perm filename DCHART.TEX[TIM,LSP] blob
sn#778684 filedate 1984-12-02 generic text, type C, neo UTF8
COMMENT ā VALID 00031 PAGES
C REC PAGE DESCRIPTION
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C00150 ENDMK
Cā;
$$\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf Dandelion}&&{\bf Dolphin}&&{\bf
Dorado}&&{\bf 3600}&\cr\tablerule
&&\hfil Boyer\hfil&&0.3&&3.5&&4.75&&0.8&&0.87&\cr\tablerule
&&\hfil Browse\hfil&&0.33&&4.23&&6.05&&1.28&&1.0&\cr\tablerule
&&\hfil Destruct\hfil&&0.56&&4.54&&6.97&&0.97&&0.95&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.44&&3.19&&6.64&&1.36&&0.63&\cr
&&\hfil Traverse\hfil&&0.33&&2.5&&4.13&&0.88&&0.69&\cr\tablerule
&&\hfil Tak\hfil&&0.59&&2.0&&4.61&&0.63&&0.71&\cr\tablerule
&&\hfil STak\hfil&&0.49&&0.66&&1.75&&0.27&&0.36&\cr\tablerule
&&\hfil CTak\hfil&&0.53&&11.73&&25.98&&3.34&&1.43&\cr\tablerule
&&\hfil Takl\hfil&&0.53&&2.66&&8.65&&0.69&&1.22&\cr\tablerule
&&\hfil Takr\hfil&&0.42&&1.49&&2.92&&0.58&&0.5&\cr\tablerule
&&\hfil Deriv\hfil&&0.21&&2.78&&4.69&&1.83&&2.04&\cr\tablerule
&&\hfil DDeriv\hfil&&0.28&&3.25&&5.53&&1.73&&1.78&\cr\tablerule
&&\hfil Fdderiv\hfil&&1.0&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.22&&6.25&&5.23&&0.9&&1.45&\cr
&&\hfil Recursive\hfil&&0.34&&6.6&&5.96&&1.09&&1.77&\cr\tablerule
&&\hfil FFT\hfil&&0.07&&0.73&&0.22&&0.03&&0.07&\cr\tablerule
&&\hfil Puzzle\hfil&&0.48&&3.08&&5.59&&0.86&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&0.41&&4.03&&7.12&&1.19&&0.72&\cr\tablerule
&&\hfil Fprint\hfil&&0.36&&6.25&&6.79&&1.34&&1.19&\cr\tablerule
&&\hfil Fread\hfil&&0.29&&2.38&&1.9&&0.47&&1.37&\cr\tablerule
&&\hfil Tprint\hfil&&0.42&&17.7&&15.2&&2.89&&2.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&5.0&&$-$&&$-$&&$-$&&10.0&\cr
&&\hfil$r2=1000r$\hfil&&0.07&&$-$&&$-$&&$-$&&0.29&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.12&&$-$&&$-$&&$-$&&0.29&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.21&&$-$&&$-$&&$-$&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.07&&$-$&&$-$&&$-$&&0.36&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.15&&$-$&&$-$&&$-$&&0.45&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.23&&$-$&&$-$&&$-$&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.07&&$-$&&$-$&&$-$&&0.34&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.15&&$-$&&$-$&&$-$&&0.42&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.09&&$-$&&$-$&&$-$&&0.21&\cr
&&\hfil$r2=1000r$\hfil&&0.06&&$-$&&$-$&&$-$&&0.21&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.14&&$-$&&$-$&&$-$&&0.37&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLisp-10}&&{\bf InterLispVax 780}&&{\bf
Dandelion}&\cr\tablerule
&&\hfil Boyer\hfil&&1.2&&2.5&&3.5&\cr\tablerule
&&\hfil Browse\hfil&&1.71&&2.71&&4.23&\cr\tablerule
&&\hfil Destruct\hfil&&2.38&&1.4&&4.54&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&2.5&&1.65&&3.19&\cr
&&\hfil Traverse\hfil&&1.19&&3.53&&2.5&\cr\tablerule
&&\hfil Tak\hfil&&2.51&&3.71&&2.0&\cr\tablerule
&&\hfil STak\hfil&&0.9&&1.37&&0.66&\cr\tablerule
&&\hfil CTak\hfil&&8.29&&5.87&&11.73&\cr\tablerule
&&\hfil Takl\hfil&&0.72&&1.87&&2.66&\cr\tablerule
&&\hfil Takr\hfil&&1.84&&4.23&&1.49&\cr\tablerule
&&\hfil Deriv\hfil&&4.68&&2.69&&2.78&\cr\tablerule
&&\hfil DDeriv\hfil&&2.74&&2.93&&3.25&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&34.63&&0.99&&6.25&\cr
&&\hfil Recursive\hfil&&18.15&&2.25&&6.6&\cr\tablerule
&&\hfil FFT\hfil&&0.21&&0.38&&0.73&\cr\tablerule
&&\hfil Puzzle\hfil&&7.43&&6.77&&3.08&\cr\tablerule
&&\hfil Triang\hfil&&10.96&&5.07&&4.03&\cr\tablerule
&&\hfil Fprint\hfil&&2.03&&0.28&&6.25&\cr\tablerule
&&\hfil Fread\hfil&&1.33&&0.04&&2.38&\cr\tablerule
&&\hfil Tprint\hfil&&2.46&&5.97&&17.7&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLispVax 780}&&{\bf 780 CL}&&{\bf 780
Franz}&\cr\tablerule
&&\hfil Boyer\hfil&&2.5&&2.2&&1.89&\cr\tablerule
&&\hfil Browse\hfil&&2.71&&2.88&&1.9&\cr\tablerule
&&\hfil Destruct\hfil&&1.4&&1.65&&1.79&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&1.65&&1.38&&1.23&\cr
&&\hfil Traverse\hfil&&3.53&&2.23&&1.15&\cr\tablerule
&&\hfil Tak\hfil&&3.71&&2.2&&2.52&\cr\tablerule
&&\hfil STak\hfil&&1.37&&0.58&&0.89&\cr\tablerule
&&\hfil CTak\hfil&&5.87&&1.5&&2.24&\cr\tablerule
&&\hfil Takl\hfil&&1.87&&1.39&&1.84&\cr\tablerule
&&\hfil Takr\hfil&&4.23&&2.92&&3.09&\cr\tablerule
&&\hfil Deriv\hfil&&2.69&&1.6&&$-$&\cr\tablerule
&&\hfil DDeriv\hfil&&2.93&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&0.99&&1.31&&0.84&\cr
&&\hfil Recursive\hfil&&2.25&&2.62&&2.04&\cr\tablerule
&&\hfil FFT\hfil&&0.38&&0.54&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&6.77&&2.92&&$-$&\cr\tablerule
&&\hfil Triang\hfil&&5.07&&1.7&&$-$&\cr\tablerule
&&\hfil Fprint\hfil&&0.28&&1.8&&0.28&\cr\tablerule
&&\hfil Fread\hfil&&0.04&&2.15&&0.35&\cr\tablerule
&&\hfil Tprint\hfil&&5.97&&1.48&&0.27&\cr\tablerule
&&Frpoly\hfil&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&30.0&&20.0&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.59&&0.29&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.18&&0.88&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&1.13&&0.1&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.4&&0.42&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.04&&0.76&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&1.06&&1.16&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.34&&0.61&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.94&&0.85&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.37&&0.58&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.21&&0.54&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.82&&1.15&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Lambda}&&{\bf 3600}&&{\bf Dandelion}&&{\bf
Dolphin}&&{\bf Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&1.49&&0.87&&3.5&&4.75&&0.8&\cr\tablerule
&&\hfil Browse\hfil&&0.71&&1.0&&4.23&&6.05&&1.28&\cr\tablerule
&&\hfil Destruct\hfil&&1.03&&0.95&&4.54&&6.97&&0.97&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.24&&0.63&&3.19&&6.64&&1.36&\cr
&&\hfil Traverse\hfil&&1.92&&0.69&&2.5&&4.13&&0.88&\cr\tablerule
&&\hfil Tak\hfil&&1.92&&0.71&&2.0&&4.61&&0.63&\cr\tablerule
&&\hfil STak\hfil&&0.91&&0.36&&0.66&&1.75&&0.27&\cr\tablerule
&&\hfil CTak\hfil&&0.82&&1.43&&11.73&&25.98&&3.34&\cr\tablerule
&&\hfil Takl\hfil&&2.03&&1.22&&2.66&&8.65&&0.69&\cr\tablerule
&&\hfil Takr\hfil&&1.53&&0.5&&1.49&&2.92&&0.58&\cr\tablerule
&&\hfil Deriv\hfil&&0.75&&2.04&&2.78&&4.69&&1.83&\cr\tablerule
&&\hfil DDeriv\hfil&&0.69&&1.78&&3.25&&5.53&&1.73&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.0&&1.45&&6.25&&5.23&&0.9&\cr
&&\hfil Recursive\hfil&&1.49&&1.77&&6.6&&5.96&&1.09&\cr\tablerule
&&\hfil FFT\hfil&&0.26&&0.07&&0.73&&0.22&&0.03&\cr\tablerule
&&\hfil Puzzle\hfil&&1.77&&0.86&&3.08&&5.59&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&2.4&&0.72&&4.03&&7.12&&1.19&\cr\tablerule
&&\hfil Fprint\hfil&&7.57&&1.19&&6.25&&6.79&&1.34&\cr\tablerule
&&\hfil Fread\hfil&&5.85&&1.37&&2.38&&1.9&&0.47&\cr\tablerule
&&\hfil Tprint\hfil&&3.75&&2.55&&17.7&&15.2&&2.89&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&9.7&&10.0&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.2&&0.29&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.41&&0.29&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.5&&0.64&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.18&&0.36&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.54&&0.45&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.6&&0.64&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.18&&0.34&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.52&&0.42&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.22&&0.21&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.12&&0.21&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.5&&0.37&&$-$&&$-$&&$-$&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 3600}&&{\bf Lambda}&&{\bf Lambda (M-C)}&&{\bf
Lambda (No Cache)}&\cr\tablerule
&&\hfil Boyer\hfil&&0.87&&1.49&&0.5&&$-$&\cr\tablerule
&&\hfil Browse\hfil&&1.0&&0.71&&0.48&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&0.95&&1.03&&0.69&&$-$&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.63&&1.24&&0.76&&$-$&\cr
&&\hfil Traverse\hfil&&0.69&&1.92&&0.67&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&0.71&&1.92&&0.23&&$-$&\cr\tablerule
&&\hfil STak\hfil&&0.36&&0.91&&0.75&&$-$&\cr\tablerule
&&\hfil CTak\hfil&&1.43&&0.82&&$-$&&$-$&\cr\tablerule
&&\hfil Takl\hfil&&1.22&&2.03&&1.01&&$-$&\cr\tablerule
&&\hfil Takr\hfil&&0.5&&1.53&&$-$&&$-$&\cr\tablerule
&&\hfil Deriv\hfil&&2.04&&0.75&&0.42&&$-$&\cr\tablerule
&&\hfil DDeriv\hfil&&1.78&&0.69&&0.58&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.45&&1.0&&0.76&&$-$&\cr
&&\hfil Recursive\hfil&&1.77&&1.49&&0.75&&$-$&\cr\tablerule
&&\hfil FFT\hfil&&0.07&&0.26&&0.23&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&0.86&&1.77&&1.49&&$-$&\cr\tablerule
&&\hfil Triang\hfil&&0.72&&2.4&&1.06&&$-$&\cr\tablerule
&&\hfil Fprint\hfil&&1.19&&7.57&&$-$&&$-$&\cr\tablerule
&&\hfil Fread\hfil&&1.37&&5.85&&$-$&&$-$&\cr\tablerule
&&\hfil Tprint\hfil&&2.55&&3.75&&$-$&&$-$&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&10.0&&9.7&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.29&&0.2&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.29&&0.41&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.64&&0.5&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.36&&0.18&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.45&&0.54&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.64&&0.6&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.34&&0.18&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.42&&0.52&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.21&&0.22&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.21&&0.12&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.37&&0.5&&$-$&&$-$&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Perq}&&{\bf 3600}&&{\bf Dandelion}&&{\bf LM-2}&&{\bf
Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&6.33&&0.87&&3.5&&2.11&&0.8&\cr\tablerule
&&\hfil Browse\hfil&&8.74&&1.0&&4.23&&1.71&&1.28&\cr\tablerule
&&\hfil Destruct\hfil&&4.59&&0.95&&4.54&&2.2&&0.97&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&2.77&&0.63&&3.19&&2.74&&1.36&\cr
&&\hfil Traverse\hfil&&6.78&&0.69&&2.5&&2.98&&0.88&\cr\tablerule
&&\hfil Tak\hfil&&5.64&&0.71&&2.0&&3.48&&0.63&\cr\tablerule
&&\hfil STak\hfil&&1.9&&0.36&&0.66&&1.1&&0.27&\cr\tablerule
&&\hfil CTak\hfil&&1.56&&1.43&&11.73&&1.94&&3.34&\cr\tablerule
&&\hfil Takl\hfil&&4.55&&1.22&&2.66&&4.91&&0.69&\cr\tablerule
&&\hfil Takr\hfil&&6.56&&0.5&&1.49&&2.45&&0.58&\cr\tablerule
&&\hfil Deriv\hfil&&8.36&&2.04&&2.78&&2.78&&1.83&\cr\tablerule
&&\hfil DDeriv\hfil&&7.59&&1.78&&3.25&&2.31&&1.73&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&25.2&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&7.39&&1.45&&6.25&&2.27&&0.9&\cr
&&\hfil Recursive\hfil&&10.83&&1.77&&6.6&&3.3&&1.09&\cr\tablerule
&&\hfil FFT\hfil&&0.97&&0.07&&0.73&&0.65&&0.03&\cr\tablerule
&&\hfil Puzzle\hfil&&4.61&&0.86&&3.08&&2.64&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&7.02&&0.72&&4.03&&3.6&&1.19&\cr\tablerule
&&\hfil Fprint\hfil&&9.12&&1.19&&6.25&&5.51&&1.34&\cr\tablerule
&&\hfil Fread\hfil&&7.72&&1.37&&2.38&&6.14&&0.47&\cr\tablerule
&&\hfil Tprint\hfil&&11.76&&2.55&&17.7&&9.2&&2.89&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&10.0&&$-$&&20.0&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.29&&$-$&&0.32&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.29&&$-$&&0.65&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.64&&$-$&&0.98&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.36&&$-$&&0.28&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.45&&$-$&&0.83&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.64&&$-$&&1.14&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.34&&$-$&&0.27&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.42&&$-$&&0.89&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.21&&$-$&&0.52&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.21&&$-$&&0.19&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.37&&$-$&&1.03&&$-$&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 780 Franz}&&{\bf Franz 68000}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&2.84&&1.89&&3.02&&3.26&\cr\tablerule
&&\hfil Browse\hfil&&2.98&&1.9&&3.34&&4.74&\cr\tablerule
&&\hfil Destruct\hfil&&2.24&&1.79&&3.61&&2.92&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&2.19&&1.23&&$-$&&2.35&\cr
&&\hfil Traverse\hfil&&1.83&&1.15&&$-$&&3.0&\cr\tablerule
&&\hfil Tak\hfil&&3.96&&2.52&&4.11&&3.23&\cr\tablerule
&&\hfil STak\hfil&&1.57&&0.89&&1.57&&0.87&\cr\tablerule
&&\hfil CTak\hfil&&3.41&&2.24&&3.85&&2.57&\cr\tablerule
&&\hfil Takl\hfil&&3.49&&1.84&&3.75&&2.34&\cr\tablerule
&&\hfil Takr\hfil&&4.34&&3.09&&$-$&&3.75&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&$-$&&1.79&&2.85&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&1.73&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.41&&0.84&&2.09&&3.76&\cr
&&\hfil Recursive\hfil&&3.01&&2.04&&2.96&&2.41&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&$-$&&$-$&&2.17&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&$-$&&$-$&&14.23&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&$-$&&$-$&&4.81&\cr\tablerule
&&\hfil Fprint\hfil&&0.56&&0.28&&0.65&&2.77&\cr\tablerule
&&\hfil Fread\hfil&&0.6&&0.35&&0.68&&3.33&\cr\tablerule
&&\hfil Tprint\hfil&&0.45&&0.27&&0.86&&2.14&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&50.0&&20.0&&50.0&&60.0&\cr
&&\hfil$r2=1000r$\hfil&&0.44&&0.29&&0.74&&0.88&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.88&&0.88&&1.47&&1.76&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.72&&0.1&&1.81&&1.81&\cr
&&\hfil$r2=1000r$\hfil&&1.31&&0.42&&0.89&&0.67&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.53&&0.76&&1.66&&1.66&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.68&&1.16&&2.35&&1.68&\cr
&&\hfil$r2=1000r$\hfil&&1.15&&0.61&&1.21&&0.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.38&&0.85&&1.86&&1.53&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.05&&0.58&&0.98&&0.61&\cr
&&\hfil$r2=1000r$\hfil&&0.96&&0.54&&1.12&&0.35&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.9&&1.15&&1.87&&1.42&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 750 NIL}&&{\bf PSL-750}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&2.84&&3.82&&2.04&&3.26&\cr\tablerule
&&\hfil Browse\hfil&&2.98&&26.72&&1.83&&4.74&\cr\tablerule
&&\hfil Destruct\hfil&&2.24&&2.31&&1.86&&2.92&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&2.19&&2.58&&2.36&&2.35&\cr
&&\hfil Traverse\hfil&&1.83&&3.78&&2.57&&3.0&\cr\tablerule
&&\hfil Tak\hfil&&3.96&&4.99&&2.16&&3.23&\cr\tablerule
&&\hfil STak\hfil&&1.57&&3.26&&2.5&&0.87&\cr\tablerule
&&\hfil CTak\hfil&&3.41&&1.84&&2.52&&2.57&\cr\tablerule
&&\hfil Takl\hfil&&3.49&&7.43&&2.93&&2.34&\cr\tablerule
&&\hfil Takr\hfil&&4.34&&4.87&&2.41&&3.75&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&2.64&&1.79&&2.85&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&2.63&&1.9&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&26.45&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.41&&2.48&&2.11&&3.76&\cr
&&\hfil Recursive\hfil&&3.01&&3.91&&1.94&&2.41&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&0.59&&2.34&&2.17&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&30.57&&2.21&&14.23&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&3.06&&2.47&&4.81&\cr\tablerule
&&\hfil Fprint\hfil&&0.56&&17.17&&2.43&&2.77&\cr\tablerule
&&\hfil Fread\hfil&&0.6&&8.25&&2.24&&3.33&\cr\tablerule
&&\hfil Tprint\hfil&&0.45&&24.75&&2.23&&2.14&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&50.0&&40.0&&68.0&&60.0&\cr
&&\hfil$r2=1000r$\hfil&&0.44&&2.21&&4.25&&0.88&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.88&&1.47&&3.5&&1.76&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.72&&1.76&&2.0&&1.81&\cr
&&\hfil$r2=1000r$\hfil&&1.31&&2.39&&1.75&&0.67&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.53&&1.45&&1.71&&1.66&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&2.68&&1.92&&2.26&&1.68&\cr
&&\hfil$r2=1000r$\hfil&&1.15&&2.97&&2.13&&0.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.38&&1.52&&2.35&&1.53&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.05&&0.7&&2.3&&0.61&\cr
&&\hfil$r2=1000r$\hfil&&0.96&&2.97&&2.44&&0.35&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.9&&1.41&&2.8&&1.42&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-750}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&1.0&&2.04&&2.2&&2.05&\cr\tablerule
&&\hfil Browse\hfil&&1.0&&1.83&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&1.0&&1.86&&2.62&&2.73&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.0&&2.36&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&1.0&&2.57&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&1.0&&2.16&&1.95&&1.99&\cr\tablerule
&&\hfil STak\hfil&&1.0&&2.5&&2.74&&2.63&\cr\tablerule
&&\hfil CTak\hfil&&1.0&&2.52&&2.31&&2.27&\cr\tablerule
&&\hfil Takl\hfil&&1.0&&2.93&&2.45&&2.07&\cr\tablerule
&&\hfil Takr\hfil&&1.0&&2.41&&1.5&&1.82&\cr\tablerule
&&\hfil Deriv\hfil&&1.0&&1.79&&$-$&&3.11&\cr\tablerule
&&\hfil DDeriv\hfil&&1.0&&1.9&&2.83&&2.67&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.0&&2.11&&$-$&&3.47&\cr
&&\hfil Recursive\hfil&&1.0&&1.94&&$-$&&1.78&\cr\tablerule
&&\hfil FFT\hfil&&1.0&&2.34&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&1.0&&2.21&&1.95&&1.78&\cr\tablerule
&&\hfil Triang\hfil&&1.0&&2.47&&2.07&&1.96&\cr\tablerule
&&\hfil Fprint\hfil&&1.0&&2.43&&1.91&&2.02&\cr\tablerule
&&\hfil Fread\hfil&&1.0&&2.24&&1.92&&2.03&\cr\tablerule
&&\hfil Tprint\hfil&&1.0&&2.23&&1.42&&1.42&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&68.0&&400.0&&350.0&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&4.25&&1.91&&2.09&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&3.5&&12.65&&12.35&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&2.0&&1.46&&1.44&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&1.75&&1.81&&1.97&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&1.71&&1.54&&1.53&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&2.26&&1.72&&1.8&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&2.13&&2.51&&2.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&2.35&&1.84&&1.86&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&2.3&&1.98&&2.12&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&2.44&&$-$&&3.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&2.8&&$-$&&2.02&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf InterLisp-10}&&{\bf PSL-20}&&{\bf
3600}&\cr\tablerule
&&\hfil Boyer\hfil&&0.3&&1.2&&0.56&&0.87&\cr\tablerule
&&\hfil Browse\hfil&&0.33&&1.71&&0.58&&1.0&\cr\tablerule
&&\hfil Destruct\hfil&&0.56&&2.38&&0.61&&0.95&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.44&&2.5&&0.5&&0.63&\cr
&&\hfil Traverse\hfil&&0.33&&1.19&&0.61&&0.69&\cr\tablerule
&&\hfil Tak\hfil&&0.59&&2.51&&0.58&&0.71&\cr\tablerule
&&\hfil STak\hfil&&0.49&&0.9&&0.38&&0.36&\cr\tablerule
&&\hfil CTak\hfil&&0.53&&8.29&&0.55&&1.43&\cr\tablerule
&&\hfil Takl\hfil&&0.53&&0.72&&0.48&&1.22&\cr\tablerule
&&\hfil Takr\hfil&&0.42&&1.84&&0.51&&0.5&\cr\tablerule
&&\hfil Deriv\hfil&&0.21&&4.68&&0.66&&2.04&\cr\tablerule
&&\hfil DDeriv\hfil&&0.28&&2.74&&0.59&&1.78&\cr\tablerule
&&\hfil Fdderiv\hfil&&1.0&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.22&&34.63&&0.6&&1.45&\cr
&&\hfil Recursive\hfil&&0.34&&18.15&&0.62&&1.77&\cr\tablerule
&&\hfil FFT\hfil&&0.07&&0.21&&0.59&&0.07&\cr\tablerule
&&\hfil Puzzle\hfil&&0.48&&7.43&&0.98&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&0.41&&10.96&&0.41&&0.72&\cr\tablerule
&&\hfil Fprint\hfil&&0.36&&2.03&&2.18&&1.19&\cr\tablerule
&&\hfil Fread\hfil&&0.29&&1.33&&1.73&&1.37&\cr\tablerule
&&\hfil Tprint\hfil&&0.42&&2.46&&2.21&&2.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&5.0&&$-$&&22.0&&10.0&\cr
&&\hfil$r2=1000r$\hfil&&0.07&&$-$&&0.57&&0.29&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.12&&$-$&&0.68&&0.29&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.21&&$-$&&0.46&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.07&&$-$&&0.42&&0.36&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.15&&$-$&&0.47&&0.45&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.23&&$-$&&0.46&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.07&&$-$&&0.5&&0.34&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.15&&$-$&&0.49&&0.42&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.09&&$-$&&0.36&&0.21&\cr
&&\hfil$r2=1000r$\hfil&&0.06&&$-$&&0.42&&0.21&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.14&&$-$&&0.51&&0.37&\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} (Normalized to: PSL-780)\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&&0.11&&0.56&&0.09&&0.47&&0.87&\cr\tablerule
&&\hfil Browse\hfil&&0.09&&0.58&&0.11&&0.25&&1.0&\cr\tablerule
&&\hfil Destruct\hfil&&$-$&&0.61&&0.12&&0.23&&0.95&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.12&&0.5&&$-$&&0.13&&0.63&\cr
&&\hfil Traverse\hfil&&0.14&&0.61&&$-$&&0.42&&0.69&\cr\tablerule
&&\hfil Tak\hfil&&0.14&&0.58&&0.05&&0.35&&0.71&\cr\tablerule
&&\hfil STak\hfil&&0.24&&0.38&&0.16&&0.61&&0.36&\cr\tablerule
&&\hfil CTak\hfil&&0.15&&0.55&&0.11&&0.15&&1.43&\cr\tablerule
&&\hfil Takl\hfil&&0.12&&0.48&&0.06&&0.55&&1.22&\cr\tablerule
&&\hfil Takr\hfil&&0.11&&0.51&&0.06&&0.5&&0.5&\cr\tablerule
&&\hfil Deriv\hfil&&0.12&&0.66&&0.15&&0.58&&2.04&\cr\tablerule
&&\hfil DDeriv\hfil&&0.12&&0.59&&0.14&&0.32&&1.78&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.12&&0.6&&0.15&&0.22&&1.45&\cr
&&\hfil Recursive\hfil&&0.11&&0.62&&0.16&&0.4&&1.77&\cr\tablerule
&&\hfil FFT\hfil&&0.12&&0.59&&$-$&&0.02&&0.07&\cr\tablerule
&&\hfil Puzzle\hfil&&0.09&&0.98&&0.06&&0.11&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&0.12&&0.41&&0.07&&0.29&&0.72&\cr\tablerule
&&\hfil Fprint\hfil&&0.16&&2.18&&0.17&&$-$&&1.19&\cr\tablerule
&&\hfil Fread\hfil&&0.12&&1.73&&0.19&&$-$&&1.37&\cr\tablerule
&&\hfil Tprint\hfil&&0.17&&2.21&&0.11&&$-$&&2.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.0&&22.0&&1.3&&3.8&&10.0&\cr
&&\hfil$r2=1000r$\hfil&&0.15&&0.57&&0.02&&0.05&&0.29&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.15&&0.68&&0.06&&0.11&&0.29&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.12&&0.46&&0.06&&0.19&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.11&&0.42&&$-$&&$-$&&0.36&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.11&&0.47&&0.07&&0.13&&0.45&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.13&&0.46&&0.07&&0.21&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.03&&0.5&&$-$&&$-$&&0.34&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.07&&0.49&&0.08&&0.14&&0.42&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.11&&0.36&&0.03&&0.08&&0.21&\cr
&&\hfil$r2=1000r$\hfil&&0.12&&0.42&&$-$&&$-$&&0.21&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.12&&0.51&&0.08&&0.14&&0.37&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 730 CL}&&{\bf 750 CL}&&{\bf 780 CL}&&{\bf
785 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&12.16&&3.26&&2.2&&1.42&\cr\tablerule
&&\hfil Browse\hfil&&13.13&&4.74&&2.88&&1.78&\cr\tablerule
&&\hfil Destruct\hfil&&6.81&&2.92&&1.65&&1.12&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&6.29&&2.35&&1.38&&0.93&\cr
&&\hfil Traverse\hfil&&11.11&&3.0&&2.23&&1.48&\cr\tablerule
&&\hfil Tak\hfil&&12.67&&3.23&&2.2&&1.72&\cr\tablerule
&&\hfil STak\hfil&&2.95&&0.87&&0.58&&0.41&\cr\tablerule
&&\hfil CTak\hfil&&6.47&&2.57&&1.5&&1.07&\cr\tablerule
&&\hfil Takl\hfil&&6.48&&2.34&&1.39&&1.03&\cr\tablerule
&&\hfil Takr\hfil&&13.32&&3.75&&2.92&&1.78&\cr\tablerule
&&\hfil Deriv\hfil&&7.28&&2.85&&1.6&&1.12&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&4.78&&3.76&&1.31&&0.88&\cr
&&\hfil Recursive\hfil&&11.68&&2.41&&2.62&&1.59&\cr\tablerule
&&\hfil FFT\hfil&&4.85&&2.17&&0.54&&0.77&\cr\tablerule
&&\hfil Puzzle\hfil&&31.47&&14.23&&2.92&&5.25&\cr\tablerule
&&\hfil Triang\hfil&&13.51&&4.81&&1.7&&2.13&\cr\tablerule
&&\hfil Fprint\hfil&&8.34&&2.77&&1.8&&1.06&\cr\tablerule
&&\hfil Fread\hfil&&8.86&&3.33&&2.15&&1.19&\cr\tablerule
&&\hfil Tprint\hfil&&6.54&&2.14&&1.48&&0.8&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&170.0&&60.0&&30.0&&20.0&\cr
&&\hfil$r2=1000r$\hfil&&2.5&&0.88&&0.59&&0.29&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.71&&1.76&&1.18&&0.88&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.61&&1.81&&1.13&&0.69&\cr
&&\hfil$r2=1000r$\hfil&&1.62&&0.67&&0.4&&0.27&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.46&&1.66&&1.04&&0.66&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.44&&1.68&&1.06&&0.67&\cr
&&\hfil$r2=1000r$\hfil&&1.33&&0.56&&0.34&&0.22&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.18&&1.53&&0.94&&0.58&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.56&&0.61&&0.37&&0.24&\cr
&&\hfil$r2=1000r$\hfil&&0.86&&0.35&&0.21&&0.14&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.9&&1.42&&0.82&&0.5&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-DN160}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&1.0&&1.2&&2.2&&2.05&\cr\tablerule
&&\hfil Browse\hfil&&1.0&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&1.0&&1.92&&2.62&&2.73&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.0&&1.98&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&1.0&&0.78&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&1.0&&2.34&&1.95&&1.99&\cr\tablerule
&&\hfil STak\hfil&&1.0&&1.59&&2.74&&2.63&\cr\tablerule
&&\hfil CTak\hfil&&1.0&&1.23&&2.31&&2.27&\cr\tablerule
&&\hfil Takl\hfil&&1.0&&0.76&&2.45&&2.07&\cr\tablerule
&&\hfil Takr\hfil&&1.0&&2.73&&1.5&&1.82&\cr\tablerule
&&\hfil Deriv\hfil&&1.0&&1.64&&$-$&&3.11&\cr\tablerule
&&\hfil DDeriv\hfil&&1.0&&1.46&&2.83&&2.67&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.0&&1.74&&$-$&&3.47&\cr
&&\hfil Recursive\hfil&&1.0&&0.87&&$-$&&1.78&\cr\tablerule
&&\hfil FFT\hfil&&1.0&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&1.0&&1.81&&1.95&&1.78&\cr\tablerule
&&\hfil Triang\hfil&&1.0&&$-$&&2.07&&1.96&\cr\tablerule
&&\hfil Fprint\hfil&&1.0&&0.86&&1.91&&2.02&\cr\tablerule
&&\hfil Fread\hfil&&1.0&&0.92&&1.92&&2.03&\cr\tablerule
&&\hfil Tprint\hfil&&1.0&&0.96&&1.42&&1.42&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&400.0&&350.0&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&1.91&&2.09&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&12.65&&12.35&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&1.46&&1.44&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&1.81&&1.97&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&1.54&&1.53&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&1.72&&1.8&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&2.51&&2.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&1.84&&1.86&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&1.98&&2.12&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&$-$&&3.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&$-$&&2.02&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-HP-UX}&&{\bf PSL-HP200}&&{\bf PSL-780}&&{\bf
PSL-750}&\cr\tablerule
&&\hfil Boyer\hfil&&1.18&&1.2&&1.0&&2.04&\cr\tablerule
&&\hfil Browse\hfil&&1.04&&0.97&&1.0&&1.83&\cr\tablerule
&&\hfil Destruct\hfil&&1.21&&1.1&&1.0&&1.86&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.99&&0.9&&1.0&&2.36&\cr
&&\hfil Traverse\hfil&&1.41&&1.5&&1.0&&2.57&\cr\tablerule
&&\hfil Tak\hfil&&1.81&&1.84&&1.0&&2.16&\cr\tablerule
&&\hfil STak\hfil&&1.76&&1.65&&1.0&&2.5&\cr\tablerule
&&\hfil CTak\hfil&&1.76&&1.73&&1.0&&2.52&\cr\tablerule
&&\hfil Takl\hfil&&1.21&&1.09&&1.0&&2.93&\cr\tablerule
&&\hfil Takr\hfil&&1.32&&1.5&&1.0&&2.41&\cr\tablerule
&&\hfil Deriv\hfil&&1.82&&1.73&&1.0&&1.79&\cr\tablerule
&&\hfil DDeriv\hfil&&1.64&&1.57&&1.0&&1.9&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.73&&1.66&&1.0&&2.11&\cr
&&\hfil Recursive\hfil&&1.58&&1.56&&1.0&&1.94&\cr\tablerule
&&\hfil FFT\hfil&&2.17&&2.2&&1.0&&2.34&\cr\tablerule
&&\hfil Puzzle\hfil&&0.77&&0.67&&1.0&&2.21&\cr\tablerule
&&\hfil Triang\hfil&&1.18&&1.23&&1.0&&2.47&\cr\tablerule
&&\hfil Fprint\hfil&&1.55&&4.27&&1.0&&2.43&\cr\tablerule
&&\hfil Fread\hfil&&1.49&&1.53&&1.0&&2.24&\cr\tablerule
&&\hfil Tprint\hfil&&4.07&&5.83&&1.0&&2.23&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&60.0&&70.0&&1.0&&68.0&\cr
&&\hfil$r2=1000r$\hfil&&2.21&&2.21&&1.0&&4.25&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.12&&2.65&&1.0&&3.5&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.18&&1.23&&1.0&&2.0&\cr
&&\hfil$r2=1000r$\hfil&&1.78&&1.49&&1.0&&1.75&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.42&&1.42&&1.0&&1.71&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.22&&1.12&&1.0&&2.26&\cr
&&\hfil$r2=1000r$\hfil&&2.34&&2.0&&1.0&&2.13&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.54&&1.4&&1.0&&2.35&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.33&&1.13&&1.0&&2.3&\cr
&&\hfil$r2=1000r$\hfil&&2.95&&2.54&&1.0&&2.44&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.54&&1.4&&1.0&&2.8&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf Dandelion}&&{\bf Dolphin}&&{\bf
Dorado}&&{\bf 3600}&\cr\tablerule
&&\hfil Boyer\hfil&&0.57&&2.88&&3.21&&0.73&&0.45&\cr\tablerule
&&\hfil Browse\hfil&&1.64&&5.97&&6.6&&1.88&&0.83&\cr\tablerule
&&\hfil Destruct\hfil&&2.18&&6.94&&9.04&&1.86&&0.96&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&3.44&&3.26&&6.72&&1.39&&0.63&\cr
&&\hfil Traverse\hfil&&0.33&&2.5&&4.13&&0.88&&0.69&\cr\tablerule
&&\hfil Tak\hfil&&1.02&&2.01&&4.63&&0.63&&0.71&\cr\tablerule
&&\hfil STak\hfil&&0.62&&0.66&&1.75&&0.27&&0.36&\cr\tablerule
&&\hfil CTak\hfil&&0.78&&11.75&&26.02&&3.35&&1.43&\cr\tablerule
&&\hfil Takl\hfil&&0.76&&2.66&&8.65&&0.69&&1.22&\cr\tablerule
&&\hfil Takr\hfil&&1.01&&1.5&&2.92&&0.57&&0.5&\cr\tablerule
&&\hfil Deriv\hfil&&2.83&&7.12&&7.46&&2.1&&1.64&\cr\tablerule
&&\hfil DDeriv\hfil&&3.13&&7.52&&8.12&&1.99&&1.48&\cr\tablerule
&&\hfil Fdderiv\hfil&&1.0&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&3.51&&6.58&&7.45&&2.44&&1.13&\cr
&&\hfil Recursive\hfil&&3.75&&6.91&&8.24&&2.65&&1.38&\cr\tablerule
&&\hfil FFT\hfil&&0.13&&0.73&&0.47&&0.06&&0.06&\cr\tablerule
&&\hfil Puzzle\hfil&&0.73&&3.08&&5.59&&0.86&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&0.68&&4.04&&7.12&&1.19&&0.72&\cr\tablerule
&&\hfil Fprint\hfil&&0.6&&6.44&&6.8&&1.34&&1.23&\cr\tablerule
&&\hfil Fread\hfil&&0.54&&2.42&&1.91&&0.47&&1.37&\cr\tablerule
&&\hfil Tprint\hfil&&3.4&&17.71&&15.21&&2.89&&2.55&\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&&0.33&&$-$&&$-$&&$-$&&0.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.67&&$-$&&$-$&&$-$&&0.33&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.1&&$-$&&$-$&&$-$&&0.65&\cr
&&\hfil$r2=1000r$\hfil&&1.18&&$-$&&$-$&&$-$&&0.36&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.29&&$-$&&$-$&&$-$&&0.46&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.95&&$-$&&$-$&&$-$&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.96&&$-$&&$-$&&$-$&&0.34&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.92&&$-$&&$-$&&$-$&&0.42&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.34&&$-$&&$-$&&$-$&&0.2&\cr
&&\hfil$r2=1000r$\hfil&&0.56&&$-$&&$-$&&$-$&&0.2&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.48&&$-$&&$-$&&$-$&&0.35&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLisp-10}&&{\bf InterLispVax 780}&&{\bf
Dandelion}&\cr\tablerule
&&\hfil Boyer\hfil&&1.28&&1.29&&2.88&\cr\tablerule
&&\hfil Browse\hfil&&1.94&&2.22&&5.97&\cr\tablerule
&&\hfil Destruct\hfil&&2.75&&1.41&&6.94&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&2.9&&1.65&&3.26&\cr
&&\hfil Traverse\hfil&&1.19&&3.54&&2.5&\cr\tablerule
&&\hfil Tak\hfil&&2.51&&3.72&&2.01&\cr\tablerule
&&\hfil STak\hfil&&0.9&&1.37&&0.66&\cr\tablerule
&&\hfil CTak\hfil&&8.3&&5.88&&11.75&\cr\tablerule
&&\hfil Takl\hfil&&0.72&&1.87&&2.66&\cr\tablerule
&&\hfil Takr\hfil&&1.85&&4.24&&1.5&\cr\tablerule
&&\hfil Deriv\hfil&&4.49&&2.16&&7.12&\cr\tablerule
&&\hfil DDeriv\hfil&&3.01&&2.43&&7.52&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&27.88&&0.77&&6.58&\cr
&&\hfil Recursive\hfil&&15.18&&1.75&&6.91&\cr\tablerule
&&\hfil FFT\hfil&&0.17&&0.31&&0.73&\cr\tablerule
&&\hfil Puzzle\hfil&&7.92&&6.77&&3.08&\cr\tablerule
&&\hfil Triang\hfil&&10.97&&5.07&&4.04&\cr\tablerule
&&\hfil Fprint\hfil&&2.03&&0.28&&6.44&\cr\tablerule
&&\hfil Fread\hfil&&1.33&&0.04&&2.42&\cr\tablerule
&&\hfil Tprint\hfil&&2.46&&5.98&&17.71&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf InterLispVax 780}&&{\bf 780 CL}&&{\bf 780
Franz}&\cr\tablerule
&&\hfil Boyer\hfil&&1.29&&2.12&&1.73&\cr\tablerule
&&\hfil Browse\hfil&&2.22&&4.08&&3.39&\cr\tablerule
&&\hfil Destruct\hfil&&1.41&&1.65&&3.55&\cr\tablerule
&&Traverse\hfil&&&&&&&\cr
&&\hfil Initialize\hfil&&1.65&&1.38&&2.01&\cr
&&\hfil Traverse\hfil&&3.54&&2.23&&1.15&\cr\tablerule
&&\hfil Tak\hfil&&3.72&&2.2&&2.53&\cr\tablerule
&&\hfil STak\hfil&&1.37&&0.58&&0.89&\cr\tablerule
&&\hfil CTak\hfil&&5.88&&1.5&&2.24&\cr\tablerule
&&\hfil Takl\hfil&&1.87&&1.39&&1.84&\cr\tablerule
&&\hfil Takr\hfil&&4.24&&2.92&&3.09&\cr\tablerule
&&\hfil Deriv\hfil&&2.16&&3.74&&$-$&\cr\tablerule
&&\hfil DDeriv\hfil&&2.43&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&\cr
&&\hfil Iterative\hfil&&0.77&&1.02&&4.07&\cr
&&\hfil Recursive\hfil&&1.75&&4.71&&5.11&\cr\tablerule
&&\hfil FFT\hfil&&0.31&&0.92&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&6.77&&2.92&&$-$&\cr\tablerule
&&\hfil Triang\hfil&&5.07&&1.7&&$-$&\cr\tablerule
&&\hfil Fprint\hfil&&0.28&&1.8&&0.28&\cr\tablerule
&&\hfil Fread\hfil&&0.04&&2.15&&0.44&\cr\tablerule
&&\hfil Tprint\hfil&&5.98&&1.48&&0.27&\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&&$-$&&0.67&&0.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.33&&1.0&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&1.15&&0.1&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.4&&0.42&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.07&&0.79&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&1.07&&1.17&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.34&&0.79&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.94&&0.85&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.36&&0.67&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.36&&0.69&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&1.35&&1.36&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Lambda}&&{\bf 3600}&&{\bf Dandelion}&&{\bf
Dolphin}&&{\bf Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&0.94&&0.45&&2.88&&3.21&&0.73&\cr\tablerule
&&\hfil Browse\hfil&&0.79&&0.83&&5.97&&6.6&&1.88&\cr\tablerule
&&\hfil Destruct\hfil&&1.32&&0.96&&6.94&&9.04&&1.86&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.32&&0.63&&3.26&&6.72&&1.39&\cr
&&\hfil Traverse\hfil&&1.92&&0.69&&2.5&&4.13&&0.88&\cr\tablerule
&&\hfil Tak\hfil&&1.93&&0.71&&2.01&&4.63&&0.63&\cr\tablerule
&&\hfil STak\hfil&&0.92&&0.36&&0.66&&1.75&&0.27&\cr\tablerule
&&\hfil CTak\hfil&&0.82&&1.43&&11.75&&26.02&&3.35&\cr\tablerule
&&\hfil Takl\hfil&&2.03&&1.22&&2.66&&8.65&&0.69&\cr\tablerule
&&\hfil Takr\hfil&&1.7&&0.5&&1.5&&2.92&&0.57&\cr\tablerule
&&\hfil Deriv\hfil&&0.94&&1.64&&7.12&&7.46&&2.1&\cr\tablerule
&&\hfil DDeriv\hfil&&0.91&&1.48&&7.52&&8.12&&1.99&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.51&&1.13&&6.58&&7.45&&2.44&\cr
&&\hfil Recursive\hfil&&1.89&&1.38&&6.91&&8.24&&2.65&\cr\tablerule
&&\hfil FFT\hfil&&0.22&&0.06&&0.73&&0.47&&0.06&\cr\tablerule
&&\hfil Puzzle\hfil&&1.8&&0.86&&3.08&&5.59&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&2.41&&0.72&&4.04&&7.12&&1.19&\cr\tablerule
&&\hfil Fprint\hfil&&12.69&&1.23&&6.44&&6.8&&1.34&\cr\tablerule
&&\hfil Fread\hfil&&6.03&&1.37&&2.42&&1.91&&0.47&\cr\tablerule
&&\hfil Tprint\hfil&&4.07&&2.55&&17.71&&15.21&&2.89&\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&&0.17&&0.33&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.33&&0.33&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.65&&0.65&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.24&&0.36&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.71&&0.46&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.71&&0.64&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.23&&0.34&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.67&&0.42&&$-$&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.25&&0.2&&$-$&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.14&&0.2&&$-$&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.58&&0.35&&$-$&&$-$&&$-$&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 3600}&&{\bf Lambda}&&{\bf Lambda (M-C)}&&{\bf
Lambda (No Cache)}&\cr\tablerule
&&\hfil Boyer\hfil&&0.45&&0.94&&0.37&&$-$&\cr\tablerule
&&\hfil Browse\hfil&&0.83&&0.79&&0.76&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&0.96&&1.32&&0.8&&$-$&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.63&&1.32&&0.77&&$-$&\cr
&&\hfil Traverse\hfil&&0.69&&1.92&&0.73&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&0.71&&1.93&&0.23&&$-$&\cr\tablerule
&&\hfil STak\hfil&&0.36&&0.92&&0.75&&$-$&\cr\tablerule
&&\hfil CTak\hfil&&1.43&&0.82&&$-$&&$-$&\cr\tablerule
&&\hfil Takl\hfil&&1.22&&2.03&&1.01&&$-$&\cr\tablerule
&&\hfil Takr\hfil&&0.5&&1.7&&$-$&&$-$&\cr\tablerule
&&\hfil Deriv\hfil&&1.64&&0.94&&0.69&&$-$&\cr\tablerule
&&\hfil DDeriv\hfil&&1.48&&0.91&&0.73&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.13&&1.51&&1.2&&$-$&\cr
&&\hfil Recursive\hfil&&1.38&&1.89&&1.27&&$-$&\cr\tablerule
&&\hfil FFT\hfil&&0.06&&0.22&&0.19&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&0.86&&1.8&&1.5&&$-$&\cr\tablerule
&&\hfil Triang\hfil&&0.72&&2.41&&1.06&&$-$&\cr\tablerule
&&\hfil Fprint\hfil&&1.23&&12.69&&$-$&&$-$&\cr\tablerule
&&\hfil Fread\hfil&&1.37&&6.03&&$-$&&$-$&\cr\tablerule
&&\hfil Tprint\hfil&&2.55&&4.07&&$-$&&$-$&\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&&0.33&&0.17&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.33&&0.33&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.65&&0.65&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.36&&0.24&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.46&&0.71&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.64&&0.71&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.34&&0.23&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.42&&0.67&&$-$&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.2&&0.25&&$-$&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&0.2&&0.14&&$-$&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.35&&0.58&&$-$&&$-$&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf Perq}&&{\bf 3600}&&{\bf Dandelion}&&{\bf LM-2}&&{\bf
Dorado}&\cr\tablerule
&&\hfil Boyer\hfil&&3.27&&0.45&&2.88&&1.09&&0.73&\cr\tablerule
&&\hfil Browse\hfil&&7.15&&0.83&&5.97&&1.4&&1.88&\cr\tablerule
&&\hfil Destruct\hfil&&4.59&&0.96&&6.94&&2.21&&1.86&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&2.77&&0.63&&3.26&&2.74&&1.39&\cr
&&\hfil Traverse\hfil&&6.78&&0.69&&2.5&&2.98&&0.88&\cr\tablerule
&&\hfil Tak\hfil&&5.66&&0.71&&2.01&&3.49&&0.63&\cr\tablerule
&&\hfil STak\hfil&&1.9&&0.36&&0.66&&1.1&&0.27&\cr\tablerule
&&\hfil CTak\hfil&&1.56&&1.43&&11.75&&1.94&&3.35&\cr\tablerule
&&\hfil Takl\hfil&&4.55&&1.22&&2.66&&4.91&&0.69&\cr\tablerule
&&\hfil Takr\hfil&&6.58&&0.5&&1.5&&2.45&&0.57&\cr\tablerule
&&\hfil Deriv\hfil&&6.72&&1.64&&7.12&&2.24&&2.1&\cr\tablerule
&&\hfil DDeriv\hfil&&6.3&&1.48&&7.52&&1.92&&1.99&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&25.2&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.73&&1.13&&6.58&&1.76&&2.44&\cr
&&\hfil Recursive\hfil&&8.44&&1.38&&6.91&&2.57&&2.65&\cr\tablerule
&&\hfil FFT\hfil&&0.8&&0.06&&0.73&&0.53&&0.06&\cr\tablerule
&&\hfil Puzzle\hfil&&4.62&&0.86&&3.08&&2.64&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&7.02&&0.72&&4.04&&3.6&&1.19&\cr\tablerule
&&\hfil Fprint\hfil&&9.13&&1.23&&6.44&&5.52&&1.34&\cr\tablerule
&&\hfil Fread\hfil&&7.74&&1.37&&2.42&&6.15&&0.47&\cr\tablerule
&&\hfil Tprint\hfil&&11.77&&2.55&&17.71&&9.2&&2.89&\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&&$-$&&0.33&&$-$&&0.37&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.33&&$-$&&0.73&&$-$&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.65&&$-$&&1.0&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.36&&$-$&&0.28&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.46&&$-$&&0.86&&$-$&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.64&&$-$&&1.15&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.34&&$-$&&0.27&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.42&&$-$&&0.89&&$-$&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&$-$&&0.2&&$-$&&0.5&&$-$&\cr
&&\hfil$r2=1000r$\hfil&&$-$&&0.2&&$-$&&0.18&&$-$&\cr
&&\hfil$r3=r$ in flonums\hfil&&$-$&&0.35&&$-$&&0.96&&$-$&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 780 Franz}&&{\bf Franz 68000}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&2.7&&1.73&&3.39&&3.6&\cr\tablerule
&&\hfil Browse\hfil&&5.19&&3.39&&8.21&&7.14&\cr\tablerule
&&\hfil Destruct\hfil&&4.04&&3.55&&5.94&&2.92&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&3.47&&2.01&&$-$&&2.35&\cr
&&\hfil Traverse\hfil&&1.83&&1.15&&$-$&&3.0&\cr\tablerule
&&\hfil Tak\hfil&&3.98&&2.53&&4.12&&3.24&\cr\tablerule
&&\hfil STak\hfil&&1.57&&0.89&&1.57&&0.87&\cr\tablerule
&&\hfil CTak\hfil&&3.41&&2.24&&3.86&&2.58&\cr\tablerule
&&\hfil Takl\hfil&&3.49&&1.84&&3.75&&2.34&\cr\tablerule
&&\hfil Takr\hfil&&4.34&&3.09&&$-$&&3.75&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&$-$&&5.78&&6.93&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&5.45&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.26&&4.07&&6.68&&7.98&\cr
&&\hfil Recursive\hfil&&6.61&&5.11&&7.51&&1.88&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&$-$&&$-$&&3.15&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&$-$&&$-$&&14.24&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&$-$&&$-$&&4.81&\cr\tablerule
&&\hfil Fprint\hfil&&0.56&&0.28&&0.65&&2.78&\cr\tablerule
&&\hfil Fread\hfil&&0.7&&0.44&&0.84&&3.34&\cr\tablerule
&&\hfil Tprint\hfil&&0.45&&0.27&&0.86&&2.14&\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&&0.5&&0.33&&0.83&&1.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&1.0&&1.67&&2.0&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.75&&0.1&&1.85&&1.85&\cr
&&\hfil$r2=1000r$\hfil&&1.94&&0.42&&0.89&&0.67&\cr
&&\hfil$r3=r$ in flonums\hfil&&6.04&&0.79&&1.71&&1.71&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&3.38&&1.17&&2.36&&1.69&\cr
&&\hfil$r2=1000r$\hfil&&1.6&&0.79&&1.37&&0.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.34&&0.85&&3.25&&1.53&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.26&&0.67&&1.06&&0.58&\cr
&&\hfil$r2=1000r$\hfil&&1.31&&0.69&&1.24&&0.64&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.24&&1.36&&2.63&&2.47&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 750 Franz}&&{\bf 750 NIL}&&{\bf PSL-750}&&{\bf
750 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&2.7&&2.03&&2.04&&3.6&\cr\tablerule
&&\hfil Browse\hfil&&5.19&&24.39&&1.82&&7.14&\cr\tablerule
&&\hfil Destruct\hfil&&4.04&&2.32&&1.87&&2.92&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&3.47&&2.64&&2.36&&2.35&\cr
&&\hfil Traverse\hfil&&1.83&&3.78&&2.57&&3.0&\cr\tablerule
&&\hfil Tak\hfil&&3.98&&5.01&&2.17&&3.24&\cr\tablerule
&&\hfil STak\hfil&&1.57&&3.27&&2.5&&0.87&\cr\tablerule
&&\hfil CTak\hfil&&3.41&&1.84&&2.52&&2.58&\cr\tablerule
&&\hfil Takl\hfil&&3.49&&7.45&&2.93&&2.34&\cr\tablerule
&&\hfil Takr\hfil&&4.34&&4.88&&2.41&&3.75&\cr\tablerule
&&\hfil Deriv\hfil&&$-$&&2.3&&1.8&&6.93&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&2.35&&1.89&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&28.29&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&5.26&&2.02&&2.06&&7.98&\cr
&&\hfil Recursive\hfil&&6.61&&3.14&&2.09&&1.88&\cr\tablerule
&&\hfil FFT\hfil&&$-$&&0.52&&2.29&&3.15&\cr\tablerule
&&\hfil Puzzle\hfil&&$-$&&30.59&&2.21&&14.24&\cr\tablerule
&&\hfil Triang\hfil&&$-$&&3.07&&2.47&&4.81&\cr\tablerule
&&\hfil Fprint\hfil&&0.56&&17.46&&2.43&&2.78&\cr\tablerule
&&\hfil Fread\hfil&&0.7&&8.34&&2.24&&3.34&\cr\tablerule
&&\hfil Tprint\hfil&&0.45&&30.37&&2.23&&2.14&\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&&0.5&&2.5&&4.67&&1.0&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&1.67&&3.67&&2.0&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.75&&1.8&&2.0&&1.85&\cr
&&\hfil$r2=1000r$\hfil&&1.94&&2.39&&1.76&&0.67&\cr
&&\hfil$r3=r$ in flonums\hfil&&6.04&&1.54&&1.75&&1.71&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&3.38&&1.94&&2.26&&1.69&\cr
&&\hfil$r2=1000r$\hfil&&1.6&&2.99&&2.13&&0.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.34&&1.52&&2.35&&1.53&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.26&&0.7&&2.3&&0.58&\cr
&&\hfil$r2=1000r$\hfil&&1.31&&2.84&&2.45&&0.64&\cr
&&\hfil$r3=r$ in flonums\hfil&&2.24&&1.33&&2.77&&2.47&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-750}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&1.0&&2.04&&2.31&&2.06&\cr\tablerule
&&\hfil Browse\hfil&&1.0&&1.82&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&1.0&&1.87&&2.63&&2.74&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.0&&2.36&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&1.0&&2.57&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&1.0&&2.17&&1.95&&1.99&\cr\tablerule
&&\hfil STak\hfil&&1.0&&2.5&&2.74&&2.63&\cr\tablerule
&&\hfil CTak\hfil&&1.0&&2.52&&2.31&&2.28&\cr\tablerule
&&\hfil Takl\hfil&&1.0&&2.93&&2.45&&2.07&\cr\tablerule
&&\hfil Takr\hfil&&1.0&&2.41&&1.5&&1.82&\cr\tablerule
&&\hfil Deriv\hfil&&1.0&&1.8&&$-$&&2.99&\cr\tablerule
&&\hfil DDeriv\hfil&&1.0&&1.89&&2.85&&2.64&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.0&&2.06&&$-$&&3.22&\cr
&&\hfil Recursive\hfil&&1.0&&2.09&&$-$&&1.94&\cr\tablerule
&&\hfil FFT\hfil&&1.0&&2.29&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&1.0&&2.21&&1.95&&1.78&\cr\tablerule
&&\hfil Triang\hfil&&1.0&&2.47&&2.07&&1.96&\cr\tablerule
&&\hfil Fprint\hfil&&1.0&&2.43&&1.91&&2.02&\cr\tablerule
&&\hfil Fread\hfil&&1.0&&2.24&&1.93&&2.03&\cr\tablerule
&&\hfil Tprint\hfil&&1.0&&2.23&&1.42&&1.42&\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&&1.0&&4.67&&2.17&&2.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&3.67&&14.33&&14.0&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&2.0&&1.45&&1.45&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&1.76&&1.81&&1.97&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&1.75&&1.57&&1.57&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&2.26&&1.73&&1.8&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&2.13&&2.51&&2.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&2.35&&1.83&&1.86&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&2.3&&1.99&&2.12&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&2.45&&$-$&&2.99&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&2.77&&$-$&&2.1&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf SAIL}&&{\bf InterLisp-10}&&{\bf PSL-20}&&{\bf
3600}&\cr\tablerule
&&\hfil Boyer\hfil&&0.57&&1.28&&0.57&&0.45&\cr\tablerule
&&\hfil Browse\hfil&&1.64&&1.94&&0.57&&0.83&\cr\tablerule
&&\hfil Destruct\hfil&&2.18&&2.75&&0.61&&0.96&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&3.44&&2.9&&0.5&&0.63&\cr
&&\hfil Traverse\hfil&&0.33&&1.19&&0.61&&0.69&\cr\tablerule
&&\hfil Tak\hfil&&1.02&&2.51&&0.58&&0.71&\cr\tablerule
&&\hfil STak\hfil&&0.62&&0.9&&0.38&&0.36&\cr\tablerule
&&\hfil CTak\hfil&&0.78&&8.3&&0.55&&1.43&\cr\tablerule
&&\hfil Takl\hfil&&0.76&&0.72&&0.48&&1.22&\cr\tablerule
&&\hfil Takr\hfil&&1.01&&1.85&&0.5&&0.5&\cr\tablerule
&&\hfil Deriv\hfil&&2.83&&4.49&&0.64&&1.64&\cr\tablerule
&&\hfil DDeriv\hfil&&3.13&&3.01&&0.65&&1.48&\cr\tablerule
&&\hfil Fdderiv\hfil&&1.0&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&3.51&&27.88&&0.47&&1.13&\cr
&&\hfil Recursive\hfil&&3.75&&15.18&&0.49&&1.38&\cr\tablerule
&&\hfil FFT\hfil&&0.13&&0.17&&0.62&&0.06&\cr\tablerule
&&\hfil Puzzle\hfil&&0.73&&7.92&&0.98&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&0.68&&10.97&&0.41&&0.72&\cr\tablerule
&&\hfil Fprint\hfil&&0.6&&2.03&&2.18&&1.23&\cr\tablerule
&&\hfil Fread\hfil&&0.54&&1.33&&1.73&&1.37&\cr\tablerule
&&\hfil Tprint\hfil&&3.4&&2.46&&2.21&&2.55&\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&&0.33&&$-$&&0.5&&0.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.67&&$-$&&0.67&&0.33&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.1&&$-$&&0.45&&0.65&\cr
&&\hfil$r2=1000r$\hfil&&1.18&&$-$&&0.41&&0.36&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.29&&$-$&&0.46&&0.46&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.95&&$-$&&0.46&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.96&&$-$&&0.5&&0.34&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.92&&$-$&&0.49&&0.42&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.34&&$-$&&0.34&&0.2&\cr
&&\hfil$r2=1000r$\hfil&&0.56&&$-$&&0.4&&0.2&\cr
&&\hfil$r3=r$ in flonums\hfil&&3.48&&$-$&&0.48&&0.35&\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} (Normalized to: PSL-780)\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&&0.11&&0.57&&0.08&&0.24&&0.45&\cr\tablerule
&&\hfil Browse\hfil&&0.13&&0.57&&0.17&&0.2&&0.83&\cr\tablerule
&&\hfil Destruct\hfil&&$-$&&0.61&&0.11&&0.24&&0.96&\cr\tablerule
&&Traverse\hfil&&&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.12&&0.5&&$-$&&0.13&&0.63&\cr
&&\hfil Traverse\hfil&&0.14&&0.61&&$-$&&0.42&&0.69&\cr\tablerule
&&\hfil Tak\hfil&&0.13&&0.58&&0.05&&0.36&&0.71&\cr\tablerule
&&\hfil STak\hfil&&0.24&&0.38&&0.16&&0.61&&0.36&\cr\tablerule
&&\hfil CTak\hfil&&0.15&&0.55&&0.11&&0.15&&1.43&\cr\tablerule
&&\hfil Takl\hfil&&0.12&&0.48&&0.06&&0.55&&1.22&\cr\tablerule
&&\hfil Takr\hfil&&0.1&&0.5&&0.05&&0.5&&0.5&\cr\tablerule
&&\hfil Deriv\hfil&&0.21&&0.64&&0.23&&0.47&&1.64&\cr\tablerule
&&\hfil DDeriv\hfil&&0.19&&0.65&&0.21&&0.26&&1.48&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&&&\cr
&&\hfil Iterative\hfil&&0.09&&0.47&&0.12&&0.17&&1.13&\cr
&&\hfil Recursive\hfil&&0.09&&0.49&&0.12&&0.31&&1.38&\cr\tablerule
&&\hfil FFT\hfil&&0.15&&0.62&&$-$&&0.02&&0.06&\cr\tablerule
&&\hfil Puzzle\hfil&&0.09&&0.98&&0.06&&0.11&&0.86&\cr\tablerule
&&\hfil Triang\hfil&&0.12&&0.41&&0.07&&0.29&&0.72&\cr\tablerule
&&\hfil Fprint\hfil&&0.16&&2.18&&0.17&&$-$&&1.23&\cr\tablerule
&&\hfil Fread\hfil&&0.12&&1.73&&0.19&&$-$&&1.37&\cr\tablerule
&&\hfil Tprint\hfil&&0.16&&2.21&&0.1&&$-$&&2.55&\cr\tablerule
&&Frpoly\hfil&&&&&&&&&&&\cr
&&\hfil$\hbox{Power}=2$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.0&&0.02&&0.0&&3.8E-3&&0.01&\cr
&&\hfil$r2=1000r$\hfil&&0.17&&0.5&&0.0&&0.06&&0.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.0&&0.67&&0.0&&0.12&&0.33&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.1&&0.45&&0.05&&0.19&&0.65&\cr
&&\hfil$r2=1000r$\hfil&&0.1&&0.41&&$-$&&$-$&&0.36&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.11&&0.46&&0.07&&0.14&&0.46&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.13&&0.46&&0.07&&0.21&&0.64&\cr
&&\hfil$r2=1000r$\hfil&&0.03&&0.5&&$-$&&$-$&&0.34&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.07&&0.49&&0.08&&0.14&&0.42&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&0.11&&0.34&&0.03&&0.08&&0.2&\cr
&&\hfil$r2=1000r$\hfil&&0.13&&0.4&&$-$&&$-$&&0.2&\cr
&&\hfil$r3=r$ in flonums\hfil&&0.11&&0.48&&0.07&&0.13&&0.35&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf 730 CL}&&{\bf 750 CL}&&{\bf 780 CL}&&{\bf
785 CL}&\cr\tablerule
&&\hfil Boyer\hfil&&10.66&&3.6&&2.12&&1.42&\cr\tablerule
&&\hfil Browse\hfil&&18.32&&7.14&&4.08&&2.64&\cr\tablerule
&&\hfil Destruct\hfil&&6.82&&2.92&&1.65&&1.12&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&6.29&&2.35&&1.38&&0.93&\cr
&&\hfil Traverse\hfil&&11.11&&3.0&&2.23&&1.48&\cr\tablerule
&&\hfil Tak\hfil&&12.71&&3.24&&2.2&&1.72&\cr\tablerule
&&\hfil STak\hfil&&2.95&&0.87&&0.58&&0.41&\cr\tablerule
&&\hfil CTak\hfil&&6.48&&2.58&&1.5&&1.07&\cr\tablerule
&&\hfil Takl\hfil&&6.48&&2.34&&1.39&&1.03&\cr\tablerule
&&\hfil Takr\hfil&&13.36&&3.75&&2.92&&1.79&\cr\tablerule
&&\hfil Deriv\hfil&&16.79&&6.93&&3.74&&2.57&\cr\tablerule
&&\hfil DDeriv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&3.71&&7.98&&1.02&&0.68&\cr
&&\hfil Recursive\hfil&&20.82&&1.88&&4.71&&3.09&\cr\tablerule
&&\hfil FFT\hfil&&7.22&&3.15&&0.92&&1.13&\cr\tablerule
&&\hfil Puzzle\hfil&&31.48&&14.24&&2.92&&5.25&\cr\tablerule
&&\hfil Triang\hfil&&13.51&&4.81&&1.7&&2.13&\cr\tablerule
&&\hfil Fprint\hfil&&8.36&&2.78&&1.8&&1.06&\cr\tablerule
&&\hfil Fread\hfil&&8.88&&3.34&&2.15&&1.2&\cr\tablerule
&&\hfil Tprint\hfil&&6.54&&2.14&&1.48&&0.8&\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&&2.83&&1.0&&0.67&&0.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&5.33&&2.0&&1.33&&1.0&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.7&&1.85&&1.15&&0.7&\cr
&&\hfil$r2=1000r$\hfil&&1.62&&0.67&&0.4&&0.27&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.61&&1.71&&1.07&&0.68&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&4.46&&1.69&&1.07&&0.67&\cr
&&\hfil$r2=1000r$\hfil&&1.33&&0.56&&0.34&&0.22&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.18&&1.53&&0.94&&0.58&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.5&&0.58&&0.36&&0.23&\cr
&&\hfil$r2=1000r$\hfil&&1.54&&0.64&&0.36&&0.24&\cr
&&\hfil$r3=r$ in flonums\hfil&&6.27&&2.47&&1.35&&0.89&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-780}&&{\bf PSL-DN160}&&{\bf PSL-DN300}&&{\bf
PSL-DN600}&\cr\tablerule
&&\hfil Boyer\hfil&&1.0&&0.99&&2.31&&2.06&\cr\tablerule
&&\hfil Browse\hfil&&1.0&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Destruct\hfil&&1.0&&1.92&&2.63&&2.74&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&1.0&&1.98&&$-$&&$-$&\cr
&&\hfil Traverse\hfil&&1.0&&0.78&&$-$&&$-$&\cr\tablerule
&&\hfil Tak\hfil&&1.0&&2.35&&1.95&&1.99&\cr\tablerule
&&\hfil STak\hfil&&1.0&&1.59&&2.74&&2.63&\cr\tablerule
&&\hfil CTak\hfil&&1.0&&1.23&&2.31&&2.28&\cr\tablerule
&&\hfil Takl\hfil&&1.0&&0.76&&2.45&&2.07&\cr\tablerule
&&\hfil Takr\hfil&&1.0&&2.74&&1.5&&1.82&\cr\tablerule
&&\hfil Deriv\hfil&&1.0&&1.48&&$-$&&2.99&\cr\tablerule
&&\hfil DDeriv\hfil&&1.0&&1.36&&2.85&&2.64&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.0&&1.53&&$-$&&3.22&\cr
&&\hfil Recursive\hfil&&1.0&&0.86&&$-$&&1.94&\cr\tablerule
&&\hfil FFT\hfil&&1.0&&$-$&&$-$&&$-$&\cr\tablerule
&&\hfil Puzzle\hfil&&1.0&&1.81&&1.95&&1.78&\cr\tablerule
&&\hfil Triang\hfil&&1.0&&$-$&&2.07&&1.96&\cr\tablerule
&&\hfil Fprint\hfil&&1.0&&0.86&&1.91&&2.02&\cr\tablerule
&&\hfil Fread\hfil&&1.0&&0.92&&1.93&&2.03&\cr\tablerule
&&\hfil Tprint\hfil&&1.0&&0.96&&1.42&&1.42&\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&&1.0&&$-$&&2.17&&2.33&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&14.33&&14.0&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&1.45&&1.45&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&1.81&&1.97&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&1.57&&1.57&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&1.73&&1.8&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&2.51&&2.56&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&1.83&&1.86&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.0&&$-$&&1.99&&2.12&\cr
&&\hfil$r2=1000r$\hfil&&1.0&&$-$&&$-$&&2.99&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.0&&$-$&&$-$&&2.1&\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} (Normalized to: PSL-780)\hfil&\cr\tablerule
&&\hfil Benchmark\hfil&&{\bf PSL-HP-UX}&&{\bf PSL-HP200}&&{\bf PSL-780}&&{\bf
PSL-750}&\cr\tablerule
&&\hfil Boyer\hfil&&0.79&&0.62&&1.0&&2.04&\cr\tablerule
&&\hfil Browse\hfil&&0.99&&0.88&&1.0&&1.82&\cr\tablerule
&&\hfil Destruct\hfil&&1.21&&1.1&&1.0&&1.87&\cr\tablerule
&&Traverse\hfil&&&&&&&&&\cr
&&\hfil Initialize\hfil&&0.99&&0.9&&1.0&&2.36&\cr
&&\hfil Traverse\hfil&&1.41&&1.5&&1.0&&2.57&\cr\tablerule
&&\hfil Tak\hfil&&1.82&&1.84&&1.0&&2.17&\cr\tablerule
&&\hfil STak\hfil&&1.76&&1.65&&1.0&&2.5&\cr\tablerule
&&\hfil CTak\hfil&&1.76&&1.73&&1.0&&2.52&\cr\tablerule
&&\hfil Takl\hfil&&1.21&&1.09&&1.0&&2.93&\cr\tablerule
&&\hfil Takr\hfil&&1.32&&1.5&&1.0&&2.41&\cr\tablerule
&&\hfil Deriv\hfil&&1.74&&1.39&&1.0&&1.8&\cr\tablerule
&&\hfil DDeriv\hfil&&1.59&&1.3&&1.0&&1.89&\cr\tablerule
&&\hfil Fdderiv\hfil&&$-$&&$-$&&$-$&&$-$&\cr\tablerule
&&Div2\hfil&&&&&&&&&\cr
&&\hfil Iterative\hfil&&1.34&&1.29&&1.0&&2.06&\cr
&&\hfil Recursive\hfil&&1.23&&1.22&&1.0&&2.09&\cr\tablerule
&&\hfil FFT\hfil&&1.94&&1.91&&1.0&&2.29&\cr\tablerule
&&\hfil Puzzle\hfil&&0.77&&0.67&&1.0&&2.21&\cr\tablerule
&&\hfil Triang\hfil&&1.18&&1.23&&1.0&&2.47&\cr\tablerule
&&\hfil Fprint\hfil&&1.55&&4.28&&1.0&&2.43&\cr\tablerule
&&\hfil Fread\hfil&&1.49&&1.54&&1.0&&2.24&\cr\tablerule
&&\hfil Tprint\hfil&&4.07&&5.83&&1.0&&2.23&\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&&2.5&&2.5&&1.0&&4.67&\cr
&&\hfil$r3=r$ in flonums\hfil&&4.67&&3.0&&1.0&&3.67&\cr
&&\hfil$\hbox{Power}=5$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.2&&1.25&&1.0&&2.0&\cr
&&\hfil$r2=1000r$\hfil&&1.78&&1.49&&1.0&&1.76&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.46&&1.46&&1.0&&1.75&\cr
&&\hfil$\hbox{Power}=10$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.22&&1.12&&1.0&&2.26&\cr
&&\hfil$r2=1000r$\hfil&&2.34&&2.0&&1.0&&2.13&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.54&&1.4&&1.0&&2.35&\cr
&&\hfil$\hbox{Power}=15$\hfil&&&&&&&&&\cr
&&\hfil$r=x+y+z+1$\hfil&&1.28&&1.08&&1.0&&2.3&\cr
&&\hfil$r2=1000r$\hfil&&2.82&&2.42&&1.0&&2.45&\cr
&&\hfil$r3=r$ in flonums\hfil&&1.44&&1.31&&1.0&&2.77&\cr\tablerule
}}$$
\vfill\eject