perm filename RCHART.TEX[TIM,LSP]3 blob
sn#769808 filedate 1984-09-16 generic text, type C, neo UTF8
COMMENT ā VALID 00031 PAGES
C REC PAGE DESCRIPTION
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C00148 00031 \bye
C00153 ENDMK
Cā;
\parskip .1in plus 5pt \baselineskip 15pt \lineskip 1pt
\newbox\bigstrutbox
\setbox\bigstrutbox=\hbox{\vrule height10pt depth5.0pt width0pt}
\def\bigstrut{\relax\ifmmode\copy\bigstrutbox\else\unhcopy\bigstrutbox\fi}
The charts are broken up into 2~groups; {\bf CPU Time} and {\bf Real Time}.
{\bf CPU Time} is the best approximation to CPU time that was reported for that
implementation.
For the S-1, the LM-2, and the PERQ, the CPU time is approximated by real time;
for InterLisp Vax~780, the CPU time is approximated by CPU time $+$ garbage
collection time; all others report CPU time directly.
{\bf Real Time} is the best approximation to real time available. For
PDP-10 MacLisp, the Symbolics 3600, the LM-2, the PERQ, and the S-1, this
is reported directly. For the Dolphin, the Dandelion, the Dorado, PSL on
all machines, Franz on all machines, Common Lisp on the DEC machines, and
InterLisp Vax~780, this is CPU time $+$ garbage collection time.
In these charts, Franz time is reported for the Translink~$=$~T, LocalF~$=$~No
case.
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf Dandelion}&&{\bf Dolphin}&&{\bf
Dorado}&&{\bf 3600}&\cr\tablerule
&&\hfil Boyer\hfil&&6.47&&74.6&&101.1&&17.1&&18.49&\cr\tablerule
&&\hfil Browse\hfil&&13.64&&174.0&&249.0&&52.5&&41.01&\cr\tablerule
&&\hfil Destruct\hfil&&2.16&&17.6&&27.0&&3.77&&3.7&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&6.69&&48.0&&100.0&&20.5&&9.45&\cr
&&\hfil Traverse\hfil&&23.96&&181.0&&299.0&&63.9&&50.12&\cr\tablerule
&&\hfil Tak\hfil&&0.489&&1.67&&3.84&&0.526&&0.59&\cr\tablerule
&&\hfil STak\hfil&&3.5&&4.66&&12.4&&1.89&&2.58&\cr\tablerule
&&\hfil CTak\hfil&&2.85&&63.2&&140.0&&18.0&&7.7&\cr\tablerule
&&\hfil Takl\hfil&&2.81&&14.0&&45.6&&3.62&&6.45&\cr\tablerule
&&\hfil Takr\hfil&&0.488&&1.75&&3.42&&0.677&&0.59&\cr\tablerule
&&\hfil Deriv\hfil&&1.81&&23.9&&40.3&&15.7&&17.54&\cr\tablerule
&&\hfil DDeriv\hfil&&2.83&&33.3&&56.6&&17.7&&18.21&\cr\tablerule
&&\hfil Fdderiv\hfil&&2.15&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.844&&23.8&&19.9&&3.43&&5.53&\cr
&&\hfil Recursive\hfil&&1.28&&24.8&&22.4&&4.09&&6.66&\cr\tablerule
&&\hfil FFT\hfil&&4.0&&44.2&&13.2&&1.57&&4.31&\cr\tablerule
&&\hfil Puzzle\hfil&&7.87&&50.2&&91.0&&14.0&&13.94&\cr\tablerule
&&\hfil Triang\hfil&&86.03&&856.0&&1510.0&&252.2&&151.8&\cr\tablerule
&&\hfil Fprint\hfil&&0.78&&13.7&&14.9&&2.93&&3.1&\cr\tablerule
&&\hfil Fread\hfil&&0.98&&8.0&&6.41&&1.57&&6.25&\cr\tablerule
&&\hfil Tprint\hfil&&0.81&&34.0&&29.2&&5.55&&7.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&5.0E-3&&$-$&&$-$&&$-$&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&5.0E-3&&$-$&&$-$&&$-$&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.0E-3&&$-$&&$-$&&$-$&&0.01&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.042&&$-$&&$-$&&$-$&&0.13&\cr
&&\hfil$r2=1000r$\hfil&&0.067&&$-$&&$-$&&$-$&&0.32&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.042&&$-$&&$-$&&$-$&&0.13&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.467&&$-$&&$-$&&$-$&&1.28&\cr
&&\hfil$r2=1000r$\hfil&&0.926&&$-$&&$-$&&$-$&&4.37&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.47&&$-$&&$-$&&$-$&&1.29&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&3.15&&$-$&&$-$&&$-$&&7.43&\cr
&&\hfil$r2=1000r$\hfil&&9.43&&$-$&&$-$&&$-$&&33.81&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.16&&$-$&&$-$&&$-$&&8.09&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{7}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLisp-10}&&{\bf InterLispVax 780}&&{\bf
Dandelion}&\cr\tablerule
&&\hfil Boyer\hfil&&25.458&&53.28&&74.6&\cr\tablerule
&&\hfil Browse\hfil&&70.321&&111.536&&174.0&\cr\tablerule
&&\hfil Destruct\hfil&&9.206&&5.44&&17.6&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&37.62&&24.78&&48.0&\cr
&&\hfil Traverse\hfil&&85.862&&255.76&&181.0&\cr\tablerule
&&\hfil Tak\hfil&&2.088&&3.088&&1.67&\cr\tablerule
&&\hfil STak\hfil&&6.379&&9.728&&4.66&\cr\tablerule
&&\hfil CTak\hfil&&44.672&&31.632&&63.2&\cr\tablerule
&&\hfil Takl\hfil&&3.786&&9.872&&14.0&\cr\tablerule
&&\hfil Takr\hfil&&2.162&&4.96&&1.75&\cr\tablerule
&&\hfil Deriv\hfil&&40.21&&23.104&&23.9&\cr\tablerule
&&\hfil DDeriv\hfil&&28.067&&29.968&&33.3&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&131.858&&3.76&&23.8&\cr
&&\hfil Recursive\hfil&&68.208&&8.448&&24.8&\cr\tablerule
&&\hfil FFT\hfil&&12.6&&22.792&&44.2&\cr\tablerule
&&\hfil Puzzle\hfil&&121.028&&110.288&&50.2&\cr\tablerule
&&\hfil Triang\hfil&&2326.439&&1076.54&&856.0&\cr\tablerule
&&\hfil Fprint\hfil&&4.451&&0.608&&13.7&\cr\tablerule
&&\hfil Fread\hfil&&4.476&&0.128&&8.0&\cr\tablerule
&&\hfil Tprint\hfil&&4.727&&11.472&&34.0&\cr\tablerule
&&Frpoly\hfil&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{7}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLispVax 780}&&{\bf 780 CL}&&{\bf 780
Franz}&\cr\tablerule
&&\hfil Boyer\hfil&&53.28&&46.79&&40.17&\cr\tablerule
&&\hfil Browse\hfil&&111.536&&118.51&&78.25&\cr\tablerule
&&\hfil Destruct\hfil&&5.44&&6.38&&6.95&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&24.78&&20.76&&18.47&\cr
&&\hfil Traverse\hfil&&255.76&&161.68&&82.98&\cr\tablerule
&&\hfil Tak\hfil&&3.088&&1.83&&2.1&\cr\tablerule
&&\hfil STak\hfil&&9.728&&4.11&&6.32&\cr\tablerule
&&\hfil CTak\hfil&&31.632&&8.09&&12.05&\cr\tablerule
&&\hfil Takl\hfil&&9.872&&7.34&&9.72&\cr\tablerule
&&\hfil Takr\hfil&&4.96&&3.42&&3.62&\cr\tablerule
&&\hfil Deriv\hfil&&23.104&&13.76&&$-$&\cr\tablerule
&&\hfil DDeriv\hfil&&29.968&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&3.76&&5.0&&3.2&\cr
&&\hfil Recursive\hfil&&8.448&&9.84&&7.68&\cr\tablerule
&&\hfil FFT\hfil&&22.792&&76.8&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&110.288&&128.92&&$-$&\cr\tablerule
&&\hfil Triang\hfil&&1076.54&&660.78&&$-$&\cr\tablerule
&&\hfil Fprint\hfil&&0.608&&3.94&&0.62&\cr\tablerule
&&\hfil Fread\hfil&&0.128&&7.24&&1.17&\cr\tablerule
&&\hfil Tprint\hfil&&11.472&&2.85&&0.52&\cr\tablerule
&&Frpoly\hfil&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.03&&0.02&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.04&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.04&&0.03&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.23&&0.02&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.36&&0.38&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.3&&0.22&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&2.13&&2.33&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&4.45&&8.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&2.89&&2.6&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&13.21&&20.6&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&34.48&&86.5&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&17.84&&25.08&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Lambda}&&{\bf 3600}&&{\bf Dandelion}&&{\bf
Dolphin}&&{\bf Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&31.7&&18.49&&74.6&&101.1&&17.1&\cr\tablerule
&&\hfil Browse\hfil&&56.5&&41.01&&174.0&&249.0&&52.5&\cr\tablerule
&&\hfil Destruct\hfil&&$-$&&3.7&&17.6&&27.0&&3.77&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&20.9&&9.45&&48.0&&100.0&&20.5&\cr
&&\hfil Traverse\hfil&&180.7&&50.12&&181.0&&299.0&&63.9&\cr\tablerule
&&\hfil Tak\hfil&&1.4&&0.59&&1.67&&3.84&&0.526&\cr\tablerule
&&\hfil STak\hfil&&6.7&&2.58&&4.66&&12.4&&1.89&\cr\tablerule
&&\hfil CTak\hfil&&4.2&&7.7&&63.2&&140.0&&18.0&\cr\tablerule
&&\hfil Takl\hfil&&11.4&&6.45&&14.0&&45.6&&3.62&\cr\tablerule
&&\hfil Takr\hfil&&1.7&&0.59&&1.75&&3.42&&0.677&\cr\tablerule
&&\hfil Deriv\hfil&&13.1&&17.54&&23.9&&40.3&&15.7&\cr\tablerule
&&\hfil DDeriv\hfil&&13.8&&18.21&&33.3&&56.6&&17.7&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&4.4&&5.53&&23.8&&19.9&&3.43&\cr
&&\hfil Recursive\hfil&&6.3&&6.66&&24.8&&22.4&&4.09&\cr\tablerule
&&\hfil FFT\hfil&&16.6&&4.31&&44.2&&13.2&&1.57&\cr\tablerule
&&\hfil Puzzle\hfil&&32.6&&13.94&&50.2&&91.0&&14.0&\cr\tablerule
&&\hfil Triang\hfil&&533.8&&151.8&&856.0&&1510.0&&252.2&\cr\tablerule
&&\hfil Fprint\hfil&&6.6&&3.1&&13.7&&14.9&&2.93&\cr\tablerule
&&\hfil Fread\hfil&&17.2&&6.25&&8.0&&6.41&&1.57&\cr\tablerule
&&\hfil Tprint\hfil&&7.5&&7.8&&34.0&&29.2&&5.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.01&&0.01&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.02&&0.02&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.01&&0.01&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.1&&0.13&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.2&&0.32&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.1&&0.13&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.6&&1.28&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&2.7&&4.37&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.3&&1.29&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&12.9&&7.43&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&23.8&&33.81&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&16.2&&8.09&&$-$&&$-$&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 3600}&&{\bf Lambda}&&{\bf Lambda (M-C)}&&{\bf
Lambda (No Cache)}&\cr\tablerule
&&\hfil Boyer\hfil&&18.49&&31.7&&13.2&&50.8&\cr\tablerule
&&\hfil Browse\hfil&&41.01&&56.5&&$-$&&82.0&\cr\tablerule
&&\hfil Destruct\hfil&&3.7&&$-$&&$-$&&6.9&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&9.45&&20.9&&15.1&&27.7&\cr
&&\hfil Traverse\hfil&&50.12&&180.7&&53.1&&203.7&\cr\tablerule
&&\hfil Tak\hfil&&0.59&&1.4&&0.45&&2.8&\cr\tablerule
&&\hfil STak\hfil&&2.58&&6.7&&$-$&&9.0&\cr\tablerule
&&\hfil CTak\hfil&&7.7&&4.2&&$-$&&5.9&\cr\tablerule
&&\hfil Takl\hfil&&6.45&&11.4&&5.4&&27.5&\cr\tablerule
&&\hfil Takr\hfil&&0.59&&1.7&&$-$&&$-$&\cr\tablerule
&&\hfil Deriv\hfil&&17.54&&13.1&&$-$&&21.9&\cr\tablerule
&&\hfil DDeriv\hfil&&18.21&&13.8&&$-$&&24.0&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&22.9&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.53&&4.4&&3.1&&7.6&\cr
&&\hfil Recursive\hfil&&6.66&&6.3&&3.2&&11.6&\cr\tablerule
&&\hfil FFT\hfil&&4.31&&16.6&&$-$&&19.2&\cr\tablerule
&&\hfil Puzzle\hfil&&13.94&&32.6&&$-$&&40.1&\cr\tablerule
&&\hfil Triang\hfil&&151.8&&533.8&&$-$&&734.5&\cr\tablerule
&&\hfil Fprint\hfil&&3.1&&6.6&&$-$&&14.9&\cr\tablerule
&&\hfil Fread\hfil&&6.25&&17.2&&$-$&&21.8&\cr\tablerule
&&\hfil Tprint\hfil&&7.8&&7.5&&$-$&&9.5&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.01&&0.01&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.02&&0.02&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.01&&0.01&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.13&&0.1&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.32&&0.2&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.13&&0.1&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.28&&1.6&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&4.37&&2.7&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.29&&2.3&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&7.43&&12.9&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&33.81&&23.8&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&8.09&&16.2&&$-$&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Perq}&&{\bf 3600}&&{\bf Dandelion}&&{\bf LM-2}&&{\bf
Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&159.8&&18.49&&74.6&&45.0&&17.1&\cr\tablerule
&&\hfil Browse\hfil&&439.98&&41.01&&174.0&&70.21&&52.5&\cr\tablerule
&&\hfil Destruct\hfil&&22.15&&3.7&&17.6&&8.54&&3.77&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&71.3&&9.45&&48.0&&41.23&&20.5&\cr
&&\hfil Traverse\hfil&&491.42&&50.12&&181.0&&215.68&&63.9&\cr\tablerule
&&\hfil Tak\hfil&&4.7&&0.59&&1.67&&2.9&&0.526&\cr\tablerule
&&\hfil STak\hfil&&13.03&&2.58&&4.66&&7.83&&1.89&\cr\tablerule
&&\hfil CTak\hfil&&8.48&&7.7&&63.2&&10.43&&18.0&\cr\tablerule
&&\hfil Takl\hfil&&26.98&&6.45&&14.0&&25.9&&3.62&\cr\tablerule
&&\hfil Takr\hfil&&7.52&&0.59&&1.75&&2.87&&0.677&\cr\tablerule
&&\hfil Deriv\hfil&&104.75&&17.54&&23.9&&23.9&&15.7&\cr\tablerule
&&\hfil DDeriv\hfil&&136.33&&18.21&&33.3&&23.67&&17.7&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&38.43&&5.53&&23.8&&8.63&&3.43&\cr
&&\hfil Recursive\hfil&&59.26&&6.66&&24.8&&12.38&&4.09&\cr\tablerule
&&\hfil FFT\hfil&&86.58&&4.31&&44.2&&39.07&&1.57&\cr\tablerule
&&\hfil Puzzle\hfil&&104.07&&13.94&&50.2&&42.93&&14.0&\cr\tablerule
&&\hfil Triang\hfil&&1844.32&&151.8&&856.0&&763.0&&252.2&\cr\tablerule
&&\hfil Fprint\hfil&&16.38&&3.1&&13.7&&12.09&&2.93&\cr\tablerule
&&\hfil Fread\hfil&&23.07&&6.25&&8.0&&20.67&&1.57&\cr\tablerule
&&\hfil Tprint\hfil&&29.08&&7.8&&34.0&&17.67&&5.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.01&&$-$&&0.02&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.02&&$-$&&0.022&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.01&&$-$&&0.022&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.13&&$-$&&0.2&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.32&&$-$&&0.25&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.13&&$-$&&0.24&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&1.28&&$-$&&2.29&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&4.37&&$-$&&3.52&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.29&&$-$&&2.73&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&7.43&&$-$&&18.55&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&33.81&&$-$&&30.9&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&8.09&&$-$&&22.43&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 780 Franz}&&{\bf Franz 68000}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&60.55&&40.17&&64.38&&69.38&\cr\tablerule
&&\hfil Browse\hfil&&122.67&&78.25&&137.38&&195.11&\cr\tablerule
&&\hfil Destruct\hfil&&8.68&&6.95&&13.98&&11.3&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&32.98&&18.47&&$-$&&35.45&\cr
&&\hfil Traverse\hfil&&132.63&&82.98&&$-$&&217.21&\cr\tablerule
&&\hfil Tak\hfil&&3.3&&2.1&&3.42&&2.69&\cr\tablerule
&&\hfil STak\hfil&&11.18&&6.32&&11.17&&6.21&\cr\tablerule
&&\hfil CTak\hfil&&18.35&&12.05&&20.75&&13.86&\cr\tablerule
&&\hfil Takl\hfil&&18.4&&9.72&&19.75&&12.35&\cr\tablerule
&&\hfil Takr\hfil&&5.09&&3.62&&$-$&&4.4&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&$-$&&15.33&&24.5&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&17.67&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.37&&3.2&&7.95&&14.32&\cr
&&\hfil Recursive\hfil&&11.3&&7.68&&11.13&&9.07&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&$-$&&$-$&&131.59&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&$-$&&$-$&&231.79&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&$-$&&$-$&&1021.35&\cr\tablerule
&&\hfil Fprint\hfil&&1.23&&0.62&&1.43&&6.08&\cr\tablerule
&&\hfil Fread\hfil&&2.02&&1.17&&2.29&&11.21&\cr\tablerule
&&\hfil Tprint\hfil&&0.87&&0.52&&1.65&&4.11&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.05&&0.02&&0.05&&0.06&\cr
&&\hfil$r2=1000r$\hfil&&0.03&&0.02&&0.05&&0.06&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&0.03&&0.05&&0.06&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.35&&0.02&&0.37&&0.37&\cr
&&\hfil$r2=1000r$\hfil&&1.18&&0.38&&0.8&&0.6&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.02&&0.22&&0.48&&0.48&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&5.37&&2.33&&4.72&&3.38&\cr
&&\hfil$r2=1000r$\hfil&&14.95&&8.0&&15.717&&7.25&\cr
&&\hfil$r3=r$ in flonums\hfil&&7.27&&2.6&&5.7&&4.69&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&37.23&&20.6&&34.67&&21.51&\cr
&&\hfil$r2=1000r$\hfil&&155.45&&86.5&&180.5&&57.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&41.47&&25.08&&40.88&&31.05&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 750 NIL}&&{\bf PSL-750}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&60.55&&81.33&&43.384&&69.38&\cr\tablerule
&&\hfil Browse\hfil&&122.67&&1099.84&&75.497&&195.11&\cr\tablerule
&&\hfil Destruct\hfil&&8.68&&8.95&&7.225&&11.3&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&32.98&&38.93&&35.53&&35.45&\cr
&&\hfil Traverse\hfil&&132.63&&273.26&&185.657&&217.21&\cr\tablerule
&&\hfil Tak\hfil&&3.3&&4.16&&1.802&&2.69&\cr\tablerule
&&\hfil STak\hfil&&11.18&&23.14&&17.782&&6.21&\cr\tablerule
&&\hfil CTak\hfil&&18.35&&9.92&&13.583&&13.86&\cr\tablerule
&&\hfil Takl\hfil&&18.4&&39.13&&15.453&&12.35&\cr\tablerule
&&\hfil Takr\hfil&&5.09&&5.71&&2.822&&4.4&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&22.69&&15.368&&24.5&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&26.9&&19.448&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&26.45&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.37&&9.44&&8.024&&14.32&\cr
&&\hfil Recursive\hfil&&11.3&&14.7&&7.293&&9.07&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&35.59&&141.729&&131.59&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&497.85&&35.938&&231.79&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&649.73&&523.192&&1021.35&\cr\tablerule
&&\hfil Fprint\hfil&&1.23&&37.65&&5.338&&6.08&\cr\tablerule
&&\hfil Fread\hfil&&2.02&&27.78&&7.548&&11.21&\cr\tablerule
&&\hfil Tprint\hfil&&0.87&&47.55&&4.284&&4.11&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.05&&0.04&&0.068&&0.06&\cr
&&\hfil$r2=1000r$\hfil&&0.03&&0.15&&0.289&&0.06&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&0.05&&0.119&&0.06&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.35&&0.36&&0.408&&0.37&\cr
&&\hfil$r2=1000r$\hfil&&1.18&&2.15&&1.581&&0.6&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.02&&0.42&&0.493&&0.48&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&5.37&&3.85&&4.539&&3.38&\cr
&&\hfil$r2=1000r$\hfil&&14.95&&38.71&&27.778&&7.25&\cr
&&\hfil$r3=r$ in flonums\hfil&&7.27&&4.64&&7.191&&4.69&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&37.23&&24.93&&81.668&&21.51&\cr
&&\hfil$r2=1000r$\hfil&&155.45&&479.48&&394.179&&57.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&41.47&&30.7&&61.115&&31.05&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-750}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&21.301&&43.384&&46.924&&43.7&\cr\tablerule
&&\hfil Browse\hfil&&41.157&&75.497&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&3.876&&7.225&&10.161&&10.591&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&15.062&&35.53&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&72.352&&185.657&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&0.833&&1.802&&1.622&&1.657&\cr\tablerule
&&\hfil STak\hfil&&7.106&&17.782&&19.44&&18.683&\cr\tablerule
&&\hfil CTak\hfil&&5.389&&13.583&&12.433&&12.259&\cr\tablerule
&&\hfil Takl\hfil&&5.27&&15.453&&12.9&&10.923&\cr\tablerule
&&\hfil Takr\hfil&&1.173&&2.822&&1.755&&2.131&\cr\tablerule
&&\hfil Deriv\hfil&&8.585&&15.368&&$-$&&26.692&\cr\tablerule
&&\hfil DDeriv\hfil&&10.234&&19.448&&28.953&&27.296&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&3.808&&8.024&&$-$&&13.205&\cr
&&\hfil Recursive\hfil&&3.757&&7.293&&$-$&&6.704&\cr\tablerule
&&\hfil FFT\hfil&&60.554&&141.729&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&16.286&&35.938&&31.743&&28.923&\cr\tablerule
&&\hfil Triang\hfil&&212.194&&523.192&&439.902&&416.47&\cr\tablerule
&&\hfil Fprint\hfil&&2.193&&5.338&&4.191&&4.43&\cr\tablerule
&&\hfil Fread\hfil&&3.366&&7.548&&6.47&&6.823&\cr\tablerule
&&\hfil Tprint\hfil&&1.921&&4.284&&2.724&&2.731&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0E-3&&0.068&&0.4&&0.35&\cr
&&\hfil$r2=1000r$\hfil&&0.068&&0.289&&0.13&&0.142&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.034&&0.119&&0.43&&0.42&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.204&&0.408&&0.298&&0.293&\cr
&&\hfil$r2=1000r$\hfil&&0.901&&1.581&&1.634&&1.775&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.289&&0.493&&0.445&&0.443&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.006&&4.539&&3.456&&3.601&\cr
&&\hfil$r2=1000r$\hfil&&13.022&&27.778&&32.684&&33.333&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.06&&7.191&&5.617&&5.691&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&35.479&&81.668&&70.273&&75.108&\cr
&&\hfil$r2=1000r$\hfil&&161.619&&394.179&&$-$&&485.284&\cr
&&\hfil$r3=r$ in flonums\hfil&&21.845&&61.115&&$-$&&44.203&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf InterLisp-10}&&{\bf PSL-20}&&{\bf
3600}&\cr\tablerule
&&\hfil Boyer\hfil&&6.47&&25.458&&11.96&&18.49&\cr\tablerule
&&\hfil Browse\hfil&&13.64&&70.321&&23.819&&41.01&\cr\tablerule
&&\hfil Destruct\hfil&&2.16&&9.206&&2.381&&3.7&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&6.69&&37.62&&7.596&&9.45&\cr
&&\hfil Traverse\hfil&&23.96&&85.862&&43.885&&50.12&\cr\tablerule
&&\hfil Tak\hfil&&0.489&&2.088&&0.485&&0.59&\cr\tablerule
&&\hfil STak\hfil&&3.5&&6.379&&2.694&&2.58&\cr\tablerule
&&\hfil CTak\hfil&&2.85&&44.672&&2.971&&7.7&\cr\tablerule
&&\hfil Takl\hfil&&2.81&&3.786&&2.527&&6.45&\cr\tablerule
&&\hfil Takr\hfil&&0.488&&2.162&&0.599&&0.59&\cr\tablerule
&&\hfil Deriv\hfil&&1.81&&40.21&&5.643&&17.54&\cr\tablerule
&&\hfil DDeriv\hfil&&2.83&&28.067&&6.006&&18.21&\cr\tablerule
&&\hfil Fdderiv\hfil&&2.15&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.844&&131.858&&2.3&&5.53&\cr
&&\hfil Recursive\hfil&&1.28&&68.208&&2.343&&6.66&\cr\tablerule
&&\hfil FFT\hfil&&4.0&&12.6&&35.445&&4.31&\cr\tablerule
&&\hfil Puzzle\hfil&&7.87&&121.028&&15.924&&13.94&\cr\tablerule
&&\hfil Triang\hfil&&86.03&&2326.439&&86.948&&151.8&\cr\tablerule
&&\hfil Fprint\hfil&&0.78&&4.451&&4.778&&3.1&\cr\tablerule
&&\hfil Fread\hfil&&0.98&&4.476&&5.829&&6.25&\cr\tablerule
&&\hfil Tprint\hfil&&0.81&&4.727&&4.253&&7.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&5.0E-3&&$-$&&0.022&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&5.0E-3&&$-$&&0.039&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.0E-3&&$-$&&0.023&&0.01&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.042&&$-$&&0.094&&0.13&\cr
&&\hfil$r2=1000r$\hfil&&0.067&&$-$&&0.378&&0.32&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.042&&$-$&&0.137&&0.13&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.467&&$-$&&0.921&&1.28&\cr
&&\hfil$r2=1000r$\hfil&&0.926&&$-$&&6.46&&4.37&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.47&&$-$&&1.509&&1.29&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&3.15&&$-$&&12.68&&7.43&\cr
&&\hfil$r2=1000r$\hfil&&9.43&&$-$&&68.195&&33.81&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.16&&$-$&&11.138&&8.09&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-3081}&&{\bf PSL-20}&&{\bf PSL-Cray}&&{\bf
S-1}&&{\bf 3600}&\cr\tablerule
&&\hfil Boyer\hfil&&2.346&&11.96&&1.852&&10.03&&18.49&\cr\tablerule
&&\hfil Browse\hfil&&3.849&&23.819&&4.704&&10.2&&41.01&\cr\tablerule
&&\hfil Destruct\hfil&&$-$&&2.381&&0.446&&0.91&&3.7&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.805&&7.596&&$-$&&$-$&&9.45&\cr
&&\hfil Traverse\hfil&&9.896&&43.885&&$-$&&$-$&&50.12&\cr\tablerule
&&\hfil Tak\hfil&&0.113&&0.485&&0.044&&0.295&&0.59&\cr\tablerule
&&\hfil STak\hfil&&1.696&&2.694&&1.132&&4.31&&2.58&\cr\tablerule
&&\hfil CTak\hfil&&0.821&&2.971&&0.597&&0.82&&7.7&\cr\tablerule
&&\hfil Takl\hfil&&0.611&&2.527&&0.307&&2.92&&6.45&\cr\tablerule
&&\hfil Takr\hfil&&0.129&&0.599&&0.068&&$-$&&0.59&\cr\tablerule
&&\hfil Deriv\hfil&&1.065&&5.643&&1.301&&4.998&&17.54&\cr\tablerule
&&\hfil DDeriv\hfil&&1.225&&6.006&&1.447&&$-$&&18.21&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.454&&2.3&&0.576&&$-$&&5.53&\cr
&&\hfil Recursive\hfil&&0.428&&2.343&&0.604&&$-$&&6.66&\cr\tablerule
&&\hfil FFT\hfil&&7.302&&35.445&&$-$&&2.756&&4.31&\cr\tablerule
&&\hfil Puzzle\hfil&&1.476&&15.924&&1.007&&1.829&&13.94&\cr\tablerule
&&\hfil Triang\hfil&&25.433&&86.948&&14.44&&62.06&&151.8&\cr\tablerule
&&\hfil Fprint\hfil&&0.342&&4.778&&0.378&&$-$&&3.1&\cr\tablerule
&&\hfil Fread\hfil&&0.403&&5.829&&0.632&&$-$&&6.25&\cr\tablerule
&&\hfil Tprint\hfil&&0.318&&4.253&&0.202&&$-$&&7.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.0E-3&&0.022&&1.3E-3&&$-$&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&0.01&&0.039&&1.3E-3&&$-$&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&5.0E-3&&0.023&&1.9E-3&&$-$&&0.01&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.024&&0.094&&0.013&&$-$&&0.13&\cr
&&\hfil$r2=1000r$\hfil&&0.096&&0.378&&$-$&&$-$&&0.32&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.032&&0.137&&0.0201&&$-$&&0.13&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.251&&0.921&&0.142&&$-$&&1.28&\cr
&&\hfil$r2=1000r$\hfil&&0.352&&6.46&&$-$&&$-$&&4.37&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.229&&1.509&&0.238&&$-$&&1.29&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.049&&12.68&&0.95&&$-$&&7.43&\cr
&&\hfil$r2=1000r$\hfil&&20.138&&68.195&&$-$&&$-$&&33.81&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.542&&11.138&&1.666&&$-$&&8.09&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 730 CL}&&{\bf 750 CL}&&{\bf 780 CL}&&{\bf
785 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&258.98&&69.38&&46.79&&30.26&\cr\tablerule
&&\hfil Browse\hfil&&540.58&&195.11&&118.51&&73.3&\cr\tablerule
&&\hfil Destruct\hfil&&26.41&&11.3&&6.38&&4.35&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&94.77&&35.45&&20.76&&14.03&\cr
&&\hfil Traverse\hfil&&804.02&&217.21&&161.68&&107.43&\cr\tablerule
&&\hfil Tak\hfil&&10.55&&2.69&&1.83&&1.43&\cr\tablerule
&&\hfil STak\hfil&&20.96&&6.21&&4.11&&2.92&\cr\tablerule
&&\hfil CTak\hfil&&34.86&&13.86&&8.09&&5.77&\cr\tablerule
&&\hfil Takl\hfil&&34.15&&12.35&&7.34&&5.41&\cr\tablerule
&&\hfil Takr\hfil&&15.63&&4.4&&3.42&&2.09&\cr\tablerule
&&\hfil Deriv\hfil&&62.54&&24.5&&13.76&&9.65&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&18.21&&14.32&&5.0&&3.36&\cr
&&\hfil Recursive\hfil&&43.89&&9.07&&9.84&&5.98&\cr\tablerule
&&\hfil FFT\hfil&&293.46&&131.59&&76.8&&46.54&\cr\tablerule
&&\hfil Puzzle\hfil&&512.56&&231.79&&128.92&&85.44&\cr\tablerule
&&\hfil Triang\hfil&&2865.87&&1021.35&&660.78&&452.82&\cr\tablerule
&&\hfil Fprint\hfil&&18.3&&6.08&&3.94&&2.32&\cr\tablerule
&&\hfil Fread\hfil&&29.83&&11.21&&7.24&&4.02&\cr\tablerule
&&\hfil Tprint\hfil&&12.56&&4.11&&2.85&&1.54&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.17&&0.06&&0.03&&0.02&\cr
&&\hfil$r2=1000r$\hfil&&0.17&&0.06&&0.04&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.16&&0.06&&0.04&&0.03&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.94&&0.37&&0.23&&0.14&\cr
&&\hfil$r2=1000r$\hfil&&1.46&&0.6&&0.36&&0.24&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.29&&0.48&&0.3&&0.19&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&8.91&&3.38&&2.13&&1.34&\cr
&&\hfil$r2=1000r$\hfil&&17.3&&7.25&&4.45&&2.81&\cr
&&\hfil$r3=r$ in flonums\hfil&&12.8&&4.69&&2.89&&1.77&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&55.45&&21.51&&13.21&&8.36&\cr
&&\hfil$r2=1000r$\hfil&&139.49&&57.0&&34.48&&21.83&\cr
&&\hfil$r3=r$ in flonums\hfil&&85.16&&31.05&&17.84&&11.03&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-DN160}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&21.301&&25.663&&46.924&&43.7&\cr\tablerule
&&\hfil Browse\hfil&&41.157&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&3.876&&7.43&&10.161&&10.591&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&15.062&&29.84&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&72.352&&56.16&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&0.833&&1.95&&1.622&&1.657&\cr\tablerule
&&\hfil STak\hfil&&7.106&&11.3&&19.44&&18.683&\cr\tablerule
&&\hfil CTak\hfil&&5.389&&6.63&&12.433&&12.259&\cr\tablerule
&&\hfil Takl\hfil&&5.27&&3.98&&12.9&&10.923&\cr\tablerule
&&\hfil Takr\hfil&&1.173&&3.2&&1.755&&2.131&\cr\tablerule
&&\hfil Deriv\hfil&&8.585&&14.11&&$-$&&26.692&\cr\tablerule
&&\hfil DDeriv\hfil&&10.234&&14.97&&28.953&&27.296&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&3.808&&6.609&&$-$&&13.205&\cr
&&\hfil Recursive\hfil&&3.757&&3.261&&$-$&&6.704&\cr\tablerule
&&\hfil FFT\hfil&&60.554&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&16.286&&29.51&&31.743&&28.923&\cr\tablerule
&&\hfil Triang\hfil&&212.194&&$-$&&439.902&&416.47&\cr\tablerule
&&\hfil Fprint\hfil&&2.193&&1.89&&4.191&&4.43&\cr\tablerule
&&\hfil Fread\hfil&&3.366&&3.09&&6.47&&6.823&\cr\tablerule
&&\hfil Tprint\hfil&&1.921&&1.845&&2.724&&2.731&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0E-3&&$-$&&0.4&&0.35&\cr
&&\hfil$r2=1000r$\hfil&&0.068&&$-$&&0.13&&0.142&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.034&&$-$&&0.43&&0.42&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.204&&$-$&&0.298&&0.293&\cr
&&\hfil$r2=1000r$\hfil&&0.901&&$-$&&1.634&&1.775&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.289&&$-$&&0.445&&0.443&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.006&&$-$&&3.456&&3.601&\cr
&&\hfil$r2=1000r$\hfil&&13.022&&$-$&&32.684&&33.333&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.06&&$-$&&5.617&&5.691&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&35.479&&$-$&&70.273&&75.108&\cr
&&\hfil$r2=1000r$\hfil&&161.619&&$-$&&$-$&&485.284&\cr
&&\hfil$r3=r$ in flonums\hfil&&21.845&&$-$&&$-$&&44.203&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf CPU Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-HP-UX}&&{\bf PSL-HP200}&&{\bf PSL-780}&&{\bf
PSL-750}&\cr\tablerule
&&\hfil Boyer\hfil&&25.19&&25.52&&21.301&&43.384&\cr\tablerule
&&\hfil Browse\hfil&&42.99&&39.84&&41.157&&75.497&\cr\tablerule
&&\hfil Destruct\hfil&&4.69&&4.25&&3.876&&7.225&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&14.89&&13.54&&15.062&&35.53&\cr
&&\hfil Traverse\hfil&&102.36&&108.69&&72.352&&185.657&\cr\tablerule
&&\hfil Tak\hfil&&1.51&&1.53&&0.833&&1.802&\cr\tablerule
&&\hfil STak\hfil&&12.51&&11.71&&7.106&&17.782&\cr\tablerule
&&\hfil CTak\hfil&&9.49&&9.33&&5.389&&13.583&\cr\tablerule
&&\hfil Takl\hfil&&6.39&&5.73&&5.27&&15.453&\cr\tablerule
&&\hfil Takr\hfil&&1.55&&1.76&&1.173&&2.822&\cr\tablerule
&&\hfil Deriv\hfil&&15.66&&14.82&&8.585&&15.368&\cr\tablerule
&&\hfil DDeriv\hfil&&16.78&&16.03&&10.234&&19.448&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&6.58&&6.34&&3.808&&8.024&\cr
&&\hfil Recursive\hfil&&5.95&&5.87&&3.757&&7.293&\cr\tablerule
&&\hfil FFT\hfil&&131.1&&132.94&&60.554&&141.729&\cr\tablerule
&&\hfil Puzzle\hfil&&12.48&&10.85&&16.286&&35.938&\cr\tablerule
&&\hfil Triang\hfil&&250.07&&261.07&&212.194&&523.192&\cr\tablerule
&&\hfil Fprint\hfil&&3.4&&9.37&&2.193&&5.338&\cr\tablerule
&&\hfil Fread\hfil&&5.03&&5.16&&3.366&&7.548&\cr\tablerule
&&\hfil Tprint\hfil&&7.82&&11.19&&1.921&&4.284&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.06&&0.07&&1.0E-3&&0.068&\cr
&&\hfil$r2=1000r$\hfil&&0.15&&0.15&&0.068&&0.289&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.14&&0.09&&0.034&&0.119&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.24&&0.25&&0.204&&0.408&\cr
&&\hfil$r2=1000r$\hfil&&1.6&&1.34&&0.901&&1.581&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.41&&0.41&&0.289&&0.493&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.448&&2.24&&2.006&&4.539&\cr
&&\hfil$r2=1000r$\hfil&&30.515&&26.06&&13.022&&27.778&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.726&&4.28&&3.06&&7.191&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&47.19&&39.99&&35.479&&81.668&\cr
&&\hfil$r2=1000r$\hfil&&476.426&&410.2&&161.619&&394.179&\cr
&&\hfil$r3=r$ in flonums\hfil&&33.728&&30.66&&21.845&&61.115&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf Dandelion}&&{\bf Dolphin}&&{\bf
Dorado}&&{\bf 3600}&\cr\tablerule
&&\hfil Boyer\hfil&&23.5&&119.0&&132.4&&30.3&&18.57&\cr\tablerule
&&\hfil Browse\hfil&&82.68&&300.0&&331.6&&94.4&&41.73&\cr\tablerule
&&\hfil Destruct\hfil&&8.43&&26.87&&34.97&&7.18&&3.7&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&51.82&&49.16&&101.25&&20.99&&9.45&\cr
&&\hfil Traverse\hfil&&23.96&&181.0&&299.0&&63.9&&50.12&\cr\tablerule
&&\hfil Tak\hfil&&0.85&&1.67&&3.84&&0.52&&0.59&\cr\tablerule
&&\hfil STak\hfil&&4.42&&4.66&&12.4&&1.89&&2.58&\cr\tablerule
&&\hfil CTak\hfil&&4.18&&63.2&&140.0&&18.0&&7.7&\cr\tablerule
&&\hfil Takl\hfil&&4.03&&14.0&&45.6&&3.62&&6.45&\cr\tablerule
&&\hfil Takr\hfil&&1.18&&1.75&&3.42&&0.67&&0.59&\cr\tablerule
&&\hfil Deriv\hfil&&30.23&&76.1&&79.7&&22.5&&17.58&\cr\tablerule
&&\hfil DDeriv\hfil&&38.62&&92.8&&100.2&&24.5&&18.24&\cr\tablerule
&&\hfil Fdderiv\hfil&&34.62&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&17.25&&32.3&&36.6&&11.98&&5.54&\cr
&&\hfil Recursive\hfil&&18.08&&33.3&&39.7&&12.76&&6.67&\cr\tablerule
&&\hfil FFT\hfil&&9.38&&54.3&&34.9&&4.6&&4.31&\cr\tablerule
&&\hfil Puzzle\hfil&&11.83&&50.2&&91.0&&14.0&&13.94&\cr\tablerule
&&\hfil Triang\hfil&&144.9&&856.46&&1510.7&&252.41&&151.79&\cr\tablerule
&&\hfil Fprint\hfil&&1.32&&14.1&&14.9&&2.93&&3.2&\cr\tablerule
&&\hfil Fread\hfil&&1.8&&8.13&&6.41&&1.57&&6.25&\cr\tablerule
&&\hfil Tprint\hfil&&6.52&&34.0&&29.2&&5.55&&7.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.02&&$-$&&$-$&&$-$&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&0.02&&$-$&&$-$&&$-$&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.02&&$-$&&$-$&&$-$&&0.01&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.02&&$-$&&$-$&&$-$&&0.13&\cr
&&\hfil$r2=1000r$\hfil&&1.06&&$-$&&$-$&&$-$&&0.32&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.08&&$-$&&$-$&&$-$&&0.13&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.9&&$-$&&$-$&&$-$&&1.28&\cr
&&\hfil$r2=1000r$\hfil&&12.48&&$-$&&$-$&&$-$&&4.37&\cr
&&\hfil$r3=r$ in flonums\hfil&&5.89&&$-$&&$-$&&$-$&&1.29&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&12.57&&$-$&&$-$&&$-$&&7.43&\cr
&&\hfil$r2=1000r$\hfil&&94.77&&$-$&&$-$&&$-$&&33.89&\cr
&&\hfil$r3=r$ in flonums\hfil&&81.33&&$-$&&$-$&&$-$&&8.1&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{7}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLisp-10}&&{\bf InterLispVax 780}&&{\bf
Dandelion}&\cr\tablerule
&&\hfil Boyer\hfil&&52.93&&53.28&&119.0&\cr\tablerule
&&\hfil Browse\hfil&&97.3&&111.536&&300.0&\cr\tablerule
&&\hfil Destruct\hfil&&10.63&&5.44&&26.87&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&43.71&&24.78&&49.16&\cr
&&\hfil Traverse\hfil&&85.86&&255.76&&181.0&\cr\tablerule
&&\hfil Tak\hfil&&2.08&&3.088&&1.67&\cr\tablerule
&&\hfil STak\hfil&&6.37&&9.728&&4.66&\cr\tablerule
&&\hfil CTak\hfil&&44.67&&31.632&&63.2&\cr\tablerule
&&\hfil Takl\hfil&&3.78&&9.872&&14.0&\cr\tablerule
&&\hfil Takr\hfil&&2.16&&4.96&&1.75&\cr\tablerule
&&\hfil Deriv\hfil&&47.95&&23.104&&76.1&\cr\tablerule
&&\hfil DDeriv\hfil&&37.19&&29.968&&92.8&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&136.88&&3.76&&32.3&\cr
&&\hfil Recursive\hfil&&73.16&&8.448&&33.3&\cr\tablerule
&&\hfil FFT\hfil&&12.6&&22.792&&54.3&\cr\tablerule
&&\hfil Puzzle\hfil&&128.95&&110.288&&50.2&\cr\tablerule
&&\hfil Triang\hfil&&2327.56&&1076.54&&856.46&\cr\tablerule
&&\hfil Fprint\hfil&&4.45&&0.608&&14.1&\cr\tablerule
&&\hfil Fread\hfil&&4.47&&0.128&&8.13&\cr\tablerule
&&\hfil Tprint\hfil&&4.72&&11.472&&34.0&\cr\tablerule
&&Frpoly\hfil&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&$-$&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{7}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLispVax 780}&&{\bf 780 CL}&&{\bf 780
Franz}&\cr\tablerule
&&\hfil Boyer\hfil&&53.28&&87.69&&71.5&\cr\tablerule
&&\hfil Browse\hfil&&111.536&&205.01&&170.25&\cr\tablerule
&&\hfil Destruct\hfil&&5.44&&6.38&&13.73&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&24.78&&20.76&&30.27&\cr
&&\hfil Traverse\hfil&&255.76&&161.68&&82.98&\cr\tablerule
&&\hfil Tak\hfil&&3.088&&1.83&&2.1&\cr\tablerule
&&\hfil STak\hfil&&9.728&&4.11&&6.32&\cr\tablerule
&&\hfil CTak\hfil&&31.632&&8.09&&12.05&\cr\tablerule
&&\hfil Takl\hfil&&9.872&&7.34&&9.72&\cr\tablerule
&&\hfil Takr\hfil&&4.96&&3.42&&3.62&\cr\tablerule
&&\hfil Deriv\hfil&&23.104&&39.96&&$-$&\cr\tablerule
&&\hfil DDeriv\hfil&&29.968&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&3.76&&5.0&&19.97&\cr
&&\hfil Recursive\hfil&&8.448&&22.69&&24.65&\cr\tablerule
&&\hfil FFT\hfil&&22.792&&130.64&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&110.288&&128.92&&$-$&\cr\tablerule
&&\hfil Triang\hfil&&1076.54&&660.78&&$-$&\cr\tablerule
&&\hfil Fprint\hfil&&0.608&&3.94&&0.61&\cr\tablerule
&&\hfil Fread\hfil&&0.128&&7.24&&1.48&\cr\tablerule
&&\hfil Tprint\hfil&&11.472&&2.85&&0.52&\cr\tablerule
&&Frpoly\hfil&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.03&&0.02&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.04&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.04&&0.03&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.23&&0.02&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.36&&0.38&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.3&&0.22&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&2.13&&2.33&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&4.45&&10.27&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&2.89&&2.6&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&13.21&&24.62&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&61.47&&116.88&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&31.62&&31.85&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Lambda}&&{\bf 3600}&&{\bf Dandelion}&&{\bf
Dolphin}&&{\bf Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&31.7&&18.57&&119.0&&132.4&&30.3&\cr\tablerule
&&\hfil Browse\hfil&&56.5&&41.73&&300.0&&331.6&&94.4&\cr\tablerule
&&\hfil Destruct\hfil&&$-$&&3.7&&26.87&&34.97&&7.18&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&20.9&&9.45&&49.16&&101.25&&20.99&\cr
&&\hfil Traverse\hfil&&180.7&&50.12&&181.0&&299.0&&63.9&\cr\tablerule
&&\hfil Tak\hfil&&1.4&&0.59&&1.67&&3.84&&0.52&\cr\tablerule
&&\hfil STak\hfil&&6.7&&2.58&&4.66&&12.4&&1.89&\cr\tablerule
&&\hfil CTak\hfil&&4.2&&7.7&&63.2&&140.0&&18.0&\cr\tablerule
&&\hfil Takl\hfil&&11.4&&6.45&&14.0&&45.6&&3.62&\cr\tablerule
&&\hfil Takr\hfil&&1.7&&0.59&&1.75&&3.42&&0.67&\cr\tablerule
&&\hfil Deriv\hfil&&13.1&&17.58&&76.1&&79.7&&22.5&\cr\tablerule
&&\hfil DDeriv\hfil&&13.8&&18.24&&92.8&&100.2&&24.5&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&4.39&&5.54&&32.3&&36.6&&11.98&\cr
&&\hfil Recursive\hfil&&6.3&&6.67&&33.3&&39.7&&12.76&\cr\tablerule
&&\hfil FFT\hfil&&16.59&&4.31&&54.3&&34.9&&4.6&\cr\tablerule
&&\hfil Puzzle\hfil&&32.6&&13.94&&50.2&&91.0&&14.0&\cr\tablerule
&&\hfil Triang\hfil&&533.8&&151.79&&856.46&&1510.7&&252.41&\cr\tablerule
&&\hfil Fprint\hfil&&6.6&&3.2&&14.1&&14.9&&2.93&\cr\tablerule
&&\hfil Fread\hfil&&17.2&&6.25&&8.13&&6.41&&1.57&\cr\tablerule
&&\hfil Tprint\hfil&&7.5&&7.8&&34.0&&29.2&&5.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.01&&0.01&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.02&&0.02&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.01&&0.01&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.1&&0.13&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.2&&0.32&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.1&&0.13&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.6&&1.28&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&2.7&&4.37&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.3&&1.29&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&12.9&&7.43&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&23.8&&33.89&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&16.2&&8.1&&$-$&&$-$&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 3600}&&{\bf Lambda}&&{\bf Lambda (M-C)}&&{\bf
Lambda (No Cache)}&\cr\tablerule
&&\hfil Boyer\hfil&&18.57&&31.7&&13.2&&54.7&\cr\tablerule
&&\hfil Browse\hfil&&41.73&&56.5&&$-$&&89.5&\cr\tablerule
&&\hfil Destruct\hfil&&3.7&&$-$&&$-$&&8.0&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&9.45&&20.9&&15.1&&28.77&\cr
&&\hfil Traverse\hfil&&50.12&&180.7&&53.1&&203.7&\cr\tablerule
&&\hfil Tak\hfil&&0.59&&1.4&&0.45&&2.8&\cr\tablerule
&&\hfil STak\hfil&&2.58&&6.7&&$-$&&9.0&\cr\tablerule
&&\hfil CTak\hfil&&7.7&&4.2&&$-$&&5.9&\cr\tablerule
&&\hfil Takl\hfil&&6.45&&11.4&&5.4&&27.5&\cr\tablerule
&&\hfil Takr\hfil&&0.59&&1.7&&$-$&&$-$&\cr\tablerule
&&\hfil Deriv\hfil&&17.58&&13.1&&$-$&&26.7&\cr\tablerule
&&\hfil DDeriv\hfil&&18.24&&13.8&&$-$&&29.98&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&28.05&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.54&&4.39&&3.1&&9.9&\cr
&&\hfil Recursive\hfil&&6.67&&6.3&&3.2&&14.43&\cr\tablerule
&&\hfil FFT\hfil&&4.31&&16.59&&$-$&&19.31&\cr\tablerule
&&\hfil Puzzle\hfil&&13.94&&32.6&&$-$&&40.48&\cr\tablerule
&&\hfil Triang\hfil&&151.79&&533.8&&$-$&&735.46&\cr\tablerule
&&\hfil Fprint\hfil&&3.2&&6.6&&$-$&&21.47&\cr\tablerule
&&\hfil Fread\hfil&&6.25&&17.2&&$-$&&22.43&\cr\tablerule
&&\hfil Tprint\hfil&&7.8&&7.5&&$-$&&9.98&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.01&&0.01&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.02&&0.02&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.01&&0.01&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.13&&0.1&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.32&&0.2&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.13&&0.1&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.28&&1.6&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&4.37&&2.7&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.29&&2.3&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&7.43&&12.9&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&33.89&&23.8&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&8.1&&16.2&&$-$&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Perq}&&{\bf 3600}&&{\bf Dandelion}&&{\bf LM-2}&&{\bf
Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&159.8&&18.57&&119.0&&45.0&&30.3&\cr\tablerule
&&\hfil Browse\hfil&&439.98&&41.73&&300.0&&70.21&&94.4&\cr\tablerule
&&\hfil Destruct\hfil&&22.15&&3.7&&26.87&&8.54&&7.18&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&71.3&&9.45&&49.16&&41.23&&20.99&\cr
&&\hfil Traverse\hfil&&491.42&&50.12&&181.0&&215.68&&63.9&\cr\tablerule
&&\hfil Tak\hfil&&4.7&&0.59&&1.67&&2.9&&0.52&\cr\tablerule
&&\hfil STak\hfil&&13.03&&2.58&&4.66&&7.83&&1.89&\cr\tablerule
&&\hfil CTak\hfil&&8.48&&7.7&&63.2&&10.43&&18.0&\cr\tablerule
&&\hfil Takl\hfil&&26.98&&6.45&&14.0&&25.9&&3.62&\cr\tablerule
&&\hfil Takr\hfil&&7.52&&0.59&&1.75&&2.87&&0.67&\cr\tablerule
&&\hfil Deriv\hfil&&104.75&&17.58&&76.1&&23.9&&22.5&\cr\tablerule
&&\hfil DDeriv\hfil&&136.33&&18.24&&92.8&&23.67&&24.5&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&38.43&&5.54&&32.3&&8.63&&11.98&\cr
&&\hfil Recursive\hfil&&59.26&&6.67&&33.3&&12.38&&12.76&\cr\tablerule
&&\hfil FFT\hfil&&86.58&&4.31&&54.3&&39.07&&4.6&\cr\tablerule
&&\hfil Puzzle\hfil&&104.07&&13.94&&50.2&&42.93&&14.0&\cr\tablerule
&&\hfil Triang\hfil&&1844.32&&151.79&&856.46&&763.0&&252.41&\cr\tablerule
&&\hfil Fprint\hfil&&16.38&&3.2&&14.1&&12.09&&2.93&\cr\tablerule
&&\hfil Fread\hfil&&23.07&&6.25&&8.13&&20.67&&1.57&\cr\tablerule
&&\hfil Tprint\hfil&&29.08&&7.8&&34.0&&17.67&&5.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.01&&$-$&&0.02&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.02&&$-$&&0.022&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.01&&$-$&&0.022&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.13&&$-$&&0.2&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.32&&$-$&&0.25&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.13&&$-$&&0.24&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&1.28&&$-$&&2.29&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&4.37&&$-$&&3.52&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.29&&$-$&&2.73&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&7.43&&$-$&&18.55&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&33.89&&$-$&&30.9&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&8.1&&$-$&&22.43&&$-$&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 780 Franz}&&{\bf Franz 68000}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&111.45&&71.5&&139.86&&148.68&\cr\tablerule
&&\hfil Browse\hfil&&261.14&&170.25&&413.03&&359.16&\cr\tablerule
&&\hfil Destruct\hfil&&15.63&&13.73&&22.99&&11.3&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&52.28&&30.27&&$-$&&35.44&\cr
&&\hfil Traverse\hfil&&132.62&&82.98&&$-$&&217.21&\cr\tablerule
&&\hfil Tak\hfil&&3.3&&2.1&&3.42&&2.69&\cr\tablerule
&&\hfil STak\hfil&&11.18&&6.32&&11.17&&6.21&\cr\tablerule
&&\hfil CTak\hfil&&18.34&&12.05&&20.75&&13.86&\cr\tablerule
&&\hfil Takl\hfil&&18.4&&9.72&&19.75&&12.35&\cr\tablerule
&&\hfil Takr\hfil&&5.08&&3.62&&$-$&&4.39&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&$-$&&61.78&&74.13&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&67.2&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&25.84&&19.97&&32.81&&39.17&\cr
&&\hfil Recursive\hfil&&31.88&&24.65&&36.19&&9.07&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&$-$&&$-$&&233.43&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&$-$&&$-$&&231.79&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&$-$&&$-$&&1021.35&\cr\tablerule
&&\hfil Fprint\hfil&&1.23&&0.61&&1.43&&6.08&\cr\tablerule
&&\hfil Fread\hfil&&2.34&&1.48&&2.81&&11.21&\cr\tablerule
&&\hfil Tprint\hfil&&0.87&&0.52&&1.65&&4.11&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.05&&0.02&&0.05&&0.06&\cr
&&\hfil$r2=1000r$\hfil&&0.03&&0.02&&0.05&&0.06&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&0.03&&0.05&&0.06&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.35&&0.02&&0.37&&0.37&\cr
&&\hfil$r2=1000r$\hfil&&1.75&&0.38&&0.8&&0.6&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.69&&0.22&&0.48&&0.48&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&6.75&&2.33&&4.72&&3.38&\cr
&&\hfil$r2=1000r$\hfil&&20.77&&10.27&&17.88&&7.25&\cr
&&\hfil$r3=r$ in flonums\hfil&&10.22&&2.6&&9.95&&4.69&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&46.35&&24.62&&39.15&&21.51&\cr
&&\hfil$r2=1000r$\hfil&&222.6&&116.88&&211.33&&108.82&\cr
&&\hfil$r3=r$ in flonums\hfil&&52.47&&31.85&&61.43&&57.85&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 750 NIL}&&{\bf PSL-750}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&111.45&&83.78&&84.09&&148.68&\cr\tablerule
&&\hfil Browse\hfil&&261.14&&1226.54&&91.57&&359.16&\cr\tablerule
&&\hfil Destruct\hfil&&15.63&&8.96&&7.22&&11.3&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&52.28&&39.72&&35.53&&35.44&\cr
&&\hfil Traverse\hfil&&132.62&&273.32&&185.65&&217.21&\cr\tablerule
&&\hfil Tak\hfil&&3.3&&4.16&&1.8&&2.69&\cr\tablerule
&&\hfil STak\hfil&&11.18&&23.24&&17.78&&6.21&\cr\tablerule
&&\hfil CTak\hfil&&18.34&&9.92&&13.58&&13.86&\cr\tablerule
&&\hfil Takl\hfil&&18.4&&39.27&&15.45&&12.35&\cr\tablerule
&&\hfil Takr\hfil&&5.08&&5.71&&2.82&&4.39&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&24.63&&19.24&&74.13&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&29.0&&23.34&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&28.29&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&25.84&&9.94&&10.11&&39.17&\cr
&&\hfil Recursive\hfil&&31.88&&15.15&&10.08&&9.07&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&38.17&&169.81&&233.43&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&498.02&&35.93&&231.79&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&652.35&&523.19&&1021.35&\cr\tablerule
&&\hfil Fprint\hfil&&1.23&&38.23&&5.33&&6.08&\cr\tablerule
&&\hfil Fread\hfil&&2.34&&28.02&&7.54&&11.21&\cr\tablerule
&&\hfil Tprint\hfil&&0.87&&58.31&&4.28&&4.11&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.05&&0.0&&0.06&&0.06&\cr
&&\hfil$r2=1000r$\hfil&&0.03&&0.15&&0.28&&0.06&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&0.05&&0.11&&0.06&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.35&&0.36&&0.4&&0.37&\cr
&&\hfil$r2=1000r$\hfil&&1.75&&2.15&&1.58&&0.6&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.69&&0.43&&0.49&&0.48&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&6.75&&3.88&&4.53&&3.38&\cr
&&\hfil$r2=1000r$\hfil&&20.77&&38.99&&27.77&&7.25&\cr
&&\hfil$r3=r$ in flonums\hfil&&10.22&&4.66&&7.19&&4.69&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&46.35&&25.81&&84.83&&21.51&\cr
&&\hfil$r2=1000r$\hfil&&222.6&&482.87&&416.44&&108.82&\cr
&&\hfil$r3=r$ in flonums\hfil&&52.47&&31.18&&64.75&&57.85&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-750}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&41.27&&84.09&&95.5&&84.88&\cr\tablerule
&&\hfil Browse\hfil&&50.28&&91.57&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&3.87&&7.22&&10.16&&10.59&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&15.06&&35.53&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&72.35&&185.65&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&0.83&&1.8&&1.62&&1.65&\cr\tablerule
&&\hfil STak\hfil&&7.1&&17.78&&19.44&&18.68&\cr\tablerule
&&\hfil CTak\hfil&&5.38&&13.58&&12.43&&12.25&\cr\tablerule
&&\hfil Takl\hfil&&5.27&&15.45&&12.9&&10.92&\cr\tablerule
&&\hfil Takr\hfil&&1.17&&2.82&&1.75&&2.13&\cr\tablerule
&&\hfil Deriv\hfil&&10.69&&19.24&&$-$&&32.0&\cr\tablerule
&&\hfil DDeriv\hfil&&12.34&&23.34&&35.19&&32.52&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&4.91&&10.11&&$-$&&15.83&\cr
&&\hfil Recursive\hfil&&4.82&&10.08&&$-$&&9.34&\cr\tablerule
&&\hfil FFT\hfil&&74.0&&169.81&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&16.28&&35.93&&31.74&&28.92&\cr\tablerule
&&\hfil Triang\hfil&&212.19&&523.19&&439.9&&416.47&\cr\tablerule
&&\hfil Fprint\hfil&&2.19&&5.33&&4.19&&4.43&\cr\tablerule
&&\hfil Fread\hfil&&3.36&&7.54&&6.47&&6.82&\cr\tablerule
&&\hfil Tprint\hfil&&1.92&&4.28&&2.72&&2.73&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.0&&0.06&&0.4&&0.35&\cr
&&\hfil$r2=1000r$\hfil&&0.06&&0.28&&0.13&&0.14&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&0.11&&0.43&&0.42&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.2&&0.4&&0.29&&0.29&\cr
&&\hfil$r2=1000r$\hfil&&0.9&&1.58&&1.63&&1.77&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.28&&0.49&&0.44&&0.44&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.0&&4.53&&3.45&&3.6&\cr
&&\hfil$r2=1000r$\hfil&&13.02&&27.77&&32.68&&33.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.06&&7.19&&5.61&&5.69&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&36.87&&84.83&&73.55&&78.32&\cr
&&\hfil$r2=1000r$\hfil&&170.28&&416.44&&$-$&&508.94&\cr
&&\hfil$r3=r$ in flonums\hfil&&23.4&&64.75&&$-$&&49.08&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf InterLisp-10}&&{\bf PSL-20}&&{\bf
3600}&\cr\tablerule
&&\hfil Boyer\hfil&&23.5&&52.93&&23.56&&18.57&\cr\tablerule
&&\hfil Browse\hfil&&82.68&&97.3&&28.71&&41.73&\cr\tablerule
&&\hfil Destruct\hfil&&8.43&&10.63&&2.38&&3.7&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&51.82&&43.71&&7.59&&9.45&\cr
&&\hfil Traverse\hfil&&23.96&&85.86&&43.88&&50.12&\cr\tablerule
&&\hfil Tak\hfil&&0.85&&2.08&&0.48&&0.59&\cr\tablerule
&&\hfil STak\hfil&&4.42&&6.37&&2.69&&2.58&\cr\tablerule
&&\hfil CTak\hfil&&4.18&&44.67&&2.97&&7.7&\cr\tablerule
&&\hfil Takl\hfil&&4.03&&3.78&&2.52&&6.45&\cr\tablerule
&&\hfil Takr\hfil&&1.18&&2.16&&0.59&&0.59&\cr\tablerule
&&\hfil Deriv\hfil&&30.23&&47.95&&6.87&&17.58&\cr\tablerule
&&\hfil DDeriv\hfil&&38.62&&37.19&&8.07&&18.24&\cr\tablerule
&&\hfil Fdderiv\hfil&&34.62&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&17.25&&136.88&&2.3&&5.54&\cr
&&\hfil Recursive\hfil&&18.08&&73.16&&2.34&&6.67&\cr\tablerule
&&\hfil FFT\hfil&&9.38&&12.6&&46.21&&4.31&\cr\tablerule
&&\hfil Puzzle\hfil&&11.83&&128.95&&15.92&&13.94&\cr\tablerule
&&\hfil Triang\hfil&&144.9&&2327.56&&86.94&&151.79&\cr\tablerule
&&\hfil Fprint\hfil&&1.32&&4.45&&4.77&&3.2&\cr\tablerule
&&\hfil Fread\hfil&&1.8&&4.47&&5.82&&6.25&\cr\tablerule
&&\hfil Tprint\hfil&&6.52&&4.72&&4.25&&7.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.02&&$-$&&0.02&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&0.02&&$-$&&0.03&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.02&&$-$&&0.02&&0.01&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.02&&$-$&&0.09&&0.13&\cr
&&\hfil$r2=1000r$\hfil&&1.06&&$-$&&0.37&&0.32&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.08&&$-$&&0.13&&0.13&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.9&&$-$&&0.92&&1.28&\cr
&&\hfil$r2=1000r$\hfil&&12.48&&$-$&&6.46&&4.37&\cr
&&\hfil$r3=r$ in flonums\hfil&&5.89&&$-$&&1.5&&1.29&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&12.57&&$-$&&12.68&&7.43&\cr
&&\hfil$r2=1000r$\hfil&&94.77&&$-$&&68.19&&33.89&\cr
&&\hfil$r3=r$ in flonums\hfil&&81.33&&$-$&&11.13&&8.1&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{11}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-3081}&&{\bf PSL-20}&&{\bf PSL-Cray}&&{\bf
S-1}&&{\bf 3600}&\cr\tablerule
&&\hfil Boyer\hfil&&4.6&&23.56&&3.36&&10.03&&18.57&\cr\tablerule
&&\hfil Browse\hfil&&6.31&&28.71&&8.36&&10.2&&41.73&\cr\tablerule
&&\hfil Destruct\hfil&&$-$&&2.38&&0.44&&0.91&&3.7&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.8&&7.59&&$-$&&$-$&&9.45&\cr
&&\hfil Traverse\hfil&&9.89&&43.88&&$-$&&$-$&&50.12&\cr\tablerule
&&\hfil Tak\hfil&&0.11&&0.48&&0.04&&0.295&&0.59&\cr\tablerule
&&\hfil STak\hfil&&1.69&&2.69&&1.13&&4.31&&2.58&\cr\tablerule
&&\hfil CTak\hfil&&0.82&&2.97&&0.59&&0.82&&7.7&\cr\tablerule
&&\hfil Takl\hfil&&0.61&&2.52&&0.3&&2.92&&6.45&\cr\tablerule
&&\hfil Takr\hfil&&0.12&&0.59&&0.06&&$-$&&0.59&\cr\tablerule
&&\hfil Deriv\hfil&&2.23&&6.87&&2.47&&4.998&&17.58&\cr\tablerule
&&\hfil DDeriv\hfil&&2.33&&8.07&&2.61&&$-$&&18.24&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.45&&2.3&&0.57&&$-$&&5.54&\cr
&&\hfil Recursive\hfil&&0.42&&2.34&&0.6&&$-$&&6.67&\cr\tablerule
&&\hfil FFT\hfil&&11.32&&46.21&&$-$&&2.756&&4.31&\cr\tablerule
&&\hfil Puzzle\hfil&&1.47&&15.92&&1.0&&1.829&&13.94&\cr\tablerule
&&\hfil Triang\hfil&&25.43&&86.94&&14.44&&62.06&&151.79&\cr\tablerule
&&\hfil Fprint\hfil&&0.34&&4.77&&0.37&&$-$&&3.2&\cr\tablerule
&&\hfil Fread\hfil&&0.4&&5.82&&0.63&&$-$&&6.25&\cr\tablerule
&&\hfil Tprint\hfil&&0.31&&4.25&&0.2&&$-$&&7.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.0&&0.02&&0.0&&$-$&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&0.01&&0.03&&0.0&&$-$&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.0&&0.02&&0.0&&$-$&&0.01&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.02&&0.09&&0.01&&$-$&&0.13&\cr
&&\hfil$r2=1000r$\hfil&&0.09&&0.37&&$-$&&$-$&&0.32&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&0.13&&0.02&&$-$&&0.13&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.25&&0.92&&0.14&&$-$&&1.28&\cr
&&\hfil$r2=1000r$\hfil&&0.35&&6.46&&$-$&&$-$&&4.37&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.22&&1.5&&0.23&&$-$&&1.29&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.04&&12.68&&0.95&&$-$&&7.43&\cr
&&\hfil$r2=1000r$\hfil&&21.48&&68.19&&$-$&&$-$&&33.89&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.54&&11.13&&1.66&&$-$&&8.1&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 730 CL}&&{\bf 750 CL}&&{\bf 780 CL}&&{\bf
785 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&439.8&&148.68&&87.69&&58.64&\cr\tablerule
&&\hfil Browse\hfil&&921.08&&359.16&&205.01&&132.6&\cr\tablerule
&&\hfil Destruct\hfil&&26.41&&11.3&&6.38&&4.35&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&94.77&&35.44&&20.76&&14.03&\cr
&&\hfil Traverse\hfil&&804.02&&217.21&&161.68&&107.43&\cr\tablerule
&&\hfil Tak\hfil&&10.55&&2.69&&1.83&&1.43&\cr\tablerule
&&\hfil STak\hfil&&20.96&&6.21&&4.11&&2.92&\cr\tablerule
&&\hfil CTak\hfil&&34.86&&13.86&&8.09&&5.77&\cr\tablerule
&&\hfil Takl\hfil&&34.15&&12.35&&7.34&&5.41&\cr\tablerule
&&\hfil Takr\hfil&&15.63&&4.39&&3.42&&2.09&\cr\tablerule
&&\hfil Deriv\hfil&&179.5&&74.13&&39.96&&27.46&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&18.21&&39.17&&5.0&&3.36&\cr
&&\hfil Recursive\hfil&&100.37&&9.07&&22.69&&14.9&\cr\tablerule
&&\hfil FFT\hfil&&534.01&&233.43&&130.64&&83.86&\cr\tablerule
&&\hfil Puzzle\hfil&&512.56&&231.79&&128.92&&85.44&\cr\tablerule
&&\hfil Triang\hfil&&2865.87&&1021.35&&660.78&&452.82&\cr\tablerule
&&\hfil Fprint\hfil&&18.3&&6.08&&3.94&&2.32&\cr\tablerule
&&\hfil Fread\hfil&&29.83&&11.21&&7.24&&4.02&\cr\tablerule
&&\hfil Tprint\hfil&&12.56&&4.11&&2.85&&1.54&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.17&&0.06&&0.03&&0.02&\cr
&&\hfil$r2=1000r$\hfil&&0.17&&0.06&&0.04&&0.02&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.16&&0.06&&0.04&&0.03&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.94&&0.37&&0.23&&0.14&\cr
&&\hfil$r2=1000r$\hfil&&1.46&&0.6&&0.36&&0.24&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.29&&0.48&&0.3&&0.19&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&8.91&&3.38&&2.13&&1.34&\cr
&&\hfil$r2=1000r$\hfil&&17.3&&7.25&&4.45&&2.81&\cr
&&\hfil$r3=r$ in flonums\hfil&&12.8&&4.69&&2.89&&1.77&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&55.45&&21.51&&13.21&&8.36&\cr
&&\hfil$r2=1000r$\hfil&&261.63&&108.82&&61.47&&40.78&\cr
&&\hfil$r3=r$ in flonums\hfil&&146.68&&57.85&&31.62&&20.71&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-DN160}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&41.27&&41.01&&95.5&&84.88&\cr\tablerule
&&\hfil Browse\hfil&&50.28&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&3.87&&7.43&&10.16&&10.59&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&15.06&&29.84&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&72.35&&56.16&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&0.83&&1.95&&1.62&&1.65&\cr\tablerule
&&\hfil STak\hfil&&7.1&&11.3&&19.44&&18.68&\cr\tablerule
&&\hfil CTak\hfil&&5.38&&6.63&&12.43&&12.25&\cr\tablerule
&&\hfil Takl\hfil&&5.27&&3.98&&12.9&&10.92&\cr\tablerule
&&\hfil Takr\hfil&&1.17&&3.2&&1.75&&2.13&\cr\tablerule
&&\hfil Deriv\hfil&&10.69&&15.81&&$-$&&32.0&\cr\tablerule
&&\hfil DDeriv\hfil&&12.34&&16.76&&35.19&&32.52&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&4.91&&7.49&&$-$&&15.83&\cr
&&\hfil Recursive\hfil&&4.82&&4.14&&$-$&&9.34&\cr\tablerule
&&\hfil FFT\hfil&&74.0&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&16.28&&29.51&&31.74&&28.92&\cr\tablerule
&&\hfil Triang\hfil&&212.19&&$-$&&439.9&&416.47&\cr\tablerule
&&\hfil Fprint\hfil&&2.19&&1.89&&4.19&&4.43&\cr\tablerule
&&\hfil Fread\hfil&&3.36&&3.09&&6.47&&6.82&\cr\tablerule
&&\hfil Tprint\hfil&&1.92&&1.84&&2.72&&2.73&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.0&&$-$&&0.4&&0.35&\cr
&&\hfil$r2=1000r$\hfil&&0.06&&$-$&&0.13&&0.14&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.03&&$-$&&0.43&&0.42&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.2&&$-$&&0.29&&0.29&\cr
&&\hfil$r2=1000r$\hfil&&0.9&&$-$&&1.63&&1.77&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.28&&$-$&&0.44&&0.44&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.0&&$-$&&3.45&&3.6&\cr
&&\hfil$r2=1000r$\hfil&&13.02&&$-$&&32.68&&33.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.06&&$-$&&5.61&&5.69&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&36.87&&$-$&&73.55&&78.32&\cr
&&\hfil$r2=1000r$\hfil&&170.28&&$-$&&$-$&&508.94&\cr
&&\hfil$r3=r$ in flonums\hfil&&23.4&&$-$&&$-$&&49.08&\cr\tablerule
}}$$
\vfill\eject
$$\vbox{\tabskip=0pt \offinterlineskip
\def\tablerule{\noalign{\hrule}}
\halign{\bigstrut#& \vrule#\tabskip=1em plus2em&#& \vrule#&\hfil#\hfil&
\vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#&
\hfil#\hfil& \vrule#\tabskip=0pt\cr\tablerule
&&\multispan{9}\hfil {\bf Real Time}\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-HP-UX}&&{\bf PSL-HP200}&&{\bf PSL-780}&&{\bf
PSL-750}&\cr\tablerule
&&\hfil Boyer\hfil&&32.53&&25.52&&41.27&&84.09&\cr\tablerule
&&\hfil Browse\hfil&&49.6&&44.45&&50.28&&91.57&\cr\tablerule
&&\hfil Destruct\hfil&&4.69&&4.25&&3.87&&7.22&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&14.89&&13.54&&15.06&&35.53&\cr
&&\hfil Traverse\hfil&&102.36&&108.69&&72.35&&185.65&\cr\tablerule
&&\hfil Tak\hfil&&1.51&&1.53&&0.83&&1.8&\cr\tablerule
&&\hfil STak\hfil&&12.51&&11.71&&7.1&&17.78&\cr\tablerule
&&\hfil CTak\hfil&&9.49&&9.33&&5.38&&13.58&\cr\tablerule
&&\hfil Takl\hfil&&6.39&&5.73&&5.27&&15.45&\cr\tablerule
&&\hfil Takr\hfil&&1.55&&1.76&&1.17&&2.82&\cr\tablerule
&&\hfil Deriv\hfil&&18.63&&14.82&&10.69&&19.24&\cr\tablerule
&&\hfil DDeriv\hfil&&19.68&&16.03&&12.34&&23.34&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&6.58&&6.34&&4.91&&10.11&\cr
&&\hfil Recursive\hfil&&5.95&&5.87&&4.82&&10.08&\cr\tablerule
&&\hfil FFT\hfil&&143.39&&141.52&&74.0&&169.81&\cr\tablerule
&&\hfil Puzzle\hfil&&12.48&&10.85&&16.28&&35.93&\cr\tablerule
&&\hfil Triang\hfil&&250.07&&261.07&&212.19&&523.19&\cr\tablerule
&&\hfil Fprint\hfil&&3.4&&9.37&&2.19&&5.33&\cr\tablerule
&&\hfil Fread\hfil&&5.02&&5.16&&3.36&&7.54&\cr\tablerule
&&\hfil Tprint\hfil&&7.82&&11.19&&1.92&&4.28&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.06&&0.07&&0.0&&0.06&\cr
&&\hfil$r2=1000r$\hfil&&0.15&&0.15&&0.06&&0.28&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.14&&0.09&&0.03&&0.11&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.24&&0.25&&0.2&&0.4&\cr
&&\hfil$r2=1000r$\hfil&&1.6&&1.34&&0.9&&1.58&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.41&&0.41&&0.28&&0.49&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.44&&2.24&&2.0&&4.53&\cr
&&\hfil$r2=1000r$\hfil&&30.51&&26.06&&13.02&&27.77&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.72&&4.27&&3.06&&7.19&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&47.19&&39.98&&36.87&&84.83&\cr
&&\hfil$r2=1000r$\hfil&&480.72&&412.72&&170.28&&416.44&\cr
&&\hfil$r3=r$ in flonums\hfil&&33.72&&30.66&&23.4&&64.75&\cr\tablerule
}}$$
\vfill\eject
\bye