No one was hurt in the attacks on Ashkelon, a city of 120,000 whose center lies about 10 miles north of the Gaza Strip, but there was significant damage to the building that was hit, said Micky Rosenfeld, an Israeli police spokesman.
Draw a circle whose center lies on the line.
Johnson and Burgee's master plan for the island (renamed Roosevelt Island) called for a pedestrian community — private cars were banned, and so were dogs — whose center lay along a curving main street, and whose apartment-house complexes, each to be designed by a different architect, would all afford sweeping views of the East River.
This tolerance zone, unless otherwise stated, is taken to be equally disposed about the true form, and the tolerance value is equal to the diameter of circles whose centers lie on the true form.
Using a layer of parks and protected areas from the Government of Canada (http://geogratis.gc.ca/), we identified the 89 1:50,000 landscapes whose centers lay within the borders of a park or protected area in Ontario.
Additionally, as discussed by Hildebrand and Rüegsegger [ 27], another massive speedup is obtained by considering so-called non-redundant spheres, whose centers lie along the ridges of D x).
The centerlines of the axon are traced using a moving sphere whose center always lies on current center of the centerline that has been traced so far.
Every colony whose center point lay inside the quadrat was recorded to species level, and the maximum diameter and diameter perpendicular to the maximum were measured.
Consequently, all of the real poles u satisfy 1/ k−1)≤|u|≤1 and all of the imaginary poles u lie on the circle whose center is the origin and radius is (1/sqrt {k-1}).
Then the pole of the modified zeta function (tilde {mathbf {Z}}_{G} u)) has the form as in (8) with an eigenvalue λ A of the adjacency matrix A G. In particular, all of the real poles u satisfy frac{1}{k^{2}-2k+2 frac{1}{k^{2}-2k+2} and, if 0∈Spec(A G ), u=−1/(k−2); aleqof the imaginary poles uleqfrac{1}{ circle whose center is −1/(k2−2k) and radius is (k−1)/(k2−2k).
SEDA is mounted on the eastward plane on the body of Himawari-8 and 9. Owing to the gyro motion of charged particles, SEDA can measure protons whose gyro centers lie inside GEO and electrons whose gyro centers lie outside GEO (Rodriguez et al. 2010).
