Damian located the enemy ahead of them, shooting intersections clear as they reached them.
He started the car again and drove through a series of tunnels and intersections, a virtual underground street grid, before arriving at a large garage filled with gleaming cars.
The robed man led her into the fortress and wound his way through bright intersections, down stairs, and into a more opulent part of the building.
They crossed more intersections, descended to the level below, and stopped outside of double doors.
Several more warriors stood at intersections like gargoyles, moving only to point in the direction she needed to go.
Accompanied by two guards, she mounted her favorite bay horse and pounded through familiar roads and intersections to the southern wall., The chill of the ocean crept into its walls.
The image of the star is set updn the intersections of the lines of the central cross, and the positions of the reseau-lines are read off by estimation to - of a division on the glass scale.
These intersections determine the centres of the semicircles CC which form the ends of the respective knuckles.
Cubic equations were solved geometrically by determining the intersections of conic sections.
In these instruments the lines are ruled upon a spherical surface of speculum metal, and mark the intersections of the surface by a system of parallel and equidistant planes, o; of which the middle member passes through the centre of the sphere.
The locus of these intersections is the quadratrix.
Archytas of Tarentum (c. 430 B.C.) solved the problems by means of sections of a half cylinder; according to Eutocius, Menaechmus solved them by means of the intersections of conic sections; and Eudoxus also gave a solution.
This result is modified if the action of the load near the section is distributed to the bracing intersections by rail and cross girders.
But if the load is distributed to the bracing intersections by rail and cross girders, then the shear at C' will be greatest when the load extends to N, and will have the values wXADN and -wXNEB.
The first pair of intersections may be either real or imaginary; we proceed to discuss the second pair.
A further deduction from the principle of continuity follows by considering the intersections of concentric circles.