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The X-Philes (2nd Revision)
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The X-Philes Number 1 (1995).iso
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xphiles
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hp48hor1
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1995-03-31
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3KB
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6 lines
HPHP48-B -à¡ ¼ ~aå -pé - D U&ñb ç Fgby ± t*ࢠ% æ6æ b ÆVW6 ÿ ù?ࢠ0 x&æ 2ôæ6Gç 0 ,*δ Numeric Eval. @D ,*p Underflow -p 7 a,*δ Error,*D Zero+1p ,*P Overflow - 7 a,*δ Error,*D MAXR+1 ,*° Inf. Result -° 7 a,*D MAXR,*δ Error+1° ,* Trig Angle - 7 a,*0 Radians -0
7 a,*δ Grads,*0 Degrees+1° - 7 a -0
a7 a7µ -0
7 a - 175
a7µ -0
17µ +1° ,*° y=f(x) Plot -° 7 a,*0 y, f(x),*D f(x)+1° ,* Plot curve -P 7 a,*0 No Fill,*D Fill+1P ,* Cursor -δ 7 a,*° XOR,* OR+1δ ,* I/O to - 7 a,*° I/R,* Serial+1 ,*P Print to -0 7 a,* Serial,*° I/R+10 ,*P Transfer -D 7 a,* Binary,*δ ASCII+1D ,*D RECV ReplaceWAp ,*δ Printer Space - 7 a,* Double,* Single+1 ,*P Linefeed -° 7 a,* Manual,*D Auto+1° ,*D Quiet KermituAP ,*δ Clock░Aδ ,*0 24-Hour A ,*° Date Format -0 7 a,*° DMY,*° MDY+10 ,* Reschedule )° AࢠδÄF Ä &x6xù KFxSφ Æ¢ 0 fWÆ¢ @ 67 &G KÆ¢ Ä &x "VV 9 @1d,*δ Coord. System -δ 7 a -P 7 a,*δ Spher,*0 Cylindr+1ࢠU6F∙ -δ 7 a -P 7 a -P a7ö a7µ -P 17µ +1Dù @ sS @ vS+1° ,* PrecedencelKÆd,*δ Fraction Mark -█µd 7 a,*p ,,*p .+1█µd,*0 Level 1 - d 7 a,* 1 Line,*δ Multi+1 d,*0 Prompts ) KÆ¢ 0 F ÆövÖù KFxSφ Æ¢ ` 6GÇ¢ 0Åöv∙ KÆ¢ Côù @@xSφ Æ¢ 0ôÖ ÇV Ç¢ `U6F÷&∙ @ࢠà 4E $u 7 ,d,* Error beep )█ KÆ¢ à âô6Öù ²KFxSφ Æ¢ δä6VÆ¢ @u 6V ²KÆ¢ P5U$ âô6Öù ¼KFxSφ Æ¢ δä6VÆ¢ @u 6V ¼KÆ¢ P5U$ òöFVf¼dÆKÆ¢ àXäDU$ ½dDK 5vé -█ ç Ñ ¼ Öù ,*p æφ +1àGa tc @ ì ï=à +Æ¢ 2 ù?° 3W D U&± ^ Fgby ñb +| bφ Öù ) ¬1 ëc - b 7%─ +1Dù D2@xS+1█a,* On,*° Off+1àφ ,* Q ÿ 5@0s Qe ) » Fgby ± nDù TRÆHa o ^a :Pbaï? _a+1à d&- R M nDù \ Æ a -P ~As " 8 æφ 4s█ :à:Pba+1° nDù ù?0 a -phcj5Ö ÿóù è@]@Dù ç èc -`;a 'Y?TRÆHa o`;a > ^aì- φ g██B D8 =<ܵ ¿UpAx5D φ.+ñb 8 æφ +1Dù TRÆHa op>a >█ δ Ca o° +1° @°ñ? -█x@ -p>a+@Dâb -`;a Aà aÑ'yC%e æφ öb à ÆÜ 9 █¿y - Ö »UpAÖ5D 14D φ<*± 8 æφ +1Dù TRÆHa op>aï=█ δ Ca o° +1° ó@°ñ? -█x@| f;aç Æû @ ì j%Æ1b*! a¢í~aφ ç Ca o° é@°ñ? -█x@| f;aç Æû @ ì ¬1Dâ +v b¼ ) ¬1 ëcà=@$ ¿ *¬ öb +V_" ± Kñ? -█x@ :Pca+1D G5ö G5F$ b3 @0 a -D ÿóù d;a 'Y? V >öb -`;a5@ b +1 ^a :PbaTRÆHa o° @°ñ? -█x@ l 'Y? V ¼= º$ ^a :PbaTRÆHa o° MApTc░ApTcD2 á?+1D ó Öù ]@°ñ? -█x@ï?à@a o° @°ñ? -█x@ Aà@a o° δ MApTc KvTc░ApTcD2 á?+1█% b3 í»pé -@ t*ࢠD D ôb +1@ ,*D PLOT5@° t*ࢠôò 2 +1@ ,*D TIME @° t*ࢠ@ 4 U +1@ ,*D SYS A° +1pé -à@a o° δ3 35vé l V cx¥ S9d 3(r)8 t° ,Np∙8 C 9+1