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From: Ulf-Dietrich Braumann on 13 Feb 2010 05:24 Sorry for the confusion raised (in part) by not mentioning version and platform: WinXP and v6. However, I actually did not expect some different= behavior, neither between the v6 and v7 nor the Windows versions, since the Mathematica3*.ttf TrueType fonts have not changed since years. To my surprise, under v7 under Vista the effect (the \[Micro] with FontSlant->Plain still appears slanted, while simply turning on FontWeight-> Bold leads to and upright bold \[Micro]) does not occur. Comparing the four Mathematica3*.tff, I noticed that on the position of =B5= there are upright versions for the two monotype versions as well as for the bold proportional version, but not for the plain proportional. In consequence, something must have been changed between v6 and v7... I speculate, now in v7 on Windows platforms the =B5 from the respective main= font (Times New Roman, Arial, ...) is taken, but not that from Mathematica3, at least for \[Micro] within a String. Instead of calling Plot[x^2, {x, 0, 9}, AxesLabel -> {"Time [d]", "Height [=B5m]"}, LabelStyle= -> {FontSize -> 20, FontFamily -> "Times"}] here is my poor man's solution simply taking the =B5 from the Symbol font,= which is acceptable when using Times: Plot[x^2, {x, 0, 9}, AxesLabel -> {"Time [d]", Row[{"Height [", Style["m", = FontFamily -> "Symbol"], "m]"}]}, LabelStyle -> {FontSize -> 20, FontFamily= -> "Times"}] Thank you for all comments - Ulf-Dietrich Braumann On Fri, 12 Feb 2010, John Fultz wrote: > There seems to be some general confusion about how to reproduce your prob= lem. I > can't reproduce it either, but here's a bit of speculation. Maybe what y= ou were > using wasn't \[Micro], but \[Mu]. They look similar, but the Mathematica > rendering of \[Mu] (and all other Greek characters used in math) always h= as a > slanted appearance, which is exactly what you're complaining about. > > So...go back to your problem notebook and try retyping the character as > \[Micro]. > > Sincerely, > > John Fultz > jfultz(a)wolfram.com > User Interface Group > Wolfram Research, Inc. |