Vous avez cherché: rotate the circle (Espagnol - Anglais)

"the circle of life"
"the circle of life"

formally, the circle maintained neutrality.
formally, the circle maintained neutrality.

rotar la capa...rotate the layer 180 degrees
rotate layer...rotate the layer 180 degrees

& rotar la capa... rotate the layer 180 degrees
& rotate layer...

180°rotate the layer 90 degrees to the right
180°

derecha 90°rotate the layer 90 degrees to the left
right 90°

the (orientation-preserving) diffeomorphism group of the circle is pathwise connected.
the (orientation-preserving) diffeomorphism group of the circle is pathwise connected.

* johnson, lawrence and peterson, jacqueline "the people today - closing the circle.
* johnson, lawrence and peterson, jacqueline "the people today – closing the circle.

== otras versiones ==*agnes chan en su álbum de 1971 "will the circle game be unbroken".
== other cover versions ==*agnes chan on her 1971 album "will the circle game be unbroken" with the local life records.

entre otras: h. b. schoepp-schilling y c. flinterman, eds., the circle of empowerment.
publications include: h.b. schoepp-schilling and c. flinterman, eds., the circle of empowerment.

su primer éxito fue en un cover de the circle game de joni mitchell, en la que participó también su hermana, la actriz irene chan.
she had a chance to record a cover of joni mitchell's "the circle game" with her older sister, actress irene chan, and it became a hit song in hong kong.

"square the circle" es el cuarto álbum de estudio de la cantante japonesa de i've sound, mami kawada.
square the circle (stylized as square the circle) is the fourth studio album by j-pop singer mami kawada.

" (lectures from the analytical geometry of the straight line, the point and the circle) leipzig (1881).
" (lectures from the analytical geometry of the straight line, the point and the circle) leipzig (1881).

en su novela the circle, dave eggers presenta una antiutopía tecnológica, dominada por la tecnología ponible, en la que “la intimidad es un robo”.
in his novel, the circle, dave eggers presents a tech dystopia dominated by wearable tech in which “privacy is theft.”

a smooth eventually constant path to the identity gives a second more elementary way of extending a diffeomorphism from the circle to the open unit disc (this is a special case of the alexander trick).
a smooth, eventually constant path to the identity gives a second more elementary way of extending a diffeomorphism from the circle to the open unit disc (a special case of the alexander trick).

la iniciativa es uno de los principales integrantes de beyond the circle, una red de ámbito nacional comprometida con el fortalecimiento de los derechos económicos, sociales y culturales de la india, a cuya protección y promoción ha contribuido desde la perspectiva del género.
advance training course on economic social and cultural (esc) rights - iwid is one of the core group member of beyond the circle a national level network committed towards strengthening esc rights in india has contributed towards esc rights protection and promotion from a gender perspective.

for instance, there is no codimension 0 immersion s1 → r1, despite the circle being parallelizable, which can be proven because the line has no fundamental class, so one does not get the required map on top cohomology.
for instance, there is no codimension 0 immersion s1 → r1, despite the circle being parallelizable, which can be proven because the line has no fundamental class, so one does not get the required map on top cohomology.

40 benjamin zander, director de la filarmónica de boston, citado por tom peters en the circle of innovation (londres, hodder and stoughton, 1998), pág. 144.
40 benjamin zander, conductor, boston philharmonic, as quoted in tom peters, the circle of innovation (london, hodder and stoughton, 1998), p. 144.

* by the whitney–graustein theorem the regular homotopy classes of immersions of the circle in the plane are classified by the winding number which is also the number of double points counted algebraically (i.e.
* by the whitney–graustein theorem the regular homotopy classes of immersions of the circle in the plane are classified by the winding number which is also the number of double points counted algebraically (i.e.

creado por fabian nicieza y joe madureira, apareció por primera vez en deadpool: the circle chase (serie limitada) #1 (agosto de 1993).
created by fabian nicieza and joe madureira he first appeared in "deadpool: the circle chase" #1 (august 1993).