QUOTE(Dez6 @ Nov 9 2009, 07:28 PM)

take a large piece of firm paper, like posterboard, and draw a large circle on it that matches the diameter of the globe, use a compass. then draw concentric rings inside the circle with a compass with each as far apart from the last as you need for the lines on the globe. basically, you are drawing a large bullseye, now starting with the smallest center circle, carefully cut it out and lay it on the globe ( like the globe was wearing it as a hat, lol) , you should now have an outline you can draw around. then cut out the next circle in the "bullseye" and repeat until you have all the lines you need.
The only problem with this one is that, if you want the rings to be at regular 'altitudes' (such as, 1 inch above the equator, 2 inches, 3 inches, etc), you can't make circles with diameters of 9/10 of the sphere, 8/10, 7/10, 6/10, etc., since the curvature of the sphere will make the rings sit very close together at the poles, with big gaps near the equator.
To solve this, you'll either need to do some pretty heavy trigonometry, or use your eye and your instincts... make the outermost rings VERY close to the diameter of the sphere, with the increment getting bigger as you get towards the center.
Example:
Edge of the sphere --> (.(..(....(.......(.............(