This is very simple program but it allow to give names for the almost one million large numbers as well as to write expressions for each of them. The program was written in Pascal. As you can see, three nested 99-step-cycles are working for expression <math>f_{\omega^{k}.j+i}(10)</math>. Program generates names of numbers, according this definition, and also the program writes expressions in Latex for each number.
Time of working near 100 minutes, speed more than 10 000 names and expressions per minute.
Previous versions of this program see here and here
First 1 000 names are shown below of the text of program.
Note: here codes of natural numbers in diapason 10-99 are defined as sum of codes of digits (0-9), for example trunultom for <math>f_{\omega.13}(10)</math>
program googologisms;
var a:array[0..99] of string;
b:array[0..4] of string;
с:array[0..9] of string;
i,j,k:integer;
st1,st2,st3,st4, st5,st6,st7,st8:string;
begin
с[0]:='zer';
с[1]:='un'; с[2]:='b';
с[3]:='tr'; с[4]:='quadr';
с[5]:='quint'; с[6]:='sext';
с[7]:='sept'; с[8]:='oct';
с[9]:='non';
b[0]:='om'; b[1]:='add';
b[2]:='ult'; b[3]:='ex';
for i:=0 to 9 do begin
for j:=0 to 9 do begin
case i of 1,8: a[i*10+j]:=с[j]+с[i];
0: a[i*10+j]:=с[j];
else a[i*10+j]:=a[j]+'i'+a[i]; end;
end; end;
for k:=1 to 99 do begin
write('= NEW CYCLE W^k HAS BEGUN ='); writeln(' ');writeln('== ==');
for j:=1 to 99 do begin
writeln('== NEW CYCLE W.j HAS BEGUN =='); writeln;
for i:=1 to 99 do begin
st1:=a[i]+b[1]; st2:='-'+a[j]+b[2];
st3:='-'+a[k]+b[3]; st4:=b[0]; st5:='<math>f_{\omega';
st6:='^{'+k+'}';st7:='.'+j; st8:='+'+i+'}(10)</math>';
if k=1 then st3:=''; if k=1 then st6:='';
if j=1 then st2:=''; if j=1 then st7:='';
writeln(st1,st2,st3,st4); writeln;
writeln(st5,st6,st7,st8); writeln;
end; end; end;
end.
18 august 2016
= NEW CYCLE W^k HAS BEGUN =
== ==
== NEW CYCLE W.j HAS BEGUN ==
unaddom
<math>f_{\omega+1}(10)</math>
baddom
<math>f_{\omega+2}(10)</math>
traddom
<math>f_{\omega+3}(10)</math>
quadraddom
<math>f_{\omega+4}(10)</math>
quintaddom
<math>f_{\omega+5}(10)</math>
sextaddom
<math>f_{\omega+6}(10)</math>
septaddom
<math>f_{\omega+7}(10)</math>
octaddom
<math>f_{\omega+8}(10)</math>
nonaddom
<math>f_{\omega+9}(10)</math>
zerunaddom
<math>f_{\omega+10}(10)</math>
ununaddom
<math>f_{\omega+11}(10)</math>
bunaddom
<math>f_{\omega+12}(10)</math>
trunaddom
<math>f_{\omega+13}(10)</math>
quadrunaddom
<math>f_{\omega+14}(10)</math>
quintunaddom
<math>f_{\omega+15}(10)</math>
sextunaddom
<math>f_{\omega+16}(10)</math>
septunaddom
<math>f_{\omega+17}(10)</math>
octunaddom
<math>f_{\omega+18}(10)</math>
nonunaddom
<math>f_{\omega+19}(10)</math>
zeribaddom
<math>f_{\omega+20}(10)</math>
unibaddom
<math>f_{\omega+21}(10)</math>
bibaddom
<math>f_{\omega+22}(10)</math>
tribaddom
<math>f_{\omega+23}(10)</math>
quadribaddom
<math>f_{\omega+24}(10)</math>
quintibaddom
<math>f_{\omega+25}(10)</math>
sextibaddom
<math>f_{\omega+26}(10)</math>
septibaddom
<math>f_{\omega+27}(10)</math>
octibaddom
<math>f_{\omega+28}(10)</math>
nonibaddom
<math>f_{\omega+29}(10)</math>
zeritraddom
<math>f_{\omega+30}(10)</math>
unitraddom
<math>f_{\omega+31}(10)</math>
bitraddom
<math>f_{\omega+32}(10)</math>
tritraddom
<math>f_{\omega+33}(10)</math>
quadritraddom
<math>f_{\omega+34}(10)</math>
quintitraddom
<math>f_{\omega+35}(10)</math>
sextitraddom
<math>f_{\omega+36}(10)</math>
septitraddom
<math>f_{\omega+37}(10)</math>
octitraddom
<math>f_{\omega+38}(10)</math>
nonitraddom
<math>f_{\omega+39}(10)</math>
zeriquadraddom
<math>f_{\omega+40}(10)</math>
uniquadraddom
<math>f_{\omega+41}(10)</math>
biquadraddom
<math>f_{\omega+42}(10)</math>
triquadraddom
<math>f_{\omega+43}(10)</math>
quadriquadraddom
<math>f_{\omega+44}(10)</math>
quintiquadraddom
<math>f_{\omega+45}(10)</math>
sextiquadraddom
<math>f_{\omega+46}(10)</math>
septiquadraddom
<math>f_{\omega+47}(10)</math>
octiquadraddom
<math>f_{\omega+48}(10)</math>
noniquadraddom
<math>f_{\omega+49}(10)</math>
zeriquintaddom
<math>f_{\omega+50}(10)</math>
uniquintaddom
<math>f_{\omega+51}(10)</math>
biquintaddom
<math>f_{\omega+52}(10)</math>
triquintaddom
<math>f_{\omega+53}(10)</math>
quadriquintaddom
<math>f_{\omega+54}(10)</math>
quintiquintaddom
<math>f_{\omega+55}(10)</math>
sextiquintaddom
<math>f_{\omega+56}(10)</math>
septiquintaddom
<math>f_{\omega+57}(10)</math>
octiquintaddom
<math>f_{\omega+58}(10)</math>
noniquintaddom
<math>f_{\omega+59}(10)</math>
zerisextaddom
<math>f_{\omega+60}(10)</math>
unisextaddom
<math>f_{\omega+61}(10)</math>
bisextaddom
<math>f_{\omega+62}(10)</math>
trisextaddom
<math>f_{\omega+63}(10)</math>
quadrisextaddom
<math>f_{\omega+64}(10)</math>
quintisextaddom
<math>f_{\omega+65}(10)</math>
sextisextaddom
<math>f_{\omega+66}(10)</math>
septisextaddom
<math>f_{\omega+67}(10)</math>
octisextaddom
<math>f_{\omega+68}(10)</math>
nonisextaddom
<math>f_{\omega+69}(10)</math>
zeriseptaddom
<math>f_{\omega+70}(10)</math>
uniseptaddom
<math>f_{\omega+71}(10)</math>
biseptaddom
<math>f_{\omega+72}(10)</math>
triseptaddom
<math>f_{\omega+73}(10)</math>
quadriseptaddom
<math>f_{\omega+74}(10)</math>
quintiseptaddom
<math>f_{\omega+75}(10)</math>
sextiseptaddom
<math>f_{\omega+76}(10)</math>
septiseptaddom
<math>f_{\omega+77}(10)</math>
octiseptaddom
<math>f_{\omega+78}(10)</math>
noniseptaddom
<math>f_{\omega+79}(10)</math>
zeroctaddom
<math>f_{\omega+80}(10)</math>
unoctaddom
<math>f_{\omega+81}(10)</math>
boctaddom
<math>f_{\omega+82}(10)</math>
troctaddom
<math>f_{\omega+83}(10)</math>
quadroctaddom
<math>f_{\omega+84}(10)</math>
quintoctaddom
<math>f_{\omega+85}(10)</math>
sextoctaddom
<math>f_{\omega+86}(10)</math>
septoctaddom
<math>f_{\omega+87}(10)</math>
octoctaddom
<math>f_{\omega+88}(10)</math>
nonoctaddom
<math>f_{\omega+89}(10)</math>
zerinonaddom
<math>f_{\omega+90}(10)</math>
uninonaddom
<math>f_{\omega+91}(10)</math>
binonaddom
<math>f_{\omega+92}(10)</math>
trinonaddom
<math>f_{\omega+93}(10)</math>
quadrinonaddom
<math>f_{\omega+94}(10)</math>
quintinonaddom
<math>f_{\omega+95}(10)</math>
sextinonaddom
<math>f_{\omega+96}(10)</math>
septinonaddom
<math>f_{\omega+97}(10)</math>
octinonaddom
<math>f_{\omega+98}(10)</math>
noninonaddom
<math>f_{\omega+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-bultom
<math>f_{\omega.2+1}(10)</math>
badd-bultom
<math>f_{\omega.2+2}(10)</math>
tradd-bultom
<math>f_{\omega.2+3}(10)</math>
quadradd-bultom
<math>f_{\omega.2+4}(10)</math>
quintadd-bultom
<math>f_{\omega.2+5}(10)</math>
sextadd-bultom
<math>f_{\omega.2+6}(10)</math>
septadd-bultom
<math>f_{\omega.2+7}(10)</math>
octadd-bultom
<math>f_{\omega.2+8}(10)</math>
nonadd-bultom
<math>f_{\omega.2+9}(10)</math>
zerunadd-bultom
<math>f_{\omega.2+10}(10)</math>
ununadd-bultom
<math>f_{\omega.2+11}(10)</math>
bunadd-bultom
<math>f_{\omega.2+12}(10)</math>
trunadd-bultom
<math>f_{\omega.2+13}(10)</math>
quadrunadd-bultom
<math>f_{\omega.2+14}(10)</math>
quintunadd-bultom
<math>f_{\omega.2+15}(10)</math>
sextunadd-bultom
<math>f_{\omega.2+16}(10)</math>
septunadd-bultom
<math>f_{\omega.2+17}(10)</math>
octunadd-bultom
<math>f_{\omega.2+18}(10)</math>
nonunadd-bultom
<math>f_{\omega.2+19}(10)</math>
zeribadd-bultom
<math>f_{\omega.2+20}(10)</math>
unibadd-bultom
<math>f_{\omega.2+21}(10)</math>
bibadd-bultom
<math>f_{\omega.2+22}(10)</math>
tribadd-bultom
<math>f_{\omega.2+23}(10)</math>
quadribadd-bultom
<math>f_{\omega.2+24}(10)</math>
quintibadd-bultom
<math>f_{\omega.2+25}(10)</math>
sextibadd-bultom
<math>f_{\omega.2+26}(10)</math>
septibadd-bultom
<math>f_{\omega.2+27}(10)</math>
octibadd-bultom
<math>f_{\omega.2+28}(10)</math>
nonibadd-bultom
<math>f_{\omega.2+29}(10)</math>
zeritradd-bultom
<math>f_{\omega.2+30}(10)</math>
unitradd-bultom
<math>f_{\omega.2+31}(10)</math>
bitradd-bultom
<math>f_{\omega.2+32}(10)</math>
tritradd-bultom
<math>f_{\omega.2+33}(10)</math>
quadritradd-bultom
<math>f_{\omega.2+34}(10)</math>
quintitradd-bultom
<math>f_{\omega.2+35}(10)</math>
sextitradd-bultom
<math>f_{\omega.2+36}(10)</math>
septitradd-bultom
<math>f_{\omega.2+37}(10)</math>
octitradd-bultom
<math>f_{\omega.2+38}(10)</math>
nonitradd-bultom
<math>f_{\omega.2+39}(10)</math>
zeriquadradd-bultom
<math>f_{\omega.2+40}(10)</math>
uniquadradd-bultom
<math>f_{\omega.2+41}(10)</math>
biquadradd-bultom
<math>f_{\omega.2+42}(10)</math>
triquadradd-bultom
<math>f_{\omega.2+43}(10)</math>
quadriquadradd-bultom
<math>f_{\omega.2+44}(10)</math>
quintiquadradd-bultom
<math>f_{\omega.2+45}(10)</math>
sextiquadradd-bultom
<math>f_{\omega.2+46}(10)</math>
septiquadradd-bultom
<math>f_{\omega.2+47}(10)</math>
octiquadradd-bultom
<math>f_{\omega.2+48}(10)</math>
noniquadradd-bultom
<math>f_{\omega.2+49}(10)</math>
zeriquintadd-bultom
<math>f_{\omega.2+50}(10)</math>
uniquintadd-bultom
<math>f_{\omega.2+51}(10)</math>
biquintadd-bultom
<math>f_{\omega.2+52}(10)</math>
triquintadd-bultom
<math>f_{\omega.2+53}(10)</math>
quadriquintadd-bultom
<math>f_{\omega.2+54}(10)</math>
quintiquintadd-bultom
<math>f_{\omega.2+55}(10)</math>
sextiquintadd-bultom
<math>f_{\omega.2+56}(10)</math>
septiquintadd-bultom
<math>f_{\omega.2+57}(10)</math>
octiquintadd-bultom
<math>f_{\omega.2+58}(10)</math>
noniquintadd-bultom
<math>f_{\omega.2+59}(10)</math>
zerisextadd-bultom
<math>f_{\omega.2+60}(10)</math>
unisextadd-bultom
<math>f_{\omega.2+61}(10)</math>
bisextadd-bultom
<math>f_{\omega.2+62}(10)</math>
trisextadd-bultom
<math>f_{\omega.2+63}(10)</math>
quadrisextadd-bultom
<math>f_{\omega.2+64}(10)</math>
quintisextadd-bultom
<math>f_{\omega.2+65}(10)</math>
sextisextadd-bultom
<math>f_{\omega.2+66}(10)</math>
septisextadd-bultom
<math>f_{\omega.2+67}(10)</math>
octisextadd-bultom
<math>f_{\omega.2+68}(10)</math>
nonisextadd-bultom
<math>f_{\omega.2+69}(10)</math>
zeriseptadd-bultom
<math>f_{\omega.2+70}(10)</math>
uniseptadd-bultom
<math>f_{\omega.2+71}(10)</math>
biseptadd-bultom
<math>f_{\omega.2+72}(10)</math>
triseptadd-bultom
<math>f_{\omega.2+73}(10)</math>
quadriseptadd-bultom
<math>f_{\omega.2+74}(10)</math>
quintiseptadd-bultom
<math>f_{\omega.2+75}(10)</math>
sextiseptadd-bultom
<math>f_{\omega.2+76}(10)</math>
septiseptadd-bultom
<math>f_{\omega.2+77}(10)</math>
octiseptadd-bultom
<math>f_{\omega.2+78}(10)</math>
noniseptadd-bultom
<math>f_{\omega.2+79}(10)</math>
zeroctadd-bultom
<math>f_{\omega.2+80}(10)</math>
unoctadd-bultom
<math>f_{\omega.2+81}(10)</math>
boctadd-bultom
<math>f_{\omega.2+82}(10)</math>
troctadd-bultom
<math>f_{\omega.2+83}(10)</math>
quadroctadd-bultom
<math>f_{\omega.2+84}(10)</math>
quintoctadd-bultom
<math>f_{\omega.2+85}(10)</math>
sextoctadd-bultom
<math>f_{\omega.2+86}(10)</math>
septoctadd-bultom
<math>f_{\omega.2+87}(10)</math>
octoctadd-bultom
<math>f_{\omega.2+88}(10)</math>
nonoctadd-bultom
<math>f_{\omega.2+89}(10)</math>
zerinonadd-bultom
<math>f_{\omega.2+90}(10)</math>
uninonadd-bultom
<math>f_{\omega.2+91}(10)</math>
binonadd-bultom
<math>f_{\omega.2+92}(10)</math>
trinonadd-bultom
<math>f_{\omega.2+93}(10)</math>
quadrinonadd-bultom
<math>f_{\omega.2+94}(10)</math>
quintinonadd-bultom
<math>f_{\omega.2+95}(10)</math>
sextinonadd-bultom
<math>f_{\omega.2+96}(10)</math>
septinonadd-bultom
<math>f_{\omega.2+97}(10)</math>
octinonadd-bultom
<math>f_{\omega.2+98}(10)</math>
noninonadd-bultom
<math>f_{\omega.2+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-trultom
<math>f_{\omega.3+1}(10)</math>
badd-trultom
<math>f_{\omega.3+2}(10)</math>
tradd-trultom
<math>f_{\omega.3+3}(10)</math>
quadradd-trultom
<math>f_{\omega.3+4}(10)</math>
quintadd-trultom
<math>f_{\omega.3+5}(10)</math>
sextadd-trultom
<math>f_{\omega.3+6}(10)</math>
septadd-trultom
<math>f_{\omega.3+7}(10)</math>
octadd-trultom
<math>f_{\omega.3+8}(10)</math>
nonadd-trultom
<math>f_{\omega.3+9}(10)</math>
zerunadd-trultom
<math>f_{\omega.3+10}(10)</math>
ununadd-trultom
<math>f_{\omega.3+11}(10)</math>
bunadd-trultom
<math>f_{\omega.3+12}(10)</math>
trunadd-trultom
<math>f_{\omega.3+13}(10)</math>
quadrunadd-trultom
<math>f_{\omega.3+14}(10)</math>
quintunadd-trultom
<math>f_{\omega.3+15}(10)</math>
sextunadd-trultom
<math>f_{\omega.3+16}(10)</math>
septunadd-trultom
<math>f_{\omega.3+17}(10)</math>
octunadd-trultom
<math>f_{\omega.3+18}(10)</math>
nonunadd-trultom
<math>f_{\omega.3+19}(10)</math>
zeribadd-trultom
<math>f_{\omega.3+20}(10)</math>
unibadd-trultom
<math>f_{\omega.3+21}(10)</math>
bibadd-trultom
<math>f_{\omega.3+22}(10)</math>
tribadd-trultom
<math>f_{\omega.3+23}(10)</math>
quadribadd-trultom
<math>f_{\omega.3+24}(10)</math>
quintibadd-trultom
<math>f_{\omega.3+25}(10)</math>
sextibadd-trultom
<math>f_{\omega.3+26}(10)</math>
septibadd-trultom
<math>f_{\omega.3+27}(10)</math>
octibadd-trultom
<math>f_{\omega.3+28}(10)</math>
nonibadd-trultom
<math>f_{\omega.3+29}(10)</math>
zeritradd-trultom
<math>f_{\omega.3+30}(10)</math>
unitradd-trultom
<math>f_{\omega.3+31}(10)</math>
bitradd-trultom
<math>f_{\omega.3+32}(10)</math>
tritradd-trultom
<math>f_{\omega.3+33}(10)</math>
quadritradd-trultom
<math>f_{\omega.3+34}(10)</math>
quintitradd-trultom
<math>f_{\omega.3+35}(10)</math>
sextitradd-trultom
<math>f_{\omega.3+36}(10)</math>
septitradd-trultom
<math>f_{\omega.3+37}(10)</math>
octitradd-trultom
<math>f_{\omega.3+38}(10)</math>
nonitradd-trultom
<math>f_{\omega.3+39}(10)</math>
zeriquadradd-trultom
<math>f_{\omega.3+40}(10)</math>
uniquadradd-trultom
<math>f_{\omega.3+41}(10)</math>
biquadradd-trultom
<math>f_{\omega.3+42}(10)</math>
triquadradd-trultom
<math>f_{\omega.3+43}(10)</math>
quadriquadradd-trultom
<math>f_{\omega.3+44}(10)</math>
quintiquadradd-trultom
<math>f_{\omega.3+45}(10)</math>
sextiquadradd-trultom
<math>f_{\omega.3+46}(10)</math>
septiquadradd-trultom
<math>f_{\omega.3+47}(10)</math>
octiquadradd-trultom
<math>f_{\omega.3+48}(10)</math>
noniquadradd-trultom
<math>f_{\omega.3+49}(10)</math>
zeriquintadd-trultom
<math>f_{\omega.3+50}(10)</math>
uniquintadd-trultom
<math>f_{\omega.3+51}(10)</math>
biquintadd-trultom
<math>f_{\omega.3+52}(10)</math>
triquintadd-trultom
<math>f_{\omega.3+53}(10)</math>
quadriquintadd-trultom
<math>f_{\omega.3+54}(10)</math>
quintiquintadd-trultom
<math>f_{\omega.3+55}(10)</math>
sextiquintadd-trultom
<math>f_{\omega.3+56}(10)</math>
septiquintadd-trultom
<math>f_{\omega.3+57}(10)</math>
octiquintadd-trultom
<math>f_{\omega.3+58}(10)</math>
noniquintadd-trultom
<math>f_{\omega.3+59}(10)</math>
zerisextadd-trultom
<math>f_{\omega.3+60}(10)</math>
unisextadd-trultom
<math>f_{\omega.3+61}(10)</math>
bisextadd-trultom
<math>f_{\omega.3+62}(10)</math>
trisextadd-trultom
<math>f_{\omega.3+63}(10)</math>
quadrisextadd-trultom
<math>f_{\omega.3+64}(10)</math>
quintisextadd-trultom
<math>f_{\omega.3+65}(10)</math>
sextisextadd-trultom
<math>f_{\omega.3+66}(10)</math>
septisextadd-trultom
<math>f_{\omega.3+67}(10)</math>
octisextadd-trultom
<math>f_{\omega.3+68}(10)</math>
nonisextadd-trultom
<math>f_{\omega.3+69}(10)</math>
zeriseptadd-trultom
<math>f_{\omega.3+70}(10)</math>
uniseptadd-trultom
<math>f_{\omega.3+71}(10)</math>
biseptadd-trultom
<math>f_{\omega.3+72}(10)</math>
triseptadd-trultom
<math>f_{\omega.3+73}(10)</math>
quadriseptadd-trultom
<math>f_{\omega.3+74}(10)</math>
quintiseptadd-trultom
<math>f_{\omega.3+75}(10)</math>
sextiseptadd-trultom
<math>f_{\omega.3+76}(10)</math>
septiseptadd-trultom
<math>f_{\omega.3+77}(10)</math>
octiseptadd-trultom
<math>f_{\omega.3+78}(10)</math>
noniseptadd-trultom
<math>f_{\omega.3+79}(10)</math>
zeroctadd-trultom
<math>f_{\omega.3+80}(10)</math>
unoctadd-trultom
<math>f_{\omega.3+81}(10)</math>
boctadd-trultom
<math>f_{\omega.3+82}(10)</math>
troctadd-trultom
<math>f_{\omega.3+83}(10)</math>
quadroctadd-trultom
<math>f_{\omega.3+84}(10)</math>
quintoctadd-trultom
<math>f_{\omega.3+85}(10)</math>
sextoctadd-trultom
<math>f_{\omega.3+86}(10)</math>
septoctadd-trultom
<math>f_{\omega.3+87}(10)</math>
octoctadd-trultom
<math>f_{\omega.3+88}(10)</math>
nonoctadd-trultom
<math>f_{\omega.3+89}(10)</math>
zerinonadd-trultom
<math>f_{\omega.3+90}(10)</math>
uninonadd-trultom
<math>f_{\omega.3+91}(10)</math>
binonadd-trultom
<math>f_{\omega.3+92}(10)</math>
trinonadd-trultom
<math>f_{\omega.3+93}(10)</math>
quadrinonadd-trultom
<math>f_{\omega.3+94}(10)</math>
quintinonadd-trultom
<math>f_{\omega.3+95}(10)</math>
sextinonadd-trultom
<math>f_{\omega.3+96}(10)</math>
septinonadd-trultom
<math>f_{\omega.3+97}(10)</math>
octinonadd-trultom
<math>f_{\omega.3+98}(10)</math>
noninonadd-trultom
<math>f_{\omega.3+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-quadrultom
<math>f_{\omega.4+1}(10)</math>
badd-quadrultom
<math>f_{\omega.4+2}(10)</math>
tradd-quadrultom
<math>f_{\omega.4+3}(10)</math>
quadradd-quadrultom
<math>f_{\omega.4+4}(10)</math>
quintadd-quadrultom
<math>f_{\omega.4+5}(10)</math>
sextadd-quadrultom
<math>f_{\omega.4+6}(10)</math>
septadd-quadrultom
<math>f_{\omega.4+7}(10)</math>
octadd-quadrultom
<math>f_{\omega.4+8}(10)</math>
nonadd-quadrultom
<math>f_{\omega.4+9}(10)</math>
zerunadd-quadrultom
<math>f_{\omega.4+10}(10)</math>
ununadd-quadrultom
<math>f_{\omega.4+11}(10)</math>
bunadd-quadrultom
<math>f_{\omega.4+12}(10)</math>
trunadd-quadrultom
<math>f_{\omega.4+13}(10)</math>
quadrunadd-quadrultom
<math>f_{\omega.4+14}(10)</math>
quintunadd-quadrultom
<math>f_{\omega.4+15}(10)</math>
sextunadd-quadrultom
<math>f_{\omega.4+16}(10)</math>
septunadd-quadrultom
<math>f_{\omega.4+17}(10)</math>
octunadd-quadrultom
<math>f_{\omega.4+18}(10)</math>
nonunadd-quadrultom
<math>f_{\omega.4+19}(10)</math>
zeribadd-quadrultom
<math>f_{\omega.4+20}(10)</math>
unibadd-quadrultom
<math>f_{\omega.4+21}(10)</math>
bibadd-quadrultom
<math>f_{\omega.4+22}(10)</math>
tribadd-quadrultom
<math>f_{\omega.4+23}(10)</math>
quadribadd-quadrultom
<math>f_{\omega.4+24}(10)</math>
quintibadd-quadrultom
<math>f_{\omega.4+25}(10)</math>
sextibadd-quadrultom
<math>f_{\omega.4+26}(10)</math>
septibadd-quadrultom
<math>f_{\omega.4+27}(10)</math>
octibadd-quadrultom
<math>f_{\omega.4+28}(10)</math>
nonibadd-quadrultom
<math>f_{\omega.4+29}(10)</math>
zeritradd-quadrultom
<math>f_{\omega.4+30}(10)</math>
unitradd-quadrultom
<math>f_{\omega.4+31}(10)</math>
bitradd-quadrultom
<math>f_{\omega.4+32}(10)</math>
tritradd-quadrultom
<math>f_{\omega.4+33}(10)</math>
quadritradd-quadrultom
<math>f_{\omega.4+34}(10)</math>
quintitradd-quadrultom
<math>f_{\omega.4+35}(10)</math>
sextitradd-quadrultom
<math>f_{\omega.4+36}(10)</math>
septitradd-quadrultom
<math>f_{\omega.4+37}(10)</math>
octitradd-quadrultom
<math>f_{\omega.4+38}(10)</math>
nonitradd-quadrultom
<math>f_{\omega.4+39}(10)</math>
zeriquadradd-quadrultom
<math>f_{\omega.4+40}(10)</math>
uniquadradd-quadrultom
<math>f_{\omega.4+41}(10)</math>
biquadradd-quadrultom
<math>f_{\omega.4+42}(10)</math>
triquadradd-quadrultom
<math>f_{\omega.4+43}(10)</math>
quadriquadradd-quadrultom
<math>f_{\omega.4+44}(10)</math>
quintiquadradd-quadrultom
<math>f_{\omega.4+45}(10)</math>
sextiquadradd-quadrultom
<math>f_{\omega.4+46}(10)</math>
septiquadradd-quadrultom
<math>f_{\omega.4+47}(10)</math>
octiquadradd-quadrultom
<math>f_{\omega.4+48}(10)</math>
noniquadradd-quadrultom
<math>f_{\omega.4+49}(10)</math>
zeriquintadd-quadrultom
<math>f_{\omega.4+50}(10)</math>
uniquintadd-quadrultom
<math>f_{\omega.4+51}(10)</math>
biquintadd-quadrultom
<math>f_{\omega.4+52}(10)</math>
triquintadd-quadrultom
<math>f_{\omega.4+53}(10)</math>
quadriquintadd-quadrultom
<math>f_{\omega.4+54}(10)</math>
quintiquintadd-quadrultom
<math>f_{\omega.4+55}(10)</math>
sextiquintadd-quadrultom
<math>f_{\omega.4+56}(10)</math>
septiquintadd-quadrultom
<math>f_{\omega.4+57}(10)</math>
octiquintadd-quadrultom
<math>f_{\omega.4+58}(10)</math>
noniquintadd-quadrultom
<math>f_{\omega.4+59}(10)</math>
zerisextadd-quadrultom
<math>f_{\omega.4+60}(10)</math>
unisextadd-quadrultom
<math>f_{\omega.4+61}(10)</math>
bisextadd-quadrultom
<math>f_{\omega.4+62}(10)</math>
trisextadd-quadrultom
<math>f_{\omega.4+63}(10)</math>
quadrisextadd-quadrultom
<math>f_{\omega.4+64}(10)</math>
quintisextadd-quadrultom
<math>f_{\omega.4+65}(10)</math>
sextisextadd-quadrultom
<math>f_{\omega.4+66}(10)</math>
septisextadd-quadrultom
<math>f_{\omega.4+67}(10)</math>
octisextadd-quadrultom
<math>f_{\omega.4+68}(10)</math>
nonisextadd-quadrultom
<math>f_{\omega.4+69}(10)</math>
zeriseptadd-quadrultom
<math>f_{\omega.4+70}(10)</math>
uniseptadd-quadrultom
<math>f_{\omega.4+71}(10)</math>
biseptadd-quadrultom
<math>f_{\omega.4+72}(10)</math>
triseptadd-quadrultom
<math>f_{\omega.4+73}(10)</math>
quadriseptadd-quadrultom
<math>f_{\omega.4+74}(10)</math>
quintiseptadd-quadrultom
<math>f_{\omega.4+75}(10)</math>
sextiseptadd-quadrultom
<math>f_{\omega.4+76}(10)</math>
septiseptadd-quadrultom
<math>f_{\omega.4+77}(10)</math>
octiseptadd-quadrultom
<math>f_{\omega.4+78}(10)</math>
noniseptadd-quadrultom
<math>f_{\omega.4+79}(10)</math>
zeroctadd-quadrultom
<math>f_{\omega.4+80}(10)</math>
unoctadd-quadrultom
<math>f_{\omega.4+81}(10)</math>
boctadd-quadrultom
<math>f_{\omega.4+82}(10)</math>
troctadd-quadrultom
<math>f_{\omega.4+83}(10)</math>
quadroctadd-quadrultom
<math>f_{\omega.4+84}(10)</math>
quintoctadd-quadrultom
<math>f_{\omega.4+85}(10)</math>
sextoctadd-quadrultom
<math>f_{\omega.4+86}(10)</math>
septoctadd-quadrultom
<math>f_{\omega.4+87}(10)</math>
octoctadd-quadrultom
<math>f_{\omega.4+88}(10)</math>
nonoctadd-quadrultom
<math>f_{\omega.4+89}(10)</math>
zerinonadd-quadrultom
<math>f_{\omega.4+90}(10)</math>
uninonadd-quadrultom
<math>f_{\omega.4+91}(10)</math>
binonadd-quadrultom
<math>f_{\omega.4+92}(10)</math>
trinonadd-quadrultom
<math>f_{\omega.4+93}(10)</math>
quadrinonadd-quadrultom
<math>f_{\omega.4+94}(10)</math>
quintinonadd-quadrultom
<math>f_{\omega.4+95}(10)</math>
sextinonadd-quadrultom
<math>f_{\omega.4+96}(10)</math>
septinonadd-quadrultom
<math>f_{\omega.4+97}(10)</math>
octinonadd-quadrultom
<math>f_{\omega.4+98}(10)</math>
noninonadd-quadrultom
<math>f_{\omega.4+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-quintultom
<math>f_{\omega.5+1}(10)</math>
badd-quintultom
<math>f_{\omega.5+2}(10)</math>
tradd-quintultom
<math>f_{\omega.5+3}(10)</math>
quadradd-quintultom
<math>f_{\omega.5+4}(10)</math>
quintadd-quintultom
<math>f_{\omega.5+5}(10)</math>
sextadd-quintultom
<math>f_{\omega.5+6}(10)</math>
septadd-quintultom
<math>f_{\omega.5+7}(10)</math>
octadd-quintultom
<math>f_{\omega.5+8}(10)</math>
nonadd-quintultom
<math>f_{\omega.5+9}(10)</math>
zerunadd-quintultom
<math>f_{\omega.5+10}(10)</math>
ununadd-quintultom
<math>f_{\omega.5+11}(10)</math>
bunadd-quintultom
<math>f_{\omega.5+12}(10)</math>
trunadd-quintultom
<math>f_{\omega.5+13}(10)</math>
quadrunadd-quintultom
<math>f_{\omega.5+14}(10)</math>
quintunadd-quintultom
<math>f_{\omega.5+15}(10)</math>
sextunadd-quintultom
<math>f_{\omega.5+16}(10)</math>
septunadd-quintultom
<math>f_{\omega.5+17}(10)</math>
octunadd-quintultom
<math>f_{\omega.5+18}(10)</math>
nonunadd-quintultom
<math>f_{\omega.5+19}(10)</math>
zeribadd-quintultom
<math>f_{\omega.5+20}(10)</math>
unibadd-quintultom
<math>f_{\omega.5+21}(10)</math>
bibadd-quintultom
<math>f_{\omega.5+22}(10)</math>
tribadd-quintultom
<math>f_{\omega.5+23}(10)</math>
quadribadd-quintultom
<math>f_{\omega.5+24}(10)</math>
quintibadd-quintultom
<math>f_{\omega.5+25}(10)</math>
sextibadd-quintultom
<math>f_{\omega.5+26}(10)</math>
septibadd-quintultom
<math>f_{\omega.5+27}(10)</math>
octibadd-quintultom
<math>f_{\omega.5+28}(10)</math>
nonibadd-quintultom
<math>f_{\omega.5+29}(10)</math>
zeritradd-quintultom
<math>f_{\omega.5+30}(10)</math>
unitradd-quintultom
<math>f_{\omega.5+31}(10)</math>
bitradd-quintultom
<math>f_{\omega.5+32}(10)</math>
tritradd-quintultom
<math>f_{\omega.5+33}(10)</math>
quadritradd-quintultom
<math>f_{\omega.5+34}(10)</math>
quintitradd-quintultom
<math>f_{\omega.5+35}(10)</math>
sextitradd-quintultom
<math>f_{\omega.5+36}(10)</math>
septitradd-quintultom
<math>f_{\omega.5+37}(10)</math>
octitradd-quintultom
<math>f_{\omega.5+38}(10)</math>
nonitradd-quintultom
<math>f_{\omega.5+39}(10)</math>
zeriquadradd-quintultom
<math>f_{\omega.5+40}(10)</math>
uniquadradd-quintultom
<math>f_{\omega.5+41}(10)</math>
biquadradd-quintultom
<math>f_{\omega.5+42}(10)</math>
triquadradd-quintultom
<math>f_{\omega.5+43}(10)</math>
quadriquadradd-quintultom
<math>f_{\omega.5+44}(10)</math>
quintiquadradd-quintultom
<math>f_{\omega.5+45}(10)</math>
sextiquadradd-quintultom
<math>f_{\omega.5+46}(10)</math>
septiquadradd-quintultom
<math>f_{\omega.5+47}(10)</math>
octiquadradd-quintultom
<math>f_{\omega.5+48}(10)</math>
noniquadradd-quintultom
<math>f_{\omega.5+49}(10)</math>
zeriquintadd-quintultom
<math>f_{\omega.5+50}(10)</math>
uniquintadd-quintultom
<math>f_{\omega.5+51}(10)</math>
biquintadd-quintultom
<math>f_{\omega.5+52}(10)</math>
triquintadd-quintultom
<math>f_{\omega.5+53}(10)</math>
quadriquintadd-quintultom
<math>f_{\omega.5+54}(10)</math>
quintiquintadd-quintultom
<math>f_{\omega.5+55}(10)</math>
sextiquintadd-quintultom
<math>f_{\omega.5+56}(10)</math>
septiquintadd-quintultom
<math>f_{\omega.5+57}(10)</math>
octiquintadd-quintultom
<math>f_{\omega.5+58}(10)</math>
noniquintadd-quintultom
<math>f_{\omega.5+59}(10)</math>
zerisextadd-quintultom
<math>f_{\omega.5+60}(10)</math>
unisextadd-quintultom
<math>f_{\omega.5+61}(10)</math>
bisextadd-quintultom
<math>f_{\omega.5+62}(10)</math>
trisextadd-quintultom
<math>f_{\omega.5+63}(10)</math>
quadrisextadd-quintultom
<math>f_{\omega.5+64}(10)</math>
quintisextadd-quintultom
<math>f_{\omega.5+65}(10)</math>
sextisextadd-quintultom
<math>f_{\omega.5+66}(10)</math>
septisextadd-quintultom
<math>f_{\omega.5+67}(10)</math>
octisextadd-quintultom
<math>f_{\omega.5+68}(10)</math>
nonisextadd-quintultom
<math>f_{\omega.5+69}(10)</math>
zeriseptadd-quintultom
<math>f_{\omega.5+70}(10)</math>
uniseptadd-quintultom
<math>f_{\omega.5+71}(10)</math>
biseptadd-quintultom
<math>f_{\omega.5+72}(10)</math>
triseptadd-quintultom
<math>f_{\omega.5+73}(10)</math>
quadriseptadd-quintultom
<math>f_{\omega.5+74}(10)</math>
quintiseptadd-quintultom
<math>f_{\omega.5+75}(10)</math>
sextiseptadd-quintultom
<math>f_{\omega.5+76}(10)</math>
septiseptadd-quintultom
<math>f_{\omega.5+77}(10)</math>
octiseptadd-quintultom
<math>f_{\omega.5+78}(10)</math>
noniseptadd-quintultom
<math>f_{\omega.5+79}(10)</math>
zeroctadd-quintultom
<math>f_{\omega.5+80}(10)</math>
unoctadd-quintultom
<math>f_{\omega.5+81}(10)</math>
boctadd-quintultom
<math>f_{\omega.5+82}(10)</math>
troctadd-quintultom
<math>f_{\omega.5+83}(10)</math>
quadroctadd-quintultom
<math>f_{\omega.5+84}(10)</math>
quintoctadd-quintultom
<math>f_{\omega.5+85}(10)</math>
sextoctadd-quintultom
<math>f_{\omega.5+86}(10)</math>
septoctadd-quintultom
<math>f_{\omega.5+87}(10)</math>
octoctadd-quintultom
<math>f_{\omega.5+88}(10)</math>
nonoctadd-quintultom
<math>f_{\omega.5+89}(10)</math>
zerinonadd-quintultom
<math>f_{\omega.5+90}(10)</math>
uninonadd-quintultom
<math>f_{\omega.5+91}(10)</math>
binonadd-quintultom
<math>f_{\omega.5+92}(10)</math>
trinonadd-quintultom
<math>f_{\omega.5+93}(10)</math>
quadrinonadd-quintultom
<math>f_{\omega.5+94}(10)</math>
quintinonadd-quintultom
<math>f_{\omega.5+95}(10)</math>
sextinonadd-quintultom
<math>f_{\omega.5+96}(10)</math>
septinonadd-quintultom
<math>f_{\omega.5+97}(10)</math>
octinonadd-quintultom
<math>f_{\omega.5+98}(10)</math>
noninonadd-quintultom
<math>f_{\omega.5+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-sextultom
<math>f_{\omega.6+1}(10)</math>
badd-sextultom
<math>f_{\omega.6+2}(10)</math>
tradd-sextultom
<math>f_{\omega.6+3}(10)</math>
quadradd-sextultom
<math>f_{\omega.6+4}(10)</math>
quintadd-sextultom
<math>f_{\omega.6+5}(10)</math>
sextadd-sextultom
<math>f_{\omega.6+6}(10)</math>
septadd-sextultom
<math>f_{\omega.6+7}(10)</math>
octadd-sextultom
<math>f_{\omega.6+8}(10)</math>
nonadd-sextultom
<math>f_{\omega.6+9}(10)</math>
zerunadd-sextultom
<math>f_{\omega.6+10}(10)</math>
ununadd-sextultom
<math>f_{\omega.6+11}(10)</math>
bunadd-sextultom
<math>f_{\omega.6+12}(10)</math>
trunadd-sextultom
<math>f_{\omega.6+13}(10)</math>
quadrunadd-sextultom
<math>f_{\omega.6+14}(10)</math>
quintunadd-sextultom
<math>f_{\omega.6+15}(10)</math>
sextunadd-sextultom
<math>f_{\omega.6+16}(10)</math>
septunadd-sextultom
<math>f_{\omega.6+17}(10)</math>
octunadd-sextultom
<math>f_{\omega.6+18}(10)</math>
nonunadd-sextultom
<math>f_{\omega.6+19}(10)</math>
zeribadd-sextultom
<math>f_{\omega.6+20}(10)</math>
unibadd-sextultom
<math>f_{\omega.6+21}(10)</math>
bibadd-sextultom
<math>f_{\omega.6+22}(10)</math>
tribadd-sextultom
<math>f_{\omega.6+23}(10)</math>
quadribadd-sextultom
<math>f_{\omega.6+24}(10)</math>
quintibadd-sextultom
<math>f_{\omega.6+25}(10)</math>
sextibadd-sextultom
<math>f_{\omega.6+26}(10)</math>
septibadd-sextultom
<math>f_{\omega.6+27}(10)</math>
octibadd-sextultom
<math>f_{\omega.6+28}(10)</math>
nonibadd-sextultom
<math>f_{\omega.6+29}(10)</math>
zeritradd-sextultom
<math>f_{\omega.6+30}(10)</math>
unitradd-sextultom
<math>f_{\omega.6+31}(10)</math>
bitradd-sextultom
<math>f_{\omega.6+32}(10)</math>
tritradd-sextultom
<math>f_{\omega.6+33}(10)</math>
quadritradd-sextultom
<math>f_{\omega.6+34}(10)</math>
quintitradd-sextultom
<math>f_{\omega.6+35}(10)</math>
sextitradd-sextultom
<math>f_{\omega.6+36}(10)</math>
septitradd-sextultom
<math>f_{\omega.6+37}(10)</math>
octitradd-sextultom
<math>f_{\omega.6+38}(10)</math>
nonitradd-sextultom
<math>f_{\omega.6+39}(10)</math>
zeriquadradd-sextultom
<math>f_{\omega.6+40}(10)</math>
uniquadradd-sextultom
<math>f_{\omega.6+41}(10)</math>
biquadradd-sextultom
<math>f_{\omega.6+42}(10)</math>
triquadradd-sextultom
<math>f_{\omega.6+43}(10)</math>
quadriquadradd-sextultom
<math>f_{\omega.6+44}(10)</math>
quintiquadradd-sextultom
<math>f_{\omega.6+45}(10)</math>
sextiquadradd-sextultom
<math>f_{\omega.6+46}(10)</math>
septiquadradd-sextultom
<math>f_{\omega.6+47}(10)</math>
octiquadradd-sextultom
<math>f_{\omega.6+48}(10)</math>
noniquadradd-sextultom
<math>f_{\omega.6+49}(10)</math>
zeriquintadd-sextultom
<math>f_{\omega.6+50}(10)</math>
uniquintadd-sextultom
<math>f_{\omega.6+51}(10)</math>
biquintadd-sextultom
<math>f_{\omega.6+52}(10)</math>
triquintadd-sextultom
<math>f_{\omega.6+53}(10)</math>
quadriquintadd-sextultom
<math>f_{\omega.6+54}(10)</math>
quintiquintadd-sextultom
<math>f_{\omega.6+55}(10)</math>
sextiquintadd-sextultom
<math>f_{\omega.6+56}(10)</math>
septiquintadd-sextultom
<math>f_{\omega.6+57}(10)</math>
octiquintadd-sextultom
<math>f_{\omega.6+58}(10)</math>
noniquintadd-sextultom
<math>f_{\omega.6+59}(10)</math>
zerisextadd-sextultom
<math>f_{\omega.6+60}(10)</math>
unisextadd-sextultom
<math>f_{\omega.6+61}(10)</math>
bisextadd-sextultom
<math>f_{\omega.6+62}(10)</math>
trisextadd-sextultom
<math>f_{\omega.6+63}(10)</math>
quadrisextadd-sextultom
<math>f_{\omega.6+64}(10)</math>
quintisextadd-sextultom
<math>f_{\omega.6+65}(10)</math>
sextisextadd-sextultom
<math>f_{\omega.6+66}(10)</math>
septisextadd-sextultom
<math>f_{\omega.6+67}(10)</math>
octisextadd-sextultom
<math>f_{\omega.6+68}(10)</math>
nonisextadd-sextultom
<math>f_{\omega.6+69}(10)</math>
zeriseptadd-sextultom
<math>f_{\omega.6+70}(10)</math>
uniseptadd-sextultom
<math>f_{\omega.6+71}(10)</math>
biseptadd-sextultom
<math>f_{\omega.6+72}(10)</math>
triseptadd-sextultom
<math>f_{\omega.6+73}(10)</math>
quadriseptadd-sextultom
<math>f_{\omega.6+74}(10)</math>
quintiseptadd-sextultom
<math>f_{\omega.6+75}(10)</math>
sextiseptadd-sextultom
<math>f_{\omega.6+76}(10)</math>
septiseptadd-sextultom
<math>f_{\omega.6+77}(10)</math>
octiseptadd-sextultom
<math>f_{\omega.6+78}(10)</math>
noniseptadd-sextultom
<math>f_{\omega.6+79}(10)</math>
zeroctadd-sextultom
<math>f_{\omega.6+80}(10)</math>
unoctadd-sextultom
<math>f_{\omega.6+81}(10)</math>
boctadd-sextultom
<math>f_{\omega.6+82}(10)</math>
troctadd-sextultom
<math>f_{\omega.6+83}(10)</math>
quadroctadd-sextultom
<math>f_{\omega.6+84}(10)</math>
quintoctadd-sextultom
<math>f_{\omega.6+85}(10)</math>
sextoctadd-sextultom
<math>f_{\omega.6+86}(10)</math>
septoctadd-sextultom
<math>f_{\omega.6+87}(10)</math>
octoctadd-sextultom
<math>f_{\omega.6+88}(10)</math>
nonoctadd-sextultom
<math>f_{\omega.6+89}(10)</math>
zerinonadd-sextultom
<math>f_{\omega.6+90}(10)</math>
uninonadd-sextultom
<math>f_{\omega.6+91}(10)</math>
binonadd-sextultom
<math>f_{\omega.6+92}(10)</math>
trinonadd-sextultom
<math>f_{\omega.6+93}(10)</math>
quadrinonadd-sextultom
<math>f_{\omega.6+94}(10)</math>
quintinonadd-sextultom
<math>f_{\omega.6+95}(10)</math>
sextinonadd-sextultom
<math>f_{\omega.6+96}(10)</math>
septinonadd-sextultom
<math>f_{\omega.6+97}(10)</math>
octinonadd-sextultom
<math>f_{\omega.6+98}(10)</math>
noninonadd-sextultom
<math>f_{\omega.6+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-septultom
<math>f_{\omega.7+1}(10)</math>
badd-septultom
<math>f_{\omega.7+2}(10)</math>
tradd-septultom
<math>f_{\omega.7+3}(10)</math>
quadradd-septultom
<math>f_{\omega.7+4}(10)</math>
quintadd-septultom
<math>f_{\omega.7+5}(10)</math>
sextadd-septultom
<math>f_{\omega.7+6}(10)</math>
septadd-septultom
<math>f_{\omega.7+7}(10)</math>
octadd-septultom
<math>f_{\omega.7+8}(10)</math>
nonadd-septultom
<math>f_{\omega.7+9}(10)</math>
zerunadd-septultom
<math>f_{\omega.7+10}(10)</math>
ununadd-septultom
<math>f_{\omega.7+11}(10)</math>
bunadd-septultom
<math>f_{\omega.7+12}(10)</math>
trunadd-septultom
<math>f_{\omega.7+13}(10)</math>
quadrunadd-septultom
<math>f_{\omega.7+14}(10)</math>
quintunadd-septultom
<math>f_{\omega.7+15}(10)</math>
sextunadd-septultom
<math>f_{\omega.7+16}(10)</math>
septunadd-septultom
<math>f_{\omega.7+17}(10)</math>
octunadd-septultom
<math>f_{\omega.7+18}(10)</math>
nonunadd-septultom
<math>f_{\omega.7+19}(10)</math>
zeribadd-septultom
<math>f_{\omega.7+20}(10)</math>
unibadd-septultom
<math>f_{\omega.7+21}(10)</math>
bibadd-septultom
<math>f_{\omega.7+22}(10)</math>
tribadd-septultom
<math>f_{\omega.7+23}(10)</math>
quadribadd-septultom
<math>f_{\omega.7+24}(10)</math>
quintibadd-septultom
<math>f_{\omega.7+25}(10)</math>
sextibadd-septultom
<math>f_{\omega.7+26}(10)</math>
septibadd-septultom
<math>f_{\omega.7+27}(10)</math>
octibadd-septultom
<math>f_{\omega.7+28}(10)</math>
nonibadd-septultom
<math>f_{\omega.7+29}(10)</math>
zeritradd-septultom
<math>f_{\omega.7+30}(10)</math>
unitradd-septultom
<math>f_{\omega.7+31}(10)</math>
bitradd-septultom
<math>f_{\omega.7+32}(10)</math>
tritradd-septultom
<math>f_{\omega.7+33}(10)</math>
quadritradd-septultom
<math>f_{\omega.7+34}(10)</math>
quintitradd-septultom
<math>f_{\omega.7+35}(10)</math>
sextitradd-septultom
<math>f_{\omega.7+36}(10)</math>
septitradd-septultom
<math>f_{\omega.7+37}(10)</math>
octitradd-septultom
<math>f_{\omega.7+38}(10)</math>
nonitradd-septultom
<math>f_{\omega.7+39}(10)</math>
zeriquadradd-septultom
<math>f_{\omega.7+40}(10)</math>
uniquadradd-septultom
<math>f_{\omega.7+41}(10)</math>
biquadradd-septultom
<math>f_{\omega.7+42}(10)</math>
triquadradd-septultom
<math>f_{\omega.7+43}(10)</math>
quadriquadradd-septultom
<math>f_{\omega.7+44}(10)</math>
quintiquadradd-septultom
<math>f_{\omega.7+45}(10)</math>
sextiquadradd-septultom
<math>f_{\omega.7+46}(10)</math>
septiquadradd-septultom
<math>f_{\omega.7+47}(10)</math>
octiquadradd-septultom
<math>f_{\omega.7+48}(10)</math>
noniquadradd-septultom
<math>f_{\omega.7+49}(10)</math>
zeriquintadd-septultom
<math>f_{\omega.7+50}(10)</math>
uniquintadd-septultom
<math>f_{\omega.7+51}(10)</math>
biquintadd-septultom
<math>f_{\omega.7+52}(10)</math>
triquintadd-septultom
<math>f_{\omega.7+53}(10)</math>
quadriquintadd-septultom
<math>f_{\omega.7+54}(10)</math>
quintiquintadd-septultom
<math>f_{\omega.7+55}(10)</math>
sextiquintadd-septultom
<math>f_{\omega.7+56}(10)</math>
septiquintadd-septultom
<math>f_{\omega.7+57}(10)</math>
octiquintadd-septultom
<math>f_{\omega.7+58}(10)</math>
noniquintadd-septultom
<math>f_{\omega.7+59}(10)</math>
zerisextadd-septultom
<math>f_{\omega.7+60}(10)</math>
unisextadd-septultom
<math>f_{\omega.7+61}(10)</math>
bisextadd-septultom
<math>f_{\omega.7+62}(10)</math>
trisextadd-septultom
<math>f_{\omega.7+63}(10)</math>
quadrisextadd-septultom
<math>f_{\omega.7+64}(10)</math>
quintisextadd-septultom
<math>f_{\omega.7+65}(10)</math>
sextisextadd-septultom
<math>f_{\omega.7+66}(10)</math>
septisextadd-septultom
<math>f_{\omega.7+67}(10)</math>
octisextadd-septultom
<math>f_{\omega.7+68}(10)</math>
nonisextadd-septultom
<math>f_{\omega.7+69}(10)</math>
zeriseptadd-septultom
<math>f_{\omega.7+70}(10)</math>
uniseptadd-septultom
<math>f_{\omega.7+71}(10)</math>
biseptadd-septultom
<math>f_{\omega.7+72}(10)</math>
triseptadd-septultom
<math>f_{\omega.7+73}(10)</math>
quadriseptadd-septultom
<math>f_{\omega.7+74}(10)</math>
quintiseptadd-septultom
<math>f_{\omega.7+75}(10)</math>
sextiseptadd-septultom
<math>f_{\omega.7+76}(10)</math>
septiseptadd-septultom
<math>f_{\omega.7+77}(10)</math>
octiseptadd-septultom
<math>f_{\omega.7+78}(10)</math>
noniseptadd-septultom
<math>f_{\omega.7+79}(10)</math>
zeroctadd-septultom
<math>f_{\omega.7+80}(10)</math>
unoctadd-septultom
<math>f_{\omega.7+81}(10)</math>
boctadd-septultom
<math>f_{\omega.7+82}(10)</math>
troctadd-septultom
<math>f_{\omega.7+83}(10)</math>
quadroctadd-septultom
<math>f_{\omega.7+84}(10)</math>
quintoctadd-septultom
<math>f_{\omega.7+85}(10)</math>
sextoctadd-septultom
<math>f_{\omega.7+86}(10)</math>
septoctadd-septultom
<math>f_{\omega.7+87}(10)</math>
octoctadd-septultom
<math>f_{\omega.7+88}(10)</math>
nonoctadd-septultom
<math>f_{\omega.7+89}(10)</math>
zerinonadd-septultom
<math>f_{\omega.7+90}(10)</math>
uninonadd-septultom
<math>f_{\omega.7+91}(10)</math>
binonadd-septultom
<math>f_{\omega.7+92}(10)</math>
trinonadd-septultom
<math>f_{\omega.7+93}(10)</math>
quadrinonadd-septultom
<math>f_{\omega.7+94}(10)</math>
quintinonadd-septultom
<math>f_{\omega.7+95}(10)</math>
sextinonadd-septultom
<math>f_{\omega.7+96}(10)</math>
septinonadd-septultom
<math>f_{\omega.7+97}(10)</math>
octinonadd-septultom
<math>f_{\omega.7+98}(10)</math>
noninonadd-septultom
<math>f_{\omega.7+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-octultom
<math>f_{\omega.8+1}(10)</math>
badd-octultom
<math>f_{\omega.8+2}(10)</math>
tradd-octultom
<math>f_{\omega.8+3}(10)</math>
quadradd-octultom
<math>f_{\omega.8+4}(10)</math>
quintadd-octultom
<math>f_{\omega.8+5}(10)</math>
sextadd-octultom
<math>f_{\omega.8+6}(10)</math>
septadd-octultom
<math>f_{\omega.8+7}(10)</math>
octadd-octultom
<math>f_{\omega.8+8}(10)</math>
nonadd-octultom
<math>f_{\omega.8+9}(10)</math>
zerunadd-octultom
<math>f_{\omega.8+10}(10)</math>
ununadd-octultom
<math>f_{\omega.8+11}(10)</math>
bunadd-octultom
<math>f_{\omega.8+12}(10)</math>
trunadd-octultom
<math>f_{\omega.8+13}(10)</math>
quadrunadd-octultom
<math>f_{\omega.8+14}(10)</math>
quintunadd-octultom
<math>f_{\omega.8+15}(10)</math>
sextunadd-octultom
<math>f_{\omega.8+16}(10)</math>
septunadd-octultom
<math>f_{\omega.8+17}(10)</math>
octunadd-octultom
<math>f_{\omega.8+18}(10)</math>
nonunadd-octultom
<math>f_{\omega.8+19}(10)</math>
zeribadd-octultom
<math>f_{\omega.8+20}(10)</math>
unibadd-octultom
<math>f_{\omega.8+21}(10)</math>
bibadd-octultom
<math>f_{\omega.8+22}(10)</math>
tribadd-octultom
<math>f_{\omega.8+23}(10)</math>
quadribadd-octultom
<math>f_{\omega.8+24}(10)</math>
quintibadd-octultom
<math>f_{\omega.8+25}(10)</math>
sextibadd-octultom
<math>f_{\omega.8+26}(10)</math>
septibadd-octultom
<math>f_{\omega.8+27}(10)</math>
octibadd-octultom
<math>f_{\omega.8+28}(10)</math>
nonibadd-octultom
<math>f_{\omega.8+29}(10)</math>
zeritradd-octultom
<math>f_{\omega.8+30}(10)</math>
unitradd-octultom
<math>f_{\omega.8+31}(10)</math>
bitradd-octultom
<math>f_{\omega.8+32}(10)</math>
tritradd-octultom
<math>f_{\omega.8+33}(10)</math>
quadritradd-octultom
<math>f_{\omega.8+34}(10)</math>
quintitradd-octultom
<math>f_{\omega.8+35}(10)</math>
sextitradd-octultom
<math>f_{\omega.8+36}(10)</math>
septitradd-octultom
<math>f_{\omega.8+37}(10)</math>
octitradd-octultom
<math>f_{\omega.8+38}(10)</math>
nonitradd-octultom
<math>f_{\omega.8+39}(10)</math>
zeriquadradd-octultom
<math>f_{\omega.8+40}(10)</math>
uniquadradd-octultom
<math>f_{\omega.8+41}(10)</math>
biquadradd-octultom
<math>f_{\omega.8+42}(10)</math>
triquadradd-octultom
<math>f_{\omega.8+43}(10)</math>
quadriquadradd-octultom
<math>f_{\omega.8+44}(10)</math>
quintiquadradd-octultom
<math>f_{\omega.8+45}(10)</math>
sextiquadradd-octultom
<math>f_{\omega.8+46}(10)</math>
septiquadradd-octultom
<math>f_{\omega.8+47}(10)</math>
octiquadradd-octultom
<math>f_{\omega.8+48}(10)</math>
noniquadradd-octultom
<math>f_{\omega.8+49}(10)</math>
zeriquintadd-octultom
<math>f_{\omega.8+50}(10)</math>
uniquintadd-octultom
<math>f_{\omega.8+51}(10)</math>
biquintadd-octultom
<math>f_{\omega.8+52}(10)</math>
triquintadd-octultom
<math>f_{\omega.8+53}(10)</math>
quadriquintadd-octultom
<math>f_{\omega.8+54}(10)</math>
quintiquintadd-octultom
<math>f_{\omega.8+55}(10)</math>
sextiquintadd-octultom
<math>f_{\omega.8+56}(10)</math>
septiquintadd-octultom
<math>f_{\omega.8+57}(10)</math>
octiquintadd-octultom
<math>f_{\omega.8+58}(10)</math>
noniquintadd-octultom
<math>f_{\omega.8+59}(10)</math>
zerisextadd-octultom
<math>f_{\omega.8+60}(10)</math>
unisextadd-octultom
<math>f_{\omega.8+61}(10)</math>
bisextadd-octultom
<math>f_{\omega.8+62}(10)</math>
trisextadd-octultom
<math>f_{\omega.8+63}(10)</math>
quadrisextadd-octultom
<math>f_{\omega.8+64}(10)</math>
quintisextadd-octultom
<math>f_{\omega.8+65}(10)</math>
sextisextadd-octultom
<math>f_{\omega.8+66}(10)</math>
septisextadd-octultom
<math>f_{\omega.8+67}(10)</math>
octisextadd-octultom
<math>f_{\omega.8+68}(10)</math>
nonisextadd-octultom
<math>f_{\omega.8+69}(10)</math>
zeriseptadd-octultom
<math>f_{\omega.8+70}(10)</math>
uniseptadd-octultom
<math>f_{\omega.8+71}(10)</math>
biseptadd-octultom
<math>f_{\omega.8+72}(10)</math>
triseptadd-octultom
<math>f_{\omega.8+73}(10)</math>
quadriseptadd-octultom
<math>f_{\omega.8+74}(10)</math>
quintiseptadd-octultom
<math>f_{\omega.8+75}(10)</math>
sextiseptadd-octultom
<math>f_{\omega.8+76}(10)</math>
septiseptadd-octultom
<math>f_{\omega.8+77}(10)</math>
octiseptadd-octultom
<math>f_{\omega.8+78}(10)</math>
noniseptadd-octultom
<math>f_{\omega.8+79}(10)</math>
zeroctadd-octultom
<math>f_{\omega.8+80}(10)</math>
unoctadd-octultom
<math>f_{\omega.8+81}(10)</math>
boctadd-octultom
<math>f_{\omega.8+82}(10)</math>
troctadd-octultom
<math>f_{\omega.8+83}(10)</math>
quadroctadd-octultom
<math>f_{\omega.8+84}(10)</math>
quintoctadd-octultom
<math>f_{\omega.8+85}(10)</math>
sextoctadd-octultom
<math>f_{\omega.8+86}(10)</math>
septoctadd-octultom
<math>f_{\omega.8+87}(10)</math>
octoctadd-octultom
<math>f_{\omega.8+88}(10)</math>
nonoctadd-octultom
<math>f_{\omega.8+89}(10)</math>
zerinonadd-octultom
<math>f_{\omega.8+90}(10)</math>
uninonadd-octultom
<math>f_{\omega.8+91}(10)</math>
binonadd-octultom
<math>f_{\omega.8+92}(10)</math>
trinonadd-octultom
<math>f_{\omega.8+93}(10)</math>
quadrinonadd-octultom
<math>f_{\omega.8+94}(10)</math>
quintinonadd-octultom
<math>f_{\omega.8+95}(10)</math>
sextinonadd-octultom
<math>f_{\omega.8+96}(10)</math>
septinonadd-octultom
<math>f_{\omega.8+97}(10)</math>
octinonadd-octultom
<math>f_{\omega.8+98}(10)</math>
noninonadd-octultom
<math>f_{\omega.8+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-nonultom
<math>f_{\omega.9+1}(10)</math>
badd-nonultom
<math>f_{\omega.9+2}(10)</math>
tradd-nonultom
<math>f_{\omega.9+3}(10)</math>
quadradd-nonultom
<math>f_{\omega.9+4}(10)</math>
quintadd-nonultom
<math>f_{\omega.9+5}(10)</math>
sextadd-nonultom
<math>f_{\omega.9+6}(10)</math>
septadd-nonultom
<math>f_{\omega.9+7}(10)</math>
octadd-nonultom
<math>f_{\omega.9+8}(10)</math>
nonadd-nonultom
<math>f_{\omega.9+9}(10)</math>
zerunadd-nonultom
<math>f_{\omega.9+10}(10)</math>
ununadd-nonultom
<math>f_{\omega.9+11}(10)</math>
bunadd-nonultom
<math>f_{\omega.9+12}(10)</math>
trunadd-nonultom
<math>f_{\omega.9+13}(10)</math>
quadrunadd-nonultom
<math>f_{\omega.9+14}(10)</math>
quintunadd-nonultom
<math>f_{\omega.9+15}(10)</math>
sextunadd-nonultom
<math>f_{\omega.9+16}(10)</math>
septunadd-nonultom
<math>f_{\omega.9+17}(10)</math>
octunadd-nonultom
<math>f_{\omega.9+18}(10)</math>
nonunadd-nonultom
<math>f_{\omega.9+19}(10)</math>
zeribadd-nonultom
<math>f_{\omega.9+20}(10)</math>
unibadd-nonultom
<math>f_{\omega.9+21}(10)</math>
bibadd-nonultom
<math>f_{\omega.9+22}(10)</math>
tribadd-nonultom
<math>f_{\omega.9+23}(10)</math>
quadribadd-nonultom
<math>f_{\omega.9+24}(10)</math>
quintibadd-nonultom
<math>f_{\omega.9+25}(10)</math>
sextibadd-nonultom
<math>f_{\omega.9+26}(10)</math>
septibadd-nonultom
<math>f_{\omega.9+27}(10)</math>
octibadd-nonultom
<math>f_{\omega.9+28}(10)</math>
nonibadd-nonultom
<math>f_{\omega.9+29}(10)</math>
zeritradd-nonultom
<math>f_{\omega.9+30}(10)</math>
unitradd-nonultom
<math>f_{\omega.9+31}(10)</math>
bitradd-nonultom
<math>f_{\omega.9+32}(10)</math>
tritradd-nonultom
<math>f_{\omega.9+33}(10)</math>
quadritradd-nonultom
<math>f_{\omega.9+34}(10)</math>
quintitradd-nonultom
<math>f_{\omega.9+35}(10)</math>
sextitradd-nonultom
<math>f_{\omega.9+36}(10)</math>
septitradd-nonultom
<math>f_{\omega.9+37}(10)</math>
octitradd-nonultom
<math>f_{\omega.9+38}(10)</math>
nonitradd-nonultom
<math>f_{\omega.9+39}(10)</math>
zeriquadradd-nonultom
<math>f_{\omega.9+40}(10)</math>
uniquadradd-nonultom
<math>f_{\omega.9+41}(10)</math>
biquadradd-nonultom
<math>f_{\omega.9+42}(10)</math>
triquadradd-nonultom
<math>f_{\omega.9+43}(10)</math>
quadriquadradd-nonultom
<math>f_{\omega.9+44}(10)</math>
quintiquadradd-nonultom
<math>f_{\omega.9+45}(10)</math>
sextiquadradd-nonultom
<math>f_{\omega.9+46}(10)</math>
septiquadradd-nonultom
<math>f_{\omega.9+47}(10)</math>
octiquadradd-nonultom
<math>f_{\omega.9+48}(10)</math>
noniquadradd-nonultom
<math>f_{\omega.9+49}(10)</math>
zeriquintadd-nonultom
<math>f_{\omega.9+50}(10)</math>
uniquintadd-nonultom
<math>f_{\omega.9+51}(10)</math>
biquintadd-nonultom
<math>f_{\omega.9+52}(10)</math>
triquintadd-nonultom
<math>f_{\omega.9+53}(10)</math>
quadriquintadd-nonultom
<math>f_{\omega.9+54}(10)</math>
quintiquintadd-nonultom
<math>f_{\omega.9+55}(10)</math>
sextiquintadd-nonultom
<math>f_{\omega.9+56}(10)</math>
septiquintadd-nonultom
<math>f_{\omega.9+57}(10)</math>
octiquintadd-nonultom
<math>f_{\omega.9+58}(10)</math>
noniquintadd-nonultom
<math>f_{\omega.9+59}(10)</math>
zerisextadd-nonultom
<math>f_{\omega.9+60}(10)</math>
unisextadd-nonultom
<math>f_{\omega.9+61}(10)</math>
bisextadd-nonultom
<math>f_{\omega.9+62}(10)</math>
trisextadd-nonultom
<math>f_{\omega.9+63}(10)</math>
quadrisextadd-nonultom
<math>f_{\omega.9+64}(10)</math>
quintisextadd-nonultom
<math>f_{\omega.9+65}(10)</math>
sextisextadd-nonultom
<math>f_{\omega.9+66}(10)</math>
septisextadd-nonultom
<math>f_{\omega.9+67}(10)</math>
octisextadd-nonultom
<math>f_{\omega.9+68}(10)</math>
nonisextadd-nonultom
<math>f_{\omega.9+69}(10)</math>
zeriseptadd-nonultom
<math>f_{\omega.9+70}(10)</math>
uniseptadd-nonultom
<math>f_{\omega.9+71}(10)</math>
biseptadd-nonultom
<math>f_{\omega.9+72}(10)</math>
triseptadd-nonultom
<math>f_{\omega.9+73}(10)</math>
quadriseptadd-nonultom
<math>f_{\omega.9+74}(10)</math>
quintiseptadd-nonultom
<math>f_{\omega.9+75}(10)</math>
sextiseptadd-nonultom
<math>f_{\omega.9+76}(10)</math>
septiseptadd-nonultom
<math>f_{\omega.9+77}(10)</math>
octiseptadd-nonultom
<math>f_{\omega.9+78}(10)</math>
noniseptadd-nonultom
<math>f_{\omega.9+79}(10)</math>
zeroctadd-nonultom
<math>f_{\omega.9+80}(10)</math>
unoctadd-nonultom
<math>f_{\omega.9+81}(10)</math>
boctadd-nonultom
<math>f_{\omega.9+82}(10)</math>
troctadd-nonultom
<math>f_{\omega.9+83}(10)</math>
quadroctadd-nonultom
<math>f_{\omega.9+84}(10)</math>
quintoctadd-nonultom
<math>f_{\omega.9+85}(10)</math>
sextoctadd-nonultom
<math>f_{\omega.9+86}(10)</math>
septoctadd-nonultom
<math>f_{\omega.9+87}(10)</math>
octoctadd-nonultom
<math>f_{\omega.9+88}(10)</math>
nonoctadd-nonultom
<math>f_{\omega.9+89}(10)</math>
zerinonadd-nonultom
<math>f_{\omega.9+90}(10)</math>
uninonadd-nonultom
<math>f_{\omega.9+91}(10)</math>
binonadd-nonultom
<math>f_{\omega.9+92}(10)</math>
trinonadd-nonultom
<math>f_{\omega.9+93}(10)</math>
quadrinonadd-nonultom
<math>f_{\omega.9+94}(10)</math>
quintinonadd-nonultom
<math>f_{\omega.9+95}(10)</math>
sextinonadd-nonultom
<math>f_{\omega.9+96}(10)</math>
septinonadd-nonultom
<math>f_{\omega.9+97}(10)</math>
octinonadd-nonultom
<math>f_{\omega.9+98}(10)</math>
noninonadd-nonultom
<math>f_{\omega.9+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-zerunultom
<math>f_{\omega.10+1}(10)</math>
badd-zerunultom
<math>f_{\omega.10+2}(10)</math>
tradd-zerunultom
<math>f_{\omega.10+3}(10)</math>
quadradd-zerunultom
<math>f_{\omega.10+4}(10)</math>
quintadd-zerunultom
<math>f_{\omega.10+5}(10)</math>
sextadd-zerunultom
<math>f_{\omega.10+6}(10)</math>
septadd-zerunultom
<math>f_{\omega.10+7}(10)</math>
octadd-zerunultom
<math>f_{\omega.10+8}(10)</math>
nonadd-zerunultom
<math>f_{\omega.10+9}(10)</math>
zerunadd-zerunultom
<math>f_{\omega.10+10}(10)</math>
ununadd-zerunultom
<math>f_{\omega.10+11}(10)</math>
bunadd-zerunultom
<math>f_{\omega.10+12}(10)</math>
trunadd-zerunultom
<math>f_{\omega.10+13}(10)</math>
quadrunadd-zerunultom
<math>f_{\omega.10+14}(10)</math>
quintunadd-zerunultom
<math>f_{\omega.10+15}(10)</math>
sextunadd-zerunultom
<math>f_{\omega.10+16}(10)</math>
septunadd-zerunultom
<math>f_{\omega.10+17}(10)</math>
octunadd-zerunultom
<math>f_{\omega.10+18}(10)</math>
nonunadd-zerunultom
<math>f_{\omega.10+19}(10)</math>
zeribadd-zerunultom
<math>f_{\omega.10+20}(10)</math>
unibadd-zerunultom
<math>f_{\omega.10+21}(10)</math>
bibadd-zerunultom
<math>f_{\omega.10+22}(10)</math>
tribadd-zerunultom
<math>f_{\omega.10+23}(10)</math>
quadribadd-zerunultom
<math>f_{\omega.10+24}(10)</math>
quintibadd-zerunultom
<math>f_{\omega.10+25}(10)</math>
sextibadd-zerunultom
<math>f_{\omega.10+26}(10)</math>
septibadd-zerunultom
<math>f_{\omega.10+27}(10)</math>
octibadd-zerunultom
<math>f_{\omega.10+28}(10)</math>
nonibadd-zerunultom
<math>f_{\omega.10+29}(10)</math>
zeritradd-zerunultom
<math>f_{\omega.10+30}(10)</math>
unitradd-zerunultom
<math>f_{\omega.10+31}(10)</math>
bitradd-zerunultom
<math>f_{\omega.10+32}(10)</math>
tritradd-zerunultom
<math>f_{\omega.10+33}(10)</math>
quadritradd-zerunultom
<math>f_{\omega.10+34}(10)</math>
quintitradd-zerunultom
<math>f_{\omega.10+35}(10)</math>
sextitradd-zerunultom
<math>f_{\omega.10+36}(10)</math>
septitradd-zerunultom
<math>f_{\omega.10+37}(10)</math>
octitradd-zerunultom
<math>f_{\omega.10+38}(10)</math>
nonitradd-zerunultom
<math>f_{\omega.10+39}(10)</math>
zeriquadradd-zerunultom
<math>f_{\omega.10+40}(10)</math>
uniquadradd-zerunultom
<math>f_{\omega.10+41}(10)</math>
biquadradd-zerunultom
<math>f_{\omega.10+42}(10)</math>
triquadradd-zerunultom
<math>f_{\omega.10+43}(10)</math>
quadriquadradd-zerunultom
<math>f_{\omega.10+44}(10)</math>
quintiquadradd-zerunultom
<math>f_{\omega.10+45}(10)</math>
sextiquadradd-zerunultom
<math>f_{\omega.10+46}(10)</math>
septiquadradd-zerunultom
<math>f_{\omega.10+47}(10)</math>
octiquadradd-zerunultom
<math>f_{\omega.10+48}(10)</math>
noniquadradd-zerunultom
<math>f_{\omega.10+49}(10)</math>
zeriquintadd-zerunultom
<math>f_{\omega.10+50}(10)</math>
uniquintadd-zerunultom
<math>f_{\omega.10+51}(10)</math>
biquintadd-zerunultom
<math>f_{\omega.10+52}(10)</math>
triquintadd-zerunultom
<math>f_{\omega.10+53}(10)</math>
quadriquintadd-zerunultom
<math>f_{\omega.10+54}(10)</math>
quintiquintadd-zerunultom
<math>f_{\omega.10+55}(10)</math>
sextiquintadd-zerunultom
<math>f_{\omega.10+56}(10)</math>
septiquintadd-zerunultom
<math>f_{\omega.10+57}(10)</math>
octiquintadd-zerunultom
<math>f_{\omega.10+58}(10)</math>
noniquintadd-zerunultom
<math>f_{\omega.10+59}(10)</math>
zerisextadd-zerunultom
<math>f_{\omega.10+60}(10)</math>
unisextadd-zerunultom
<math>f_{\omega.10+61}(10)</math>
bisextadd-zerunultom
<math>f_{\omega.10+62}(10)</math>
trisextadd-zerunultom
<math>f_{\omega.10+63}(10)</math>
quadrisextadd-zerunultom
<math>f_{\omega.10+64}(10)</math>
quintisextadd-zerunultom
<math>f_{\omega.10+65}(10)</math>
sextisextadd-zerunultom
<math>f_{\omega.10+66}(10)</math>
septisextadd-zerunultom
<math>f_{\omega.10+67}(10)</math>
octisextadd-zerunultom
<math>f_{\omega.10+68}(10)</math>
nonisextadd-zerunultom
<math>f_{\omega.10+69}(10)</math>
zeriseptadd-zerunultom
<math>f_{\omega.10+70}(10)</math>
uniseptadd-zerunultom
<math>f_{\omega.10+71}(10)</math>
biseptadd-zerunultom
<math>f_{\omega.10+72}(10)</math>
triseptadd-zerunultom
<math>f_{\omega.10+73}(10)</math>
quadriseptadd-zerunultom
<math>f_{\omega.10+74}(10)</math>
quintiseptadd-zerunultom
<math>f_{\omega.10+75}(10)</math>
sextiseptadd-zerunultom
<math>f_{\omega.10+76}(10)</math>
septiseptadd-zerunultom
<math>f_{\omega.10+77}(10)</math>
octiseptadd-zerunultom
<math>f_{\omega.10+78}(10)</math>
noniseptadd-zerunultom
<math>f_{\omega.10+79}(10)</math>
zeroctadd-zerunultom
<math>f_{\omega.10+80}(10)</math>
unoctadd-zerunultom
<math>f_{\omega.10+81}(10)</math>
boctadd-zerunultom
<math>f_{\omega.10+82}(10)</math>
troctadd-zerunultom
<math>f_{\omega.10+83}(10)</math>
quadroctadd-zerunultom
<math>f_{\omega.10+84}(10)</math>
quintoctadd-zerunultom
<math>f_{\omega.10+85}(10)</math>
sextoctadd-zerunultom
<math>f_{\omega.10+86}(10)</math>
septoctadd-zerunultom
<math>f_{\omega.10+87}(10)</math>
octoctadd-zerunultom
<math>f_{\omega.10+88}(10)</math>
nonoctadd-zerunultom
<math>f_{\omega.10+89}(10)</math>
zerinonadd-zerunultom
<math>f_{\omega.10+90}(10)</math>
uninonadd-zerunultom
<math>f_{\omega.10+91}(10)</math>
binonadd-zerunultom
<math>f_{\omega.10+92}(10)</math>
trinonadd-zerunultom
<math>f_{\omega.10+93}(10)</math>
quadrinonadd-zerunultom
<math>f_{\omega.10+94}(10)</math>
quintinonadd-zerunultom
<math>f_{\omega.10+95}(10)</math>
sextinonadd-zerunultom
<math>f_{\omega.10+96}(10)</math>
septinonadd-zerunultom
<math>f_{\omega.10+97}(10)</math>
octinonadd-zerunultom
<math>f_{\omega.10+98}(10)</math>
noninonadd-zerunultom
<math>f_{\omega.10+99}(10)</math>
== NEW CYCLE W.j HAS BEGUN ==
unadd-ununultom
<math>f_{\omega.11+1}(10)</math>
badd-ununultom
<math>f_{\omega.11+2}(10)</math>
tradd-ununultom
<math>f_{\omega.11+3}(10)</math>
quadradd-ununultom
<math>f_{\omega.11+4}(10)</math>
quintadd-ununultom
<math>f_{\omega.11+5}(10)</math>
sextadd-ununultom
<math>f_{\omega.11+6}(10)</math>
septadd-ununultom
<math>f_{\omega.11+7}(10)</math>
octadd-ununultom
<math>f_{\omega.11+8}(10)</math>
nonadd-ununultom
<math>f_{\omega.11+9}(10)</math>
zerunadd-ununultom
<math>f_{\omega.11+10}(10)</math>
Note: it is possible to use alternative names also inspired by roman numbers
"dek" instead "zerun",
"vig" instead "zerib",
"trig" instead "zeritr",
"quadrig" instead "zeriquadr"
and so on.