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$hayder\′s Photo$

hayder

28 Jan 12, 2:39PM

Parent Post

i will do that one day but for the moment i'm testing those codes. 1)This is not graduate line like you see but a small parallel line crossing by another line .

$\multiput(0,0)(10,10){20}{\line(1,1){10}\\\multiput(0,0)(1,1){1}{\line(-1,1){10}}}$

(1)

2) 2adjacent angle

$\put(.5,.5){\line(5,0){75}} \put(.5,.5){\line(0,3){65}} \put(.5,3.5){\line(5,-3){5}} \put(1,.5){\line(7,1){70}} \put(.5,1){\line(1,0){0.5}}$

(2)

$\multiput(0, 0)(31,-10){4}{\fbox{\color{Magenta} {\oval(2,1.5)}}}$

(3)

$\multiput(0, 0)(31,-10){2}{\fbox{\color{Magenta} {{\line(0,1){20}\oval(20,10)}}}}$

(4)

big table

$\begin{tabular}{|l|c|r|l|c|r|l|c|r|l|c|r|l|c|r|l|c|r|l|c|r|l|c|r|} \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline &&&&&&&&&&&&&&&&& \\ \hline \end{tabular}$

(5)

$\multiput(0,0)(-1,1){20}{{\color{Red}\line(1,1){10}\\\multiput(0,0)(1,1){1}{\line(-1,1){100}}} }$

(6)

$\[\large \multiput(0,0)(-10,1){30}{{\color{Blue}\line(1,1){80}\\\multiput(0,0)(1,1){1}{\line(-1,1){0}}} }$

(7)

]

$\multiput(0,0)(-1,1){200}{{\color{Red}\line(1,1){100}\\\multiput(0,0)(1,1){1}{\line(-1,1){20}}} }$

(8)

$\multiput(0,0)(-1,1){200}{{\color{Red}\line(1,1){10}\\\multiput(0,0)(1,1){1}{\line(-1,1){100}}} }$

(9)

$\multiput(0,0)(-1,1){20}{\line(1,1){10}\\\multiput(0,0)(1,1){1}{\line(-1,1){10}}}$

(10)

${\circle{40}} {\line(1,0){20.5}} {\line(0,-1){100}}$

(11)

$\put(5,1){\line(1,1){90}} \put(139,5){\line(-80,1){90}} \put(3,0){\line(4,10){140}}$

(12)

$\put(0,-10){\vector(0,2){150}} \multiput(0,70)(10,10){1}{ \vector(-4,0){170}{\vector(4,0){370}} }$

(13)

$\qbezier(0,0)(-30,70)(50,50)\qbezier(0,0)(50,-50)(50,50)\qbezier(0,0)(0,50)(50,50)\qbezier(0,0)(0,-50)(50,50)$

(14)

$\bezier{400}(0,0)(40,100)(80,0) \put(0,0){\line(2,5){40}} \put(40,100){\line(2,-5){40}}$

(15)

$\put(-10,0){\vector(1,0){80}} \put(0,-10){\vector(0,1){100}} \put(30,30){\framebox(40,10){ Origine }} \put(30,30){\vector(-1,-1){29}} \put(30,57){\makebox(15,5){axe}} \put(30,57){\vector(-1,0){29}}$

(16)

thanx