SolutionsforMultiuserDetection.rar 4.34.anotaipaiboon.ps

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0007C00007FF00000FC00007FF00000F800007FF00001F000007FF00003E000007FF0000
7C000007FF0000FC000007FF0000FFFFFFFFFFFF80FFFFFFFFFFFF80FFFFFFFFFFFF80FF
FFFFFFFFFF80FFFFFFFFFFFF800000000FFF00000000000FFF00000000000FFF00000000
000FFF00000000000FFF00000000000FFF00000000000FFF00000000000FFF0000000000
0FFF00000000000FFF00000000000FFF00000000000FFF000000007FFFFFFF8000007FFF
FFFF8000007FFFFFFF8000007FFFFFFF8000007FFFFFFF8031417DC038>I
E end
%%EndProlog
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1 0 bop 0 90 a Ff(4.34)1539 348 y Fe(R)24 b Fd(=)1713
181 y Fc(2)1713 330 y(4)1822 247 y Fd(1)2021 214 y Fb(1)p
2021 228 34 4 v 2021 276 a(3)2221 214 y(1)p 2221 228
V 2221 276 a(3)1820 315 y(1)p 1820 329 V 1820 376 a(3)2022
347 y Fd(1)83 b Fa(\000)2222 315 y Fb(1)p 2221 329 V
2221 376 a(3)1820 415 y(1)p 1820 429 V 1820 476 a(3)1946
447 y Fa(\000)2021 415 y Fb(1)p 2021 429 V 2021 476 a(3)2223
447 y Fd(1)2306 181 y Fc(3)2306 330 y(5)0 622 y Fd(The)28
b(indecomp)r(osable)e(error)g(v)n(ectors)g(are)h(\(plus)h(their)f
(negativ)n(e\):)1694 738 y Fc(\002)1770 804 y Fd(+)83
b(0)f(0)2125 738 y Fc(\003)1694 838 y(\002)1770 905 y
Fd(+)h Fa(\000)f Fd(0)2148 838 y Fc(\003)1694 939 y(\002)1770
1005 y Fd(+)h(0)f Fa(\000)2148 939 y Fc(\003)1694 1039
y(\002)1770 1105 y Fd(+)h Fa(\000)f(\000)2171 1039 y
Fc(\003)1929 5356 y Fd(1)p eop
%%Trailer
end
userdict /end-hook known{end-hook}if
%%EOF