Feel free to move this. This is a beginner's effort at making angle blocks.
First off...I got the idea from the Yahoo mini-mill group. When I saw it I thought it was a great idea, I could use them for various things. The idea is to create angle blocks based on the two end points of the hypotenuse of a right triangle. Straightforward trigonometry. Gotta love spreadsheets! So you drill one hole, then calculate the X-Y offset of the second hole such that they create the angle you desire. Here's how it works...

X = The distance between the two holes in X travel. Pick a number to suit. Larger will have a smaller machining error.
Let's make X = 0.998". Put your calculator in degrees mode, punch in "10" (the angle), and TAN, and then multiply by 0.998. Y travel equals 0.176".
Position one hole somewhere on the plate. I chose 0.500" in from each side for the four blocks I made (10, 12, 15, 25 deg). The second hole is then positioned 0.998" over in X travel and 0.176" in Y travel.
I tried it out by cutting up four pieces of scrap aluminum, about 1.5" x 2.0". I cleaned up the edges and faces and milled them together as one lump:

See, it's really four blocks:

One is setup on parallels for drilling the holes:

One thing I should point out is that the original idea was for a set of blocks where the distance between the two holes (the hypotenuse) was one inch for all of them. I'd guess this was so that they could all have the final milling done together. This meant, however, that none of the offsets were in whole thous. I redid the math so that all of my offsets were in whole thous, which reduced the error to just that of my machine (and setup). But this also meant that I had to mill each one separately. Also, I probably should have made two of each at once.
The holes were drilled and reamed 0.25":

Drill rod was inserted into the holes and setup in the vise:

The top is milled off in about ten passes (this is a mini-mill afterall):

Finished product:

Pretty neat idea, I thought. I'm heading back downstairs to make three other angles.
Mike