Dual-x: [ Chinese ]
I havere-kate-tai-tai drinked-yung-yangued mutched-tai-mung
I havere-kate-tai-tai drinked-yung-yangued pocked-tai-mung
Dual-x: [ Tibetanish ]
I havere-kate-tai-po drinked-pong-yangued mutched-tai-po
I havere-kate-tai-po drinked-pong-yangued pocked-tai-po
Dual: [ Mongolish ]
I havere-kate-tai-prush drinked-prung-yangued mutched-tai-prush
I havere-kate-tai-prush drinked-prung-yangued pocked-tai-prush
Dual: [ of Henhiskán conquerer of Rusia and China ]
I havere-kate-toi-presh-tai-prush drinked-prung-yangued mutched-tai-prush
I havere-kate-toi-presh-tai-prush drinked-prung-yangued pocked-tai-prush
Ley:
d_{t}[x] = v+ur·(1/r)^{n}·( x(t) )^{n}
x(t) = r·( ( 1+(-1)·[n:(v/(ur))] )·ut )^{( 1/( 1+(-1)·[n:(v/(ur))] ) )}
d_{t}[x] = 0 <==> x(t) = r·( (-1)·(v/(ur)) )^{(1/n)}
Ley:
d_{t}[x] = v+ure^{(n/r)·x(t)}
x(t) = r·( 1/[n:(v/(ur))]_{e} )·(-1)·ln( (-1)·[n:(v/(ur))]_{e}·ut )
d_{t}[x] = 0 <==> x(t) = r·ln( ( (-1)·(v/(ur)) )^{(1/n)} )
Ley:
Sea H(s) = int[h(s)]d[s] ==>
d_{t}[x] = v+ur·( h( (1/r)·x(t) ) )^{n}
x(t) = r·Anti-[ ( s /o(s)o/ H(s) )^{[o(s)o] [n:(v/(ur))]_{h}} ]-(ut)
d_{t}[x] = 0 <==> x(t) = r·Anti-[h(s)]-( ( (-1)·(v/(ur)) )^{(1/n)} )
Ley:
d_{t}[x] = v·(1/r)^{k}·( x(t) )^{k}+ur·(1/r)^{n}·( x(t) )^{n}
x(t) = r·( ( 1+(-1)·( k+[n+(-k):(v/(ur))] ) )·ut )^{( 1/( 1+(-1)·( k+[n+(-k):(v/(ur))] ) ) )}
d_{t}[x] = 0 <==> x(t) = r·( (-1)·(v/(ur)) )^{( 1/(n+(-k)) )}
Sinfonía de Major-Menor en Do major:
Ley musical:
[01][05][08][05] = 19k
[01][04][08][04] = 17k
[07][11][14][11] = 43k
[07][10][14][10] = 41k
Ley musical:
[08][01][05][01] = 15k = 3·5·k
[08][01][04][01] = 14k = 2·7·k
[14][07][11][07] = 39k = 3·13·k
[14][07][05][07] = 38k = 2·19·k
Ley: [ de condensador biológico ]
TABBBBBBATSTABBBBBBATABBBBBATABBBBBBAT
Ley: [ de resistencia biológica ]
TABBBBBBATABBBBBATABBBBBBATSTABBBBBBATABBBBBATABBBBBBATABBBBAT
Ley:
Polea:
acción de estiramiento = F ---- @ ---- (-1)·qg ---- F = reacción de fijación
d_{tt}^{2}[y] = (1/m)·( (-1)·qg+2F )
d_{tt}^{2}[y] = 0 <==> F = (1/2)·qg
Se ha disparado el gasto militar en Alemania,
con el siguiente sintagma:
use-more dankeshen das name
use-less dankeshen das name
Article of the European Union:
The European Union seartch,
the ben-state of surer habitants,
protectating all lenguatch of surer landers,
basated the lenguatch in the lingüistical cience.
The European Union not seartch,
the mal-state of surer habitants,
not protectating not-zhing lenguatch of surer landers,
not basated the lenguatch in the lingüistical cience.
Article of the European Union:
Imperative wor:
Atack against some-body,
is a wor to every body.
Not imperative wor:
Not atack against not-body,
is not a wor to all-some body.
Objectes controlats com per exemple els drons:
Ley:
Sea ( d_{t}[x] = 0^{2} & d_{t}[y] = 0 ) ==> ...
... U(4,4) = < 0,1,1,0,1,0,0,1 > = < x,y,y,x,y,x,x,y >
Ley:
Sea ( d_{t}[x] = 0^{2} & d_{t}[y] = 0 & d_{w}[z] = 1 ) ==> ...
... U(4,4) = < 0,1,1,w,0,0,1 > = < x,y,y,z,x,x,y >
Ley:
Sea ( d_{t}[x] = 0^{2} & d_{t}[y] = 0 & d_{w}[z] = 1 ) ==> ...
... U(4,4) = < w,1,0,1,0,w > = < z,y,x,y,x,z >
Ley:
Sea ( d_{t}[x] = 0^{2} & d_{t}[y] = 0 & d_{w}[z] = 1 ) ==> ...
... U(4,4) = < w,1,w,0,w > = < z,y,z,x,z >
Ley:
Sea ( d_{t}[x] = 0^{2} & d_{t}[y] = 0 ) ==> ...
... U(4,0) = < (-1),0,(-1),0,0,1,0,1 > = < y,x,y,x,x,y,x,y >
Ley:
Sea ( d_{t}[x] = 0^{2} & d_{t}[y] = 0 & d_{w}[z] = 2w ) ==> ...
... U(4,0) = < (-1),0,w·w,0,1 > = < y,x,z,x,y >
Luterans
Law:
Das homens und das womens,
seren-keit equals,
in das protestant auferesen-hatchteit euner-churtch.
Mazhew:
Hies seren-keit,
das salatesen-hatchteited of das euner-life.
Shies seren-keit,
das dolzatesen-hatchteited of das euner-life.
Law:
Havere-keit a homen auferesen-hatchteit lider-zeizen,
in das protestant auferesen-hatchteit euner-churtch.
Mazhew:
Jesucrist wil mehmesen-hatchteiting to hies,
homens auferesen-hatchteit fisher-zeizens
pose Peter vare-keit sere-keit fisher-zeizen.
Jesucrist wil mehmesen-hatchteiting to shies,
womens auferesen-hatchteit fisher-zeizens
pose pose Peter vare-keit sere-keit fisher-zeizen.
Law:
Havere-keit das bishop-tor,
sere-keiting matematiker or fisiker,
that iluminesen-hatchteit,
das oransh kehesen-hatchteit euner-bread,
wizh a blue kehesen-hatchteit euner-flame.
Havere-keit das bishop-tor,
sere-keiting matematiker or fisiker,
that iluminesen-hatchteit,
das red kehesen-hatchteit euner-wine,
wizh a green kehesen-hatchteit euner-flame.
Johan:
My flesh,
sere-keit veritable eat.
My blood,
sere-keit veritable drink and love.
Art:
[Es][ sum[k = 1]-[oo][ (1/k)^{s} ] = ( 1/(s+(-1)) )·ln(s+1) ]
Exposició:
s = 1
Art:
[Es][ sum[k = 1]-[oo][ (1/k)^{s} ] = (-1)·ln(s+(-1)) ]
Exposició:
s = 1
Ley:
F(t) = int[ d[s] ]·f(t)
G(t) = int[ d[(1/s)] ]·g(t)
F(t)·G(t) = f(t)·g(t)
Ley:
F(t) = int[ d[u]+d[v] ]·f(t)
G(t) = int[ (1/2)·d[(1/u)]+(1/2)·d[(1/v)] ]·g(t)
F(t)·G(t) = f(t)·g(t)
Ley:
F(t) = int[ d[u]+d[v]+d[s] ]·f(t)
G(t) = int[ (1/3)·d[(1/u)]+(1/3)·d[(1/v)]+(1/3)·d[(1/s)] ]·g(t)
F(t)·G(t) = f(t)·g(t)
Pronomi personali del Italiano:
Ley:
elu = él
ela = ella
loro = ellos
lere = ellas
Deducción:
u a
e o
Decreto-Ley-Europeo:
El apellido Lerer es Lerner.
Si molestáis los idiomas,
id-vos a un mundo antiguo,
porque no queréis tecnología.
Dual:
Dominus nobiscum.
Nobiscus dominum.
Traducción:
El señor esté con nosotros.
Nosotros estemos con el señor.
Dual:
Escrituribus evangelia,
primerum pro domini.
Lecturibus evangelia,
secundum Ioannes.
Traducción:
Escritura del evangelio,
primera por el señor.
Lectura del evangelio,
segunda de Juan.
Se creen que los siguen a un mundo antiguo,
y el mundo es moderno,
es que no tiene sentido creer-se que los siguen.
