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When combining close-up lenses, put the highest magnification on first, closest to the camera lens That way, you can remove them in smaller increments to achieve just the right magnification Also, you may find that some lens combinations cause your images to curve unnaturally thanks to something called barrel distortion, which is discussed in 6

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As we ve already talked about, taking close-up pictures is a very different experience from taking images at ordinary focal lengths Though it s not particularly difficult to get really good macro photos, it does take a little more care and a slightly different approach First of all, you ll find that your subjects are slightly different in macro photography Obviously, you won t be taking a lot of people pictures from 2 inches away There are numerous choices, however I suggest that you start by taking pictures of things that don t move

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Once you have coins and postcards well in hand, you can move on to photographing insects, flowers, and other mobile or semi-mobile subjects In fact, lots of subjects look radically different at close range and magnified than they appear from a human perspective Some subjects can even take on an almost fractal appearance that is, their underlying structure can seem to have a nearly infinite amount of complexity, as you can see from these ice crystals on a tree branch, captured on a chilly April morning

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That s why I think macro photos make for some very exciting images Here are a few subjects you might want to consider trying your hand at:

A similar but morecomprehensive pmgramthat you ri{ote andthat you arc completely comfo ablewith should be in your utility files to let you checkthe proper hardwareand softwarc opention of your LCD whenever you think it is necessary Your program shouldcheckevery characterandevery commandiII the LCD'S vocabulary if you want lo p dom a really comFehensive check Integermath is the sourceof a lot of problemsfor thosewho areunawareof the havoc that integer matb calculationscan visit on the software you are trying to debugA cer tain amountof expetise with integer math is a must if you want to createmathematical routines within yow softwareIfthe routines are amenableto it, you should write a programaroundthe rcutin to test every possibility ihat the rcutirc might ercounter and thusdebugit the hard way even if it meansyour computerhasto Iun the routine all night to get through all the commutatjonsOftentimes, all that is necessary to run the rouis tines that would be called at the boundary conditions, or under the critical conditions, to make sure the rcutine is rcbust, The following routine has a bug in it Seeif you can find it The routine is designed to make you awareof an 8-bit math problem We are trying to maintaina value ofx = 127,but we reed to do it in small steps An extemal condition is changingX to anything from I to 255, and we cannot exceed theseDarameters because the fact thatX is a variablethat hasbeendefined of as a byte