mirror of
https://github.com/KLayout/klayout.git
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42 lines
9.9 KiB
Plaintext
42 lines
9.9 KiB
Plaintext
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BIBLIB >A‰7KƧð9D¸/ ›ZT æ : æ : $$$CONTEXT_INFO$$$
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ELLIPSE + ,PCELL=ELLIPSE + ,P(radius_y)=##0.1 + ,P(radius_x)=##0.1 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] + ,P(handle_y)=[dpoint:-0.1,0] + ,P(handle_x)=[dpoint:-0.2,0] + ,P(actual_radius_y)=##1.2 + ,P(actual_radius_x)=##0.8 + ,LIB=Basic
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DONUT$1 + ,PCELL=DONUT + ,P(radius2)=##0.2 + ,P(radius1)=##0.1 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] + ,P(handle2)=[dpoint:-0.2,0] + ,P(handle1)=[dpoint:-0.1,0] + ,P(actual_radius2)=##1.2 + ,P(actual_radius1)=##0.8 + ,LIB=Basic
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ARC + ,PCELL=ARC + ,P(radius2)=##0.2 +
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,P(radius1)=##0.1 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] +
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,P(handle2)=[dpoint:0,0.1] + ,P(handle1)=[dpoint:0.1,0] + ,P(actual_start_angle)=#l-45 + ,P(actual_radius2)=##1.2 + ,P(actual_radius1)=##0.8 + ,P(actual_handle2)=nil + ,P(actual_handle1)=nil + ,P(actual_end_angle)=#l45 + ,P(a2)=#90 + ,P(a1)=#0 + ,LIB=Basic
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PIE +
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,PCELL=PIE + ,P(radius)=##0.1 + ,P(npoints)=#64 +
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,P(layer)=[layer:1/0] + ,P(handle2)=[dpoint:0,0.1] + ,P(handle1)=[dpoint:0.1,0] + ,P(actual_start_angle)=#l-45 + ,P(actual_radius)=##1.2 + ,P(actual_handle2)=nil + ,P(actual_handle1)=nil + ,P(actual_end_angle)=#l45 + ,P(a2)=#90 + ,P(a1)=#0 + ,LIB=Basic
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CIRCLE + ,PCELL=CIRCLE + ,P(radius)=##0.1 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] + ,P(handle)=[dpoint:-0.1,0] + ,P(actual_radius)=##1.2 + ,LIB=Basic
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ELLIPSE$1 + ,PCELL=ELLIPSE + ,P(radius_y)=##1.2 + ,P(radius_x)=##0.8 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] + ,P(handle_y)=[dpoint:0,1.2] + ,P(handle_x)=[dpoint:-0.8,0] + ,P(actual_radius_y)=##1.2 + ,P(actual_radius_x)=##0.8 + ,LIB=Basic
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DONUT + ,PCELL=DONUT + ,P(radius2)=##1.2 + ,P(radius1)=##0.8 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] + ,P(handle2)=[dpoint:-1.2,0] + ,P(handle1)=[dpoint:-0.8,0] + ,P(actual_radius2)=##1.2 + ,P(actual_radius1)=##0.8 + ,LIB=Basic
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ARC$1 + ,PCELL=ARC + ,P(radius2)=##1.3 +
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,P(radius1)=##1.1 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] +
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6,P(handle2)=[dpoint:0.919238815543,0.919238815543] + 6,P(handle1)=[dpoint:0.777817459305,-0.777817459305] + ,P(actual_start_angle)=##-45 + ,P(actual_radius2)=##1.3 + ,P(actual_radius1)=##1.1 + <,P(actual_handle2)=[dpoint:0.919238815543,0.919238815543] + >,P(actual_handle1)=[dpoint:0.777817459305,-0.777817459305] + ,P(actual_end_angle)=##45 + ,P(a2)=##45 + ,P(a1)=##-45 + ,LIB=Basic
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CIRCLE$1 + ,PCELL=CIRCLE + ,P(radius)=##1.2 + ,P(npoints)=#64 + ,P(layer)=[layer:1/0] + ,P(handle)=[dpoint:-1.2,0] + ,P(actual_radius)=##1.2 + ,LIB=Basic
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PIE$1 +
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,PCELL=PIE + ,P(radius)=##1.2 + ,P(npoints)=#64 +
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,P(layer)=[layer:1/0] + 6,P(handle2)=[dpoint:0.848528137424,0.848528137424] + 6,P(handle1)=[dpoint:0.848528137424,-0.848528137424] + ,P(actual_start_angle)=##-45 + ,P(actual_radius)=##1.2 + <,P(actual_handle2)=[dpoint:0.848528137424,0.848528137424] + >,P(actual_handle1)=[dpoint:0.848528137424,-0.848528137424] + ,P(actual_end_angle)=##45 + ,P(a2)=##45 + ,P(a1)=##-45 + ,LIB=Basic æ : æ : ELLIPSE
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ÿÿÿÙÿÿûPÿÿÿŠÿÿû\ÿÿÿ=ÿÿûsÿÿþòÿÿû•ÿÿþªÿÿûÂÿÿþdÿÿûùÿÿþ#ÿÿü;ÿÿýæÿÿü†ÿÿý¯ÿÿüÙÿÿý}ÿÿý4ÿÿýQÿÿý–ÿÿý,ÿÿýþÿÿýÿÿþkÿÿü÷ÿÿþÜÿÿüèÿÿÿPÿÿüàÿÿÿÅÿÿüà ;ÿÿüè °ÿÿü÷ $ÿÿý •ÿÿý, ÿÿýQ jÿÿý} Ìÿÿý¯ 'ÿÿýæ zÿÿþ# Åÿÿþd ÿÿþª >ÿÿþò kÿÿÿ= �ÿÿÿŠ ¤ÿÿÿÙ ° ' ° v ¤ à � k V > œ Ý Å z Q ' ƒ Ì ¯ j Ô ò • $ ° ; ÿÿÿÅ ÿÿÿP ÿÿþÜ òÿÿþk Ôÿÿýþ ¯ÿÿý– ƒÿÿý4 QÿÿüÙ ÿÿü† Ýÿÿü; œÿÿûù Vÿÿû ÿÿû• Ãÿÿûs vÿÿû\ 'ÿÿûPÿÿÿÙÿÿûP æ : æ : DONUT$1
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,ÿÿÿÅÿÿûPÿÿÿPÿÿû\ÿÿþÜÿÿûsÿÿþkÿÿû•ÿÿýþÿÿûÂÿÿý–ÿÿûùÿÿý4ÿÿü;ÿÿüÙÿÿü†ÿÿü†ÿÿüÙÿÿü;ÿÿý4ÿÿûùÿÿý–ÿÿûÂÿÿýþÿÿû•ÿÿþkÿÿûsÿÿþÜÿÿû\ÿÿÿPÿÿûPÿÿÿÅÿÿûP ÿÿüà ÿÿüàÿÿÿÙÿÿüèÿÿÿŠÿÿü÷ÿÿÿ=ÿÿýÿÿþòÿÿý,ÿÿþªÿÿýQÿÿþdÿÿý}ÿÿþ#ÿÿý¯ÿÿýæÿÿýæÿÿý¯ÿÿþ#ÿÿý}ÿÿþdÿÿýQÿÿþªÿÿý,ÿÿþòÿÿýÿÿÿ=ÿÿü÷ÿÿÿŠÿÿüèÿÿÿÙÿÿüà 'ÿÿüà vÿÿüè Ãÿÿü÷ ÿÿý Vÿÿý, œÿÿýQ Ýÿÿý} ÿÿý¯ Qÿÿýæ ƒÿÿþ# ¯ÿÿþd Ôÿÿþª òÿÿþò ÿÿÿ= ÿÿÿŠ ÿÿÿÙ ' v à ò Ô V ¯ œ ƒ Ý Q Q Ý ƒ œ ¯ V Ô ò à v ' ÿÿÿÙ ÿÿÿŠ ÿÿÿ= ÿÿþò òÿÿþª Ôÿÿþd ¯ÿÿþ# ƒÿÿýæ Qÿÿý¯ ÿÿý} ÝÿÿýQ œÿÿý, Vÿÿý ÿÿü÷ Ãÿÿüè vÿÿüà 'ÿÿüà ÿÿûP ÿÿûP ;ÿÿû\ °ÿÿûs $ÿÿû• •ÿÿû ÿÿûù jÿÿü; Ìÿÿü† 'ÿÿüÙ zÿÿý4 Åÿÿý– ÿÿýþ >ÿÿþk kÿÿþÜ �ÿÿÿP ¤ÿÿÿÅ ° ; ° ° ¤ $ � • k > j Ì Å ' z z ' Å Ì j > k • � $ ¤ ° ° ; °ÿÿÿÅ ¤ÿÿÿP �ÿÿþÜ kÿÿþk >ÿÿýþ ÿÿý– Åÿÿý4 zÿÿüÙ 'ÿÿü† Ìÿÿü; jÿÿûù ÿÿû •ÿÿû• $ÿÿûs °ÿÿû\ ;ÿÿûPÿÿÿÅÿÿûP æ : æ : ARC
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, Qÿÿü¯ 6ÿÿýÊ Qÿÿýæ ƒÿÿþ# ¯ÿÿþd Ôÿÿþª òÿÿþò ÿÿÿ= ÿÿÿŠ ÿÿÿÙ ' v à ò Ô V ¯ œ ƒ Ý Q 6 6 Q Q z ' Å Ì j > k • � $ ¤ ° ° ; °ÿÿÿÅ ¤ÿÿÿP �ÿÿþÜ kÿÿþk >ÿÿýþ ÿÿý– Åÿÿý4 zÿÿüÙ Qÿÿü¯ æ : æ : PIE
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¤ Qÿÿü¯ Q Q z ' Å Ì j > k • � $ ¤ ° ° ; °ÿÿÿÅ ¤ÿÿÿP �ÿÿþÜ kÿÿþk >ÿÿýþ ÿÿý– Åÿÿý4 zÿÿüÙ Qÿÿü¯ æ : æ :
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CIRCLE
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ÿÿÿÅÿÿûPÿÿÿPÿÿû\ÿÿþÜÿÿûsÿÿþkÿÿû•ÿÿýþÿÿûÂÿÿý–ÿÿûùÿÿý4ÿÿü;ÿÿüÙÿÿü†ÿÿü†ÿÿüÙÿÿü;ÿÿý4ÿÿûùÿÿý–ÿÿûÂÿÿýþÿÿû•ÿÿþkÿÿûsÿÿþÜÿÿû\ÿÿÿPÿÿûPÿÿÿÅÿÿûP ;ÿÿû\ °ÿÿûs $ÿÿû• •ÿÿû ÿÿûù jÿÿü; Ìÿÿü† 'ÿÿüÙ zÿÿý4 Åÿÿý– ÿÿýþ >ÿÿþk kÿÿþÜ �ÿÿÿP ¤ÿÿÿÅ ° ; ° ° ¤ $ � • k > j Ì Å ' z z ' Å Ì j > k • � $ ¤ ° ° ; °ÿÿÿÅ ¤ÿÿÿP �ÿÿþÜ kÿÿþk >ÿÿýþ ÿÿý– Åÿÿý4 zÿÿüÙ 'ÿÿü† Ìÿÿü; jÿÿûù ÿÿû •ÿÿû• $ÿÿûs °ÿÿû\ ;ÿÿûPÿÿÿÅÿÿûP æ : æ : ELLIPSE$1
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ÿÿÿÙÿÿûPÿÿÿŠÿÿû\ÿÿÿ=ÿÿûsÿÿþòÿÿû•ÿÿþªÿÿûÂÿÿþdÿÿûùÿÿþ#ÿÿü;ÿÿýæÿÿü†ÿÿý¯ÿÿüÙÿÿý}ÿÿý4ÿÿýQÿÿý–ÿÿý,ÿÿýþÿÿýÿÿþkÿÿü÷ÿÿþÜÿÿüèÿÿÿPÿÿüàÿÿÿÅÿÿüà ;ÿÿüè °ÿÿü÷ $ÿÿý •ÿÿý, ÿÿýQ jÿÿý} Ìÿÿý¯ 'ÿÿýæ zÿÿþ# Åÿÿþd ÿÿþª >ÿÿþò kÿÿÿ= �ÿÿÿŠ ¤ÿÿÿÙ ° ' ° v ¤ à � k V > œ Ý Å z Q ' ƒ Ì ¯ j Ô ò • $ ° ; ÿÿÿÅ ÿÿÿP ÿÿþÜ òÿÿþk Ôÿÿýþ ¯ÿÿý– ƒÿÿý4 QÿÿüÙ ÿÿü† Ýÿÿü; œÿÿûù Vÿÿû ÿÿû• Ãÿÿûs vÿÿû\ 'ÿÿûPÿÿÿÙÿÿûP æ : æ :
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DONUT
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,ÿÿÿÅÿÿûPÿÿÿPÿÿû\ÿÿþÜÿÿûsÿÿþkÿÿû•ÿÿýþÿÿûÂÿÿý–ÿÿûùÿÿý4ÿÿü;ÿÿüÙÿÿü†ÿÿü†ÿÿüÙÿÿü;ÿÿý4ÿÿûùÿÿý–ÿÿûÂÿÿýþÿÿû•ÿÿþkÿÿûsÿÿþÜÿÿû\ÿÿÿPÿÿûPÿÿÿÅÿÿûP ÿÿüà ÿÿüàÿÿÿÙÿÿüèÿÿÿŠÿÿü÷ÿÿÿ=ÿÿýÿÿþòÿÿý,ÿÿþªÿÿýQÿÿþdÿÿý}ÿÿþ#ÿÿý¯ÿÿýæÿÿýæÿÿý¯ÿÿþ#ÿÿý}ÿÿþdÿÿýQÿÿþªÿÿý,ÿÿþòÿÿýÿÿÿ=ÿÿü÷ÿÿÿŠÿÿüèÿÿÿÙÿÿüà 'ÿÿüà vÿÿüè Ãÿÿü÷ ÿÿý Vÿÿý, œÿÿýQ Ýÿÿý} ÿÿý¯ Qÿÿýæ ƒÿÿþ# ¯ÿÿþd Ôÿÿþª òÿÿþò ÿÿÿ= ÿÿÿŠ ÿÿÿÙ ' v à ò Ô V ¯ œ ƒ Ý Q Q Ý ƒ œ ¯ V Ô ò à v ' ÿÿÿÙ ÿÿÿŠ ÿÿÿ= ÿÿþò òÿÿþª Ôÿÿþd ¯ÿÿþ# ƒÿÿýæ Qÿÿý¯ ÿÿý} ÝÿÿýQ œÿÿý, Vÿÿý ÿÿü÷ Ãÿÿüè vÿÿüà 'ÿÿüà ÿÿûP ÿÿûP ;ÿÿû\ °ÿÿûs $ÿÿû• •ÿÿû ÿÿûù jÿÿü; Ìÿÿü† 'ÿÿüÙ zÿÿý4 Åÿÿý– ÿÿýþ >ÿÿþk kÿÿþÜ �ÿÿÿP ¤ÿÿÿÅ ° ; ° ° ¤ $ � • k > j Ì Å ' z z ' Å Ì j > k • � $ ¤ ° ° ; °ÿÿÿÅ ¤ÿÿÿP �ÿÿþÜ kÿÿþk >ÿÿýþ ÿÿý– Åÿÿý4 zÿÿüÙ 'ÿÿü† Ìÿÿü; jÿÿûù ÿÿû •ÿÿû• $ÿÿûs °ÿÿû\ ;ÿÿûPÿÿÿÅÿÿûP æ : æ :
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ARC$1
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, —ÿÿüi
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ÿÿüö 0ÿÿý uÿÿýp ±ÿÿýÊ äÿÿþ)
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ÿÿþ� ,ÿÿþô Aÿÿÿ^ LÿÿÿÊ L 6 A ¢ ,
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s ä × ± 6 u � 0 ä
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— — Ä j \ � ™ , É ¶ ï < ¿ @ ÿÿÿÀ ÿÿÿA ïÿÿþÄ ÉÿÿþJ ™ÿÿýÔ \ÿÿýc ÿÿüù Äÿÿü– —ÿÿüi æ : æ : CIRCLE$1
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ÿÿÿÅÿÿûPÿÿÿPÿÿû\ÿÿþÜÿÿûsÿÿþkÿÿû•ÿÿýþÿÿûÂÿÿý–ÿÿûùÿÿý4ÿÿü;ÿÿüÙÿÿü†ÿÿü†ÿÿüÙÿÿü;ÿÿý4ÿÿûùÿÿý–ÿÿûÂÿÿýþÿÿû•ÿÿþkÿÿûsÿÿþÜÿÿû\ÿÿÿPÿÿûPÿÿÿÅÿÿûP ;ÿÿû\ °ÿÿûs $ÿÿû• •ÿÿû ÿÿûù jÿÿü; Ìÿÿü† 'ÿÿüÙ zÿÿý4 Åÿÿý– ÿÿýþ >ÿÿþk kÿÿþÜ �ÿÿÿP ¤ÿÿÿÅ ° ; ° ° ¤ $ � • k > j Ì Å ' z z ' Å Ì j > k • � $ ¤ ° ° ; °ÿÿÿÅ ¤ÿÿÿP �ÿÿþÜ kÿÿþk >ÿÿýþ ÿÿý– Åÿÿý4 zÿÿüÙ 'ÿÿü† Ìÿÿü; jÿÿûù ÿÿû •ÿÿû• $ÿÿûs °ÿÿû\ ;ÿÿûPÿÿÿÅÿÿûP æ : æ :
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PIE$1
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