]{[aa]^2}/[Fe] = [z0]/[c] = {[z0]^2}[k] M2trnwtnT2la
= [4Pi]{[aa]^2}[Me][a0]/{[Q0]^2} = [FPC]/{[PC]^2} c2ulKgrmMetr
= [4Pi]{[aa]^2}[Fe]/{[i0]^2} = [FBH]/{[PC]^2} FradmetrO2mm
= [4Pi]{[aa]^2}[Ke]/{[v0]^2} =[4Pi][FPQ]/{[PC]^2} fradh2tzmetr
= [4Pi]{[aa]^2}[Ke][He]/([Me]{[v0]^4}) nwtnTslaWebr
= [4Pi]{[aa]^2}[Ke][Pi][Jf][B0]/{[2af]^2} hrtzmetrOhmm
= [4Pi]{[aa]^2}{[Ke]^3}[20H][Me]/{[a0]^6} amprmetrWebr
= 2{[aa]^2}[RK]/[v0] = {[a0]^-2}{[2af]^-2}[4Pi]{[aa]^2}[Ke]
$26$ = {[PL]^-2}{[Pf]^-2}{[k]^-1} = vacuum permeability
- 16.9536414 1/[c^2] = {[aa]/[v0]}^2 h2tzm2tr=FradHnrym2tr
= [PL]/{[G][PM]} = [PM]/{[hB][Pf]} = [PM]/{[PK][Bk]} juulKgrm
$26$ = {[PL]^-2}{[Pf]^-2} = [d][k] = [speed of light in vacuum]^-2
- 26.3141020 [PcQ] = [c][PL] = {[PL]^2}[Pf] hrtzM2tr
$27$ = {[PL]^2}[Pf] = [PE]/{[PM][Pf]} = PUN circulation
+ 52.5585629 [PPw] = [PE][Pf] = [PM][c^2][Pf] = [c^5]/[G] Waat
= [Pw0]{[PC]^2}[4Pi][aa]/{[i0]^2} = {[PC]^2}[z0] A2prOhmm
$28$ = [PM]{[PL]^2}{[Pf]^3} = PUN power
+ 59.7821889 [PH0] = [PB]/[d] = [c^2][k][PB] Amprmetr=metrohmmVltt
= [FBH]/([PB]{[PL]^2}) m2trNwtntsla=hnryMetrTsla
= [PQ][c]/{[PL]^2} = [PC]/[PL] = PUN magnetic field strength
$29$ = {[PM]^.5}{[PL]^.5}{[Pf]^2}{[k]^.5}
+113.6635876 [k]{[PE0]^2} = [PC][PB]/[PL] m2trNwtn=Juulm3tr
= [c^2][k]{[PB]^2} = {[PB]^2}/[d] AmprmetrTsla=H2tzM2trT2la
= [PE]/{[PL]^3} = [FBH]/{[PL]^2} = PUN energy density
$30$ = [PM]{[PL]^-1}{[Pf]^2} = [k][PUN electric field]^2
+124.7164389 {[PE0]^2} = {[FBH]/[PQ]}^2 c2ulN2tn=m2trV2tt
= {[z0][PB]/[d]}^2 = {[c][PB]}^2 = ([PE]/{[PQ][PL]})^2
$30$ = [PM]{[PL]^-1}{[Pf]^2}{[k]^-1} = [PUN electric field]^2
- 10.1744595 [G] = [hB][c]/{[PM]^2} = [c^2][PL]/[PM] k2rmM2trNwtn
= {[PL]^3}{[Pf]^2}/[PM] = {[Pf]^2}/({[PB]^2}[k]) Juulk2rmMetr
= {[PQ]^2}/([k]{[PM]}^2) = [PL]/{[PM][d][k]} H4tzjuulM5tr
= [d][c^2]{[PQ]^2}/{[PM]^2} = [c^4][PL]/[PE] H4tzM4trnwtn
= [c^2][Me][a0][aa]/{[PM]^2} = [c^4]/[FBH] A2prk2rmnwtnW2br
= {[Q0]^2}[Ke]/({[PM]^2}[aa]) a2prC2ulH2tzk2rmM2trNwtn
= {[a0]^2}[Fe]/({[PM]^2}[aa]) fradh2ryhrtzkgrmM3trOhmm
= {[z0]/[d]}{[PL]^2}[Pf]/[PM] Fradk2rmMetrOhmmWaat
= {[PC]^2}/({[PM]^2}{[Pf]^2}[k]) A2prfradh2tzk2rmMetr
= ({[v0]^2}[a0]/[Mp]){[Fg]/[Fe]} C2ulh2tzk3rmmetrV2tt
= {[PL]^2}[Fe]/({[Me]^2}{[aa]^3}) Fradk2rmMetrV2tt
= {[QeM]^2}[Ke]{[Fg]/[Fe]}{[Me]/[Mp]} hnryk2rmMetrW2br
= {[Ke]/[aa]}([2af][Me]/{[B0][PM]})^2 C2ulfradk2rmMetr
= {[i0]^2}[Ke]/({[PM]^2}{[2af]^2}[aa]) fradH2tzMetrt2la
= ({[Q0]^2}[Ke]{[Fg]/[Fe]})/{[Me][Mp]} H2tzkgrmM3tr
= {[a0]^3}[Me]{[2af]^2}/({[PM]^2}[aa])
= {[Q0]^2}/{({[Jf][Pi][PM]}^2)[aa][Me][a0]}
= 4[Ke]({[Bm]/[hB]}^2){[Fg]/[Fe]}{[Me]/[Mp]}
= [Ke]({[2af]/[B0]}^2){[Fg]/[Fe]}{[Me]/[Mp]}
= {[w0]^2}{[v0]^2}/({[PM]^2}{[Pi]^2}[Ke][aa])
= [Ke]({[Eg0]^2}/{[B0]^4}){[Fg]/[Fe]}{[Me]/[Mp]}
= {[Gye]^2}[Ke]({[Bm]/[ue]}^2){[Fg]/[Fe]}{[Me]/[Mp]}
= [B0][Fg]{[2af]^2}{[a0]^4.5}/{[Fe][Mp]({[Ke][Me]}^.5)}
= ({[Eg0]^2}/{[B0]^4}){[Ke][Me][2af]/([PM][Pf]{[aa]^3})}
= {[Me]^-1}{[a0]^3}{[2af^2}{[Fg]/[Fe]}{[Me]/[Mp]}
= [PUN Kepler ratio]/[PUN mass]
$31$ = {[PM]^-1}{[PL]^3}{[Pf]^2} = Newtonian gravitational constant
- 21.2273108 [G][k] = {[PQ]/[PM]}^2 C2ulk2rm=H2tzt2la
= [PL]/{[PM][d]} = {[Pf]/[PB]}^2 Fradk2rmMetrNwtn
= [G]{[Jf]^2}[Me][a0][Pi]/4 H2tzkgrmM3trNwtnv2tt
= [k][hB][c]/{[PM]^2} = [Newtonian gravitational constant][k]
$31$ = {[PM]^-1}{[PL]^3}{[Pf]^2}[k]
- 31.4008933 {[Pww]^2} = {[PC][PL][d]}^2 W2br=a2prJ2ul=M4trT2la
= {[PQ][z0]}^2 = {[PE]/[PC]}^2 = {[PB]^2}{[PL]^4} fradKgrmM2tr
= [hB][z0] = [G]{[PM]^2}[d] C2ulO2mm=A2prH2ry=hrtzJuulOhmm
$32$ = [PM][PL]{[k]^-1} = [PUN magnetic flux]^2
- 42.4537446 [PM][PL] = {[PQ]^2}[d] = [Me][a0][aa] C2ulHnrymetr
= {[Q0]^2}[d]/{[aa][4Pi]} = {[Q0]^2}[Ke]/{[c^2][aa]} KgrmMetr
= 4[aa][k]{[w0]^2}/[Pi] = {[PX]^2}[d]/[4Pi] FradmetrW2br
= [aa][Jf]{[Me]^2}/{4[k][B0]} = [hB]/[c] fradK2rmmetrt2la
= [aa][Ke]{[Me]^2}/({[B0]^2}{[a0]^2}) fradHrtzK2rmMetrtslavltt
= [aa][k][4Pi]{[B0]^2}{[a0]^4} = [Me][u0]/{[c][Q0]}
= 2[aa][k][hB][RK] = [Mp][Rp]/[2Pi] = [Me][Re]/[aa]
$32$ = [PM][PL] = [k][PUN magnetic flux]^2
+ 96.7099462 [k]{[PB]^2} = {[PQ]/([c]{[PL]^2})}^2 Kgrmm3tr
= {[Pf]^2}/[G] = [k]{[PE0]^2}/[c^2] = PUN mass density
$33$ = [PM]{[PL]^-3} = [k]{[PUN magnetic flux density]^2}
+107.7627975 [PB]^2 = {[PE0]^2}/[c^2] = {[PC][d]/[PL]}^2 T2la
= {[PQ]/([k][c]{[PL]^2})}^2 = {[Pf]^2}/{[k][G]} fradKgrmm2tr
= [c^5]/([hB][k]{[G]^2}) = [c^3]{[PM}^4}/([hB]^3}[k])
$33$ = [PM]{[PL]^-3}{[k]^-1} = [PUN magnetic flux density]^2
+ 15.7004466 [PJf] = [PC]/[PE] = 1/([PB]{[PL]^2}) webr=Amprjuul
= 1/{[PQ][z0]} = [c^2][k]/{[PC][PL]} amprhnry
= {[aBH][k]/[PC] = 1/([PB]{[PL]^2}) m2trtsla=cuulohmm
$34$ = {[PM]^-.5}{[PL]^-.5}{[k]^.5} = PUN Josephson constant
+ 2.5760306 [z0] = 2[aa][h]/{[Q0]^2} Ohmm=HnryHrtz=amprVltt
= [E0]/{[aa][H0]} = [d][E0]/{[aa][B0]} = 4[aa]/[G0] f12dH12y
= 4[w0][aa]/[Q0] = 4[aa]/{[Jf][Q0]} = [hB]/{[PQ]^2} cuulWebr
= {[v0]^-1}[4Pi][aa][Ke] = 1/{[c][k]} = 2[RK][aa] fradhrtz
= [Pw0][4Pi][aa]/{[i0]^2} = [d][c] = 4[aa]/[G0] c2ulhrtzJuul
= {[a0]^-1}{[2af]^-1}[4Pi][aa][Ke] = {[d]/[k]}^.5
$35$ = {[PL]^-1}{[Pf]^-1}{[k]^-1} = impedance of vacuum
- 8.4768207 1/[c] = [d]/[z0] = [k][z0] FradmetrOhmm=hrtzmetr
= [PM][PL]/[hB] = [aa][B0]/[E0] = 2[aa][RK][k] MetrTslavltt
$35$ = {[PL]^-1}{[Pf]^-1} = [impedance of vacuum][k]
+ 5.9007901 1/[d] = {[PQ]^2}/{[PL][PM]} A2prnwtn=hnryMetr
= 1/{[z0]^2}[k] = {[PC]^2}/[FBH] = [c]/[z0] = 1/{Permeability}
$36$ = {[PL]^2}{[Pf]^2}[k] = [PM]/{[PE][k]} = 1/{magnetic constant}
+ 16.9536414 [c^2] = {[v0]/[aa]}^2 H2tzM2tr=Juulkgrm
= 1/{[k][d]} = ([E0]/{[aa][B0]})^2 = [G][PM]/[PL] C2ulfradkgrm
= {[Q0]^2}[Ke]/{[aa][PM][PL]} = [PK][Bk]/[PM] A2prfradMetrnwtn
= {[a0]^2}{[2af]^2}/{[aa]^2} = [hB][Pf]/[PM] fradhnryM2tr
$36$ = {[PL]^2}{[Pf]^2} = [speed of light in vacuum]^2
+ 51.7445641 [aBH] = [c][Pf] = [G][PM]/{[PL]^2} H2tzMetr
$37$ = [PL]{[Pf]^2} = [c^2]/[PL] = [FBH]/[PM] = PUN acceleration
+ 31.4008933 [PJf]^2 = [k][c]/[hB] = {[PC]/[PE]}^2 A2prj2ul=w2br
= [k]/({[PQ]^2}[d]) = 1/({[PQ][z0]}^2) Fradkgrmm2tr
= 1/{[hB][z0]} = 1/([G]{[PM]^2}[d]) a2prh2ry=c2ulFradhnry
$38$ = {[PM]^-1}{[PL]^-1}[k] = [PUN Josephson constant]^2
+ 42.4537446 {[PJf]^2}/[k] = [4Pi]/({[PX]^2}[d]) kgrmmetr
= [aa]/{[Me][Re]} = 1/({[PQ]^2}[d]) = [c]/[hB] c2ulhnryMetr
$38$ = {[PM]^-1}{[PL]^-1} = {[PUN Josephson constant]^2}/[k]
- 40.6917128 [PI0] = [PL][d] = [PL]/{[c^2][k]} Hnry
= [PM]/{[k][FBH]} = [z0]/[Pf] a2prMetrNwtn
$39$ = {[PL]^-1}{[Pf]^-2}{[k]^-1} = PUN inductance
- 51.7445641 [PI0][k] = 1/[aBH] = [PM]/[FBH] = [PL]/[c^2] h2tzmetr
$39$ = {[PL]^-1}{[Pf]^-2} = [PL][d][k] = [Planck inductance][k]
- 4.2736694 [G]/[d] = [G][c^2][k] [[C2ulH2tzk2rmM2tr]]
= [c^2][hB][c][k]/{[PM]^2} =[c^4][PL][k]/[PM] hnryH2tzkgrmM4tr
= [c^2]{[PQ]^2}/{[PM]^2} = [c^5][k]/{[Pf][PM]} A2prk2rmM2tr
= [c^2]{[PX]^2}/([4Pi]{[PM]}^2) = {[aBh]/[PB]}^2 H4tzM2trt2la
= [c^2]{[Q0]^2}[Fg]/{[Fe][Mp][Me][4Pi]} = [c^2][PL]/{[PM][d]}
= {[PC]^2}{[PL]^2}/{[PM]^2} = the Whole Vector
$40$ = {[PM]^-1}{[PL]^5}{[Pf]^4}[k] = ([PQ][PL]/{[PM][PT]})^2
+ 6.7791820 [G][c^2] = [c^4][PL]/[PM] H2tzk2rmM4trNwtn
= {[PC]^2}{[PL]^2}/([k]{[PM]^2}) C2ulfradkgrmM3tr
= {[PQ]^2}{[PL]^2}/({[PM]^2}{[PT]^2}[k]) H4tzkgrmM5tr
$40$ = {[PM]^-1}{[PL]^5}{[Pf]^4} = [c^2]{[PQM]^2}/[k]
- 8.0376248 ([PL]/{[PM][k]})^.5 CuulHnryHrtzkgrm=f12dk12mMetr
$41$ = {[PM]^-.5}{[PL]^.5}{[k]^-.5} = [d][c][PQ]/[PM]
- 13.5640504 {[G]/[c^2]}^.5 = {[k]^.5}[d][c][PQ]/[PM] k12mM12r
$41$ = {[PM]^-.5}{[PL]^.5} = {[PL]/[PM]}^.5
- 2.1368347 {[G]/[d]}^.5 = [Pu0]/{[PM][PL]} [[CuulHrtzkgrmMetr]]
= {[G][c^2][k]}^.5 = [PC][PL]/[PM] = [aBh]/[PB] H2tzMetrtsla
= [c][PQ]/[PM] = {[c^4][k][PL]/[PM]}^.5 = the Half Vector
$42$ = {[PM]^-.5}{[PL]^2.5}{[Pf]^2}{[k]^.5} = [PQ][PL]/{[PM][PT]}
+ 3.3895910 [PQ][PL]/([PM][PT]{[k]^.5}) Cuulf12dHrtzkgrmM32r
= [Pu0]/([PM][PL]{[k]^.5}) = [c]{[G]^.5} f12dH2tzM32rtsla
= [aBh]/([PB]{[k]^.5}) = {[c^4][PL]/[PM]}^.5 H2tzk12mM52r
$42$ = {[PM]^-.5}{[PL]^2.5}{[Pf]^2} = [c][PQ]/([PM]{[k]^.5})
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