Вы искали: crop to circle in gimp (Испанский - Английский)

poco después abandonó la universidad para estudiar arte dramático en circle in the square en la ciudad de nueva york.
soon after, he dropped out of college to study acting at the circle in the square in new york city.

here each fiber projects to a circle in space (one of which is a line, thought of as a "circle through infinity").
here each fiber projects to a circle in space (one of which is a line, thought of as a "circle through infinity").

en nueva york actuó en el hermano en el ensemble theatre studio y en la obra de oscar wilde salome en circle in the square.
in new york, he appeared in el hermano at the ensemble theatre studio and in oscar wilde’s salome at circle in the square.

the nature of the multiple points classifies immersions; for example, immersions of a circle in the plane are classified up to regular homotopy by the number of double points.
the nature of the multiple points classifies immersions; for example, immersions of a circle in the plane are classified up to regular homotopy by the number of double points.

con vistas previas a partir de febrero de 2010, hizo su debut en el teatro broadway como helen keller en "the miracle worker" en el circle in the square theatre.
with previews beginning in february 2010, she made her broadway debut as helen keller in "the miracle worker" at the circle in the square theatre.

como actor de teatro, goldwyn ha aparecido dos veces en obras off-broadway, en el second stage theatre; y en broadway y en el circle in the square theatre.
as a stage actor, goldwyn has appeared twice in off-broadway shows at second stage theatre and on broadway at circle in the square theatre.

* 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.

stronger ties are needed with three main circles: the arab circle in which egypt is a key player; the african circle of the nile valley; and the islamic circle involving the arabs, the turks, and the iranians.
stronger ties are needed with three main circles: the arab circle in which egypt is a key player; the african circle of the nile valley; and the islamic circle involving the arabs, the turks, and the iranians.

* a mathematical rose with "k" petals is an immersion of the circle in the plane with a single "k"-tuple point; "k" can be any odd number, but if even must be a multiple of 4, so the figure 8 is not a rose.
* a mathematical rose with "k" petals is an immersion of the circle in the plane with a single "k"-tuple point; "k" can be any odd number, but if even must be a multiple of 4, so the figure 8 is not a rose.