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| 6 | I °á" ¦ qßÿ(e þÿ " I °á" ¦ qßÿàÇ¢ þÿ # I °á" ¦ qßÿ(e þÿ " I °á" ¦ qßÿàÇ¢ þÿ # I °á" ¦ êäÿY¡« þÿ # I °á" ¦ ú`ãÿ¥8o þÿ
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17 | Z1mK ZâX{þÿ > # I °á" ¦ óÿV»÷ÿ Å^, Ô ÿçS½Aÿþÿ Í " I °á" ¦ X¡Ùÿô?b xÝ[ÛÿÈ¢iª{ÿþÿ ? # I °á" ¦ bjùÿýÿ kìe¤$ÿýó ÕEÿþÿ Ï " I °á" ¦ X¡Ùÿô?b ¨÷¢[ÛÿøÊiª{ÿþÿ @ # I °á" ¦ óÿýÿ mà Ô ÿ½h+ËÏ@ÿþÿ Ñ " I °á" ¦ X¡Ùÿô?b hlº[Ûÿ¸ôáiª{ÿþÿ A # I °á" ¦ óÿýÿ => Ô ÿeËÏ@ÿþÿ Ó " I °á" ¦ X¡Ùÿô?b 8ô[Ûÿ iª{ÿþÿ B # I °á" ¦ cjùÿV»÷ÿ åÏf¤$ÿ5÷!ÕEÿþÿ Õ " I °á" ¦ X¡Ùÿô?b I[Ûÿèѧiª{ÿþÿ C # I °á" ¦ ¸ZÞÿxÇ þÿ ( " I °á" ¦ åÝÿh©W þÿ Ö # I °á" ¦ åÝÿh©W þÿ ) # I °á" ¦ ¸ZÞÿxÇ þÿ Ø " I °á" ¦ $³Ýÿv# þÿ * " I °á" ¦ X¡Ùÿpþc þÿ Ú # I °á" ¦ ðªÝÿà2) þÿ + " I °á" ¦ ðªÝÿ@µd þÿ Ü # I °á" à ðªÝÿ Ým þÿ , # I °á" à Ð>âÿÀÆ- þÿ Þ " I °á" à Ð>âÿ { þÿ - # I °á" à ÀäÿPÌ= þÿ à " I °á" à Pôÿp89 þÿ . " I °á" à `DòÿÀw þÿ â # I °á" ¦ åÝÿh©W þÿ / # I °á" ¦ ÌÜÞÿ¤ì_ þÿ ä " I °á" ¦ åÝÿh©W d6ÑNÀæ ´¾øû«ù þÿ ç # I °á" ¦ g°òÿÄöÿ _-û ¯³ þÿ D " I °á" ¦ åÝÿh©W @¨l G 0à Z þÿ é # I °á" ¦ (÷ÿ
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| 18 | þÿ # I °á" ¦ Ð>âÿ >I þÿ 3 " I °á" ¦ Ð>âÿP |
18 | # I °á" à þÿ 7 " I °á" à þÿ # I °á" à þÿ 8 # I °á" à þÿ " I °á" à þÿ 9 " I °á" à þÿ # I °á" à þÿ : " I °á" à þÿ # I °á" à þÿ ; # I °á" à þÿ " I °á" à þÿ < # I °á" à þÿ " I °á" à þÿ = # I °á" à þÿ " I °á" à þÿ > # I °á" à þÿ " I °á" à ø\{þ`~Âì¢þþÿ P # I °á" à ¸ßþÿ\{þ Æ7 ì¢þþÿ Q # I °á" à ¸ßþÿ\H Æ7 ì½Dþÿ R # I °á" à ø\H `~Âì½Dþÿ S # I U" à ØyË Ð": þÿ ? " I U" à ØyË Et þÿ # I U" à ØyË Et ü@»ÿ%ÿi«èLÿþÿ T # I U" à ñÿÒÉíÿ ®Ê*aVºþd÷^Q?áþþÿ " " I °á" ¦ Ð>âÿ >I þÿ @ " I °á" ¦ Ð>âÿP |
| 19 | þÿ # I °á" à Ð>âÿP |
19 | þÿ $ # I °á" ¦ Ð>âÿ >I þÿ A " I °á" ¦ Ð>âÿP |
| 20 | þÿ 4 # I °á" à Ð>âÿ >I þÿ " I °á" à Ð>âÿP |
20 | þÿ & # I °á" ¦ Ð>âÿ >I þÿ B " I °á" ¦ Ð>âÿP |
| 21 | þÿ 5 # I °á" à Ð>âÿ >I þÿ " I °á" ¦ Ð>âÿ >I þÿ 6 " I °á" ¦ Ð>âÿP |
21 | þÿ ( # I °á" à Ð>âÿP |
| 22 | þÿ |
22 | þÿ C # I °á" à Ð>âÿ >I þÿ * " I °á" à Ð>âÿP |
| 23 | # I °á" à Ð>âÿ >I þÿ 7 " I °á" à Ð>âÿP |
23 | þÿ D # I °á" à Ð>âÿ >I þÿ , " I °á" ¦ Ð>âÿ >I þÿ E " I °á" ¦ Ð>âÿP |
| 24 | þÿ # I °á" à Ð>âÿ >I þÿ 8 " I °á" à Ð>âÿP |
24 | þÿ . # I °á" à Ð>âÿ >I þÿ F " I °á" à Ð>âÿP |
| 25 | þÿ # I ¨³ à 0ÝÅÿ þÿ 9 # I ¨³ à þÿ " I °á" ¦ d çÿ4> þÿ : " I °á" ¦ ¼Öåÿèz þÿ # I °á" à Ð>âÿP |
25 | þÿ 0 # I °á" à Ð>âÿ >I þÿ G " I °á" à Ð>âÿP |
| 26 | þÿ ; # I °á" à Ð>âÿ >I þÿ " I °á" ¦ Ð>âÿ >I þÿ < " I °á" ¦ Ð>âÿP |
26 | þÿ 2 # I ¨³ à 0ÝÅÿ þÿ H # I ¨³ à þÿ 4 " I °á" ¦ d çÿ4> þÿ I " I °á" ¦ ¼Öåÿèz þÿ 6 # I °á" à Ð>âÿP |
| 27 | þÿ # I °á" à Ð>âÿ >I þÿ = " I °á" à Ð>âÿP |
27 | þÿ J # I °á" à Ð>âÿ >I þÿ 8 " I °á" ¦ Ð>âÿ >I þÿ K " I °á" ¦ Ð>âÿP |
| 28 | þÿ # I U" à þÿ > # I U" à þÿ " I °á" à Ð>âÿ >I ·ÿØ)=èñöþÿ " I °á" à Ð>âÿP |
28 | þÿ : # I °á" à Ð>âÿ >I þÿ L " I °á" à Ð>âÿP |
| 29 | *8e( _èñöþÿ P # I K K STANDARDVIA ÿ ??ìiÀìiÀþÿ ÿÿÿÿ ELYTA I ¸¾ÿ@äÿì@ Àç þÿ ÿÿÿÿ ELYTB I dËÁÿX¡Ùÿ4> ¨^& þÿ ÿÿÿÿ |
29 | þÿ < # I U" à þÿ M # I U" à þÿ > " I °á" ¦ Ð>âÿP |
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| 31 | , CE050X10 I ÈÿÈÿ8i| 8i| þÿ ÿÿÿÿ . CE050X13 I µ`ÿµ`ÿèJ èJ þÿ ÿÿÿÿ 0 CE075X16 I »@ÿ»@ÿtD¿ tD¿ þÿ ÿÿÿÿ
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| 32 | = 0ëÿþÿ ÿÿÿÿ 6 CE025X6/L I ܲÿ ·ãþ$RM 0ëÿþÿ ÿÿÿÿ ? CE035X8/L I ÿdâþDd 0ëÿþÿ ÿÿÿÿ I CE050X10/L I Èÿè/qþ?{ 0ëÿþÿ ÿÿÿÿ R C0805 I `$Öÿ8çÿ Û) Èj þÿ ÿÿÿÿ [ C0603 I ¨ôÛÿØ;ìÿX $ (Ä þÿ ÿÿÿÿ c C1206 I (ZÉÿlãÿØ¥6 | þÿ ÿÿÿÿ k CK025 I Øáÿ aÛÿ(æ $ þÿ ÿÿÿÿ! s CK050 I °3Âÿ aÛÿPÌ= $ þÿ ÿÿÿÿ# w C0805/1206 I (ZÉÿlãÿØ¥6 | þÿ ÿÿÿÿ% { C1210 I ¼¡ÀÿX¡ÙÿD^? ¨^& þÿ ÿÿÿÿ' C1812 I 쳫ÿ<<ÓÿLT ÄÃ, þÿ ÿÿÿÿ) C2220 I aÿ <ºÿ o `ÃE þÿ ÿÿÿÿ+ SOD87 I 0ÈÿkæÿØ¥6 p þÿ ÿÿÿÿ- DO201 I Êÿ°3Âÿà5 PÌ= þÿ ÿÿÿÿ/ ¥ DO41 I @ÿ aÛÿÀeR $ þÿ ÿÿÿÿ3 ° MELF I ä0¯ÿ Ùÿ ÏP |ó& þÿ 5 · MINIMELF I @ã¾ÿHàÿD^? ¸d þÿ ÿÿÿÿ7 Á DO35 I RËÿ°Òæÿð4 P- þÿ ÿÿÿÿ9 Ë DS040 I ãÿ }Äÿ `; þÿ ÿÿÿÿ= Ö TO220AC I ( ±ÿxøÿ¸ë. xQ þÿ ÿÿÿÿ? Ú TO220AB I .²ÿÓÿ°0 , þÿ ÿÿÿÿA á SMA M ¡Ýÿ@tÄÿp^" À; þÿ ÿÿÿÿC è SMB M à/Òÿ`à¿ÿ Ð- @ þÿ ÿÿÿÿF ò SMC M ¹ÿ0 ¢ÿpýF Ðà] þÿ ÿÿÿÿI ü JUMP2X3 I îâÿxx¦ÿàÃÿY v< þÿ ÿÿÿÿL UNIPAD2 I àÃÿHàÿ v< ¸d þÿ ÿÿÿÿM R0805 I `$Öÿ´Séÿ Û) L¬ þÿ ÿÿÿÿN R0603 I ¨ôÛÿØ;ìÿX $ (Ä þÿ ÿÿÿÿP R1206 I (ZÉÿlãÿØ¥6 | þÿ ÿÿÿÿR RS025 I Hü»ÿ°
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32 | , CE050X10 I ÈÿÈÿ8i| 8i| þÿ ÿÿÿÿ . CE050X13 I µ`ÿµ`ÿèJ èJ þÿ ÿÿÿÿ 0 CE075X16 I »@ÿ»@ÿtD¿ tD¿ þÿ ÿÿÿÿ
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33 | = 0ëÿþÿ ÿÿÿÿ 6 CE025X6/L I ܲÿ ·ãþ$RM 0ëÿþÿ ÿÿÿÿ ? CE035X8/L I ÿdâþDd 0ëÿþÿ ÿÿÿÿ I CE050X10/L I Èÿè/qþ?{ 0ëÿþÿ ÿÿÿÿ R C0805 I `$Öÿ8çÿ Û) Èj þÿ ÿÿÿÿ [ C0603 I ¨ôÛÿØ;ìÿX $ (Ä þÿ ÿÿÿÿ c C1206 I (ZÉÿlãÿØ¥6 | þÿ ÿÿÿÿ k CK025 I Øáÿ aÛÿ(æ $ þÿ ÿÿÿÿ! s CK050 I °3Âÿ aÛÿPÌ= $ þÿ ÿÿÿÿ# w C0805/1206 I (ZÉÿlãÿØ¥6 | þÿ ÿÿÿÿ% { C1210 I ¼¡ÀÿX¡ÙÿD^? ¨^& þÿ ÿÿÿÿ' C1812 I 쳫ÿ<<ÓÿLT ÄÃ, þÿ ÿÿÿÿ) C2220 I aÿ <ºÿ o `ÃE þÿ ÿÿÿÿ+ SOD87 I 0ÈÿkæÿØ¥6 p þÿ ÿÿÿÿ- DO201 I Êÿ°3Âÿà5 PÌ= þÿ ÿÿÿÿ/ ¥ DO41 I @ÿ aÛÿÀeR $ þÿ ÿÿÿÿ3 ° MELF I ä0¯ÿ Ùÿ ÏP |ó& þÿ 5 · MINIMELF I @ã¾ÿHàÿD^? ¸d þÿ ÿÿÿÿ7 Á DO35 I RËÿ°Òæÿð4 P- þÿ ÿÿÿÿ9 Ë DS040 I ãÿ }Äÿ `; þÿ ÿÿÿÿ= Ö TO220AC I ( ±ÿxøÿ¸ë. xQ þÿ ÿÿÿÿ? Ú TO220AB I .²ÿÓÿ°0 , þÿ ÿÿÿÿA á SMA M ¡Ýÿ@tÄÿp^" À; þÿ ÿÿÿÿC è SMB M à/Òÿ`à¿ÿ Ð- @ þÿ ÿÿÿÿF ò SMC M ¹ÿ0 ¢ÿpýF Ðà] þÿ ÿÿÿÿI ü JUMP2X3 I îâÿxx¦ÿàÃÿY v< þÿ ÿÿÿÿL UNIPAD2 I àÃÿHàÿ v< ¸d þÿ ÿÿÿÿM R0805 I `$Öÿ´Séÿ Û) L¬ þÿ ÿÿÿÿN R0603 I ¨ôÛÿØ;ìÿX $ (Ä þÿ ÿÿÿÿP R1206 I (ZÉÿlãÿØ¥6 | þÿ ÿÿÿÿR RS025 I Hü»ÿ°
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136 | Â4È|E!Ö F>þ×¾Î.Ø |
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137 | *Þî´,Ù ®Öü´,Û Öü!ŶÎ.Ü a*¥ ÔÎ.Þ |
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138 | ÂC+ãl =à N Âxì.]â |ü_B.]ä |ü§rvUæ N rvUè |
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| 140 | ))l |
140 | |ü~ü F[Ç ú >F[Ç ü ÊðÌ¿ þ |üö&ìÌ¿ |
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| 144 | +\+)Ô*)*) ¸= $ 1 3 +)+) (* |
144 | |üÂì¤Vª |ü'¤Vª |ü jûDÈ |üÒ½äDÈ |
| 145 | +Ô*)+)*) ü= l 1 83 ä+)\+) 0* |
145 | |üÒ½ä¤Vª |ü jû¤Vª |ü@¬L« |üFó¬L« |
| 146 | +H?)*)è')ä+) @= (,) +) 8* |
146 | |üFó|oå |ü@|oå |ü¢à î# |üÎùî# |
| 147 | +(,)(,) +) = ´ 1 T3 l,)ä+) @* ( |
147 | |üÎùV¸I |ü¢à V¸I |ü¢à R^ |üÎùR^ |
| 148 | +ä+)ä+) +) È= ü 1 x5 °,)(,) H* 0 |
148 | |üÎù&Û |ü¢à &Û |ü®,ßDq |üNyßDq |
| 149 | +¸5)è')@%)°,) ô,)l,) P* 8 |
149 | |üNy+ñ |ü®,+ñ |üÎ
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150 | |üa(t |üÎ
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151 | |ü.ÑV¸I |üªV¸I |üªR^ |ü.ÑR^ |
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152 | |ü.Ñ&Û |üª&Û |ü3 ¬ |ü¨!~ ¬ |
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159 | ÑýÁ¬R¬q T^ÈøJNv » Ñýhj*Nv |
| 160 | +/)$0)/) ô!1 5 à/)X/) ¨* |
160 | Öüa:!lÚt Y *ÖØlÚt $r |üBßù$r |
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164 | ÑýÁ¬R¼èD D T^ÈøJ J E » Ñýhj* J G |
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166 | |
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167 | ¥ ÿÿ ³ |
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168 | ÿÿÿÿ ½
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169 | ÿÿ Ô |
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170 | |
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172 | OÊJÓ .OâõBÞ ROòè:é vOÊòè O:é*ö ¾Oâõ*ö âÚB± PêØâÚ }Ú NPãÒº ÂJ P2µÚå ºPÚåòÖ ÞP òÖ Q J Ú¸Þ JQ2ÇzÇ nQÞ2Ç òßÚ¯ ¶QÚ÷jË ÚQJ÷òß þQJ÷÷ "RÚ÷÷ ¯ |
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173 | õ jRõÚÓ RúÝ |
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174 | õ ²RúÝRõ ÖRõRõ Ê¡Z¢ SüÊ¡ BSZ¢¢¢ fSü£ j¹:à ®SbÄªÄ ÒS:àbÄ ¸rÛ TÂÇ |
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175 | È >TrÛÂÇ ºÛÒ± TÒðÕ ªTÒðºÛ ª²rö òTÖ÷ Ußrö :Uºöß ^Uºö÷ Ü"° ¦UòÚÊ ÊUòñÜ îUòñ:ò Vò:ò ܲ° ZVñºÒ ~VñÜ |
| 176 | F%u? § |
176 | ¤Zü ÆVJ¯zâ êVzâZü ¢½ê½ 2Wðê½ VW"ËBð zWðBð ò»:¼ ÂW:¼Ø ½Z½ |
| 177 | F%u? § |
177 | XêóZ½ .XêóÊ "§j§ vX»"§ XúË» zµ²æ âX²æ:× ¢ÆêÆ *YêÆbÖ ÅÊÅ rYÊÅBÕ ÆZÆ ºYZÆÒÕ ¼Ê¼ Zʼ¢Ø ꢢü JZÒÃÄ nZÒâü òÄ:Å ¶Z:Å²Ô b»ª» þZª»é "[Êé× F[éÊé jæR¶ [jæÎ JÜb² Ö[ªñªÖ ú[JÜbñ \ªñbñ "æ |
| 178 | F%uª? § |
178 | f\ |
| 179 | F%uª? § |
179 | ¶"æ *Û± ®\Ê×*Û ÂµÚÜ ö\ÚÜÏ jÝú° >]ZØjÝ ê´å ]åRÑ ²Ý² Î]úÔÂô ò]zô²Ý ^zôÂô ¢´Zá ^^ZáÂÐ ²ú ¦^úB Ê^ʳúæ î^úæB *®Jå 6_ÁJÁ Z_JåÁ ³Bç ¢_2Ð:Î Æ_Ò:Î ê_Bç `Ò ú¹ºÀ V`ºÀrÀ z`rÀjï `²ïZÏ Â`²ïjï R |
| 180 | F%uª? ¢mB ð?H ð? § |
180 | aºâ¿ .aâ¿*À Ra*Àºÿ va ºÿ z¾º ¾a2¾z¾ âaJî2¾ bÊÎî *bJîî b rb |
| 181 | F%uª? § |
181 | ãb bz¬ |
| 182 | F%u? § |
182 | ã ª Þbèª c¬è |
| 183 | F%u? § |
183 | ¿J Jc¾ |
| 184 | F%u? § |
184 | ¿ ncÚî¾ cÍ"ï ¶cÚî"ï r·2â þc2âÒÌ ¿Ú FdR¿¿ jdºíR¿ dªÍî ²dºíî bÍⶠÿÿ Ê*í N}BJ >f²ËB |
| 185 | F%u? § |
185 | ñ |
| 186 | F%u? § |
186 | j |
| 187 | F%u? § |
187 | ñ BeRþÒ ~BÒ |
| 188 | F%u? § |
188 | ñ ®e¡¢ Zhz£¢ |
| 189 | F%u? § |
189 | ñ Êgâìz£ |
| 190 | F%u? § |
190 | ñ zi |
| 191 | F%u? § |
191 | ñ öe¦¤ f¤úø ªf*¥â¤ Îfâ¤j |
| 192 | F%u? § |
192 | òfÚ¦*¥ gJ¦¦ :gJ¦bè ^g*íJ g |
| 193 | F%u? § |
193 | Òç fâ |
| 194 | F%u? § |
194 | |
| 195 | F%u? § |
195 | ñ 2i |
| 196 | F%u? § |
196 | ñ ¦gÒç²Ë i ÒeþBÌ |
| 197 | F%u? § |
197 | ñ hâìÂÙ ~hÂÙ*í ¢h |
| 198 | F%u? § |
198 | Úâì Æhbèªè îg bf i |
| 199 | F%u? § |
199 | ñ Vi æi êhRþþ e úv ÒÞò² .jò²bú Rj¶êÏ vj"ݶ jâÈ*É ¾|*Ér âjʪú kjÔbú *kújÔ Nkòú2Ù rkúr kÊò"Ý ºkÒÞó ÞkÊòó lòúªú z²¹ *}ç nl lâ ¶lâ* Úl* þlr*ÿ "mrb Fm jmrÿ" m" â|jº ÖmÂëj úmjj nªß2£ BnB¨¨ fnB¨rÉ n¨Ò¨ ®nÒ¨© Òn©b© önb©ª© oª©ò© >oò©:ª bo:ªª oªÊª ªoʪ« Îo«Z« òoZ«ªß p¢«rí :p"ø¢« ^príê« p:³ºä ¦pº·Êà Êp"ø²¹ îpríBº qBºò 6qRÈÈ Zq²øRÈ ~qûRÈ ¢qÈzÙ ÆqrÉºÉ êqrÉ:û rJÊç 2rJÊjø VrzÐòÍ zròÍ"Ô r¢Ïì Ârzв ær |
| 200 | F%u? § |
200 | Ñ |
| 201 | F%u? § |
201 | s |
| 202 | F%u? § |
202 | ÑÊû r} Rs"Ôú vsÊàà sàÚ ¾sºäú âsìå tå" }Âëº NtzëÊû rtìÚ t²øjø ºtû:û Þtrÿ*ÿ uj² &uªb Juªò r® ur¥R¤ ¶uº¥r¥ Úu¦º¥ Öv̦ |
| 203 | F%u? § |
203 | ñ þu2¬Ì Fv2¬á jvrär® |
| 204 | F%u? § |
204 | ñ w ø| ÿÿ vräá |
| 205 | F%u? § |
205 | ñ |
| 206 | F%u? § |
206 | ñ ÿÿ 6h |
| 207 | F%u? § |
207 | ñ ÿÿ BÃà BwÃ2ô fwÓ2ô ²§ú§ ®w |
| 208 | F%u? § |
208 | þ²§ ÒwR*ä öw |
| 209 | F%u? § |
209 | þ*ä ê2 >xêÂý bx¯âã xâãÂý Z¢ Îx2ýZ òxº®Rã yRãêü :y2ýêü ²Âú yZú ¦yÓúï Êy |
| 210 | F%u? § |
210 | ìRì îyZ |
| 211 | F%u? § |
211 | ì zRìúï "Âj ZzjÂrÒ Òù" ¢z´êá Æzêáù êzÒùù Z´¢á 2{¢óâÑ V{¢áZó z{¢óZó "¹bß Â{ÁÚÁ æ{bßÁ v|ê¢ ø| .|2z ø| |R ø| â* ø| ¾jr2Ù ²mº*Ò *tºzë Jl z eJ Ú¦ .s Ñ Ú ã ÂiÚúø |
| 212 | F%u? § |
212 | ñ º}Új |
| 213 | F%uz? § |
213 | |
| 214 | F%uz? § |
214 | ñ Þ}ªèRÚ |
| 215 | F%uz? § |
215 | ñ èB t R¶Ð @ øðt Z=Ð @ ~NýcäZ "ÐÐ 4 Nq7cäZ ZÐÐ 4 ~NýÁ ²ÏÐ 2 Nq7Á êÏÐ 2 hFB T×<¯Ð @ Xun T×<2¢Ð @ |Pd|¥ú¡Ð @ Ud|¥¡Ð @ MlÜðØÐ O àoÌlÜð:ØÐ O °lÜðrØÐ O íôµ±Ð H @ íaêÐ H @ °ôµ"Ð I @ °azÐ I @ (@ÒôµÐ J @ (@Òa |
| 216 | F%uª? § |
216 | Ð J @ MÐ $° êÐ @ ][¤ $° ÀÐ @ æ·ï 6çv ÐÐ 9 ¶Ú)6çv ÊÐÐ 9 ~å|ú½Ð @ ~ålPJÐ @ ¨·3D;´Ð @ ¸D;JÐ @ ðçmBOÐ U @ ¾ïNmBOÐ U @ n@!7+ U @ j"A u U @ ±:¼uU âÐ @ ±:¬¤ ÚÐ @ Ø3i¼uU Ð E @ Ø3i¬¤ ÂÐ E @ ¶¬¤ úÐ F @ ¶¼uU BÐ F @ öU{ÅÿêtÐ G @ öU÷Á J¿Ð G @ h5TÎ jÐ |
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217 | @ xÙTÎ bÐ |
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218 | @ ¤äÜ,ZÂzQÐ % @ \ª,ZÂR~Ð % @ ¸û <öpÊ×Ð 1 ¸û lÓ6ÕÐ 1 èØÑ<öp×Ð 1 èØÑlÓ6bÕÐ 1 ¶<öpZ×Ð 1 ¶lÓ6*ÕÐ 1 ¤¯·^È¢·Ð @ LC^ÈÒÐ @ u]ÿ2¬HâÑÐ / E92¬HÒÐ / u]ÿD rÑÐ 3 E9D ªÑÐ 3 Qü YÖþÆÐ T lt6YÖþJÆÐ T <pYÖþÆÐ T ºªYÖþºÆÐ T ÜÜäYÖþòÆÐ T ¬ÿ YÖþ*ÇÐ T |"YYÖþbÇÐ T LEYÖþÇÐ T hÍYÖþÒÇÐ T ìYÖþ |
| 219 | ; 9P9 : | ) |
219 | ÈÐ T |
| 220 | ; ¼9t9 : ,() ; à99 ¨ : ´() ; 9¼9 ° : ø() ; (9à9 ¸ : H?) ; L99 À : ?); p9(9 È : Ð?)0; 9L9 Ð : L)p ; X 9 9 à : ô |
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247 | <Ð zJÐÒ;Ð iÐ ;Ðz<Ð |
| 248 | < h+<;<; p<;<; |
248 | <Ðê<Ð JHв<Ð ÊYÐ ;Ð LÐ Ê=Ð ê<Ð:>Ð *¹Ð>Ð zfÐ ª>Ð ²JÐ ?Ð :>Ð?Ð º¸ÐR?Ð ª¼Ð ú?Ð RMÐ j@Ð ?ÐÚ@Ð j@Т@Ð ÚcÐ JAÐ âSÐ âSÐ Ú@Ð*BÐ ?ÐòAÐ PÐ jÐ roÐ roÐ *BÐzCÐ Ê=ÐBCÐ |
| 249 | < p+@<;@<; <;@<; |
249 | fÐ BТРbsÐ bsÐ zCÐÊDÐ |
| 250 | < x+p<;p<; Ð<;p<; ( |
250 | ÐDÐ :EÐ TÐEÐ RwÐ RwÐ ÊDÐFÐ Ú·ÐâEÐ FÐ MÐRFÐ FÐêtÐ ½Ð jGÐ êJÐ2GÐ :hÐ ÚGÐ ¢·Ð JHÐ ¹ÐºHÐ HÐ 8Ð*IÐ òHÐ TÐIÐ bIÐ Ð Ð ÊRÐ zJÐ |
| 251 | < + <; <; =; <; 0 |
251 | Ð êJÐ ²JÐZKÐ "KÐ ÊKÐ ZKÐKÐ êÐ :LÐ LЪLÐ rLÐ MÐ ªLÐâLÐ zÐ MÐ RMÐúMÐ ÂMÐ jNÐ úMÐ2NÐ ú~ÐjjÐ ºÐiÐ Ú9ÐJOÐ OÐ ºOÐ JOÐOÐ OÐ*PÐ òOÐ bBÐ bBÐ 29Ð 29Ð ¢·Ð ¢·Ð ]Ð |
| 252 | < +Ð<;Ð<; 0=;Ð<; 8 |
252 | ¬ÐJÐ RÐ RÐ ZRÐ ~Ð ° rSÐ rSÐ :SÐ ªSÐ ºAÐ TÐ âSÐ TÐ úTÐ ÂTÐ jUÐ 2UÐ ÒÀÐ jUÐÒÀÐ Â?Ð JVÐ jÐʦРڰÐZÐ *WÐ òVÐ WÐ *WÐbWÐ bWÐ |
| 253 | < + =; =; p ; =; @ |
253 | XÐ jGÐÒWÐ ²XÐ ²XÐ zXÐ iÐ¯Р²XÐZYÐ "YÐ "=Ð "=Ð rZÐ rZÐ :ZÐ ¯Ð rZÐ[Ð âZÐ b;Ð b;Ð ú[Ð Â[Ð Â[Ðj\Ð 2\Ð Ú\Ð j\Т\Ð ¢\ÐJ]Ð ]Ð JªÐ º]Ð b^Ð b^Ð *^Ð ÊuÐBºÐ b^Ð |
| 254 | < +0=;0=; ' 8 |
254 | _Ð Ò^Ð z_Ð |
| 255 | < l AttributeTypeText ´/|/( l | / , /p/ 0 ) H / / 0 Ü ) d /, / 0 ) /H / ( 0 d) /d / 0 0 ¨) ¸ / / 8 0 ì) Ô / / @ 0 0) ð /¸ / H 0 ) /Ô / P 0 P) (/ð / X 0 Ä) D/ / ` 0 ) `/(/ h 0 ) |/D/ p 0 ä ) `/ x 0 ( |
255 | _ÐB_Ð B_Ðê_Ð ²_Ð b¤ÐÊ`Ð Z`Ð "`Ð "`Ð :aÐ ªoÐaÐ âaÐ ªaÐ Ê6Ð bÐ âaÐbÐ RbÐ aÐúbÐ bÐÂbÐ ò:ÐjcÐ :Ð2cÐ AÐ AÐ JdÐ dÐ JdкdÐ dÐ *eÐ ºdÐòdÐ òdÐeÐ beÐ ²CÐ ²CÐ r>Ð r>Ð êfÐ ²fÐ ²fÐZgÐ FÐ"gÐ ÊgÐ gÐ ¢GÐ ÊgТGÐ âhÐ âhÐ ªhÐ jjÐÚNÐ B<Ð B<Ð 2jÐ 2jÐ úiÐ ¢NÐ 2jÐÚjÐ ¢jÐ JkÐ ÚjÐkÐ ºkÐ kÐ *lÐ ºkÐòkÐ òkÐlÐ blÐ |
| 256 | )F Ð/ 0 ) ì/´/ 0 X ) /Ð/ 0 ) $/ì/ 0 à ) @// ¨ 0 h ) \/$/ ° 0 ¬ ) x/@/ ¸ 0 ð ) /\/ À 0 4 ) °/x/ È 0 x ) Ì// Ð 0 ¼ ) è/°/ Ø 0 !) /Ì/ à 0 D!) /è/ è 0 !) <// ð 0 Ì!) X/ / ø 0 ") t/</ 0 T") /X/ 0 ") ¬/t/ 0 Ü") È// 0 d#) ä/¬/ 0 ¨#) /È/ (0 ì#) /ä/ 00 0$) 8/ / 80 l=) T/ / @0 |>) p/8/ H0 ?) /T/ P0 T ) ' H 0 ¬ m AttributeValue =,= m ` = T = > = = T = =x= ) = = = = > ¨=D= = = T =T =Ä:)T =T = Ü =T = 0 > = =T =Ü = = =;) = = = = @ > Ü =Ü = = Ü =Ü =L;)Ü =Ü = ; d=Ü = P > = =T =d= = =;) = = ¨= = ` > d=d= = d=d=Ô;)d=d=Ð ; ì=d= p > È=T = =ì= ¨=¨= #)¨=¨= 0=¨= > 0==¨= ì=ì=¸$)ì=ì=
; t=ì= > t=ì=¨= 0=0=d#)0=0=0
; ¸=0= > ¸=0=¨= t=t=ü$)t=t=`
; ü=t= ° > ü=t=¨= ¸=¸=ì#)¸=¸=
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256 | mÐ lÐÒlÐ ÒlÐzmÐ BmÐ "nÐ "nÐ êmÐ yÐ "nÐÊnÐ nÐ ²ºÐ ÊnвºÐ |
| 257 | )\ =\ = ä =\ = P> | =¤=\ =ä = = =° |
257 | CÐ ªoÐ roÐ pÐ pÐ RpÐ 2qÐ pÐ2qÐ úpÐ º¿Ð2°Ð 2qÐÚqÐ ¢qÐ JrÐ ÚqÐrÐ j©Ð*sÐ âØкrÐ 0 rÐ rÐ ZDÐ sÐ bsÐ |
| 258 | ) = = ( |
258 | tÐ ÂFÐ ztÐ ÂFÐ ÂFÐ uÐ zºÐuÐ ZuÐ ÊRжРuÐ:vÐ vÐ ªvÐ :vÐrvÐ rvÐwÐ âvÐ ªEÐ wÐ RwÐ úwÐ JyÐÚxÐ jxÐ 2xÐ ¤Ð2xÐ R¨Ð JyÐ ZnÐ *Ð 0yÐ*zÐ ÊÐòyÐ úwÐzÐ bzÐ |
| 259 | = = `> ( |
259 | {Ð zÐÒzÐ ÒzÐz{Ð 29ÐB{Ð ê{Ð ²{Ð |Ð |Ð Z|Ð Ê|Ð úFÐ I ª}Ð Iz<Ðj9Ð RÙÐ I âØÐ 0 ê³Ð 0 ò¸Ð ° â}ÐÊRÐ 0 *¤Ð ú~Ð Â~Ð jÐ b¹Ð¸Ð 0 r}Ð "´Ð "´Ð |
| 260 | =8 = = ä =ä =ô |
260 | JÐ ºÐ bÐ 0 òÐ 0 Ð 0*пР0 |
| 261 | )ä =ä = l |
261 | Ð ÒÐ zÐ |
| 262 | =ä = p> l |
262 | ÐBÐ BÐêÐ ²Ð ZÐ ÒÐ"Ð ê¬Ð ÊÐ :Ð Ð R¨Ð :ÐR¨Ð
Ð ÐâÐ :aÐ
Ð R
Ð 2©Ð
Ð2©Ð ú8ÐjÐ ¶Ð2Ð ÚÐ ¢Ð JÐ ÚÐРкРz¥ÐÐ jcÐ*Ð òÐ Ð *ÐbÐ bÐ |
| 263 | =ä = = ( |
263 | Ð z{ÐÒÐ ò¸Ð zÐ Ê»ÐêÐ ²Ð ê{ÐÐ ° R½Ð 0¢NÐÊÐ Ð j°Ð ÊÐj°Ð ¦Ð ¦Ð Ð |
| 264 | =( |
264 | ºÐâÐ sÐÐ wÐRÐ ÐúÐ ÂÐ jÐ 2Ð 2ÐÚÐ RТРРРºÐ Ð ºÐ*Ð òÐ Ð *ÐbÐ ÊRÐ ° |
| 265 | =8 )( |
265 | Ð zÐ BÐ HÐêÐ zвРr}Ð ¯ÐºVÐ Ð ÊÐ JÐ ZÐ ªÐ rÐ Ð ªÐâÐ âÐÐ bIÐRÐ úÐ rÐÂÐ BÐ êºÐBÐ êCÐ ÚÐ Ð"Ð 0 ½Ð 0 ºÐ 0JÐâÐ 0 *Ð òÐ òHÐÐ *ÐbÐ |
| 266 | =( |
266 | Ð òÐÒÐ â¼Ð ° â¼Ð 0 êÐ ²Ð ²ÐʻРZÐ ÊÐ êÐÐ :¼Ð ¿Ð ЪРrÐ Ê´Ð 0ªÐÐ 0 âÐ:µÐ 0 Ð ° r}Ð úÐ z³ÐjÐ 2Ð ÚÐ jТР¢Ð |
| 267 | = ° |
267 | ¬Ð Z´ÐêQÐ JÐZÐ ºÐ *Ð Z`ÐòÐ *ÐÐ jxÐbÐ ²JÐ ²JÐ RMÐ RMÐ LÐ LÐ Ð ÐÐ ê¥ÐÊÐ *zÐÐ J:Ð: Ð Ð ª Ð : Ðr Ð r СРâ Ð ú¡Ð ¡Ð R¡Ð R¡Ð êÁÐj¢Ð 2¢Ð ڢРj¢Ð¢¢Ð ¢¢ÐJ£Ð Ê|УРúTк£Ð £Ð Â~Ð º£ÐÂ~Ð b¤Ð ¤Ð B¥Ð êQÐB¥Ð £Ð |
| 268 | =( |
268 | ¥Ð z¥Ð Ð ê¥Ð ¦Ð ú¨Ð ªÐ ZÐVÐ :§Ð VЧР§Ðª§Ð r§Ð :LШРª§Ðâ§Ð â§ÐªÐ ºyÐ 0 *ÀÐ ºÐZ¦Ð ¨Ðú
Ð j©Ð ªÐ J£ÐªÐ ªSÐÚ©Ð *ÀÐ]Ð ºªÐ ªÐ ªÐ*«Ð òªÐ Ò«Ð Ò«Ð ú¯Ð«Ð Ð z¬Ð B¬Ð Ð z¬ÐÐ ZÐ B¬Ð"Ð â®Ð â®Ð :®Ð ÊЮР®Ðª®Ð jÐr®Ð ÊÐÊÐ j°Ðò¿Ð º¿Ð ЪZÐ R¯ÐêXÐ ú¯Ð bzÐjqÐ :Ð 2°Ð Ú°Ð 2ÐJ±Ð ±Ð º±Ð J±Ð±Ð ±Ð*²Ð ò±Ð R8Ð *²ÐR8Ð j¾Ð |
| 269 | = > ° |
269 | ³Ð j¾Ð ° z³Ð "´Ð :}Ð 0Ú¾ÐJÐ Z´Ð :¼ÐªµÐ 0 RÐ 0 rµÐ ʴеР0µÐ~Ð 0bдР° j¾Ð ° ¶Ð ¶Ð zÐR¶Ð ¶ÐÊuÐ ÒÐ:Ð ÊRÐ ° ºrЪØÐ ° j9ÐzQÐ Ú·Ð ¸Ð ° b¹Ð ° ÚТР° º¸Ð ¸Ð |
| 270 | =( |
270 | ÁÐ ° *¹Ð J¸Ð 0 ¹Ð r}Ð |
| 271 | = = l |
271 | ºÐ ªµÐ^Ð zºÐ :oÐ êºÐ ²ºÐZ»Ð "»Ð ²ºÐ ztÐ"Ð Â?Ð º]ÐÐ Â?Ð Â?Ð "ÐzÐ ° BР½Р0 :Ð ¨Ð 0BºÐj¾Ð 0 bТ¾Ð 0 ú½Ð ° JÐ 0 ھР¢¾ÐÐ 0 "Ð ° 2¾Ð 0ªZÐR¯Ð ¯Ð Z¦Ð¨Рò¿ÐÀÐ :§ÐbÀÐ ÚUÐ ªØÐò¸Ð 0 ÒÀÐzÁÐ :EÐBÁÐ ÒÀÐ êÁÐ ÂÐZÂÐ 0 ÊÂÐ"ÂÐ ° ÊÂÐ 0 ÂÐ ° rÃЪÃÐ ° rÃÐ 0 :ÃÐ ° :ÃÐÃÐ 0 ÄÐ âÃÐ ÄÐÄÐ âÃÐRÄÐ 2ÅÐ ÂÄÐjÅÐ ÂÄÐ 2ÅÐúÄÐ ²{ТÅÐ BÐÚÅÐ 2cÐÆÐ Ò;ÐJÆÐ ²<ÐÆÐ >кÆÐ R?ÐòÆÐ ¢@Ð*ÇÐ òAÐbÇÐ BCÐÇÐ DÐÒÇÐ âEÐ |
| 272 | =l |
272 | ÈÐ ÂFÐBÈÐ BtÐzÈÐ b;вÈÐ B<ÐêÈÐ "=Ð"ÉÐ r>ÐZÉÐ Â?ÐÉÐ AÐÊÉÐ bBÐÊÐ ²CÐ:ÊÐ EÐrÊÐ RFЪÊÐ 2GÐâÊÐ ¢GÐËÐ |
| 273 | =| )l |
273 | ÐRËÐ ]ÐËÐ òÐÂËÐ R[ÐúËÐ RiÐ2ÌÐ YÐjÌÐ BfТÌÐ VÐÚÌÐ ¢cÐÍÐ bPÐJÍÐ ÒeÐÍÐ zÁкÍÐ ZgÐòÍÐ |
| 274 | =l |
274 | XÐ*ÎÐ hÐbÎÐ ÒPÐÎÐ ²QÐÒÎÐ º:Ð |
| 275 | = ô |
275 | ÏÐ ²ÐBÏÐ ºHÐzÏÐ bвÏÐ *IÐêÏÐ Ð"ÐÐ IÐZÐÐ ÐÐÐ ²¬ÐÊÐÐ rÐÑÐ ªÐ:ÑÐ ²ÐrÑÐ êЪÑÐ ÒIÐâÑÐ |
| 276 | =l |
276 | JÐÒÐ Â8ÐRÒÐ ¢9ÐÒÐ OÐÂÒÐ 8ÐúÒÐ :Ð2ÓÐ ÐjÓÐ =ТÓÐ â>ÐÚÓÐ 2@ÐÔÐ AÐJÔÐ ÒBÐÔÐ "DкÔÐ rEÐòÔÐ ò¸Ð*ÕÐ HÐbÕÐ BJÐÕÐ ²ÐÒÕÐ ÒÐ |
| 277 | = > ô |
277 | ÖÐ BÐBÖÐ ºAÐzÖÐ |
| 278 | =l |
278 | CвÖÐ ZDÐêÖÐ ªEÐ"×Ð BÐZ×Ð BQÐ×Ð 2·ÐÊ×Ð òÐØÐ bÐ:ØÐ ZÐrØÐ j·Ð 0 â}Ð ° ÙÐ }Ð I ÙÐ ÂÙÐ úÙÐ 2ÚÐ jÚÐ ¢ÚÐ ¤Ñ1þTé° Zh Zh ¤Ñ1þTé° Zh Zh
x ¨) ò®¤ Zh) Zh)
x ÅÀÿ~¸çÿ Zh) Zh)
x ÅÀÿhFB |
| 279 | = = ° |
279 | Zh) Zh
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x zÁ Ò# Zh) Zh)
x Ò# >q> Zh) Zh)
x ~¸çÿB¯Q Zh) Zh)
x >q> >q> Zh) Zh)
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x >q> Øö Zh) Zh)
x B¯Q |]q Zh) Zh)
x |]q DÈ Zh) Zh)
x x x Zh) Zh)
x x DÈ |
| 280 | =° |
280 | Zh) Zh
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x òc Þ¶² Zh) Zh)
x Þ¶² Þ¶² Zh) Zh)
x Þ¶² Qü Zh) Zh)
x Qü lt6 Zh) Zh)
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x <p ºª Zh) Zh)
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x ÜÜä¬ÿ Zh) Zh)
x ¬ÿ |"Y Zh) Zh)
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x hÍì Zh) Zh)
x ì¼A Zh) Zh) |¾ Qü Qü Zh) Zh) |¾ Qü ©Le Zh) Zh)
x DÈ DÈ Zh Zh)
x DÈ ½% |
| 281 | =À )° |
281 | Zh) Zh
x ][¤ Kº· Zh) Zh)
x Kº· {½ Zh) Zh)
x {½ êÊ Zh) Zh) |¾ êÊ öO Zh) Zh) |¾ öO A$ Zh) Zh)
x ][¤ ·Ð¥ Zh) Zh)
x ][¤ ·Ð¥ Zh) Zh
x Å©{ ·Ð¥ Zh Zh)
x Å©{ Å©{ Zh) Zh)
x ·Ð¥ ¹Þü Zh Zh)
x ·Ð¥ ·Ð¥ |
| 282 | =° |
282 | Zh) Zh |¾ MÐ D Zh) Zh)
x Å©{ } Zh) Zh)
x hFB |
| 283 | = 8 =° |
283 | V |
| 284 | = > 8 =° |
284 | Zh) Zh
x ¸ðÿ¸ðÿ Zh) Zh)
x ¸ðÿ¸ðÿ Zh) Zh)
x ¸ðÿ¸ðÿ |
| 285 | = = ô |
285 | Zh) Zh
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x ²Ê& hFB Zh) Zh)
x hFB hFB Zh Zh)
x |
| 286 | =ô |
286 | V
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| 287 | =H )ô |
287 | Zh) Zh
x }
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| 288 | =ô |
288 | Zh) Zh |¾ ©
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| 289 | = | =ô |
289 | ôË Zh) Zh) |¾ G ´Æ¹ Zh) Zh) |¾ ÇL©Æ¹ Zh) Zh) |¾ |
| 290 | = °> ä =ô |
290 | ôË hÍ Zh) Zh) |¾ hÍ hÍ Zh) Zh) |¾ &?>mNx Zh) Zh) ÝN &?>&?> Zh) Zh) |¾ mNxw?} Zh) Zh) |¾ Ö°IMn Zh) Zh) ÝN Ö°IÖ°I Zh) Zh) |¾ Mn8æ Zh) Zh) |¾ ´%³j Zh) Zh) |¾ ´% Zh) Zh) |¾ 8æ Zh) Zh) |¾ ³j½[¤ Zh) Zh) |¾ xËÚ Zh) Zh) |¾ Úì Zh) Zh) |¾ ìì Zh) Zh) |¾ ,Áø6²ý Zh) Zh) |¾ 6²ýª9@ Zh) Zh) |¾ ª9@¼A Zh) Zh) |¾ ¼A¼A Zh) Zh) |¾ "U ~k Zh) Zh) ÝN "U"U Zh) Zh) |¾ ~k Î
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x Æ['.e= Zh) Zh)
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292 | áo Zh) Zh) |¾ î2 |
| 293 | > *=*= Ô*= +=)= )*=*= +=*= |
293 | î2 |
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294 | Zh) Zh) |¾ °î2 |
| 295 | > +=+=Ô*= (,=*=@)+=+=; +=+= @ |
295 | Zh) Zh) |¾ áo<a Zh) Zh) |¾ <a0 Zh) Zh) ÝN Ö°IÖ°I Zh) Zh) |¾ ¾UDÖ°I Zh) Zh) |¾ ¾UD¾UD Zh) Zh) ÝN "U"U Zh) Zh) |¾ "Ux~ Zh) Zh) |¾ x~x~ Zh) Zh) ÝN 6`6` Zh) Zh) |¾ 6`^¸ Zh) Zh) |¾ ^¸^¸ Zh) Zh) ÝN ælæl Zh) Zh) |¾ æl.¾ò Zh) Zh) |¾ .¾ò.¾ò Zh) Zh)
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296 | l¥ Zh) Zh)
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297 | l¥ö( Zh) Zh)
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298 | Zh) Zh
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| 299 | > (,=(,=ä+= 8-=+=@)(,=(,=à; °,=(,= |
299 | Zh) Zh
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301 | Kº· ][¤ i% ][¤ ][¤ $° ][¤ Kº· |
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302 | {½ êÊ A@ìÿêÊ êÊ « êÊ {½ |
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304 | V ""$ |
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DC=¼B= Ð> C= C= DC= C=xB= ) C= C= C= C= à> DC=DC= C= ÌC=¼B=T )DC=DC= #; ÌC=DC= ð> C=C= ÌC= D= C= )C=C= D=C= > ÌC=ÌC=C= TD=DC=T )ÌC=ÌC=P#; TD=ÌC= > D=D= TD= D=C= )D=D= D=D= > TD=TD=D= ÜD=ÌC=T )TD=TD=#; ÜD=TD= 0> D=D= ÜD= E=D= )D=D= E=D= @> ÜD=ÜD=D= dE=TD=T )ÜD=ÜD=°#; dE=ÜD= P> E= E= dE= ¨E=D= ) E= E= ¨E= E= `> dE=dE= E= ìE=ÜD=T )dE=dE=à#; ìE=dE= p> ¨E=¨E= ìE= 0F= E= )¨E=¨E= 0F=¨E= > ìE=ìE=¨E= ¼S=dE=T )ìE=ìE=$; tF=ìE= > 0F=0F= tF= @G=¨E= )0F=0F= ¸F=0F= > üF=üF=0F=¸F= G=D2=ü)tF=tF= üF=tF= °> ¸F=¸F=tF= ÈG=2=@)¸F=¸F=@$; @G=¸F= À> tF=tF=0F= H=T3= )üF=üF=p$; G=üF= Ð> @G=@G= G= PH=0F= )@G=@G= ÈG=@G= à> H= H=@G=ÈG= H=tF=ü)G=G= H=G= ð> ÈG=ÈG=G= ØH=¸F=@)ÈG=ÈG= $; PH=ÈG= > G=G=@G= I=üF= ) H= H=Ð$; H= H= > PH=PH= H= `I=@G= )PH=PH= ØH=PH= > I= I=PH=ØH= ¤I=G=ü)H=H= I=H= 0> ØH=ØH=H= èI=ÈG=@)ØH=ØH= %; `I=ØH= @> H=H=PH= ,J= H= ) I= I=0%; ¤I= I= P> `I=`I= ¤I= pJ=PH= )`I=`I= èI=`I= `> ,J=,J=`I=èI= ´J=H=ü)¤I=¤I= ,J=¤I= p> èI=èI=¤I= øJ=ØH=@)èI=èI=`%; pJ=èI= > ¤I=¤I=`I= <K= I= ),J=,J=%; ´J=,J= > pJ=pJ= ´J= K=`I= )pJ=pJ= øJ=pJ= > <K=<K=pJ=øJ= ÄK=¤I=ü)´J=´J= <K=´J= °> øJ=øJ=´J= L=èI=@)øJ=øJ=À%; 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¼S=4S= °> xS=xS= ¼S= T=ðR= )xS=xS= T=xS= À> ¼S=¼S=xS= DT=ìE=T )¼S=¼S=ð(; DT=¼S= Ð> T= T= DT= T=xS= ) T= T= T= T= à> DT=DT= T= ÜU=¼S=T )DT=DT= ); ÌT=DT= ð> T=T= ÌT= U= T= )T=T= U=T= > TU=TU=T=U= dV=$R=ü)ÌT=ÌT= TU=ÌT= > U=U=ÌT= ¨V=hR=@)U=U=P); U=U= > ÌT=ÌT=T= ìV=4S= )TU=TU=); ÜU=TU= 0> U=U= ÜU= V=T= )U=U= V=U= @> ÜU=ÜU=U= tW=DT=T )ÜU=ÜU=°); dV=ÜU= P> V= V= dV= 0W=U= ) V= V= ¨V= V= `> ìV=ìV= V=¨V= ìg=ÌT=ü)dV=dV= ìV=dV= p> ¨V=¨V=dV= 0h=U=@)¨V=¨V=à); 0W=¨V= > dV=dV= V= th=TU= )ìV=ìV=*; tW=ìV= > 0W=0W= tW= ¸W= V= )0W=0W= ¸W=0W= > tW=tW=0W= üW=ÜU=T )tW=tW=@*; üW=tW= °> ¸W=¸W= üW= @X=0W= )¸W=¸W= @X=¸W= À> üW=üW=¸W= X=tW=T )üW=üW=p*; X=üW= Ð> @X=@X= X= ÈX=¸W= )@X=@X= ÈX=@X= à> X=X=@X= Y=üW=T )X=X= *; Y=X= ð> ÈX=ÈX= Y= PY=@X= )ÈX=ÈX= PY=ÈX= > Y= Y=ÈX= Y=X=T ) Y= Y=Ð*; Y= Y= > PY=PY= Y= ØY=ÈX= )PY=PY= ØY=PY= > Y=Y=PY= Z= Y=T )Y=Y= +; Z=Y= 0> ØY=ØY= Z= `Z=PY= )ØY=ØY= `Z=ØY= @> Z= Z=ØY= ¤Z=Y=T ) Z= Z=0+; ¤Z= Z= P> `Z=`Z= ¤Z= èZ=ØY= )`Z=`Z= èZ=`Z= `> ¤Z=¤Z=`Z= ,[= Z=T )¤Z=¤Z=`+; ,[=¤Z= p> èZ=èZ= ,[= p[=`Z= )èZ=èZ= p[=èZ= > ,[=,[=èZ= ´[=¤Z=T ),[=,[=+; ´[=,[= > p[=p[= ´[= ø[=èZ= )p[=p[= ø[=p[= > ´[=´[=p[= <\=,[=T )´[=´[=À+; <\=´[= °> ø[=ø[= <\= \=p[= )ø[=ø[= \=ø[= À> <\=<\=ø[= Ä\=´[=T )<\=<\=ð+; Ä\=<\= Ð> \=\= Ä\= ]=ø[= )\=\= ]=\= à> Ä\=Ä\=\= L]=<\=T )Ä\=Ä\= ,; L]=Ä\= ð> ]=]= L]= ]=\= )]=]= ]=]= > L]=L]=]= Ô]=Ä\=T )L]=L]=P,; Ô]=L]= > ]=]= Ô]= ^=]= )]=]= ^=]= > Ô]=Ô]=]= \^=L]=T )Ô]=Ô]=,; \^=Ô]= 0> ^=^= \^= ^=]= )^=^= ^=^= @> \^=\^=^= ä^=Ô]=T )\^=\^=°,; ä^=\^= P> ^= ^= ä^= (_=^= ) ^= ^= (_= ^= `> ä^=ä^= ^= l_=\^=T )ä^=ä^=à,; l_=ä^= p> (_=(_= l_= °_= ^= )(_=(_= °_=(_= > l_=l_=(_= ô_=ä^=T )l_=l_=-; ô_=l_= > °_=°_= ô_= 8`=(_= )°_=°_= 8`=°_= > ô_=ô_=°_= |`=l_=T )ô_=ô_=@-; |`=ô_= °> 8`=8`= |`= À`=°_= )8`=8`= À`=8`= À> |`=|`=8`= a=ô_=T )|`=|`=p-; a=|`= Ð> À`=À`= a= Ha=8`= )À`=À`= Ha=À`= à> a=a=À`= a=|`=T )a=a= -; a=a= ð> Ha=Ha= a= Ða=À`= )Ha=Ha= Ða=Ha= > a=a=Ha= b=a=T )a=a=Ð-; b=a= > Ða=Ða= b= Xb=Ha= )Ða=Ða= Xb=Ða= > b=b=Ða= b=a=T )b=b= .; b=b= 0> Xb=Xb= b= àb=Ða= )Xb=Xb= àb=Xb= @> b=b=Xb= $c=b=T )b=b=0.; $c=b= P> àb=àb= $c= hc=Xb= )àb=àb= hc=àb= `> $c=$c=àb= ¬c=b=T )$c=$c=`.; ¬c=$c= p> hc=hc= ¬c= ðc=àb= )hc=hc= ðc=hc= > ¬c=¬c=hc= 4d=$c=T )¬c=¬c=.; 4d=¬c= > ðc=ðc= 4d= xd=hc= )ðc=ðc= xd=ðc= > 4d=4d=ðc= ¼d=¬c=T )4d=4d=À.; ¼d=4d= °> xd=xd= ¼d= e=ðc= )xd=xd= e=xd= À> ¼d=¼d=xd= De=4d=T )¼d=¼d=ð.; De=¼d= Ð> e= e= De= e=xd= ) e= e= e= e= à> De=De= e= Ìe=¼d=T )De=De= /; Ìe=De= ð> e=e= Ìe= f= e= )e=e= f=e= > Ìe=Ìe=e= Tf=De=T )Ìe=Ìe=P/; Tf=Ìe= > f=f= Tf= f=e= )f=f= f=f= > Tf=Tf=f= Üf=Ìe=T )Tf=Tf=/; Üf=Tf= 0> f=f= Üf= g=f= )f=f= g=f= @> Üf=Üf=f= dg=Tf=T )Üf=Üf=°/; dg=Üf= P> g= g= dg= ¨g=f= ) g= g= ¨g= g= `> dg=dg= g= ôp=Üf=T )dg=dg=à/; ìg=dg= p> ¨g=¨g= ìg= ¸h= g= )¨g=¨g= 0h=¨g= > th=th=¨g=0h= üh=dV=ü)ìg=ìg= th=ìg= > 0h=0h=ìg= @i=¨V=@)0h=0h=0; ¸h=0h= > ìg=ìg=¨g= i=ìV= )th=th=@0; üh=th= °> ¸h=¸h= üh= Èi=¨g= )¸h=¸h= @i=¸h= À> i=i=¸h=@i= j=ìg=ü)üh=üh= i=üh= Ð> @i=@i=üh= Pj=0h=@)@i=@i=p0; Èi=@i= à> üh=üh=¸h= j=th= )i=i= 0; j=i= ð> Èi=Èi= j= Øj=¸h= )Èi=Èi= Pj=Èi= > j=j=Èi=Pj= k=üh=ü) j= j= j= j= > Pj=Pj= j= `k=@i=@)Pj=Pj=Ð0; Øj=Pj= > j= j=Èi= ¤k=i= )j=j= 1; k=j= 0> Øj=Øj= k= èk=Èi= )Øj=Øj= `k=Øj= @> ¤k=¤k=Øj=`k= ,l= j=ü) k= k= ¤k= k= P> `k=`k= k= pl=Pj=@)`k=`k=01; èk=`k= `> k= k=Øj= ´l=j= )¤k=¤k=`1; ,l=¤k= p> èk=èk= ,l= øl=Øj= )èk=èk= pl=èk= > ´l=´l=èk=pl= <m= k=ü),l=,l= ´l=,l= > pl=pl=,l= m=`k=@)pl=pl=1; øl=pl= > ,l=,l=èk= Äm=¤k= )´l=´l=À1; <m=´l= °> øl=øl= <m= n=èk= )øl=øl= m=øl= À> Äm=Äm=øl=m= Ln=,l=ü)<m=<m= Äm=<m= Ð> m=m=<m= n=pl=@)m=m=ð1; n=m= à> <m=<m=øl= Ôn=´l= )Äm=Äm= 2; Ln=Äm= ð> n=n= Ln= o=øl= )n=n= n=n= > Ôn=Ôn=n=n= \o=<m=ü)Ln=Ln= Ôn=Ln= > n=n=Ln= o=m=@)n=n=P2; o=n= > Ln=Ln=n= äo=Äm= )Ôn=Ôn=2; \o=Ôn= 0> o=o= \o= (p=n= )o=o= o=o= @> äo=äo=o= o= ¼u=Ln=ü)\o=\o= äo=\o= P> o= o=\o= v=n=@) o= o=°2; (p= o= `> \o=\o=o= lp=Ôn= )äo=äo=à2; lp=äo= p> (p=(p= lp= °p=o= )(p=(p= °p=(p= > lp=lp=(p= Dv=äo= )lp=lp=3; ôp=lp= > °p=°p= ôp= 8q=(p= )°p=°p= 8q=°p= > ôp=ôp=°p= |q=dg=T )ôp=ôp=@3; |q=ôp= °> 8q=8q= |q= Àq=°p= )8q=8q= Àq=8q= À> |q=|q=8q= r=ôp=T )|q=|q=p3; r=|q= Ð> Àq=Àq= r= Hr=8q= )Àq=Àq= Hr=Àq= à> r=r=Àq= r=|q=T )r=r= 3; r=r= ð> Hr=Hr= r= Ðr=Àq= )Hr=Hr= Ðr=Hr= > r=r=Hr= s=r=T )r=r=Ð3; s=r= > Ðr=Ðr= s= Xs=Hr= )Ðr=Ðr= Xs=Ðr= > s=s=Ðr= s=r=T )s=s= 4; s=s= 0> Xs=Xs= s= às=Ðr= )Xs=Xs= às=Xs= @> s=s=Xs= $t=s=T )s=s=04; $t=s= P> às=às= $t= ht=Xs= )às=às= ht=às= `> $t=$t=às= ¬t=s=T )$t=$t=`4; ¬t=$t= p> ht=ht= ¬t= ðt=às= )ht=ht= ðt=ht= > ¬t=¬t=ht= 4u=$t=T )¬t=¬t=4; 4u=¬t= > ðt=ðt= 4u= xu=ht= )ðt=ðt= xu=ðt= > 4u=4u=ðt= Ìv=¬t=T )4u=4u=À4; ¼u=4u= °> xu=xu= ¼u= v=ðt= )xu=xu= v=xu= À> Dv=Dv=xu= v= Tw=\o=ü)¼u=¼u= Dv=¼u= Ð> v= v=¼u= w= o=@) v= v=ð4; v= v= à> ¼u=¼u=xu= Üw=lp= )Dv=Dv= 5; Ìv=Dv= ð> v=v= Ìv= w=xu= )v=v= w=v= > Ìv=Ìv=v= =4u=T )Ìv=Ìv=P5; Tw=Ìv= > w=w= Tw= x=v= )w=w= w=w= > Üw=Üw=w=w= dx=¼u=ü)Tw=Tw= Üw=Tw= 0 > w=w=Tw= ¨x= v=@)w=w=5; x=w= @ > Tw=Tw=w= ìx=Dv= )Üw=Üw=°5; dx=Üw= P > x= x= dx= 0y=w= ) x= x= ¨x= x= ` > ìx=ìx= x=¨x= ty=Tw=ü)dx=dx= ìx=dx= p > ¨x=¨x=dx= ¸y=w=@)¨x=¨x=à5; 0y=¨x= > dx=dx= x= üy=Üw= )ìx=ìx=6; ty=ìx= > 0y=0y= ty= @z= x= )0y=0y= ¸y=0y= > üy=üy=0y=¸y= z=dx=ü)ty=ty= üy=ty= ° > ¸y=¸y=ty= Èz=¨x=@)¸y=¸y=@6; @z=¸y= À > ty=ty=0y= {=ìx= )üy=üy=p6; z=üy= Ð > @z=@z= z= P{=0y= )@z=@z= Èz=@z= à > {= {=@z=Èz= {=ty=ü)z=z= {=z= ð > Èz=Èz=z= Ø{=¸y=@)Èz=Èz= 6; P{=Èz= > z=z=@z= |=üy= ) {= {=Ð6; {= {= > P{=P{= {= `|=@z= )P{=P{= Ø{=P{= > |= |=P{=Ø{= ¤|=z=ü){={= |={= 0 > Ø{=Ø{={= è|=Èz=@)Ø{=Ø{= 7; `|=Ø{= @ > {={=P{= ,}= {= ) |= |=07; ¤|= |= P > `|=`|= ¤|= p}=P{= )`|=`|= è|=`|= ` > ,}=,}=`|=è|= ´}={=ü)¤|=¤|= ,}=¤|= p > è|=è|=¤|= ø}=Ø{=@)è|=è|=`7; p}=è|= > ¤|=¤|=`|= <~= |= ),}=,}=7; ´}=,}= > p}=p}= ´}= ~=`|= )p}=p}= ø}=p}= > <~=<~=p}=ø}= Ä~=¤|=ü)´}=´}= <~=´}= ° > ø}=ø}=´}= =è|=@)ø}=ø}=À7; ~=ø}= À > ´}=´}=p}= L=,}= )<~=<~=ð7; Ä~=<~= Ð > ~=~= Ä~= =p}= )~=~= =~= à > L=L=~== Ô=´}=ü)Ä~=Ä~= L=Ä~= ð > ==Ä~= =ø}=@)== 8; == > Ä~=Ä~=~= \=<~= )L=L=P8; Ô=L= > == Ô= =~= )== == > \=\=== ä=Ä~=ü)Ô=Ô= \=Ô= 0 > ==Ô= (==@)==8; == @ > Ô=Ô== l=L= )\=\=°8; ä=\= P > = = ä= °== ) = = (= = ` > l=l= =(= ô=Ô=ü)ä=ä= l=ä= p > (=(=ä= 8==@)(=(=à8; °=(= > ä=ä= = |=\= )l=l=9; ô=l= > °=°= ô= À= = )°=°= 8=°= > |=|=°=8= =ä=ü)ô=ô= |=ô= ° > 8=8=ô= H=(=@)8=8=@9; À=8= À > ô=ô=°= =l= )|=|=p9; =|= Ð > À=À= = Ð=°= )À=À= H=À= à > ==À=H= =ô=ü)== == ð > H=H== X=8=@)H=H= 9; Ð=H= > ==À= =|= )==Ð9; 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Layer_3 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_4 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_5 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_6 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_7 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_8 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_9 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_10 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_11 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_12 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_13 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_14 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_15 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_16 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_17 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_18 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_19 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_20 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Solder Mask Top ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Paste Mask Bottom ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Paste Mask Top ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Drill Drawing ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Layer_25 ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Silkscreen Top ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Assembly Drawing Top ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Solder Mask Bottom ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Silkscreen Bottom ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Assembly Drawing Bottom ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ 33S@ Óù Óù ÿÿ ä I <Romansim Stroke Font> ` ` <PADS Stroke Font> ` PowerSYS À ~ Ô Ô ReuseEntity ReuseEntityComponent ReuseEntitySignal Reuse ReuseComponent ReuseSignal d
AttributeType )xB)û d ¬B ) T ) * ? ) ) T ) ;® ) ) X * è? )hA) ) <);X 4 = `9 Ü )T ) ` * ð?Ü )T ) ) ¼; X = |9 ) ) ( * ø? ) ) ) | = D9 d)Ü ) 0 * ?d)Ü ) ) L;f = 9 ¨) ) 8 * ?¨) ) ) Ä = 9 ì)d) @ * ?ì)d) ) è = , 9 0)¨) H * ?0)¨) ) = H 9 t)ì) P * ?t)ì) ) 0= d 9 ¸)0) X * (?¸)0) ) = H + ü)t) h * 0?ü)t) ) = 1 @)¸) h * 8?)¸) )@) Ä;_ )ü) * @?@)@)ü) ;_ = (1 È)@) x * H?)ü) )È) È; )) * P? )<)) ,= \- P)È) * X?P)È)) t= 9 ) ) * `?) )) ¼= 9 Ø)P) * h?Ø)P)) ,; = Ø 1 )) * p? ))) è; (= P1 `)Ø) * x?`)Ø)) P; L= , + ¤) ) * ?¤) )) ; p= ´+ è)`) * ?è)`)) p; = 1 ,)¤) ( * ?,)¤)) ´; ¸= + p)è) 0 * ?p)è)) ; Ü= 8 1 ´),) 8 * ?´),)) Ø; = ` 1 ø)p) @ * ¨?ø)p)) `; $= + <)´) H * °?<)´)) ; H= + )ø) P * ¸?È)ø)) ¤; l= ¸ + Ä)<) ð * À?l |
| 329 | 1 2 ä |
329 | )) )Ä) )) ø * È?)\ )) ´= ¸ 9 L)Ä) * Ð?L)Ä)) Ø= Ô 9 )) * Ø?))) = 5 Ô)L) * ø?Ô)L)) ü= 1 )) * ? ))) = ° 1 \ )Ô) * ?\ )Ô)) D= ä5 ) ) (* P?Ä) )) ) ä )\ ) 0* X?ä )( |
| 330 | 1 1Ì) ä |
330 | )\ ) h= ð 9 ( |
| 331 | 1 |
331 | ) ) 8* `?( |
| 332 | 1 2 1ä |
332 | ) )\ ) = 9 l |
| 333 | 1Ì) 1À |
333 | )ä ) @* h? )ä )\ ) °= (9 ° |
| 334 | 1 ¬2 À |
334 | )( |
| 335 | 1 |
335 | ) H* p?Ð )) )° |
| 336 | 1Ì) , 1ä |
336 | ) \ ; ô |
| 337 | 1 ¸2 |
337 | )l |
| 338 | 1À |
338 | ) P* x?
)l)l |
| 339 | 1Ì) P 1 1 Ä2 , 1, 1) t 1, 1 Ð2 t 1t 1T) 1P 1 Ü2 P 1P 1T) ¼ 1t 1 è2 1à 1) à 1 1 ô2 à 1 1) 1¼ 1 2 1¼ 1) ( 1à 1 2 ¼ 1 1) L 1 1 2 ( 1( 1 ) p 1( 1 $2 L 1L 1d) 1L 1 02 p 1p 1¨) ¸ 1p 1 <2 1 1ì) Ü 1 1 H2
1$
10)
1¸ 1 T2 $
1
10) $
1Ü 1 `2 Ü 1¸ 10) H
1
1 l2 ¸ 1Ü 10) l
1$
1 x2 H
1H
1t)
1H
1 2
1
1¸) ´
1l
1 2 l
1l
1¸) Ø
1
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1´
1 ¨2 ü
1 1ü) 1Ø
1 ´2 ´
1Ø
1ü) D1ü
1 À2 Ø
1´
1ü) h1 1 Ì2 D1D1) 1D1 Ø2 h1h1È) °1h1 ä2 11 ) Ô11 ð2 °1°1P) ø1°1 ü2 1@1) 1Ô1 2 @1 1) @1ø1 2 ø1Ô1) d1 1 2 Ô1ø1) 1@1 ,2 d1d1Ø) ¬1d1 82 ¬1¬1 ) Ð11 D2 11 ) ô1¬1 P2 <11`) 1Ð1 \2 1<1`) <1ô1 h2 Ð1ô1`) `11 t2 ô1Ð1`) 1<1 2 `1`1è) ¨1`1 2 11,) Ì11 2 ¨1¨1p) ð1¨1 ¤2 Ì1Ì1´) 1Ì1 °2 81\1ø) 81ð1 ¼2 \181ø) \11 È2 1ð1ø) 181 Ô2 ð11ø) ¤1\1 à2 11<) È11 ì2 È1È1) ì1¤1 ø2 ¤1¤1) 1È1 2 X141Ä) 41ì1 2 41X1Ä) X11 2 ì11Ä) |141 (2 1ì1Ä) 1X1 42 |1|1L) Ä1|1 @2 1 1) è1 1 L2 Ä1Ä1Ô) 1Ä1 X2 è1è1) 01è1 d2 1 1\) T1 1 p2 x11 ) x101 |2 1x1 ) 1T1 2 T101 ) À1x1 2 01T1 ) ä11 2 ä1ä1ä) 1À1 ¬2 À1À1ä) ,1ä1 ¸2 t1P1() P11 Ä2 P1t1() t1,1 Ð2 1,1() 1P1 Ü2 ,11() ¼1t1 è2 11°) à11 ô2 ¼1¼1ô) 1¼1 2 à1à18 ) (1à1 2 11| ) L11 2 (1(1À ) p1(1 $2 1¸1 ) 1L1 02 ¸11 ) ¸1p1 <2 p1L1 ) Ü11 H2 L1p1 ) 1¸1 T2 1 1H ) $1Ü1 `2 Ü1Ü1H ) H1 1 l2 1l1 ) l1$1 x2 l11 ) 1H1 2 $1H1 ) ´1l1 2 H1$1 ) Ø11 2 ´1´1 ) ü1´1 ¨2 Ø1Ø1X ) 1Ø1 ´2 ü1ü1 ) D1ü1 À2 1 1à ) h1 1 Ì2 D1D1h ) 1D1 Ø2 h1h1¬ ) °1h1 ä2 11ð ) Ô11 ð2 °1°14 ) ø1°1 ü2 Ô1Ô1x ) 1Ô1 2 ø1ø1¼ ) @1ø1 2 1 1 !) d1 1 2 @1@1D!) 1@1 ,2 d1d1!) ¬1d1 82 11Ì!) Ð11 D2 ¬1¬1") ô1¬1 P2 Ð1Ð1T") 1Ð1 \2 ô1ô1") <1ô1 h2 11Ü") `11 t2 <1<1d#) 1<1 2 `1`1¨#) ¨1`1 2 11ì#) Ì11 2 ¨1¨10$) ð1¨1 ¤2 Ì1Ì1t$) 1Ì1 °2 ð1ð1¸$) 81ð1 ¼2 11ü$) \11 È2 \1\1È%) 181 Ô2 8181È%) ¤1\1 à2 ¤1¤1 &) È11 ì2 11 &) ì1¤1 ø2 ì1ì1P&) 1È1 2 È1È1P&) 41ì1 2 4141&) X11 2 11&) |141 ( 2 |1|1Ø&) 1X1 4 2 X1X1Ø&) Ä1|1 @ 2 Ä1Ä1 ') è1 1 L 2 1 1 ') 1Ä1 X 2 1 1`') 0 1è1 d 2 è1è1`') T 1 1 p 2 T 1T 1¤') x 10 1 | 2 0 10 1¤') 1T 1 2 1 1,() À 1x 1 2 x 1x 1,() ä 1 1 2 ä 1ä 1p() 1À 1 ¬ 2 À 1À 1p() , 1ä 1 ¸ 2 , 1, 1´() P 1 1 Ä 2 1 1´() t 1, 1 Ð 2 t 1t 1ø() 1P 1 Ü 2 P 1P 1ø() ¼ 1t 1 è 2 ¼ 1¼ 1)) à 1 1 ô 2 1 1)) 1¼ 1 |
339 | )ô |
| 340 | 2 1 1Ä)) ( 1à 1 |
340 | ) ; 8 )° |
| 341 | 2 à 1à 1Ä)) L 1 1 |
341 | ) ¸ * ?8 )Ð )° |
| 342 | 2 L 1L 1*) p 1( 1 $ |
342 | ) p; Ô= 5 | )ô |
| 343 | 2 ( 1( 1*) 1L 1 0 |
343 | ) À * ?| )ô |
| 344 | 2 1 1L*) ¸ 1p 1 < |
344 | )° |
| 345 | 2 p 1p 1L*) Ü 1 1 H |
345 | ) ,; ø= Ð+ À )8 ) È * ¨?À )8 )° |
| 346 | 2 Ü 1Ü 1Ô*) 1¸ 1 T |
346 | ) `; = ì+ )| ) Ð * °? )| )° |
| 347 | 2 ¸ 1¸ 1Ô*) $ 1Ü 1 ` |
347 | ) ; @= À5 H )À ) Ø * Ð?H )À )° |
| 348 | 2 $ 1$ 1+) H 1 1 l |
348 | ) <; Ð= |- ) ) à * Ø? ) )° |
| 349 | 2 1 1+) l 1$ 1 x |
349 | ) ø; ô= H - Ð )H ) è * à?Ð )H )° |
| 350 | 2 l 1l 1\+) 1H 1 |
350 | ) <= d -
) ) ð * è?ô |
| 351 | 2 H 1H 1\+) ´ 1l 1 |
351 | ) )° |
| 352 | 2 ´ 1´ 1ä+) Ø 1 1 |
352 | ) ¨= - X
)Ð ) * ð?x)° |
| 353 | 2 1 1ä+) ü 1´ 1 ¨ |
353 | )l |
| 354 | 2 ü 1ü 1(,) 1Ø 1 ´ |
354 | )X
) | ;
)
) ø * ø?
)4)
) ; ð= x5 à
)X
) |
| 355 | 2 Ø 1Ø 1(,) D 1ü 1 À |
355 | * ?à
)X
)
) @; = + $)
) |
| 356 | 2 D 1D 1ô,) h 1 1 Ì |
356 | * ?$)
)
) ´; 8= d + h)à
) |
| 357 | 2 1 1ô,) 1D 1 Ø |
357 | * (?h)à
)
) è; \= 4 5 ¬)$) |
| 358 | 2 1 1|-) ° 1h 1 ä |
358 | * H?¬)$)
) ; ì= ì- ð)h) |
| 359 | 2 h 1h 1|-) Ô 1 1 ð |
359 | * P?ð)h)
) P; = ¸ - 4)¬) ( |
| 360 | 2 Ô 1Ô 1À-) ø 1° 1 ü |
360 | * X?4)¬)
) X = Ô - x)ð) 0 |
| 361 | 2 ° 1° 1À-) !1Ô 1 2 !1 !1H.) @!1ø 1 2 ø 1ø 1H.) d!1 !1 2 d!1d!1.) !1@!1 , 2 @!1@!1.) ¬!1d!1 8 2 ¬!1¬!1Ð.) Ð!1!1 D 2 !1!1Ð.) ô!1¬!1 P 2 ô!1ô!1X/) "1Ð!1 \ 2 Ð!1Ð!1X/) <"1ô!1 h 2 <"1<"1/) `"1"1 t 2 "1"1/) "1<"1 2 "1"1à/) ¨"1`"1 2 `"1`"1à/) Ì"1"1 2 Ì"1Ì"1$0) ð"1¨"1 ¤ 2 ¨"1¨"1$0) #1Ì"1 ° 2 #1#1¬0) 8#1ð"1 ¼ 2 ð"1ð"1¬0) \#1#1 È 2 \#1\#1ð0) #18#1 Ô 2 8#18#1ð0) ¤#1\#1 à 2 ¤#1¤#141) È#1#1 ì 2 #1#141) ì#1¤#1 ø 2 ì#1ì#1x1) $1È#1 2 È#1È#1x1) 4$1ì#1 2 4$14$1 2) X$1$1 2 $1$1 2) |$14$1 ( 2 |$1|$1D2) $1X$1 4 2 X$1X$1D2) Ä$1|$1 @ 2 Ä$1Ä$12) è$1 $1 L 2 $1 $12) %1Ä$1 X 2 %1 %1Ì2) 0%1è$1 d 2 è$1è$1Ì2) T%1 %1 p 2 T%1T%1T3) x%10%1 | 2 0%10%1T3) %1T%1 2 %1%13) À%1x%1 2 x%1x%13) ä%1%1 2 ä%1ä%1Ü3) &1À%1 ¬ 2 À%1À%1Ü3) ,&1ä%1 ¸ 2 ,&1,&1 4) P&1&1 Ä 2 &1&1 4) t&1,&1 Ð 2 t&1t&1¨4) &1P&1 Ü 2 P&1P&1¨4) ¼&1t&1 è 2 ¼&1¼&1ì4) à&1&1 ô 2 &1&1ì4) '1¼&1
2 '1'105) ('1à&1
2 à&1à&105) L'1'1
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2 (1 (1 7) l(1$(1 x
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2 ü(1ü(1¤8) )1Ø(1 ´
2 Ø(1Ø(1¤8) D)1ü(1 À
2 D)1D)1è8) h)1 )1 Ì
2 )1 )1è8) )1D)1 Ø
2 )1)1,9) °)1h)1 ä
2 h)1h)1,9) Ô)1)1 ð
2 °)1°)1ø9) ø)1°)1 ü
2 Ô)1Ô)1<:) *1Ô)1 2 ø)1ø)1:) @*1ø)1 2 *1 *1L;) d*1 *1 2 @*1@*1Ô;) *1@*1 ,2 d*1d*1\<) ¬*1d*1 82 *1*1 <) Ð*1*1 D2 ¬*1¬*1ä<) ô*1¬*1 P2 +1ô*1l=) +1Ð*1 \2 Ð*1+1l=) <+1ô*1 h2 ô*1Ð*1l=) `+1+1 t2 <+1<+1ô=) +1<+1 2 +1+1H?) ¨+1`+1 2 `+1`+1H?) Ì+1+1 2 Ì+1Ì+1?) ð+1¨+1 ¤2 ¨+1¨+1?) ,1Ì+1 °2 ,1,1Ð?) 8,1ð+1 ¼2 ð+1ð+1Ð?) ,1 È2 1 1 ) ' Ä 2 Misc Strings ÿÿÿÿ + , , , ( , 7 , ? , I , Y , a , k , z , , , , ¢ , , Â , Ê , Ó , ß , ç , ð , ú , ,
, , , ', 0, 8, B, T, \, f, , , , , §, ³, Ì, Ô, Þ, é, ñ, ü, , , , &, ., 9, I, Q, \, l, t, , , , ¦, ½, Å, Í, Þ, æ, ð, , |
361 | * `?X
)ð)
) Ä = ð - ¼)4) à* h?Ü)
)l |
| 362 | , , +, 3, <, N, V, d, q, y,
, , ¡, «, ¸, À, Ê, Õ, Ý, é, ñ, , , , , ,, <, L, U, i, }, , ¢, ®, », Æ, Î, å, ÷, , $, ?, X, h, x, , , µ, Î, é, ø, , , , I, >, 1, U, c, r, ð, ß, Ì, Ã, ¹, ¤, , , û, |
362 | )¼) X
; )x) 8 |
| 363 | , , #, 1, >, I, b, R, Z, k, w, , ¢, , , «, ¸, Ê, ß, ï, ü, , ,
, , *, 4, U, J, B, ^, k, }, , ¢, ¬, Å, µ, ½, Î, Ú, ä, , ú, ò, , , - , B , R , _ , x , h , p , , , , ¸ , , ¥ , Á , Î , à , õ , |
363 | * p? ))x) ¨; |
| 364 | , |
364 | = X 5 D)¼) @ |
| 365 | , ) |
365 | * ?D)¼)x) d; 0 |
| 366 | , |
366 | = Ô + ) ) H |
| 367 | , ! |
367 | * ?) )x) Ø; T |
| 368 | , 2 |
368 | = ð + Ì)D) P |
| 369 | , > |
369 | * ?Ì)D)x) ; x |
| 370 | , H |
370 | = | 5 )) X |
| 371 | , i |
371 | * À?))x) ¸; = - T)Ì) ` |
| 372 | , ^ |
372 | * È?T)Ì)x) t; , = (- )) h |
| 373 | , V |
373 | * Ð?))x) t = D- Ü)T) p |
| 374 | , r |
374 | * Ø?¼)T)x) à = `- )) (* à?@)x)l |
| 375 | , |
375 | ) ) 4; d)Ü) x |
| 376 | , |
376 | * è?d)ü)Ü) Ì; ( = 5 ¨) ) |
| 377 | , ¦ |
377 | * ?¨) )Ü) ; L = + ì)d) |
| 378 | , ¶ |
378 | * ?ì)d)Ü) D; p = (+ 0)¨) |
| 379 | , Ä |
379 | * ?0)¨)Ü) ; = Ä 5 t)ì) |
| 380 | , Ý |
380 | * 8?t)ì)Ü) Ü; $
= - ¸)0) |
| 381 | , Í |
381 | * @?¸)0)Ü) ; H
= - ü)t) ¨ |
| 382 | , Õ |
382 | * H?ü)t)Ü)
= ´- @)¸) ° |
| 383 | , æ |
383 | * P? )¸)Ü) ü
= Ð- )ü) p* X?¤)Ü)l |
| 384 | , ò |
384 | )) ì; È)@) ¸ |
| 385 | , ü |
385 | * `?È)`)@)
; D= è 5 )) À |
| 386 | , , , |
386 | * ? ))@) Ð ; h= D+ P)È) È |
| 387 | , & , 3 , E , Z , j , u , ~ , , , , £ , , » , Ã , Î , × , é , ö , , , $ , - , 5 , = , F , R , \ , j , r , } , , , ¥ , º , Ê , Ò , ß , î , ü ,
,
, %
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, D
, P
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387 | * ?P)È)@) ; = `+ ) ) Ð |
| 388 | $, $, :$, D$, V$, $, $, $, ¬$, ¹$, Ç$, Ï$, ×$, ß$, ç$, õ$, |
388 | * ?) )@) T; °= 5 Ø)P) Ø |
| 389 | %, %, *, R% , Ohm Resistance F Farad Capacitance H Henry Inductance Hz Hertz |
389 | * °?Ø)P)@) $; @= , - )) à |
| 390 | |
390 | * ¸? ))@) à
; d= - `)Ø) è |
| 391 | Frequency A Ampere Electric current V Volt Voltage W Watt Power s Second Time g gram Mass Wb Weber Magnetic flux T Tesla Magnetic flux density C Coulomb Charge S Siemens Electric conductance J Joule Energy N Newton Force Pa Pascal Pressure K Kelvin Temperature rad Radian Plane angle sr |
391 | * À?`)Ø)@) ¬= $- ¤) ) ð |
| 392 | |
392 | * È?) )@) = @- è)`) ¸* Ð?)@)l |
| 393 | Steradian Solid angle cd Candela Luminous intensity lx Lux
Illumination lm Lumen Luminous flux mol Mole Amount of substance Gy Gray Absorbed dose Bq |
393 | )è) È; ,)¤) ø |
| 394 | |
394 | * Ø?,)Ä)¤) 8 ; `= 05 p)è) * ø?p)è)¤) ô |
| 395 | Becquerel Activity Sv Sievert Dose equivalent m meter Distance l Liter Volume % percent Size/Dimension Value |
395 | ; = |+ ´),) * ?´),)¤) h; ¨= + ø)p) * ?ø)p)¤)
; Ì= T5 <)´) * (?<)´)¤) H ; \= - )ø) * 0?)ø)¤) ; = x- Ä)<) ( * 8?Ä)<)¤) È= - )) 0 * @?è))¤) 4= °- L)Ä) * H?l)¤)l |
| 396 | |
396 | )L) ; )) x * P?)()) ð; |= 5 Ô)L) * p?Ô)L)) ¬; = $+ )) * x?))) ü; Ä= @+ \)Ô) * ?\)Ô)) 0; è= ,5 )) * ? ))) x; = Ì- ä)\) * ¨?ä)\)) ¼; = è- () ) ¨ * °?() )) ä= - l)ä) ° * ¸?L)ä)) P= - °)() H* À?° |
| 397 | Tolerance Part Number Description Cost Manufacturer #1 Manufacturer #2 ASSEMBLY_OPTIONS PowerGround Voltage Geometry Height DFT Nail Count Per Net Nail Diameter Nail Number Probe to Trace Clearance Probe to Pad Clearance Generate Test Points Allow Stubs Stub Length
Use Via Grid Grid X-Coordinate Grid Y-Coordinate Preserve Test Points Insert Test Point Vias Probe Pins |
397 | ))l |
| 398 | |
398 | )°) ¤; ô)l) 8 * È?ô) )l) ( |
| 399 | HyperLynx Model Model File Sim Direction SIM_BOTH SIM_IN SIM_OUT |
399 | ; = P5 8 )°) @ * è?8 )°)l) ä ; ¼= \+ | )ô) H * ð?| )ô)l) ; à= x+ À )8 ) P * ø?À )8 )l) À ; = t5 )| ) ` * ? )| )l) l |
| 400 | |
400 | ; (= <- H )À ) X * ?H )À )l) ° |
| 401 | Frequency Duty Cycle Signal Type Address Analog High Speed Analog Low Speed Clock Data Do Not Analyze
Power Supply Strobe Default IC Model Model File |
401 | ; ¸= X- ) ) h * (? ) )l) = t- Ð )H ) p * 0?°)H )l) l= - ) ) * 8? #)l |
| 402 | |
402 | ) ) ) X )Ð ) * @?X )Ü")Ð ) ´= ´9 ) ) * H? ) )Ð ) Ø= Ð9 à )X ) ¨ * P?à )X )Ð ) ü= ì9 $ ) ) ° * X?$ ) )Ð ) = 9 h )à ) ¸* `?¼ )à )Ð )h ) ¬ )$ ) ¸ * h?¬ )x )$ ) D= $9 ð )h ) À * p?ð )h )$ ) h= @9 4 )¬ ) È * x?4 )¬ )$ ) = \9 x )ð ) Ð * ?x )ð )$ ) °= x9 ¼ )4 ) Ø * ?h )4 )$ ) Ô= 9 !)x ) à * ? !)$ )Ð ) ø= °9 D!)¼ ) è * ?D!)¼ )Ð ) = Ì9 !) !) ð * ?!) !)Ð ) @= è9 Ì!)D!) ø * ¨?Ì!)D!)Ð ) d= 9 ")!)
* °?")!)Ð ) = 9 T")Ì!)
* ¸?T")Ì!)Ð ) ¬= <9 ")")
* À?")")Ð ) Ð= X9 Ü")T")
* È?Ü")T")Ð ) ô= t9 #)")
* Ð? )")Ð ) = 9 d#)Ü") 0* Ø?@%)Ð ) )d#) ¨; ¨#) #) 8* à?¨#)ü$) #) 0; <= ¬9 ì#)d#) @* è?ì#)d#) #) @; `= È9 0$)¨#) H* ð?0$)¨#) #) ¸; = ä9 t$)ì#) P* ø?t$)ì#) #) ; ¨= 9 ¸$)0$) X* ?¸$)0$) #) ü; Ì= ¬- ü$)t$) `* ?ü$)t$) #) ì; ð= È- @%)¸$) h* ?d#)¸$) #) t; = ä- %)ü$) p* ?p9) #) )%) D; È%)@%) x* ?Ø&)`8)@%)È%) ; &)%) è* ( ? &)&)%) P; \= + P&)È%) ð* 0 ?P&)È%)%) ; ¤= °+ &) &) ø* 8 ?&) &)%) Ø; ì= Ì+ Ø&)P&) * @ ?È%)P&)%) ; 4= è+ ')&) * H ?è')%)@%) ') `; |= + `')Ø&) * P ?`')¤')Ø&) ¤; Ä= + ¤') ') * X ?¤') ')Ø&) è; = <+ è')`') * ` ? ')`')Ø&) ,; T = X+ ,()¤') À* h ?l,)Ø&)@%),() ; p()è') (* p ?´()Ð?)è')p() Ì; = 5 ´(),() 0* ?p()p(),() ; ä = t+ ø()p() 8* ?ø(),()è') T; , = ¼5 <))´() @* ° ?<))´()è') ; t = à5 ))ø() è* Ð ?*)ø()è'))) Ü; Ä))<)) H* Ø ?Ä))L*)<)) ; ¼ = + *))) P* à ?*)))<)) d; = ¬+ L*)Ä)) X* è ?L*)Ä))<)) ¨; L = È+ *)*) `* ð ?))*)<)) ì; = ä+ Ô*)L*) * ø ? +)<))è')Ô*) 0; +)*) h* |
| 403 | Model Pin Strategy Fanout Pass Yes No Done Protect Pause |
403 | ?+)\+)*) t; Ü = + \+)Ô*) p* |
| 404 | |
404 | ?\+)Ô*)*) ¸; $ = + +)+) x* |
| 405 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Patterns Pass Yes No Done Protect Pause |
405 | ?Ô*)+)*) ü; l = 8+ ä+)\+) 0* |
| 406 | |
406 | ?H?)*)è')ä+) @; (,) +) * |
| 407 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Route Pass Yes No Done Protect Pause |
407 | ?(,)(,) +) ; ´ = T+ l,)ä+) * ( |
| 408 | |
408 | ?ä+)ä+) +) È; ü = x1 °,)(,) H* 0 |
| 409 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Optimize Pass Yes No Done Protect Pause |
409 | ?¸5)è')@%)°,) ô,)l,) P* 8 |
| 410 | |
410 | ?8-)d4)l,)ô,) 8-)°,) ¨* @ |
| 411 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Miters Pass Yes No Done Protect Pause |
411 | ?ô,)ô,)°,) D = 1 |-)ô,) `* H |
| 412 | |
412 | ?.)°,)l,)|-) À-)8-) °* P |
| 413 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority |
413 | ?À-)À-)8-) = È1 .)|-) ¸* X |
| 414 | |
414 | ?|-)|-)8-) Ô = ð1 H.)À-) x* ` |
| 415 | TestPoint Pass Yes No Done Protect Pause |
415 | ?/)8-)l,)H.) .).) À* h |
| 416 | |
416 | ?.)Ð.).) != 1 Ð.)H.) È* p |
| 417 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Center Pass No Yes Done Protect Pause |
417 | ?Ð.)H.).) d!= @1 /).) Ð* x |
| 418 | |
418 | ?H.).).) ¬!= h1 X/)Ð.) * |
| 419 | Intensity Low Medium High PlanePriority Priority DiffPairPriority MLGPriority Tune Pass No Yes Done Protect Pause |
419 | ?h0).)l,)X/) /)/) Ø* |
| 420 | |
420 | ?/)$0)/) ô!= 1 à/)X/) à* |
| 421 | Intensity Low Medium High PlanePriority Priority DiffPairPriority MLGPriority DIE FormatId ChipLength |
421 | ?à/)X/)/) <"= ¸1 $0)/) è* |
| 422 | |
422 | ?$0)/)/) "= à1 h0)à/) ð* |
| 423 | ChipWidth ChipHeight WBRules |
423 | ?X/)à/)/) Ì"= 1 ¬0)$0) À* ¨ |
| 424 | |
424 | ?¼1)/)l,)¬0) ð0)h0) ø* ° |
| 425 | MinLength |
425 | ?ð0)x1)h0) #= 01 41)¬0) * ¸ |
| 426 | |
426 | ?41)¬0)h0) \#= X1 x1)ð0) * À |
| 427 | MaxLength
WToWDistance WBtoPad MaxAngle SBPCount SBP1 CBPCount CBP1 WBCount WB1 SBPGuideCount |
427 | ?x1)ð0)h0) ¤#= 1 ¼1)41) * È |
| 428 | |
428 | ?¬0)41)h0) ì#= ¨1 2)x1) è* Ð |
| 429 | SBPGuide1 CBPAssignment1 AutoDimensioning
Marker_Shape Text_NumberPrecision Text_AngularPrecision Text_Suffix Text_Layer Line_Layer
Preview_Type Rules PadEntry Side Corner AnyAngle Soft ViaAtSMD |
429 | ?3)h0)l,) 2) D2)¼1) * Ø |
| 430 | |
430 | ?D2)Ì2)¼1) 4$= Ð1 2) 2) * à |
| 431 | FitInside Center Ends Fanout |
431 | ?2) 2)¼1) |$= ø1 Ì2)D2) ( * è |
| 432 | |
432 | ?Ì2)D2)¼1) Ä$= 1 3)2) 0 * ð |
| 433 | Alignment Aligned |
433 | ? 2)2)¼1) %= H1 T3)Ì2) * ø |
| 434 | |
434 | ?d4)¼1)l,)T3) 3)3) 8 * ?3) 4)3) T%= p1 Ü3)T3) @ * ?Ü3)T3)3) %= 1 4)3) H * ? 4)3)3) ä%= À1 d4)Ü3) P * ?T3)Ü3)3) ,&= è1 ¨4) 4) 8* ?°,)3)l,)¨4) ì4)d4) X * ( ?ì4)t5)d4) t&= 1 05)¨4) ` * 0 ?05)¨4)d4) ¼&= 81 t5)ì4) h * 8 ?t5)ì4)d4) '= `1 ¸5)05) p * @ ?¨4)05)d4) L'= 1 ü5)t5) `* H ?`8)l,)@%)ü5) @6)¸5) h* P ?È6)Ø7)¸5)@6) 6)ü5) x * X ?6)6)ü5) '= °1 È6)@6) * ` ?@6)@6)ü5) Ü'= Ø1 7)6) * h ?P7)ü5)¸5) 7) P7)È6) * p ? 7) 7)È6) $(= 1 7) 7) * x ?Ø7)È6)¸5)7) Ø7)P7) * ?7)7)P7) l(= (1 8)7) * ?ü5)P7)¸5) 8) `8)Ø7) * ? 8) 8)Ø7) ´(= P1 ¤8) 8) °* ?%)¸5)@%)¤8) è8)`8) * ?è8),9)`8) ü(= x1 ,9)¤8) ¨ * ¨ ?,9)¤8)`8) D)= 1 p9)è8) ° * ° ?¤8)è8)`8) )= È1 ´9),9) Ð* ¸ ?Ä:)@%) )´9) ø; ø9)p9) Ø* À ?´9)´9)p9)ø9) <; <:)´9) ð * È ?<:):)´9) ; °)= p+ :)ø9) à * Ð ?:)ø9)´9) Ä; Ô)= ð1 Ä:)<:) è * Ø ?ø9)<:)´9) ; ø)= 1 ;):) ø* à ?<)p9) );) T ; L;)Ä:) * è ?;);)Ä:)L;) ; ;);) Ð * ð ?L;)L;);) Ü ; *= - Ô;)L;) * ø ?;);)Ä:)Ô;) ; <);) Ø * ?Ô;)Ô;);) d; @*= - \<)Ô;) * ?(=)Ä:) )\<) L; <)<) ¸ * ? <)ä<)<) ; d*= @1 ä<)\<) À * ?ä<)\<)<) ; *= + (=) <) È * ?\<) <)<) Ô; ¬*= ¨+ l=)ä<) @* ( ?°=)<) )l=) °=)(=) p * 0 ?l=)l=)(=) ô*= 9 ô=)l=) P* 8 ?8>)(=) )ô=) 8>)°=) x * @ ?ô=)ô=)°=) <+= Ä+ |>)ô=) `* H ?À>)°=) )|>) À>)8>) * P ?|>)|>)8>) 89 ?)|>) p* X ?@)8>) )?) H?)À>) * ` ??)?)À>) T9 ?)?) * ø ??) +)è') ; += 5 Ð?)H?) *
?Ð?)H?)è') \; Ì+= (5 @)?) * P
?,()?)è') ; ,= L5 X@)Ð?) * à ?à@)À>) )X@) p; @)@) * Ð ?@)@)@) ´; \,= / à@)X@) ¨* È ?X@)X@)@) ø; ,= h1 $A)@) °* p ?hA)@) )$A) <; hA)à@) ¸* h ?$A)$A)à@) ; ¤,= 8- ¬A)$A) À* è ?T )à@) )¬A) Ä; ðA)hA) È* ð ?4B)4B)hA)ðA) ; 4B)¬A) Ð* À ?ðA)ðA)¬A) L; È,= T- xB)ðA) Ø* ¸ ?¬A)¬A)hA)xB) ; 4B) à* ° ?xB)xB)4B) Ô; ì,= p- '
* 8 @ L P T X \ ` d h l p t ¬ ° ´ ¸ ¼ À Ä È Ð Ô Ø Ü à ä è ì ô ø ü $ ( , 0 4 < @ D H L P T X ` d h l p t x | ¨ ¬ ° ´ ¸ ¼ À Ä Ì Ð Ô Ø à ä è ì ð ô ø ü @ D H L P T X \ d h l p x | ¬ ´ ¸ À Ä È Ð Ô Ø Ü ä è ì ð ø ü $ ( , 8 < D L T \ ` d p t x ¤ ¬ ´ ¼ À Ä È 0 e AttributeTypeBool ++, e Ð + d +ì+ ,
) ´+H + , ) , +Ä+ , t) Ô + + ( , à
) + 0 , ´) ¸ + + 8 , ø) $+ + @ , <) ð +d + H , ) +Ô + P , D) (+ð + X , d) D+ + ` , ¨) `+(+ h , È) |+D+ p , ) +`+ x , ,) |+ , p) +, + , `) ì++ , 8 ) +Ð+ , | ) Ð+´+ , è) @+¸ + ¨ , ) \+$+ ° , Ô) x+@+ ¸ , ô) +\+ À , 8 ) °+x+ È , È%) Ì++ Ð , &) è+°+ Ø , P&) +Ì+ à , &) +è+ è , Ø&) <++ ð , ') X+ + ø , `') t+<+ , ¤') +X+ , p() ¬+t+ , )) È++ , Ä)) ä+¬+ , *) +È+ (, L*) +ä+ 0, Ô*) 8+ + 8, +) T+ + @, \+) p+8+ H, ä+) +T+ P, ø9) ¨+p+ X, <) Ä++ `, ä<) H +¨+ h, ô=) ' ` , f AttributeTypeInt H - -) f | - , - - . 0) - - . ) d - ( . H ) -H - 4 . ) ¸ -d - @ . Ð ) , - L . ø) Ô - - X . ¬) ð -¸ - d . ð) (-Ô - p . 4) -ì- | . Ì) D-ð - . ) `-(- . T) -D- . ) ì-\- ¬ . ) ´-`- ¸ . t) Ð-- Ä . ¸) -´- Ð . ü) -|- Ü . h) $-Ð- è . Ø) @-- ô . ) x-$- . `) |-p- . È) -@- . <) °-x- $. ) Ì-- 0. Ä) è-°- <. \) -Ì- H. ) -è- T. ä) <-- `. () X- - l. À ) t-<- x. ) -X- . H ) ¬-t- . ) È-- . t$) ä-¬- ¨. ¸$) -È- ´. ü$) -ä- À. L;) 8- - Ì. Ô;) T- - Ø. $A) p-8- ä. ðA) \-T- ð. xB) ' ì . ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ è ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ÿÿÿ ú ú |
| 435 | Alternate |
435 | ÿÿÿ ÿÿÿ ÿÿÿg AttributeTypeDouble / / g / 0 X@) ' 0 4@ Y@h AttributeTypeQuantity x1° 10 h 1 8 1P1 2 ¤)8 1P1ô3 ` 1 1 ( 2 ,)` 1 1ô3 18 1 @ 2 p)x18 1ô3 ° 1` 1 X 2 ) 1 1¬ 3 1 p 2 Ô)° 1° 1À3 P1(1 2 )P1(1ô3 (1h1 2 ¸) 1 13 Ø 1 1 ¸ 2 @)Ø 1h1ô3 1Ø 1 Ð 2 Ø) 1Ø 1ô3 1 è 2 (,) 1` 1ô3 È1x1 2 ô,)È1x1ô3 ð1 1 2 |-)ð1 1ô3 1È1 02 À-)1È1ô3 @1ð1 H2 H.)@1ð1ô3 h11 `2 .)h11ô3 1@1 x2 Ð.)1@1ô3 ¸1h1 2 X/)¸1h1ô3 à11 ¨2 /)à11ô3 1¸1 À2 à/)1¸1ô3 01à1 Ø2 $0)01à1ô3 X11 ð2 ¬0)X11ô3 101 2 ð0)101ô3 ¨1X1 2 41)¨1X1ô3 Ð11 82 x1)Ð11ô3 ø1¨1 P2 2)ø1¨1ô3 1Ð1 h2 D2) 1Ð1ô3 H1ø1 2 2)H1ø1ô3 p1 1 2 Ì2)p1 1ô3 1H1 °2 T3)1H1ô3 À1p1 È2 3)À1p1ô3 è11 à2 Ü3)è11ô3 1À1 ø2 4)1À1ô3 81è1 2 ¨4)81è1ô3 `11 (2 ì4)`11ô3 181 @2 05)181ô3 °1`1 X2 t5)°1`1ô3 Ø11 p2 @6)Ø11ô3 1°1 2 6) 1°1ô3 (1Ø1 2 7)(1Ø1ô3 P1 1 ¸2 7)P1 1ô3 x1(1 Ð2 8)x1(1ô3 1P1 è2 ¤8) 1P1ô3 È1x1 2 è8)È1x1ô3 ð1 1 2 ,9)ð1 1ô3 1È1 02 <:)1È1ô3 @1ð1 H2 :)@1ð1ô3 h11 `2 \<)h11ô3 1@1 x2 @)(1@1ô3 ' 2 § |
| 436 | |
436 | F%uª? § |
| 437 | Multi-Row |
437 | F%uª? § |
| 438 | |
438 | F%uª? ¢mB ð? § |
| 439 | Direction Inside Outside Both Sides ViaSpacing Use Grid 1 Trace 2 Trace Sharing Pin SMD Via Trace Nets Plane Signal UnusedPins Length |
439 | F%u? jøÀ jø@ R¸
ëQä? § |
| 440 | |
440 | F%u? § |
| 441 | Unlimited Maximum |
441 | F%uª? § |
| 442 | |
442 | F%u? § |
| 443 | Clearance Trace Trace Via Trace Via Pad Trace Via Pad SMD Trace Via Pad SMD Copper Trace Via Pad SMD Text Trace Via Pad SMD Board Trace Via Pad SMD Drill Trace Via Pad SMD SameNet SMD Via Crn Via Via Pad Crn Trace Crn Width Minimum Recommended Maximum |
443 | F%u? § |
| 444 | |
444 | F%u? § |
| 445 | Placement Grid Use X Y |
445 | F%u? § |
| 446 | |
446 | F%u? § |
| 447 | Accordion |
447 | F%u? § |
| 448 | |
448 | F%u? § |
| 449 | Amplitude Min Gap Min Routing MaxChannelWidth SoftLengthRrules MeanderBeforeTune MatchLength Name Planning |
449 | F%u? § |
| 450 | |
450 | F%u? § |
| 451 | Scheduled Library |
451 | F%u? § |
| 452 | |
452 | F%u? § |
| 453 | Timestamp Design |
453 | F%u? § |
| 454 | |
454 | F%u? § |
| 455 | Timestamp 3 1 24 YYNNNY 1 0 0 0 24 0 1 2 mil##mm##" Yes No No No Yes Yes No No Yes
AlignmentBGA Vertical Diagonal |
455 | F%u? § |
| 456 | |
456 | F%u? § |
| 457 | Clockwise
DirectionBGA 315 315 225 135 |
457 | F%u? § |
| 458 | |
458 | F%u? § |
| 459 | Clockwise Counterclockwise DirectionBGAstaggered Horizontal Vertical Diagonal Quadrant |
459 | F%u? § |
| 460 | |
460 | F%u? § |
| 461 | X-pattern 45 45 135 225 |
461 | F%u? § |
| 462 | |
462 | F%u? § |
| 463 | X-pattern Counterclockwise Horizontal Quadrant 1.8 mm elektrolyt SMD velikost A 2 mm elektrolyt SMD velikost B 2.8 mm elektrolyt SMD velikost C 3 mm elektrolyt SMD velikost D 12 mm + + Elyt prumer 5mm, roztec 2.032mm - 80 mils 12 mm - - Elyt prumer 6.3mm, roztec 2.54mm - 100 mils 12 mm - - Elyt prumer 8 mm, roztec3.505 mm - 138 mils 17 mm , , Elyt prumer 10mm, roztec 5.08mm - 200 mils 27 mm , , Elyt prumer 13mm, roztec 5.08mm - 200 mils 26 mm + + Elyt prumer 16mm, roztec 7.5mm - 300 mils 43 mm + + Elyt prumer 18mm, roztec 7.5mm - 300 mils 5.5 mm 6 6 Elyt prumer 5mm na lezato, roztec 2.032mm - 80 mils 6.5 mm 7 7 Elyt prumer 6.3mm na lezato, roztec 2.54mm - 100 mils 8.5 mm 7 7 Elyt prumer 8 mm na lezato, roztec3.505 mm - 138 mils 10.5 mm 6 6 Elyt prumer 10mm na lezato, roztec 5.08mm - 200 mils * * ruzne druhy elektrolytickych kondenzatoru 10UF 1.5mm ( ( keramicky kondenzator SMD velikost 0805 1.5mm ( ( keramicky kondenzator SMD velikost 0603 1.5mm ( ( keramicky kondenzator SMD velikost 1206 8mm . . kramicky kondenzator roztec 2.54 mm ,100 mils 8mm / / keramicky kondenzator roztec 5,08 mm ,200 mils |
463 | F%u? § |
| 464 | |
464 | F%u? § |
| 465 | 1.50000mm % % univerzalni plosky pro C0805 a C1206 2mm ( ( keramicky kondenzator SMD velikost 1210 2mm ( ( keramicky kondenzator SMD velikost 1812 2mm ( ( keramicky kondenzator SMD velikost 2220 ruzne druhy kondenzatoru C0805 C0805 C0805 100NF 47NF C0805 C0805 C0805 C0805 100NF 100NF 100NF C0805 C0805 C0805 270PF 270PF 1UF 1UF 10UF 100NF 1UF C1206 C0805 100NF 22PF 22PF 1UF 1UF 100NF 100NF 10UF 47PF C0805 C0805 1.8 mm dioda SMD v pouzdre SOD87 10mm , , usm. dioda nad 1A roztec 13.97mm, 550mils 3.5mm * * usm. dioda do 1A roztec 8.89mm, 350mils 3 mm dioda SMD v pouzdre MELF 1.8 mm dioda SMD v pouzdre MINIMELF 3.5mm ' ' vseob. dioda roztec 6.35mm, 250mils 15mm * * dioda nastojato, roztec 3.81 mm ,150 mils 20mm diodove pouzdro TO220AC 20mm diodove pouzdro TO220AB 2.5mm SMD dioda v pouzdre SMA 2.5mm SMD dioda v pouzdre SMB 2.8mm SMD dioda v pouzdre SMC ruzne druhy diod |
465 | F%u? § |
| 466 | |
466 | F%u? § |
| 467 | 1N4007SMD BZV55SMD 10 mm dvourady hrebinek 2x3 piny JUMP2X3 10 mm ploska se 2 piny UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 JUMP2X3 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 1mm rezistor SMD velikost 0805 1mm rezistor SMD velikost 0603 1mm rezistor SMD velikost 1206 9 mm 3 3 bezny rezistor nastojato roztec 2,54 mm, 100 mils 3mm & & bezny rezistor roztec 8.89mm, 350mils 4.6mm - - rezistor 2W nalezato roztec 13.97mm, 550mils 15mm 0 0 rezistor 2W nastojato, roztec 3.81 mm ,150 mils 1mm rezistor SMD velikost 1812 rezistory ruznych typu 47 1K 10K O 47K 47K 47K 47K 47K 1.6 mm ' ' podle posuzdra ST-48 fy Analog Devices AD1881AJST 5 mm # # bezny krystal nalezato s uzemnenim 3 mm % % maly krystal typycky 32KHz nalezato 3 mm 1 1 maly krystal typycky 32KHz nalezato s uzemnenim 13 mm bezny krystal na vysku 5 mm bezny krystal nalezato 9 mm % % maly krystal typycky 32KHz na vysku 10 mm bezny krystal na vysku 5 mm bezny krystal nalezato 2 mm % % pouzdro pro xtalove oscilatory EPSON 2 mm 1 1 SMD krystal s kondenzatory 3- vyvod kondenzatoru 5 mm # # bezny krystal nalezato s uzemnenim 5 mm # # bezny krystal nalezato s uzemnenim 5 mm # # bezny krystal nalezato s uzemnenim 1.3mm krystal Geyer 2 2 Ruzne druhy krystalu snozickami 1=A 2=B 3=G1 4=G2 576MHZ 24 Quadrant Diagonal |
467 | F%u? § |
| 468 | |
468 | F%u? § |
| 469 | X-pattern 45 135 225 315 |
469 | F%u? § |
| 470 | |
470 | F%u? § |
| 471 | Clockwise Counterclockwise Horizontal Vertical ÿÿ/%, ÿÿ ÿÿ ÿÿ ÿÿ ÿÿ&%, {2FE18320-6448-11d1-A412-000000000000}> |
471 | F%u? § |
| - | 472 | F%u? § |
|
| - | 473 | F%uz? § |
|
| - | 474 | F%uz? § |
|
| - | 475 | F%uz? § |
|
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| - | 595 | F%u? e ÿÿÿÿ ÿÿÿÿ e h ³t±i¥0? h ³t±i¥0? ÿÿÿÿ h ¢Ñ ÄÎd? e e ÿÿÿÿ ÿÿÿÿ e j f f e j ÿÿÿÿ j f f e e j ÿÿÿÿ j f f e e j ÿÿÿÿ f f j e e j ÿÿÿÿ j f f e e j ÿÿÿÿ j f f e e j ÿÿÿÿ j f f e j e ÿÿÿÿ j e j e f f ÿÿÿÿ ÿÿÿÿ h ËH¿}]? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h Ǻ¸ðf? l ÿÿÿÿ ÿÿÿÿ h ú~j¼th? l ÿÿÿÿ ÿÿÿÿ h ú~j¼t? l ÿÿÿÿ ÿÿÿÿ h ú~j¼t? l ÿÿÿÿ ÿÿÿÿ h ú~j¼t? l ÿÿÿÿ ÿÿÿÿ h Ä °rh? l ÿÿÿÿ ÿÿÿÿ h ÙÎ÷Sã¥? l ÿÿÿÿ ÿÿÿÿ h :´Èv¾? l ÿÿÿÿ ÿÿÿÿ h k¼t¦? l ÿÿÿÿ ÿÿÿÿ h ºI +v? l ÿÿÿÿ ÿÿÿÿ h :´Èv¾z? l ÿÿÿÿ ÿÿÿÿ h Ä °rh? l ÿÿÿÿ ÿÿÿÿ h /Ý$
? l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h ú~j¼tX? l ÿÿÿÿ ÿÿÿÿ h ú~j¼tX? l ÿÿÿÿ ÿÿÿÿ h ú~j¼tX? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb? l ÿÿÿÿ ÿÿÿÿ h ú~j¼tX? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h ËH¿}]? l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ ÿÿÿÿ h yé&1¬l? l ÿÿÿÿ ÿÿÿÿ h ú~j¼th? l ÿÿÿÿ ÿÿÿÿ h ËH¿}]? l ÿÿÿÿ ÿÿÿÿ h yé&1¬l? l ÿÿÿÿ ÿÿÿÿ h ¸
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ëQ¸? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMbP? l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h -C ëâ6Z? l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h {®Gázt? l ÿÿÿÿ ÿÿÿÿ h ú~j¼th? l ÿÿÿÿ ÿÿÿÿ h ú~j¼th? l ÿÿÿÿ ÿÿÿÿ h :´Èv¾? l ÿÿÿÿ ÿÿÿÿ h {®Gázt? l ÿÿÿÿ ÿÿÿÿ h <ßOn? l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ ÿÿÿÿ h {®Gázt? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h {®Gázt? l ÿÿÿÿ ÿÿÿÿ h {®Gázt? l ÿÿÿÿ ÿÿÿÿ h {®Gázt? l ÿÿÿÿ ÿÿÿÿ h ö_LU? l ÿÿÿÿ l ÿÿÿÿ l l ÿÿÿÿ ÿÿÿÿ j e j j ÿÿÿÿ e e e e ÿÿÿÿ e e e ÿÿÿÿ e h § |
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| - | 596 | F%uz? ÿÿÿÿ e e e e e e e e ÿÿÿÿ g T@ h § |
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| - | 597 | F%u? ÿÿÿÿ f ÿÿÿÿ ÿÿÿÿ f ÿÿÿÿ f j j j ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ ÿÿÿÿ h l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ ÿÿÿÿ h {®Gáz? l ÿÿÿÿ ÿÿÿÿ h 58|Þz? l ÿÿÿÿ l ÿÿÿÿ ÿÿÿÿ h |®Gázt? l ÿÿÿÿ ÿÿÿÿ h û~j¼th? l ÿÿÿÿ ÿÿÿÿ h û~j¼th? l ÿÿÿÿ ÿÿÿÿ h :´Èv¾? l ÿÿÿÿ ÿÿÿÿ h |®Gázt? l ÿÿÿÿ ÿÿÿÿ h <ßOn? l ÿÿÿÿ ÿÿÿÿ h |®Gáz? l ÿÿÿÿ ÿÿÿÿ h |®Gázt? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h ü©ñÒMb`? l ÿÿÿÿ ÿÿÿÿ h |®Gázt? l ÿÿÿÿ ÿÿÿÿ h |®Gázt? l ÿÿÿÿ ÿÿÿÿ h |®Gázt? l ÿÿÿÿ ÿÿÿÿ h ö_LU? l ÿÿÿÿ ÿÿÿÿ h l n AttributeInheritance 4 =ì,=@ n - = x=T= > x=x=t) X = X> 4 =4 =T ) | =4 = d> X =X = ) =X = 4 > | =| =Ü ) Ä =| = @ > 8,=8,= ) è = = L > Ä =Ä =d) =Ä = X > è =è =¨) 0=è = d > = =ì) T= = p > T=T=0) =0= | > 0=0=0) = = > = =t) À=x= > ==¸) == > =ä=@) ,== ¬ > À==@) ä=À= ¸ > ä=À=@) P=ä= Ä > P=P=È) t=,= Ð > ,=,=È) =P= Ü > == ) ¼=t= è > t=t= ) à== ô > à=à=P) =¼= > ¼=¼=P) (=à= > ==) L== > (=(=Ø) p=(= $> L=L= ) =L= 0> p=p=`) ¸=p= <> ==¤) Ü== H> ¸=¸=è) =¸= T> Ü=Ü=,) $=Ü= `> = =p) H= = l> $=$=´) l=$= x> H=H=ø) ´=H= > l=l=<) ü=Ø= > ==L) Ø=l= > ´=´=Ä) =´= ¨> Ø=Ø=) == ´> ü=ü=) D=ü= À> = =Ô) h= = Ì> D=D= ) =D= Ø> h=h= ) °=h= ä> ==ä ) Ô== ð> °=°=( |
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| - | 598 | ) ø=°= ü> Ô=Ô=ô |
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| - | 599 | ) =Ô= > ø=ø=8 ) @=ø= > = =| ) d= = > @=@=À ) =@= ,> ¬=Ð= ) ¬=d= 8> Ð=¬= ) Ð== D> =d= ) ô=¬= P> d== ) =Ð= \> ô=ô=H ) <=ô= h> <=<= ) `== t> == ) =<= > Ì=¨=Ð ) ¨=`= > ¨=Ì=Ð ) Ì== > `==Ð ) ð=¨= ¤> =`=Ð ) =Ì= °> ð=ð=X
) 8=ð= ¼> ==
) \== È> 8=8=à
) =8= Ô> \=\=$) ¤=\= à> È=ì=h) È== ì> ì=È=h) ì=¤= ø> ¤==h) =È= > =¤=h) 4 =ì= > = =¬) X = = > X =X =ð) | =4 = (> 4 =4 =ð) =X = 4> è =Ä =4) Ä =| = @> Ä =è =4) è = = L> | = =4) |
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| - | 600 | =Ä = X> =| =4) 0 |
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| - | 601 | =è = d> |
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| - | 602 | = |
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| - | 603 | =¼) T |
|
| - | 604 | = |
|
| - | 605 | = p> 0 |
|
| - | 606 | =0 |
|
| - | 607 | = ) x |
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| - | 608 | =0 |
|
| - | 609 | = |> T |
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| - | 610 | =T |
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| - | 611 | =D) |
|
| - | 612 | =T |
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| - | 613 | = > x |
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| - | 614 | =x |
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| - | 615 | =) À |
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| - | 616 | =x |
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| - | 617 | = > ä |
|
| - | 618 | = =Ì) ä |
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| - | 619 | = |
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| - | 620 | = > =ä |
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| - | 621 | =Ì) =À |
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| - | 622 | = ¬> À |
|
| - | 623 | = |
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| - | 624 | =Ì) , =ä |
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| - | 625 | = ¸> |
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| - | 626 | =À |
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| - | 627 | =Ì) P = = Ä> , =, =) t =, = Ð> t =t =T) =P = Ü> P =P =T) ¼ =t = è> =à =) à = = ô> à = =) =¼ = > =¼ =) ( =à = > ¼ = =) L = = > ( =( = ) p =( = $> L =L =d) =L = 0> p =p =¨) ¸ =p = <> = =ì) Ü = = H>
=$
=0)
=¸ = T> $
=
=0) $
=Ü = `> Ü =¸ =0) H
=
= l> ¸ =Ü =0) l
=$
= x> H
=H
=t)
=H
= >
=
=¸) ´
=l
= > l
=l
=¸) Ø
=
= > =ü
=ü) ü
=´
= ¨> ü
= =ü) =Ø
= ´> ´
=Ø
=ü) D=ü
= À> Ø
=´
=ü) h= = Ì> D=D=) =D= Ø> h=h=È) °=h= ä> == ) Ô== ð> °=°=P) ø=°= ü> =@=) =Ô= > @= =) @=ø= > ø=Ô=) d= = > Ô=ø=) =@= ,> d=d=Ø) ¬=d= 8> ¬=¬= ) Ð== D> == ) ô=¬= P> <==`) =Ð= \> =<=`) <=ô= h> Ð=ô=`) `== t> ô=Ð=`) =<= > `=`=è) ¨=`= > ==,) Ì== > ¨=¨=p) ð=¨= ¤> Ì=Ì=´) =Ì= °> 8=\=ø) 8=ð= ¼> \=8=ø) \== È> =ð=ø) =8= Ô> ð==ø) ¤=\= à> ==<) È== ì> È=È=) ì=¤= ø> ¤=¤=) =È= > X=4=Ä) 4=ì= > 4=X=Ä) X== > ì==Ä) |=4= (> =ì=Ä) =X= 4> |=|=L) Ä=|= @> = =) è= = L> Ä=Ä=Ô) =Ä= X> è=è=) 0=è= d> = =\) T= = p> x== ) x=0= |> =x= ) =T= > T=0= ) À=x= > 0=T= ) ä== > ä=ä=ä) =À= ¬> À=À=ä) ,=ä= ¸> t=P=() P== Ä> P=t=() t=,= Ð> =,=() =P= Ü> ,==() ¼=t= è> ==°) à== ô> ¼=¼=ô) =¼= > à=à=8 ) (=à= > ==| ) L== > (=(=À ) p=(= $> =¸= ) =L= 0> ¸== ) ¸=p= <> p=L= ) Ü== H> L=p= ) =¸= T> = =H ) $=Ü= `> Ü=Ü=H ) H= = l> =l= ) l=$= x> l== ) =H= > $=H= ) ´=l= > H=$= ) Ø== p> ´=´= ) ü=´= |> Ø=Ø=X ) =Ø= > ü=ü= ) D=ü= > = =à ) h= = > D=D=h ) =D= ¬> h=h=¬ ) °=h= ¸> ==ð ) Ô== Ä> °=°=4 ) ø=°= Ð> Ô=Ô=x ) =Ô= Ü> ø=ø=¼ ) @=ø= è> = = !) d= = ô> @=@=D!) =@= > d=d=!) ¬=d= > ==Ì!) Ð== > ¬=¬=") ô=¬= $> Ð=Ð=T") =Ð= 0> ô=ô=") <=ô= <> ==Ü") `== t> <=<=d#) =<= > `=`=¨#) ¨=`= > ==ì#) Ì== > ¨=¨=0$) ð=¨= ¤> Ì=Ì=t$) =Ì= °> ð=ð=¸$) 8=ð= ¼> ==ü$) \== È> \=\=È%) =8= Ô> 8=8=È%) ¤=\= à> ¤=¤= &) È== ì> == &) ì=¤= ø> ì=ì=P&) =È= > È=È=P&) 4=ì= > 4=4=&) X== > ==&) |=4= ( > |=|=Ø&) =X= 4 > X=X=Ø&) Ä=|= @ > Ä=Ä= ') è= = L > = = ') =Ä= X > = =`') 0 =è= d > è=è=`') T = = p > T =T =¤') x =0 = | > 0 =0 =¤') =T = > = =,() À =x = > x =x =,() ä = = > ä =ä =p() =À = ¬ > À =À =p() , =ä = ¸ > , =, =´() P = = Ä > = =´() t =, = Ð > t =t =ø() =P = Ü > P =P =ø() ¼ =t = è > ¼ =¼ =)) à = = ô > = =)) =¼ = |
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| - | 628 | > = =Ä)) ( =à = |
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| - | 629 | > à =à =Ä)) L = = |
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| - | 630 | > L =L =*) p =( = $ |
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| - | 631 | > ( =( =*) =L = 0 |
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| - | 632 | > = =L*) ¸ =p = < |
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| - | 633 | > p =p =L*) Ü = = H |
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| - | 634 | > Ü =Ü =Ô*) =¸ = T |
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| - | 635 | > ¸ =¸ =Ô*) $ =Ü = ` |
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| - | 636 | > $ =$ =+) H = = l |
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| - | 637 | > = =+) l =$ = x |
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| - | 638 | > l =l =\+) =H = |
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| - | 639 | > H =H =\+) ´ =l = |
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| - | 640 | > ´ =´ =ä+) Ø = = |
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| - | 641 | > = =ä+) ü =´ = ¨ |
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| - | 642 | > ü =ü =(,) =Ø = ´ |
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| - | 643 | > Ø =Ø =(,) D =ü = À |
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| - | 644 | > D =D =ô,) h = = Ì |
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| - | 645 | > = =ô,) =D = Ø |
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| - | 646 | > = =|-) ° =h = ä |
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| - | 647 | > h =h =|-) Ô = = ð |
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| - | 648 | > Ô =Ô =À-) ø =° = ü |
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| - | 649 | > ° =° =À-) !=Ô = > != !=H.) @!=ø = > ø =ø =H.) d!= != > d!=d!=.) !=@!= , > @!=@!=.) ¬!=d!= 8 > ¬!=¬!=Ð.) Ð!=!= D > !=!=Ð.) ô!=¬!= P > ô!=ô!=X/) "=Ð!= \ > Ð!=Ð!=X/) <"=ô!= h > <"=<"=/) `"="= t > "="=/) "=<"= > "="=à/) ¨"=`"= > `"=`"=à/) Ì"="= > Ì"=Ì"=$0) ð"=¨"= ¤ > ¨"=¨"=$0) #=Ì"= ° > #=#=¬0) 8#=ð"= ¼ > ð"=ð"=¬0) \#=#= È > \#=\#=ð0) #=8#= Ô > 8#=8#=ð0) ¤#=\#= à > ¤#=¤#=41) È#=#= ì > #=#=41) ì#=¤#= ø > ì#=ì#=x1) $=È#= > È#=È#=x1) 4$=ì#= > 4$=4$= 2) X$=$= > $=$= 2) |$=4$= ( > |$=|$=D2) $=X$= 4 > X$=X$=D2) Ä$=|$= @ > Ä$=Ä$=2) è$= $= L > $= $=2) %=Ä$= X > %= %=Ì2) 0%=è$= d > è$=è$=Ì2) T%= %= p > T%=T%=T3) x%=0%= | > 0%=0%=T3) %=T%= > %=%=3) À%=x%= > x%=x%=3) ä%=%= > ä%=ä%=Ü3) &=À%= ¬ > À%=À%=Ü3) ,&=ä%= ¸ > ,&=,&= 4) P&=&= Ä > &=&= 4) t&=,&= Ð > t&=t&=¨4) &=P&= Ü > P&=P&=¨4) ¼&=t&= è > ¼&=¼&=ì4) à&=&= ô > &=&=ì4) '=¼&=
> '='=05) ('=à&=
> à&=à&=05) L'='=
> L'=L'=t5) p'=('= $
> ('=('=t5) '=L'= 0
> '='=@6) ¸'=p'= <
> p'=p'=@6) Ü'='= H
> Ü'=Ü'=6) (=¸'= T
> ¸'=¸'=6) $(=Ü'= `
> $(=$(= 7) H(= (= l
> (= (= 7) l(=$(= x
> l(=l(=7) (=H(=
> H(=H(=7) ´(=l(=
> ´(=´(= 8) Ø(=(=
> (=(= 8) ü(=´(= ¨
> ü(=ü(=¤8) )=Ø(= ´
> Ø(=Ø(=¤8) D)=ü(= À
> D)=D)=è8) h)= )= Ì
> )= )=è8) )=D)= Ø
> )=)=,9) °)=h)= ä
> h)=h)=,9) Ô)=)= ð
> °)=°)=ø9) ø)=°)= ü
> Ô)=Ô)=<:) *=Ô)= > ø)=ø)=:) @*=ø)= > *= *=L;) d*= *= > @*=@*=Ô;) *=@*= ,> d*=d*=\<) ¬*=d*= 8> *=*= <) Ð*=*= D> ¬*=¬*=ä<) ô*=¬*= P> +=ô*=l=) +=Ð*= \> Ð*=+=l=) <+=ô*= h> ô*=Ð*=l=) `+=+= t> <+=<+=ô=) +=<+= > +=+=H?) ¨+=`+= > `+=`+=H?) Ì+=+= (> Ì+=Ì+=?) ð+=¨+= 4> ¨+=¨+=?) ,=Ì+= @> ,=,=Ð?) 8,=ð+= L> ð+=ð+=Ð?) \,=,= È> = = ) ,=8,= Ô> \,=\,=X@) ¤,=\,= à> ,=,=@) È,=,= ì> ¤,=¤,=$A) ì,=¤,= ø> È,=È,=ðA) È,= > ì,=ì,=xB) ' 8 > Î Ô Ú à æ ì ò ø þ |
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| - | 650 | " ( . 4 @ F L R X ^ $ Misc Strings ] ÿÿÿÿð" ? @ @ @ ( @ 7 @ ? @ I @ Y @ a @ k @ z @ @ @ @ ¢ @ @ Â @ Ê @ Ó @ ß @ ç @ ð @ ú @ @
@ @ @ '@ 0@ 8@ B@ T@ \@ f@ @ @ @ @ §@ ³@ Ì@ Ô@ Þ@ é@ ñ@ ü@ @ @ @ &@ .@ 9@ I@ Q@ \@ l@ t@ @ @ @ ¦@ ½@ Å@ Í@ Þ@ æ@ ð@ @ |
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| - | 651 | @ @ +@ 3@ <@ N@ V@ d@ q@ y@
@ @ ¡@ «@ ¸@ À@ Ê@ Õ@ Ý@ é@ ñ@ @ @ @ @ ,@ <@ L@ U@ i@ }@ @ ¢@ ®@ »@ Æ@ Î@ å@ ÷@ @ $@ ?@ X@ h@ x@ @ @ µ@ Î@ é@ ø@ @ @ @ 1@ >@ I@ U@ c@ r@ @ @ ¤@ ¹@ Ã@ Ì@ ß@ ð@ û@ |
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| - | 652 | @ @ #@ 1@ >@ I@ R@ Z@ b@ k@ w@ @ @ @ ¢@ «@ ¸@ Ê@ ß@ ï@ ü@ @
@ @ @ *@ 4@ B@ J@ U@ ^@ k@ }@ @ ¢@ ¬@ µ@ ½@ Å@ Î@ Ú@ ä@ ò@ ú@ @ @ @ - @ B @ R @ _ @ h @ p @ x @ @ @ @ ¥ @ @ ¸ @ Á @ Î @ à @ õ @ |
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| - | 653 | @ |
|
| - | 654 | @ |
|
| - | 655 | @ ! |
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| - | 656 | @ ) |
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| - | 657 | @ 2 |
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| - | 658 | @ > |
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| - | 659 | @ H |
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| - | 660 | @ V |
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| - | 661 | @ ^ |
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| - | 662 | @ i |
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| - | 663 | @ r |
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| - | 664 | @ |
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| - | 665 | @ |
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| - | 666 | @ ¦ |
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| - | 667 | @ ¶ |
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| - | 668 | @ Ä |
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| - | 669 | @ Í |
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| - | 670 | @ Õ |
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| - | 671 | @ Ý |
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| - | 672 | @ æ |
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| - | 673 | @ ò |
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| - | 674 | @ ü |
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| - | 675 | @ |
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| - | 676 | @ @ @ & @ 3 @ E @ Z @ j @ u @ ~ @ @ @ @ £ @ @ » @ Ã @ Î @ × @ é @ ö @ @ @ $ @ - @ 5 @ = @ F @ R @ \ @ j @ r @ } @ @ @ ¥ @ º @ Ê @ Ò @ ß @ î @ ü @
@
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@ @ )@ 9@ H@ W@ h@ r@ @ @ @ @ ©@ ¶@ Ä@ Ï@ Ø@ ã@ ñ@ ý@ @ @ '@ 2@ >@ M@ \@ i@ u@ @ @ @ @ ¥@ ¯@ ¸@ Â@ Í@ Ü@ ç@ õ@ @ @ @ #@ +@ 5@ =@ E@ O@ W@ _@ g@ q@ y@ @ @ @ @ ¦@ ®@ ¶@ ¿@ É@ Ñ@ Ù@ á@ ë@ õ@ ý@ @
@ @ !@ )@ 1@ 9@ E@ M@ U@ ]@ e@ m@ u@ }@ @ @ @ ¥@ µ@ Á@ Ï@ Ø@ à@ è@ ð@ þ@ @ @ @ $@ 0@ D@ Y@ o@ @ @ @ £@ ¯@ ½@ È@ £#@ #@ Ö@ Þ@ é@ ñ@ û@ @
@ ß#@ Ó#@ É#@ #@ j#@ ê$@ ]#@ ±#@ »#@ @ >(@ ](@ g(@ -@ þ'@ '@ Ì'@ Ä'@ ¼'@ ´'@ >@ ¬'@ x'@ X@ '@ ï'@ l'@ Ú'@ '@ `@ `'@ T'@ c$@ o@ |@ @ ¦@ ¯@ Î@ Ù@ ø@ @ @ *@ Y@ c@ @ @ Ï@ Ù@ @ @ C@ M@ |@ @ µ@ Á@ û@ @ A@ L@ @ @ Í@ û@ @ @ :@ D@ p@ z@ ¦@ ®@ à@ è@ @ )@ R@ Z@ @ @ º@ Â@ î@ @ @ @ )@ 3@ <@ F@ P@ Z@ d@ n@ x@ @ @ @ @ ª@ ´@ ¼@ Ä@ Í@ ×@ ß@ é@ ó@ ý@ @ @ @ @ )@ 3@ <@ E@ O@ Y@ d@ @ @ »@ Å@ ó@ ü@ @ $@ E@ O@ z@ @ ±@ º@ Ö@ ß@ û@ @ ! @ + @ G @ Q @ m @ @ @ @ § @ Æ @ Ò @ Ü @ ò @ þ @ |
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| - | 677 | @ @ " @ . @ : @ F @ R @ ^ @ j @ v @ @ @ @ ¦ @ ² @ ¾ @ Ê @ Ö @ â @ î @ ú @ @ @ @ * @ 6 @ B @ N @ Z @ f @ n @ @ @ ´ @ ¼ @ Û @ ä @ @ # @ M @ W @ @ @ Å @ Í @ ì @ @ @ @ @ ' @ / @ 7 @ ? @ G @ O @ Z @
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%@ %@ %@ ®%@ ·%@ Î%@ (@ (@ (@ ®(@ ¶(@ ¾(@ Æ(@ Î(@ Ü(@ ñ(@ )@
)@ )@ ')@ 5)@ =)@ E)@ M)@ U)@ c)@ x)@ )@ )@ ¡)@ ®)@ ¼)@ Ä)@ Ì)@ Ô)@ Ü)@ ê)@ ÿ)@ *@ *@ :*@ G*@ T*@ b*@ j*@ r*@ z*@ *@ *@ ¥*@ ´*@ Á*@ Î*@ Û*@ é*@ ñ*@ ù*@ +@ +@ +@ ,+@ ;+@ H+@ U+@ b+@ p+@ x+@ +@ +@ +@ +@ ³+@ Â+@ Ï+@ Ü+@ é+@ ÷+@ ÿ+@ ,@ ,@ ,@ %,@ :,@ I,@ V,@ c,@ p,@ ~,@ ,@ ,@ ,@ ,@ ¬,@ Á,@ Ð,@ Ý,@ ê,@ ÷,@ -@
-@ -@ -@ %-@ 3-@ H-@ W-@ d-@ q-@ ~-@ -@ -@ -@ ¤-@ ¬-@ º-@ Ï-@ Þ-@ ë-@ ø-@ .@ .@ .@ #.@ +.@ 3.@ A.@ V.@ e.@ r.@ .@ .@ .@ ¢.@ ª.@ ².@ º.@ È.@ Ý.@ ì.@ ù.@ /@ /@ !/@ )/@ 1/@ 9/@ A/@ O/@ d/@ s/@ /@ /@ /@ ¨/@ °/@ ¸/@ À/@ È/@ Ö/@ ë/@ ú/@ 0@ 0@ !0@ /0@ 70@ ?0@ G0@ O0@ ]0@ r0@ 0@ 0@ 0@ ¨0@ ¶0@ ¾0@ Æ0@ Î0@ Ö0@ ä0@ ù0@ 1@ 1@ "1@ /1@ =1@ E1@ M1@ U1@ ]1@ k1@ 1@ 1@ 1@ ©1@ ¶1@ Ä1@ Ì1@ Ô1@ Ü1@ ä1@ ò1@ 2@ 2@ #2@ 02@ =2@ K2@ S2@ [2@ c2@ k2@ y2@ 2@ 2@ ª2@ ·2@ Ä2@ Ò2@ Ú2@ â2@ ê2@ ò2@ 3@ 3@ $3@ 13@ >3@ K3@ Y3@ a3@ i3@ q3@ y3@ 3@ 3@ «3@ ¸3@ Å3@ Ò3@ à3@ è3@ ð3@ ø3@ 4@ 4@ #4@ 24@ ?4@ L4@ Y4@ g4@ o4@ w4@ 4@ 4@ 4@ ª4@ ¹4@ Æ4@ Ó4@ à4@ î4@ ö4@ þ4@ 5@ 5@ 5@ 15@ @5@ M5@ Z5@ g5@ u5@ }5@
5@ 5@ 5@ £5@ ¸5@ Ç5@ Ô5@ á5@ î5@ ü5@ 6@ 6@ 6@ 6@ *6@ ?6@ N6@ [6@ h6@ u6@ 6@ 6@ 6@ 6@ £6@ ±6@ Æ6@ Õ6@ â6@ 9@ 7@ ?7@ h7@ 7@ ¸7@ Ó7@ ü7@ 8@ 28@ [8@ 8@ ·8@ Þ8@ 9@ $9@ 19@ ?9@ G9@ O9@ W9@ _9@ m9@ 9@ 9@ 9@ «9@ ¸9@ Æ9@ Î9@ Ö9@ Þ9@ æ9@ ô9@ :@ :@ %:@ 2:@ ?:@ M:@ U:@ ]:@ e:@ m:@ {:@ :@ :@ ¬:@ ¹:@ Æ:@ Ô:@ Ü:@ ä:@ ì:@ ô:@ ;@ ;@ &;@ 3;@ @;@ M;@ [;@ c;@ k;@ s;@ {;@ ;@ ;@ ;@ º;@ Ç;@ Ô;@ â;@ ê;@ ò;@ ú;@ <@ <@ %<@ 4<@ N<@ h<@ <@ <@ ©<@ ¹<@ É<@ ß<@ =@ &=@ B=@ \=@ v=@ =@ §=@ ·=@ Ç=@ ×=@ í=@ >@ 4>@ P>@ j>@ >@ >@ µ>@ Å>@ Õ>@ å>@ û>@ ?@ B?@ ^?@ t?@ t? @ Ohm Resistance F Farad Capacitance H Henry Inductance Hz Hertz |
|
| - | 678 | |
|
| - | 679 | Frequency A Ampere Electric current V Volt Voltage W Watt Power s Second Time g gram Mass Wb Weber Magnetic flux T Tesla Magnetic flux density C Coulomb Charge S Siemens Electric conductance J Joule Energy N Newton Force Pa Pascal Pressure K Kelvin Temperature rad Radian Plane angle sr |
|
| - | 680 | |
|
| - | 681 | Steradian Solid angle cd Candela Luminous intensity lx Lux
Illumination lm Lumen Luminous flux mol Mole Amount of substance Gy Gray Absorbed dose Bq |
|
| - | 682 | |
|
| - | 683 | Becquerel Activity Sv Sievert Dose equivalent m meter Distance l Liter Volume % percent Size/Dimension Value |
|
| - | 684 | |
|
| - | 685 | Tolerance Part Number Description Cost Manufacturer #1 Manufacturer #2 ASSEMBLY_OPTIONS PowerGround Voltage Geometry Height DFT Nail Count Per Net Nail Diameter Nail Number Probe to Trace Clearance Probe to Pad Clearance Generate Test Points Allow Stubs Stub Length
Use Via Grid Grid X-Coordinate Grid Y-Coordinate Preserve Test Points Insert Test Point Vias Probe Pins |
|
| - | 686 | |
|
| - | 687 | HyperLynx Model Model File Sim Direction SIM_BOTH SIM_IN SIM_OUT |
|
| - | 688 | |
|
| - | 689 | Frequency Duty Cycle Signal Type Address Analog High Speed Analog Low Speed Clock Data Do Not Analyze
Power Supply Strobe Default IC Model Model File |
|
| - | 690 | |
|
| - | 691 | Model Pin Strategy Fanout Pass No Yes Done Protect Pause |
|
| - | 692 | |
|
| - | 693 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Patterns Pass No Yes Done Protect Pause |
|
| - | 694 | |
|
| - | 695 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Route Pass No Yes Done Protect Pause |
|
| - | 696 | |
|
| - | 697 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Optimize Pass No Yes Done Protect Pause |
|
| - | 698 | |
|
| - | 699 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Miters Pass No Yes Done Protect Pause |
|
| - | 700 | |
|
| - | 701 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority |
|
| - | 702 | |
|
| - | 703 | TestPoint Pass No Yes Done Protect Pause |
|
| - | 704 | |
|
| - | 705 | Intensity Low Medium High Priority PlanePriority DiffPairPriority MLGPriority Center Pass No Yes Done Protect Pause |
|
| - | 706 | |
|
| - | 707 | Intensity Low Medium High PlanePriority Priority DiffPairPriority MLGPriority Tune Pass No Yes Done Protect Pause |
|
| - | 708 | |
|
| - | 709 | Intensity Low Medium High PlanePriority Priority DiffPairPriority MLGPriority DIE FormatId ChipLength |
|
| - | 710 | |
|
| - | 711 | ChipWidth ChipHeight WBRules |
|
| - | 712 | |
|
| - | 713 | MinLength |
|
| - | 714 | |
|
| - | 715 | MaxLength
WToWDistance WBtoPad MaxAngle SBPCount SBP1 CBPCount CBP1 WBCount WB1 SBPGuideCount |
|
| - | 716 | |
|
| - | 717 | SBPGuide1 CBPAssignment1 AutoDimensioning
Marker_Shape Text_NumberPrecision Text_AngularPrecision Text_Suffix Text_Layer Line_Layer
Preview_Type Rules PadEntry Side Corner AnyAngle Soft ViaAtSMD |
|
| - | 718 | |
|
| - | 719 | FitInside Center Ends Fanout |
|
| - | 720 | |
|
| - | 721 | Alignment Aligned |
|
| - | 722 | |
|
| - | 723 | Alternate |
|
| - | 724 | |
|
| - | 725 | Multi-Row |
|
| - | 726 | |
|
| - | 727 | Direction Inside Outside Both Sides ViaSpacing Use Grid 1 Trace 2 Trace Sharing Pin SMD Via Trace Nets Plane Signal UnusedPins Length |
|
| - | 728 | |
|
| - | 729 | Unlimited Maximum |
|
| - | 730 | |
|
| - | 731 | Clearance Trace Trace Via Trace Via Pad Trace Via Pad SMD Trace Via Pad SMD Copper Trace Via Pad SMD Text Trace Via Pad SMD Board Trace Via Pad SMD Drill Trace Via Pad SMD SameNet SMD Via Crn Via Via Pad Crn Trace Crn Width Minimum Recommended Maximum |
|
| - | 732 | |
|
| - | 733 | Placement Grid Use X Y |
|
| - | 734 | |
|
| - | 735 | Accordion |
|
| - | 736 | |
|
| - | 737 | Amplitude Min Gap Min Routing MaxChannelWidth SoftLengthRrules MeanderBeforeTune MatchLength Name Planning |
|
| - | 738 | |
|
| - | 739 | Scheduled Library |
|
| - | 740 | |
|
| - | 741 | Timestamp Design |
|
| - | 742 | |
|
| - | 743 | Timestamp 24 YYNNNY 1 0 0 0 24 0 1 2 mil##mm##"
AlignmentBGA
DirectionBGA DirectionBGAstaggered 45 i Horizontal Quadrant 1.8 mm elektrolyt SMD velikost A 2 mm elektrolyt SMD velikost B 2.8 mm elektrolyt SMD velikost C 3 mm elektrolyt SMD velikost D 12 mm + + Elyt prumer 5mm, roztec 2.032mm - 80 mils 12 mm - - Elyt prumer 6.3mm, roztec 2.54mm - 100 mils 12 mm - - Elyt prumer 8 mm, roztec3.505 mm - 138 mils 17 mm , , Elyt prumer 10mm, roztec 5.08mm - 200 mils 27 mm , , Elyt prumer 13mm, roztec 5.08mm - 200 mils 26 mm + + Elyt prumer 16mm, roztec 7.5mm - 300 mils 43 mm + + Elyt prumer 18mm, roztec 7.5mm - 300 mils 5.5 mm 6 6 Elyt prumer 5mm na lezato, roztec 2.032mm - 80 mils 6.5 mm 7 7 Elyt prumer 6.3mm na lezato, roztec 2.54mm - 100 mils 8.5 mm 7 7 Elyt prumer 8 mm na lezato, roztec3.505 mm - 138 mils 10.5 mm 6 6 Elyt prumer 10mm na lezato, roztec 5.08mm - 200 mils * * ruzne druhy elektrolytickych kondenzatoru 10UF 1.5mm ( ( keramicky kondenzator SMD velikost 0805 1.5mm ( ( keramicky kondenzator SMD velikost 0603 1.5mm ( ( keramicky kondenzator SMD velikost 1206 8mm . . kramicky kondenzator roztec 2.54 mm ,100 mils 8mm / / keramicky kondenzator roztec 5,08 mm ,200 mils |
|
| - | 744 | |
|
| - | 745 | 1.50000mm % % univerzalni plosky pro C0805 a C1206 2mm ( ( keramicky kondenzator SMD velikost 1210 2mm ( ( keramicky kondenzator SMD velikost 1812 2mm ( ( keramicky kondenzator SMD velikost 2220 ruzne druhy kondenzatoru C0805 C0805 C0805 100NF 47NF C0805 C0805 C0805 C0805 100NF 100NF 100NF C0805 C0805 C0805 270PF 270PF 1UF 1UF 10UF 100NF 1UF C1206 C0805 100NF 22PF 22PF 1UF 1UF 100NF 100NF 10UF 47PF C0805 C0805 1.8 mm dioda SMD v pouzdre SOD87 10mm , , usm. dioda nad 1A roztec 13.97mm, 550mils 3.5mm * * usm. dioda do 1A roztec 8.89mm, 350mils 3 mm dioda SMD v pouzdre MELF 1.8 mm dioda SMD v pouzdre MINIMELF 3.5mm ' ' vseob. dioda roztec 6.35mm, 250mils 15mm * * dioda nastojato, roztec 3.81 mm ,150 mils 20mm diodove pouzdro TO220AC 20mm diodove pouzdro TO220AB 2.5mm SMD dioda v pouzdre SMA 2.5mm SMD dioda v pouzdre SMB 2.8mm SMD dioda v pouzdre SMC ruzne druhy diod |
|
| - | 746 | |
|
| - | 747 | 1N4007SMD BZV55SMD 10 mm dvourady hrebinek 2x3 piny JUMP2X3 10 mm ploska se 2 piny UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 JUMP2X3 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 UNIPAD2 1mm rezistor SMD velikost 0805 1mm rezistor SMD velikost 0603 1mm rezistor SMD velikost 1206 9 mm 3 3 bezny rezistor nastojato roztec 2,54 mm, 100 mils 3mm & & bezny rezistor roztec 8.89mm, 350mils 4.6mm - - rezistor 2W nalezato roztec 13.97mm, 550mils 15mm 0 0 rezistor 2W nastojato, roztec 3.81 mm ,150 mils 1mm rezistor SMD velikost 1812 rezistory ruznych typu 47 1K 10K O c 47K 47K 47K 47K 47K 1.6 mm ' ' podle posuzdra ST-48 fy Analog Devices AD1881AJST 5 mm # # bezny krystal nalezato s uzemnenim 3 mm % % maly krystal typycky 32KHz nalezato 3 mm 1 1 maly krystal typycky 32KHz nalezato s uzemnenim 13 mm bezny krystal na vysku 5 mm bezny krystal nalezato 9 mm % % maly krystal typycky 32KHz na vysku 10 mm bezny krystal na vysku 5 mm bezny krystal nalezato 2 mm % % pouzdro pro xtalove oscilatory EPSON 2 mm 1 1 SMD krystal s kondenzatory 3- vyvod kondenzatoru 5 mm # # bezny krystal nalezato s uzemnenim 5 mm # # bezny krystal nalezato s uzemnenim 5 mm # # bezny krystal nalezato s uzemnenim 1.3mm krystal Geyer 2 2 Ruzne druhy krystalu snozickami 1=A 2=B 3=G1 4=G2 576MHZ 24 " DiffPair MinControlledLength MaxIrregularLength Guard |
|
| - | 748 | |
|
| - | 749 | BandColor Blaze |
|
| - | 750 | |
|
| - | 751 | TestPoint Color Thermal Color Diagonal Vertical |
|
| - | 752 | |
|
| - | 753 | X-pattern 135 315 225 135 |
|
| - | 754 | |
|
| - | 755 | Clockwise Counterclockwise Horizontal Vertical Quadrant Quadrant |
|
| - | 756 | |
|
| - | 757 | X-pattern 225 315 45 45 |
|
| - | 758 | |
|
| - | 759 | Clockwise Counterclockwise Horizontal Diagonal 10 mm jednorady hrebinek 20 pinu JUMP12 10 mm jednorady hrebinek 2 piny JUMP2 10 mm jednorady hrebinek 3 piny JUMP3 0 mm otvor prumeru 1mm 0 mm otvor pro sroub M2 0 mm otvor pro sroub M3 0 mm otvor pro sroub M4 0 mm otvor pro sroub M5 0 mm otvor pro sroub M6 0 mm ploska s prumerem 1 mm 0 mm ploska s prumerem 2 mm 0 mm ploska s prumerem 3 mm 0 mm ploska s prumerem 4 mm 0 mm ploska s prumerem 5 mm 0 mm ploska s prumerem 6 mm * * Ruzne druhy kulatych plosek vcetne otvoru HOLE_M3 HOLE_M3 HOLE_M3 HOLE_M3 Vertical Diagonal |
|
| - | 760 | |
|
| - | 761 | Clockwise 315 225 135 45 |
|
| - | 762 | |
|
| - | 763 | X-pattern Counterclockwise Horizontal Quadrant 10 mm jednorady hrebinek 20 pinu 10 mm jednorady hrebinek 20 pinu 10 mm jednorady hrebinek 20 pinu Quadrant Diagonal |
|
| - | 764 | |
|
| - | 765 | X-pattern 45 o 135 225 315 |
|
| - | 766 | |
|
| - | 767 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 768 | |
|
| - | 769 | X-pattern 45 135 225 315 |
|
| - | 770 | |
|
| - | 771 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 772 | |
|
| - | 773 | X-pattern 45 o 135 225 315 |
|
| - | 774 | |
|
| - | 775 | Clockwise Counterclockwise Horizontal Vertical jednorady hrebinek 20 pinu Quadrant Diagonal |
|
| - | 776 | |
|
| - | 777 | X-pattern 45 135 225 315 |
|
| - | 778 | |
|
| - | 779 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 780 | |
|
| - | 781 | X-pattern 45 135 225 315 |
|
| - | 782 | |
|
| - | 783 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 784 | |
|
| - | 785 | X-pattern 45 135 225 315 |
|
| - | 786 | |
|
| - | 787 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 788 | |
|
| - | 789 | X-pattern 45 135 225 315 |
|
| - | 790 | |
|
| - | 791 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 792 | |
|
| - | 793 | X-pattern 45 135 225 315 |
|
| - | 794 | |
|
| - | 795 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 796 | |
|
| - | 797 | X-pattern 45 135 225 315 |
|
| - | 798 | |
|
| - | 799 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 800 | |
|
| - | 801 | X-pattern 45 o 135 225 315 |
|
| - | 802 | |
|
| - | 803 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 804 | |
|
| - | 805 | X-pattern 45 135 225 315 |
|
| - | 806 | |
|
| - | 807 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 808 | |
|
| - | 809 | X-pattern 45 o 135 225 315 |
|
| - | 810 | |
|
| - | 811 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 812 | |
|
| - | 813 | X-pattern 45 135 225 315 |
|
| - | 814 | |
|
| - | 815 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 816 | |
|
| - | 817 | X-pattern 45 135 225 315 |
|
| - | 818 | |
|
| - | 819 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 820 | |
|
| - | 821 | X-pattern 45 135 225 315 |
|
| - | 822 | |
|
| - | 823 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 824 | |
|
| - | 825 | X-pattern 45 o 135 225 315 |
|
| - | 826 | |
|
| - | 827 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 828 | |
|
| - | 829 | X-pattern 45 135 225 315 |
|
| - | 830 | |
|
| - | 831 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 832 | |
|
| - | 833 | X-pattern 45 o 135 225 315 |
|
| - | 834 | |
|
| - | 835 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 836 | |
|
| - | 837 | X-pattern 45 o 135 225 315 |
|
| - | 838 | |
|
| - | 839 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 840 | |
|
| - | 841 | X-pattern 45 135 225 315 |
|
| - | 842 | |
|
| - | 843 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 844 | |
|
| - | 845 | X-pattern 45 o 135 225 315 |
|
| - | 846 | |
|
| - | 847 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 848 | |
|
| - | 849 | X-pattern 45 135 225 315 |
|
| - | 850 | |
|
| - | 851 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 852 | |
|
| - | 853 | X-pattern 45 135 225 315 |
|
| - | 854 | |
|
| - | 855 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 856 | |
|
| - | 857 | X-pattern 45 135 225 315 |
|
| - | 858 | |
|
| - | 859 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 860 | |
|
| - | 861 | X-pattern 45 o 135 225 315 |
|
| - | 862 | |
|
| - | 863 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 864 | |
|
| - | 865 | X-pattern 45 135 225 315 |
|
| - | 866 | |
|
| - | 867 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 868 | |
|
| - | 869 | X-pattern 45 o 135 225 315 |
|
| - | 870 | |
|
| - | 871 | Clockwise Counterclockwise Horizontal Vertical 2 2 Ruzne druhy krystalu snozickami 1=A 2=B 3=G1 4=G2 # # bezny krystal nalezato s uzemnenim % % maly krystal typycky 32KHz nalezato 1 1 maly krystal typycky 32KHz nalezato s uzemnenim bezny krystal na vysku bezny krystal nalezato % % maly krystal typycky 32KHz na vysku bezny krystal na vysku bezny krystal nalezato % % pouzdro pro xtalove oscilatory EPSON 1 1 SMD krystal s kondenzatory 3- vyvod kondenzatoru # # bezny krystal nalezato s uzemnenim # # bezny krystal nalezato s uzemnenim # # bezny krystal nalezato s uzemnenim krystal Geyer Quadrant Diagonal |
|
| - | 872 | |
|
| - | 873 | X-pattern 45 135 225 315 |
|
| - | 874 | |
|
| - | 875 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 876 | |
|
| - | 877 | X-pattern 45 135 225 315 |
|
| - | 878 | |
|
| - | 879 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 880 | |
|
| - | 881 | X-pattern 45 135 225 315 |
|
| - | 882 | |
|
| - | 883 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 884 | |
|
| - | 885 | X-pattern 45 135 225 315 |
|
| - | 886 | |
|
| - | 887 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 888 | |
|
| - | 889 | X-pattern 45 135 225 315 |
|
| - | 890 | |
|
| - | 891 | Clockwise Counterclockwise Horizontal Vertical Quadrant Diagonal |
|
| - | 892 | |
|
| - | 893 | X-pattern 45 135 225 315 |
|
| - | 894 | |
|
| - | 895 | Clockwise Counterclockwise Horizontal Vertical ÿÿ Quadrant ÿÿA<@ Diagonal |
|
| - | 896 | ÿÿ |
|
| - | 897 | |
|
| - | 898 | X-pattern ÿÿ 45 ÿÿ<@ 135 ÿÿ¡<@ 225 ÿÿ±<@ 315 |
|
| - | 899 | ÿÿu<@ |
|
| - | 900 | |
|
| - | 901 | Clockwise ÿÿ Counterclockwise ÿÿ Horizontal ÿÿ[<@ Vertical ÿÿ5=@ Quadrant ÿÿO=@ Diagonal |
|
| - | 902 | ÿÿÑ<@ |
|
| - | 903 | |
|
| - | 904 | X-pattern ÿÿÁ<@ 45 ÿÿ=@ 135 ÿÿ¯=@ 225 ÿÿ¿=@ 315 |
|
| - | 905 | ÿÿ=@ |
|
| - | 906 | |
|
| - | 907 | Clockwise ÿÿí<@ Counterclockwise ÿÿ=@ Horizontal ÿÿi=@ Vertical ÿÿC>@ Quadrant ÿÿ]>@ Diagonal |
|
| - | 908 | ÿÿß=@ |
|
| - | 909 | |
|
| - | 910 | X-pattern ÿÿÏ=@ 45 ÿÿ>@ 135 ÿÿ½>@ 225 ÿÿÍ>@ 315 |
|
| - | 911 | ÿÿ>@ |
|
| - | 912 | |
|
| - | 913 | Clockwise ÿÿû=@ Counterclockwise ÿÿ%>@ Horizontal ÿÿw>@ Vertical ÿÿ fidu znacka {2FE18320-6448-11d1-A412-000000000000} |
|