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99 ÿÿÿÿDFT_CONFIGURATIONPARENTUNITSMILSPROBING_STRATEGYPARENTDFT_RULESPARENTDIF_FILEPARENTVIA_PREFIXVIATP_PART_TYPETP100TP_PART_TYPETP150TP_PREFIXTPTP_PREFIXPN_TPTP_PREFIXTP_SMDTH_PART_TYPEMTHOLE1TH_PART_TYPEMTHOLE2TH_PREFIXTHTH_PREFIXMHNC_NETN.C.INCLUDE_TPYESRETURN_OPTIONSPARENTAUTO_RETURNYESCLU_PLACE............CLUSTER_BUILDING_PASSDISABLEDCLU_MAX_SIZE.........8CLU_MIN_NUM..........1CREATE_NEW_CLUSTERS..YESBUILD_MODE...........COMPLETECLUSTER_PLACEMENT_PASSDISABLEDCREATE_PHASE.........ONIMPROVE_PHASE........OFFREFINE_PHASE.........ONITERATIONS...........50ATTEMPTS.............50SWAP_RATE............20EXPANSION............20ITERATIONS...........50ATTEMPTS.............50SWAP_RATE............0EXPANSION............20ITERATIONS...........50ATTEMPTS.............50SWAP_RATE............15EXPANSION............20EXPANSION............75PLACE_PHASE..........ONELIMINATE_PHASE......ONALIGN_PHASE..........ONITERATIONS...........50ATTEMPTS.............50SWAP_RATE............30EQUAL_RATE...........60REGRESS..............65WATCH................YESCONDITIONAL..........YESWATCH................YESAuto_Manual_Rules......1Place_Parts_Efforts....1Place_Parts_Position...2DisplayParts_Process...ONDisplayClusters_ProcessONPlace_Cluster_Position.2Place_Cluster_Efforts..1Unlimited_Parts_Number.OFFNETS_VISIBILITY........ONPLANENETS_VISIBILITY...ONKEEP_AWAY............21297900PARTS_PLACEMENT_PASSDISABLEDOVERLAPS_MAY_EXIST...NOIMPROVE..............NOATPP_CONFIGURATIONPARENTUNITSMILSPROBING_STRATEGYPARENTPROBE_TOP_SIDENOPROBE_VIASYESPROBE_NO_CONNECTNOATPP_RULESPARENTPROBE100DRILL_SIZE69ENABLENOPROBE75DRILL_SIZE43ENABLENOPROBE50DRILL_SIZE25ENABLEYESMIN_VIA_SIZE25MIN_PAD_SIZE25PIN_TO_PIN6PIN_TO_BOARD6PIN_TO_COMPONENT6DIF_FILEPARENTVIA_PREFIXVIATP_PART_TYPETP100TP_PART_TYPETP150TP_PREFIXTPTP_PREFIXPN_TPTP_PREFIXTP_SMDTH_PART_TYPEMTHOLE1TH_PART_TYPEMTHOLE2TH_PREFIXTHTH_PREFIXMHNC_NETN.C.INCLUDE_TPYESRETURN_OPTIONSPARENTAUTO_RETURNYESADD_TP_VIAS_ON_RETURNYESADD_MULTIPLE_FOR_POWERNETNOTP_VIA_TYPESTANDARDVIAPPCB_NOT_CONNECTED_NET_NAMENOT_CONNECTEDPROBE100DRILL_SIZE69ENABLENOPROBE75DRILL_SIZE43ENABLENOPROBE50DRILL_SIZE25ENABLEYESADD_MULTIPLE_FOR_POWERNETYESPROBE_TOP_SIDENOPROBE_VIASYESPROBE_NO_CONNECTNOPPCB_NOT_CONNECTED_NET_NAMENOT_CONNECTEDADD_TP_VIAS_ON_RETURNYESTP_VIA_TYPESTANDARDVIAMIN_PAD_SIZE25MIN_VIA_SIZE25PIN_TO_PIN6PIN_TO_BOARD6PIN_TO_COMPONENT6Hæ2˜ÿ2!0Hæ2h3!40 ç2@3!X0@3p3!|0@3h3!E3ð3!Đ0E3Ø.3!(3043! ‘0@K33!0‘00"3À"3!T‘0À"3@K3!x‘0@K3043!P#3¨3!.3H3 ÿÿàä2¸3!’0¸3€D3!,’0H.3h/3!P’0h/3€D3!Ø3˜#3!ÈD3 3!¼’0ÈD3ø/3!¨C3Ô2!“033!(“03x43!L“03è!3!p“0è!3x"3!”“0x43ðC3!¸“0¨C3ðC3!°/3ˆ3!Àã2ä2!$”0@03Àã2!H”0ä2àÿ2!èÐ2XÐ2!”0èÐ2XE3!´”0Ðè2°Õ2!ؔ0°Õ2`C3!ü”0€3@Ö2! •0@Ö2ØI3!D•0€23Ðè2!h•0ðé2à#3!Œ•0¸$3ðé2 ÿÿ°•0ðé2ÐB3!ԕ0ØI3€ê2!ø•0ë2À43!–0ØI3ë2!@–0˜í2¸$3 ÿÿd–0@B3xþ2!ˆ–0à#3(3!¬–0(3 J3!Ж0°3€3!ô–0p3€3!—0P3p3!<—0ˆB3P3!`—0%3¸$3 ÿÿ„—0@B3€23!¨—0ˆB3ÐB3!̗0 J3`C3!ð—0 J3XE3!0Ñ2Ø3ÿÿ8˜0è30Ñ2!\˜0Ò2Ø3ÿÿ€˜0àÒ2Ø3ÿÿ¤˜0x3àÒ2!Ș0¸Ó2è3!ì˜0 E3ØÔ2!™0øÞ2Ø3ÿÿ4™0øÞ2à,3!X™0ˆ93øÞ2!|™0Ðß2Ø3ÿÿ ™0Ðß2ÀF3!ę0¨à23!è™0¨à2Ø3ÿÿ š0¸63¨à2!0š0Xâ2Ø3ÿÿTš0p63Xâ2!xš0xã2Ø3ÿÿœš0xã2ø83!Àš0Pä2Ø3ÿÿäš0Ð93Pä2!›0¸å2Ø3ÿÿ,›073¸å2!P›0æ2Øæ2!t›0Øæ2Ø3ÿÿ˜›053Øæ2!¼›0øç2Ø3ÿÿà›0(63øç2!œ0ˆè2È3!(œ0¸3¨é2!Lœ08ê2Èê2!pœ08ê2Ø3ÿÿ”œ0˜538ê2!¸œ0 E3Èê2!ܜ0xì2Ø3ÿÿ0($3xì2 ÿÿ$0àí2Pí2 ÿÿH0Pí2 ô2 ÿÿl0`ò28ó2 ÿÿ0€ó28ó2 ÿÿ´0Xô28ó2 ÿÿ؝08ó2Ø3ÿÿü0 ô2Xô2 ÿÿ ž0Ø3°ù2ÿÿDž0xF3H3!hž0 3Ø3ÿÿŒž0ø3Ø3ÿÿ°ž0È3Ø3ÿÿԞ0X3Ø3ÿÿøž0¸3Ø3ÿÿŸ0H3Ø3ÿÿ@Ÿ0Ø3Ø3ÿÿdŸ0#3Ø3ÿÿˆŸ0 /3Ø3ÿÿ¬Ÿ0è33Ø3ÿÿП0 30F3!ôŸ0P53ø3! 073È3!< 0X3¨13!` 0H73X3!„ 0È23x3!¨ 0Ø73¸3!Ì 0H3h83!ð 0I3Ø3!¡0 83#3!8¡0 /3èE3!\¡0à53è33!€¡0°83èE3!¤¡0ÀF3@93!È¡00F3xF3!03 Ð2 ÿÿ¢003xÑ2!4¢0HÔ203!X¢0PG3HÔ2!|¢0PG3 33!À3Ð2 ÿÿÄ¢0À3ÀÑ2!è¢0Ô2À3! £0G3Ô2!0£0G3X33! Õ283 ÿÿx£0 Õ2C3!œ£0˜G383!À£0 3`13!ä£0`13Ð03!¤0˜G3`13!,¤033C3!8D3hÕ2!t¤0øÕ2ˆ03!˜¤0ˆ033!¼¤08D33!à¤013ˆ03!ð13¸3!823˜3!H%3xõ2!p¥0H%33!”¥0à3H%3!Xë2Ø@3!Ü¥0øA3Xë2!¦0øð2àG3!$¦0hJ3øð2!H¦0ÿ2°J3!l¦0øA3Ð3!¦0À3°J3!´¦0 99 ÿÿ
100 3Ø@3!ئ0 100 ÿÿÿÿDFT_CONFIGURATIONPARENTUNITSMILSPROBING_STRATEGYPARENTDFT_RULESPARENTDIF_FILEPARENTVIA_PREFIXVIATP_PART_TYPETP100TP_PART_TYPETP150TP_PREFIXTPTP_PREFIXPN_TPTP_PREFIXTP_SMDTH_PART_TYPEMTHOLE1TH_PART_TYPEMTHOLE2TH_PREFIXTHTH_PREFIXMHNC_NETN.C.INCLUDE_TPYESRETURN_OPTIONSPARENTAUTO_RETURNYESCLU_PLACE............CLUSTER_BUILDING_PASSDISABLEDCLU_MAX_SIZE.........8CLU_MIN_NUM..........1CREATE_NEW_CLUSTERS..YESBUILD_MODE...........COMPLETECLUSTER_PLACEMENT_PASSDISABLEDCREATE_PHASE.........ONIMPROVE_PHASE........OFFREFINE_PHASE.........ONITERATIONS...........50ATTEMPTS.............50SWAP_RATE............20EXPANSION............20ITERATIONS...........50ATTEMPTS.............50SWAP_RATE............0EXPANSION............20ITERATIONS...........50ATTEMPTS.............50SWAP_RATE............15EXPANSION............20EXPANSION............75PLACE_PHASE..........ONELIMINATE_PHASE......ONALIGN_PHASE..........ONITERATIONS...........50ATTEMPTS.............50SWAP_RATE............30EQUAL_RATE...........60REGRESS..............65WATCH................YESCONDITIONAL..........YESWATCH................YESAuto_Manual_Rules......1Place_Parts_Efforts....1Place_Parts_Position...2DisplayParts_Process...ONDisplayClusters_ProcessONPlace_Cluster_Position.2Place_Cluster_Efforts..1Unlimited_Parts_Number.OFFNETS_VISIBILITY........ONPLANENETS_VISIBILITY...ONKEEP_AWAY............21297900PARTS_PLACEMENT_PASSDISABLEDOVERLAPS_MAY_EXIST...NOIMPROVE..............NOATPP_CONFIGURATIONPARENTUNITSMILSPROBING_STRATEGYPARENTPROBE_TOP_SIDENOPROBE_VIASYESPROBE_NO_CONNECTNOATPP_RULESPARENTPROBE100DRILL_SIZE69ENABLENOPROBE75DRILL_SIZE43ENABLENOPROBE50DRILL_SIZE25ENABLEYESMIN_VIA_SIZE25MIN_PAD_SIZE25PIN_TO_PIN6PIN_TO_BOARD6PIN_TO_COMPONENT6DIF_FILEPARENTVIA_PREFIXVIATP_PART_TYPETP100TP_PART_TYPETP150TP_PREFIXTPTP_PREFIXPN_TPTP_PREFIXTP_SMDTH_PART_TYPEMTHOLE1TH_PART_TYPEMTHOLE2TH_PREFIXTHTH_PREFIXMHNC_NETN.C.INCLUDE_TPYESRETURN_OPTIONSPARENTAUTO_RETURNYESADD_TP_VIAS_ON_RETURNYESADD_MULTIPLE_FOR_POWERNETNOTP_VIA_TYPESTANDARDVIAPPCB_NOT_CONNECTED_NET_NAMENOT_CONNECTEDPROBE100DRILL_SIZE69ENABLENOPROBE75DRILL_SIZE43ENABLENOPROBE50DRILL_SIZE25ENABLEYESADD_MULTIPLE_FOR_POWERNETYESPROBE_TOP_SIDENOPROBE_VIASYESPROBE_NO_CONNECTNOPPCB_NOT_CONNECTED_NET_NAMENOT_CONNECTEDADD_TP_VIAS_ON_RETURNYESTP_VIA_TYPESTANDARDVIAMIN_PAD_SIZE25MIN_VIA_SIZE25PIN_TO_PIN6PIN_TO_BOARD6PIN_TO_COMPONENT6Øæ2˜ÿ2! °3Øæ2h3!D°3°ç2@3!h°3@3p3!Œ°3@3h3!â2Pÿ2!Ô°3Pÿ2 J3!ø°3,3¨C3!±3(-3 J3!@±3 J3¨C3!xF3ð3!ˆ±3xF3Ø.3!(3043!б3ÐK33!ô±30"3À"3!²3À"3ÐK3!<²3ÐK3043!P#3¨3!.3H3 ÿÿpå2¸3!̲3¸3èE3!ð²3H.3h/3!³3h/3èE3!Ø3˜#3!0F3 3!€³30F3ø/3!€D3°Õ2!ȳ333!ì³33x43!´33è!3!4´3è!3x"3!X´3x43ÈD3!|´3€D3ÈD3!°/3ˆ3!Pä2˜ä2!è´3@03Pä2! µ3˜ä2àÿ2!èÐ2€23!Tµ3˜Ò2Ò2!xµ3˜Ò2ÀF3!œµ3`é2`×2!Àµ3`×2XE3!äµ3€3ð×2!¶3ð×2hJ3!,¶3€23`é2!P¶3€ê2à#3!t¶3¸$3€ê2 ÿÿ˜¶3€ê2ˆB3!¼¶3hJ3ë2!à¶3 ë2À43!·3hJ3 ë2!(·3(î2¸$3 ÿÿL·3à#3(3!p·3(3°J3!”·3°3€3!¸·3p3€3!Ü·3P3p3!¸3@B3P3!$¸3%3¸$3 ÿÿH¸3@B3ˆB3!l¸3°J3XE3!¸3°J3ÀF3!XÐ20Ñ2!ظ30Ñ2Ø3ÿÿü¸3ˆ930Ñ2! ¹3àÒ2Ø3ÿÿD¹3è3àÒ2!h¹3¸Ó2Ø3ÿÿŒ¹3Ô2Ø3ÿÿ°¹3x3Ô2!Ô¹3hÕ2è3!ø¹3G3ˆÖ2!º38á23!@º38á2Ø3ÿÿdº3¸638á2!ˆº3èâ2Ø3ÿÿ¬º3p63èâ2!к3ä2Ø3ÿÿôº3ä2ø83!»3àä2Ø3ÿÿ<»3@93àä2!`»3Hæ2Ø3ÿÿ„»373Hæ2!¨»3 ç2hç2!Ì»3hç2Ø3ÿÿð»353hç2!¼3ˆè2Ø3ÿÿ8¼3(63ˆè2!\¼3é2È3!€¼3¸38ê2!¤¼3Èê2Xë2!ȼ3Èê2Ø3ÿÿì¼3˜53Èê2!½3G3Xë2!4½3í2Ø3ÿÿX½3($3í2 ÿÿ|½3pî2àí2 ÿÿ ½3àí20õ2 ÿÿĽ3ðò2Èó2 ÿÿè½3ô2Èó2 ÿÿ ¾3èô2Èó2 ÿÿ0¾3Èó2Ø3ÿÿT¾30õ2èô2 ÿÿx¾3Ø3@ú2ÿÿœ¾3àG3H3!À¾3 3Ø3ÿÿä¾3ø3Ø3ÿÿ¿3È3Ø3ÿÿ,¿3X3Ø3ÿÿP¿3¸3Ø3ÿÿt¿3H3Ø3ÿÿ˜¿3Ø3Ø3ÿÿ¼¿3#3Ø3ÿÿà¿3à,3Ø3ÿÿÀ3 /3Ø3ÿÿ(À3è33Ø3ÿÿLÀ3 3˜G3!pÀ3P53ø3!”À373È3!¸À3X3¨13!ÜÀ3H73X3!Á3È23x3!$Á3Ø73¸3!HÁ3H3h83!lÁ3ØI3Ø3!Á3 83#3!´Á38D3à,3!ØÁ3 /3PG3!üÁ3à53è33! Â3°83PG3!DÂ38D3Ð93!hÂ3˜G3àG3!03PÒ2 ÿÿ°Â303(Ó2!ÔÂ3øÕ203!øÂ3pH3øÕ2!Ã3pH3 33!À3ÀÑ2 ÿÿdÃ3À3pÓ2!ˆÃ3@Ö2À3!¬Ã3(H3@Ö2!ÐÃ3(H3X33!ÐÖ283 ÿÿÄ3ÐÖ2ðC3!<Ä3¸H383!`Ä3 3`13!„Ä3`13Ð03!¨Ä3¸H3`13!ÌÄ333ðC3!ÐB3×2!Å3¨×2ˆ03!8Å3ˆ033!\Å3ÐB33!€Å313ˆ03!ð13¸3!823˜3!H%3ö2!Æ3H%33!4Æ3à3H%3!èë2Ø@3!|Æ3øA3èë2! Æ3ˆñ2I3!ÄÆ3øJ3ˆñ2!èÆ3ÿ2@K3! Ç3øA3Ð3!0Ç3À3@K3!TÇ3
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359 KtI KÀ 359 KèL¨SP Kð
360 KàL S KP K˜IÄOP Kð 360 K˜I€ K KðL°Sð
361 KèL¨SP Kð 361 K K˜I° KP KøLèS° Kà K¼IÌOà K€ KLðSà K€ K¼I K° KLøS€ K° K¼I@ Kà KL S@ Kp KàIp K KL Sp K KàIO@K@ K L( S K@ KàIðKÐ K(LØ S  K  K  KPK0LxSÐ KÐ KÐcK` KÀLx S K K KK@L€ S0 K0 KLO KÀ K¸Lˆ S` K` Kð K0 KPL S K KÔO` K cK°L˜ SÀ KÀ K K K`L  Sð Kð K\ O Kð KhL¨ S K K  OÐ K€KpLpSPKPKPK°KxLhS€K€K€KàK€L`S°K°K°KKˆLXSàKàKàK@KLPSKKKpK˜LHS@K@K@K K L@SpKpKpKÐK¨L8S K K KOK°L0SÐKÐK0OK0K¸L  SKKK`KÀL˜ S0K0K0KKÈL° S`K`K`KÀKÐL SKKKðKØLˆ SÀKÀKK KàL¨ SðKðKðKPKèL S K K K€KðL SPKPKPK°KøL S€K€K€KàKL S°K°K°KKL( SàKàKàK@KL0 SKKKpKL8 S@K@K@K K L@ SpKpKpKÐK(LH S K K KÐ K0LX SÐKÐK0KðK8L¸ SKK`KK@L` S0K0KK0KHL€ S`K`KÀK`KPLh SKKðKKXLp SÀKÀKÀKÀK`Lx SðKðKPK KhLXS K KàO€K KpL`SPKPK¬O°KPKxLhS€K€KðOàK€K€LpS°K°K¼ OK°KˆLxSàKàK!O@KàKL€SKKÌ!OpKK˜LˆS@K@K"O K@K LSpKpKÜ"OÐKpK¨L˜S K K #OK K°L SÐKÐKì#O0KÐK¸L¨SKK0$O`KKÀL°S0K0Kü$OK0KÈL¸S`K`K@%OÀK`KÐLÀSKK &OðKKØLÈSÀKÀKP&O KÀKàLÐSðKðK'OPKðKèLØS K K`'O€K KðLàSPKPK,(O°KPKøLèS€K€Kp(OàK€KLðS°K°Kø(OK°KLøSàKàK€)O@KàKLSKK*OpKKLS@K@KÔ*O K@K LSpKpK+OÐKpK(LS K Kä+OK K0L SÐKÐK(,O0KÐK8L(SKKô,O`KK@L0S0K0K8-OK0KHL8S`K`K.OÀK`KPL@SKKH.OðKKXLHSÀKÀK/O KÀK`LPSðKðKX/OPKðKhLXS K K$0O€K KpL`SPKPKh0O°KPKxLhS€K€K41OàK€K€LpS°K°Kx1OK°KˆLxSàKàKD2O@KàKL€SKKˆ2OpKK˜LˆS@K@KT3O K@K LSpKpK˜3OÐKpK¨L˜S K Kd4OK K°L SÐKÐK¨4O0KÐK¸L¨SKKt5O`KKÀL°S0K0K¸5OK0KÈL¸S`K`K„6OÀK`KÐLÀSKKÈ6OðKKØLÈSÀKÀK”7O KÀKàLÐSðKðKØ7OPKðKèLØS K K¤8O€K KðLàSPKPKè8O°KPKøLèS€K€K´9OàK€KLðS°K°Kø9OK°KLøSàKàK€:O@KàKLSKK;OpKKLS@K@K;O K@K LSpKpK<OÐKpK(LS K K <OK K0L SÐKÐKä<O0KÐK8L(SKKl=O`KK@L0S0K0Kô=OK0KHL8S`K`K|>OÀK`KPL@SKKÀ>OðKKXLHSÀKÀKH?O KÀK`LPSðKðKŒ?OP KðKhLXS K K@O€ K KpL`SP KP Kœ@O° KP KxLhS€ K€ K$AOà K€ K€LpS° K° K¬AO!K° KˆLxSà Kà K4BO@!Kà KL€S!K!K¼BOp!K!K˜LˆS@!K@!KDCO !K@!K LSp!Kp!KÌCOÐ!Kp!K¨L˜S !K !KTDO"K !K°L SÐ!KÐ!KÜDO0"KÐ!K¸L¨S"K"KdEO`"K"KÀL°S0"K0"KìEO"K0"KÈL¸S`"K`"KtFOÀ"K`"KÐLÀS"K"K¸FOð"K"KØLÈSÀ"KÀ"K@GO #KÀ"KàLÐSð"Kð"KÈGOP#Kð"KèLØS #K #KPHO€#K #KðLàSP#KP#KØHO°#KP#KøLèS€#K€#K`IOà#K€#KLðS°#K°#KèIO$K°#KLøSà#Kà#KpJO@$Kà#KLS$K$KøJOp$K$KLS@$K@$K€KO $K@$K LSp$Kp$KLOÐ$Kp$K(LS $K $KLO%K $K0L SÐ$KÐ$KMO0%KÐ$K8L(S%K%K MO`%K%K@L0S0%K0%K(NO%K0%KHL8S`%K`%K°NOÀ%K`%KPL@S%K%K8OOð%K%KXLHSÀ%KÀ%KÀOO &KÀ%K`LPSð%Kð%KHPOP&Kð%KhLXS &K &KÐPO€&K &KpL`SP&KP&KXQO°&KP&KxLhS€&K€&KàQOà&K€&K€LpS°&K°&K$RO'K°&KˆLxSà&Kà&K¬RO@'Kà&KL€S'K'KðROp'K'K˜LˆS@'K@'KxSO 'K@'K LSp'Kp'KTOÐ'Kp'K¨L˜S 'K 'KÌTO(K 'K°L SÐ'KÐ'KUO0(KÐ'K¸L¨S(K(KÜUO`(K(KÀL°S0(K0(K VO(K0(KÈL¸S`(K`(KìVOÀ(K`(KÐLÀS(K(K0WOð(K(KØLÈSÀ(KÀ(KüWO )KÀ(KàLÐSð(Kð(K@XOP)Kð(KèLØS )K )K YO€)K )KðLàSP)KP)KPYO°)KP)KøLèS€)K€)KZOà)K€)KLðS°)K°)K`ZO*K°)KLøSà)Kà)K,[O@*Kà)KLS*K*Kp[Op*K*KLS@*K@*K<\O *K@*K LSp*Kp*K€\OÐ*Kp*K(LS *K *KL]O+K *K0L SÐ*KÐ*K]O0+KÐ*K8L(S+K+K\^O`+K+K@L0S0+K0+K ^O+K0+KHL8S`+K`+Kl_OÀ+K`+KPL@S+K+K°_Oð+K+KXLHSÀ+KÀ+K|`O ,KÀ+K`LPSð+Kð+KÀ`OP,Kð+KhLXS ,K ,KHaO€,K ,KpL`SP,KP,KÐaO°,KP,KxLhS€,K€,KXbOà,K€,K€LpS°,K°,KàbO-K°,KˆLxSà,Kà,K¬cO@-Kà,KL€S-K-KðcOp-K-K˜LˆS@-K@-KxdO -K@-K LSp-Kp-KDeOÐ-Kp-K¨L˜S -K -KˆeO.K -K°L SÐ-KÐ-KfO0.KÐ-K¸L¨S.K.KÜfO`.K.KÀL°S0.K0.K gO.K0.KÈL¸S`.K`.K¨gOÀ.K`.KÐLÀS.K.K0hOð.K.KØLÈSÀ.KÀ.K¸hO /KÀ.KàLÐSð.Kð.K@iOP/Kð.KèLØS /K /KÈiO€/K /KðLàSP/KP/K”jO°/KP/KøLèS€/K€/KØjOà/K€/KLðS°/K°/K`kO0K°/KLøSà/Kà/K,lO@0Kà/KLS0K0KplOp0K0KLS@0K@0KølO 0K@0K LSp0Kp0KÄmOÐ0Kp0K(LS 0K 0KnO1K 0K0L SÐ0KÐ0KnO01KÐ0K8L(S1K1K\oO`1K1K@L0S01K01K oO1K01KHL8S`1K`1KlpOÀ1K`1KPL@S1K1K°pOð1K1KXLHSÀ1KÀ1K|qO 2KÀ1K`LPSð1Kð1KÀqOP2Kð1KhLXS 2K 2KŒrO€2K 2KpL`SP2KP2KÐrO°2KP2KxLhS€2K€2KœsOà2K€2K€LpS°2K°2KàsO3K°2KˆLxSà2Kà2K¬tO@3Kà2KL€S3K3KðtOp3K3K˜LˆS@3K@3KxuO 3K@3K LSp3Kp3KvOÐ3Kp3K¨L˜S 3K 3KˆvO4K 3K°L SÐ3KÐ3KwO04KÐ3K¸L¨S4K4K˜wO`4K4KÀL°S04K04K xO4K04KÈL¸S`4K`4KìxOÀ4K`4KÐLÀS4K4K0yOð4K4KØLÈSÀ4KÀ4KüyO 5KÀ4KàLÐSð4Kð4K@zOP5Kð4KèLØS 5K 5K {O€5K 5KðLàSP5KP5KP{O°5KP5KøLèS€5K€5K|Oà5K€5K LðS°5K°5K`|O6K°5K LøSà5Kà5K,}O@6Kà5K LS6K6Kp}Op6K6K LS@6K@6K<~O 6K@6K LSp6Kp6K€~OÐ6Kp6K( LS 6K 6KLO7K 6K0 L SÐ6KÐ6KO07KÐ6K8 L(S7K7K\€O`7K7K@ L0S07K07K €O7K07KH L8S`7K`7KlOÀ7K`7KP L@S7K7K°Oð7K7KX LHSÀ7KÀ7K|‚O 8KÀ7K` LPSð7Kð7KÀ‚OP8Kð7Kh LXS 8K 8KŒƒO€8K 8Kp L`SP8KP8KЃO°8KP8Kx LhS€8K€8Kœ„Oà8K€8K€ LpS°8K°8Kà„O9K°8Kˆ LxSà8Kà8Kh…O@9Kà8K L€S9K9Kð…Op9K9K˜ LˆS@9K@9Kx†O 9K@9K  LSp9Kp9KD‡OÐ9Kp9K¨ L˜S 9K 9Kˆ‡O:K 9K° L SÐ9KÐ9KˆO0:KÐ9K¸ L¨S:K:K˜ˆO`:K:KÀ L°S0:K0:K ‰O:K0:KÈ L¸S`:K`:K¨‰OÀ:K`:KÐ LÀS:K:KtŠOð:K:KØ LÈSÀ:KÀ:K¸ŠO ;KÀ:Kà LÐSð:Kð:K@‹OP;Kð:Kè LØS ;K ;K ŒO€;K ;Kð LàSP;KP;KPŒO°;KP;Kø LèS€;K€;KOà;K€;K
362 K˜I€ K KðL°Sð 362 LðS°;K°;K`O<K°;K
363 K K˜I° KP KøLèS° Kà K¼IÔOà K€ KLðSà K€ K¼I K° KLøS€ K° K¼I@ Kà KL S@ Kp KàIp K KL Sp K KàI O@K@ K L( S K@ KàIðKÐ K(LØ S  K  K  KPK0LxSÐ KÐ KÐcK` KÀLx S K K KK@L€ S0 K0 KLO KÀ K¸Lˆ S` K` Kð K0 KPL S K KÔO` K cK°L˜ SÀ KÀ K K K`L  Sð Kð K\ O Kð KhL¨ S K K  OÐ K€KpLpSPKPKPK°KxLhS€K€K€KàK€L`S°K°K°KKˆLXSàKàKàK@KLPSKKKpK˜LHS@K@K@K K L@SpKpKpKÐK¨L8S K K KOK°L0SÐKÐK0OK0K¸L  SKKK`KÀL˜ S0K0K0KKÈL° S`K`K`KÀKÐL SKKKðKØLˆ SÀKÀKK KàL¨ SðKðKðKPKèL S K K K€KðL SPKPKPK°KøL S€K€K€KàKL S°K°K°KKL( SàKàKàK@KL0 SKKKpKL8 S@K@K@K K L@ SpKpKpKÐK(LH S K K KÐ K0LX SÐKÐK0KðK8L¸ SKK`KK@L` S0K0KK0KHL€ S`K`KÀK`KPLh SKKðKKXLp SÀKÀKÀKÀK`Lx SðKðKPK KhLXS K KàO€K KpL`SPKPK¬O°KPKxLhS€K€KðOàK€K€LpS°K°K¼ OK°KˆLxSàKàK!O@KàKL€SKKÌ!OpKK˜LˆS@K@K"O K@K LSpKpKÜ"OÐKpK¨L˜S K K #OK K°L SÐKÐKì#O0KÐK¸L¨SKK0$O`KKÀL°S0K0Kü$OK0KÈL¸S`K`K@%OÀK`KÐLÀSKK &OðKKØLÈSÀKÀKP&O KÀKàLÐSðKðK'OPKðKèLØS K K`'O€K KðLàSPKPK,(O°KPKøLèS€K€Kp(OàK€KLðS°K°Kø(OK°KLøSàKàK€)O@KàKLSKK*OpKKLS@K@KÔ*O K@K LSpKpK+OÐKpK(LS K Kä+OK K0L SÐKÐK(,O0KÐK8L(SKKô,O`KK@L0S0K0K8-OK0KHL8S`K`K.OÀK`KPL@SKKH.OðKKXLHSÀKÀK/O KÀK`LPSðKðKX/OPKðKhLXS K K$0O€K KpL`SPKPKh0O°KPKxLhS€K€K41OàK€K€LpS°K°Kx1OK°KˆLxSàKàKD2O@KàKL€SKKˆ2OpKK˜LˆS@K@KT3O K@K LSpKpK˜3OÐKpK¨L˜S K Kd4OK K°L SÐKÐK¨4O0KÐK¸L¨SKKt5O`KKÀL°S0K0K¸5OK0KÈL¸S`K`K„6OÀK`KÐLÀSKKÈ6OðKKØLÈSÀKÀK”7O KÀKàLÐSðKðKØ7OPKðKèLØS K K¤8O€K KðLàSPKPKè8O°KPKøLèS€K€K´9OàK€KLðS°K°Kø9OK°KLøSàKàK€:O@KàKLSKK;OpKKLS@K@K;O K@K LSpKpK<OÐKpK(LS K K <OK K0L SÐKÐKä<O0KÐK8L(SKKl=O`KK@L0S0K0Kô=OK0KHL8S`K`K|>OÀK`KPL@SKKÀ>OðKKXLHSÀKÀKH?O KÀK`LPSðKðKŒ?OP KðKhLXS K K@O€ K KpL`SP KP Kœ@O° KP KxLhS€ K€ K$AOà K€ K€LpS° K° K¬AO!K° KˆLxSà Kà K4BO@!Kà KL€S!K!K¼BOp!K!K˜LˆS@!K@!KDCO !K@!K LSp!Kp!KÌCOÐ!Kp!K¨L˜S !K !KTDO"K !K°L SÐ!KÐ!KÜDO0"KÐ!K¸L¨S"K"KdEO`"K"KÀL°S0"K0"KìEO"K0"KÈL¸S`"K`"KtFOÀ"K`"KÐLÀS"K"K¸FOð"K"KØLÈSÀ"KÀ"K@GO #KÀ"KàLÐSð"Kð"KÈGOP#Kð"KèLØS #K #KPHO€#K #KðLàSP#KP#KØHO°#KP#KøLèS€#K€#K`IOà#K€#KLðS°#K°#KèIO$K°#KLøSà#Kà#KpJO@$Kà#KLS$K$KøJOp$K$KLS@$K@$K€KO $K@$K LSp$Kp$KLOÐ$Kp$K(LS $K $KLO%K $K0L SÐ$KÐ$KMO0%KÐ$K8L(S%K%K MO`%K%K@L0S0%K0%K(NO%K0%KHL8S`%K`%K°NOÀ%K`%KPL@S%K%K8OOð%K%KXLHSÀ%KÀ%KÀOO &KÀ%K`LPSð%Kð%KHPOP&Kð%KhLXS &K &KÐPO€&K &KpL`SP&KP&KXQO°&KP&KxLhS€&K€&KàQOà&K€&K€LpS°&K°&K$RO'K°&KˆLxSà&Kà&K¬RO@'Kà&KL€S'K'KðROp'K'K˜LˆS@'K@'KxSO 'K@'K LSp'Kp'KTOÐ'Kp'K¨L˜S 'K 'KÌTO(K 'K°L SÐ'KÐ'KUO0(KÐ'K¸L¨S(K(KÜUO`(K(KÀL°S0(K0(K VO(K0(KÈL¸S`(K`(KìVOÀ(K`(KÐLÀS(K(K0WOð(K(KØLÈSÀ(KÀ(KüWO )KÀ(KàLÐSð(Kð(K@XOP)Kð(KèLØS )K )K YO€)K )KðLàSP)KP)KPYO°)KP)KøLèS€)K€)KZOà)K€)KLðS°)K°)K`ZO*K°)KLøSà)Kà)K,[O@*Kà)KLS*K*Kp[Op*K*KLS@*K@*K<\O *K@*K LSp*Kp*K€\OÐ*Kp*K(LS *K *KL]O+K *K0L SÐ*KÐ*K]O0+KÐ*K8L(S+K+K\^O`+K+K@L0S0+K0+K ^O+K0+KHL8S`+K`+Kl_OÀ+K`+KPL@S+K+K°_Oð+K+KXLHSÀ+KÀ+K|`O ,KÀ+K`LPSð+Kð+KÀ`OP,Kð+KhLXS ,K ,KHaO€,K ,KpL`SP,KP,KÐaO°,KP,KxLhS€,K€,KXbOà,K€,K€LpS°,K°,KàbO-K°,KˆLxSà,Kà,K¬cO@-Kà,KL€S-K-KðcOp-K-K˜LˆS@-K@-KxdO -K@-K LSp-Kp-KDeOÐ-Kp-K¨L˜S -K -KˆeO.K -K°L SÐ-KÐ-KfO0.KÐ-K¸L¨S.K.KÜfO`.K.KÀL°S0.K0.K gO.K0.KÈL¸S`.K`.K¨gOÀ.K`.KÐLÀS.K.K0hOð.K.KØLÈSÀ.KÀ.K¸hO /KÀ.KàLÐSð.Kð.K@iOP/Kð.KèLØS /K /KÈiO€/K /KðLàSP/KP/K”jO°/KP/KøLèS€/K€/KØjOà/K€/KLðS°/K°/K`kO0K°/KLøSà/Kà/K,lO@0Kà/KLS0K0KplOp0K0KLS@0K@0KølO 0K@0K LSp0Kp0KÄmOÐ0Kp0K(LS 0K 0KnO1K 0K0L SÐ0KÐ0KnO01KÐ0K8L(S1K1K\oO`1K1K@L0S01K01K oO1K01KHL8S`1K`1KlpOÀ1K`1KPL@S1K1K°pOð1K1KXLHSÀ1KÀ1K|qO 2KÀ1K`LPSð1Kð1KÀqOP2Kð1KhLXS 2K 2KŒrO€2K 2KpL`SP2KP2KÐrO°2KP2KxLhS€2K€2KœsOà2K€2K€LpS°2K°2KàsO3K°2KˆLxSà2Kà2K¬tO@3Kà2KL€S3K3KðtOp3K3K˜LˆS@3K@3KxuO 3K@3K LSp3Kp3KvOÐ3Kp3K¨L˜S 3K 3KˆvO4K 3K°L SÐ3KÐ3KwO04KÐ3K¸L¨S4K4K˜wO`4K4KÀL°S04K04K xO4K04KÈL¸S`4K`4KìxOÀ4K`4KÐLÀS4K4K0yOð4K4KØLÈSÀ4KÀ4KüyO 5KÀ4KàLÐSð4Kð4K@zOP5Kð4KèLØS 5K 5K {O€5K 5KðLàSP5KP5KP{O°5KP5KøLèS€5K€5K|Oà5K€5K LðS°5K°5K`|O6K°5K LøSà5Kà5K,}O@6Kà5K LS6K6Kp}Op6K6K LS@6K@6K<~O 6K@6K LSp6Kp6K€~OÐ6Kp6K( LS 6K 6KLO7K 6K0 L SÐ6KÐ6KO07KÐ6K8 L(S7K7K\€O`7K7K@ L0S07K07K €O7K07KH L8S`7K`7KlOÀ7K`7KP L@S7K7K°Oð7K7KX LHSÀ7KÀ7K|‚O 8KÀ7K` LPSð7Kð7KÀ‚OP8Kð7Kh LXS 8K 8KŒƒO€8K 8Kp L`SP8KP8KЃO°8KP8Kx LhS€8K€8Kœ„Oà8K€8K€ LpS°8K°8Kà„O9K°8Kˆ LxSà8Kà8Kh…O@9Kà8K L€S9K9Kð…Op9K9K˜ LˆS@9K@9Kx†O 9K@9K  LSp9Kp9KD‡OÐ9Kp9K¨ L˜S 9K 9Kˆ‡O:K 9K° L SÐ9KÐ9KˆO0:KÐ9K¸ L¨S:K:K˜ˆO`:K:KÀ L°S0:K0:K ‰O:K0:KÈ L¸S`:K`:K¨‰OÀ:K`:KÐ LÀS:K:KtŠOð:K:KØ LÈSÀ:KÀ:K¸ŠO ;KÀ:Kà LÐSð:Kð:K@‹OP;Kð:Kè LØS ;K ;K ŒO€;K ;Kð LàSP;KP;KPŒO°;KP;Kø LèS€;K€;KOà;K€;K 363 LøSà;Kà;K,ŽO@<Kà;K
364 LðS°;K°;K`O<K°;K 364 LS<K<KpŽOp<K<K
365 LøSà;Kà;K,ŽO@<Kà;K 365 LS@<K@<K<O <K@<K
366 LS<K<KpŽOp<K<K 366 LSp<Kp<K€OÐ<Kp<K(
367 LS@<K@<K<O <K@<K 367 LS <K <KLO=K <K0
368 LSp<Kp<K€OÐ<Kp<K( 368 L SÐ<KÐ<KO0=KÐ<K8
369 LS <K <KLO=K <K0 369 L(S=K=K\‘O`=K=K@
370 L SÐ<KÐ<KO0=KÐ<K8 370 L0S0=K0=K ‘O=K0=KH
371 L(S=K=K\‘O`=K=K@ 371 L8S`=K`=Kl’OÀ=K`=KP
372 L0S0=K0=K ‘O=K0=KH 372 L@S=K=K°’Oð=K=KX
373 L8S`=K`=Kl’OÀ=K`=KP 373 LHSÀ=KÀ=K|“O >KÀ=K`
374 L@S=K=K°’Oð=K=KX 374 LPSð=Kð=KÀ“OP>Kð=Kh
375 LHSÀ=KÀ=K|“O >KÀ=K` 375 LXS >K >KŒ”O€>K >Kp
376 LPSð=Kð=KÀ“OP>Kð=Kh 376 L`SP>KP>KДO°>KP>Kx
377 LXS >K >KŒ”O€>K >Kp 377 LhS€>K€>KX•Oà>K€>K€
378 L`SP>KP>KДO°>KP>Kx 378 LpS°>K°>Kà•O?K°>Kˆ
379 LhS€>K€>KX•Oà>K€>K€ 379 LxSà>Kà>K¬–O@?Kà>K
380 LpS°>K°>Kà•O?K°>Kˆ 380 L€S?K?Kð–Op?K?K˜
381 LxSà>Kà>K¬–O@?Kà>K 381 LˆS@?K@?K¼—O ?K@?K 
382 L€S?K?Kð–Op?K?K˜ 382 LSp?Kp?K˜OÐ?Kp?K¨
383 LˆS@?K@?K¼—O ?K@?K  383 L˜S ?K ?K̘O@K ?K°
384 LSp?Kp?K˜OÐ?Kp?K¨ 384 L SÐ?KÐ?K™O0@KÐ?K¸
385 L˜S ?K ?K̘O@K ?K° 385 L¨S@K@KܙO`@K@KÀ
386 L SÐ?KÐ?K™O0@KÐ?K¸ 386 L°S0@K0@K šO@K0@KÈ
387 L¨S@K@KܙO`@K@KÀ 387 L¸S`@K`@KìšOÀ@K`@KÐ
388 L°S0@K0@K šO@K0@KÈ 388 LÀS@K@K0›Oð@K@KØ
389 L¸S`@K`@KìšOÀ@K`@KÐ 389 LÈSÀ@KÀ@Kü›O AKÀ@Kà
390 LÀS@K@K0›Oð@K@KØ 390 LÐSð@Kð@K@œOPAKð@Kè
391 LÈSÀ@KÀ@Kü›O AKÀ@Kà 391 LØS AK AK O€AK AKð
392 LÐSð@Kð@K@œOPAKð@Kè 392 LàSPAKPAKPO°AKPAKø
393 LØS AK AK O€AK AKð 393 LèS€AK€AKžOàAK€AK LðS°AK°AK`žOBK°AK LøSàAKàAK,ŸO@BKàAK LSBKBKpŸOpBKBK LS@BK@BKøŸO BK@BK LSpBKpBK€ OÐBKpBK( LS BK BK¡OCK BK0 L SÐBKÐBK¡O0CKÐBK8 L(SCKCK¢O`CKCK@ L0S0CK0CK ¢OCK0CKH L8S`CK`CK(£OÀCK`CKP L@SCKCK°£OðCKCKX LHSÀCKÀCK8¤O DKÀCK` LPSðCKðCKÀ¤OPDKðCKh LXS DK DKH¥O€DK DKp L`SPDKPDKÐ¥O°DKPDKx LhS€DK€DKX¦OàDK€DK€ LpS°DK°DKà¦OEK°DKˆ LxSàDKàDKh§O@EKàDK L€SEKEKð§OpEKEK˜ LˆS@EK@EKx¨O EK@EK  LSpEKpEK©OÐEKpEK¨ L˜S EK EKˆ©OFK EK° L SÐEKÐEKªO0FKÐEK¸ L¨SFKFK˜ªO`FKFKÀ L°S0FK0FK «OFK0FKÈ L¸S`FK`FK¨«OÀFK`FKÐ LÀSFKFK0¬OðFKFKØ LÈSÀFKÀFK¸¬O GKÀFKà LÐSðFKðFK@­OPGKðFKè LØS GK GKÈ­O€GK GKð LàSPGKPGKP®O°GKPGKø LèS€GK€GKØ®OàGK€GK LðS°GK°GK`¯OHK°GK LøSàGKàGKè¯O@HKàGK LSHKHKp°OpHKHK LS@HK@HKø°O HK@HK LSpHKpHK€±OÐHKpHK( LS HK HK²OIK HK0 L SÐHKÐHK²O0IKÐHK8 L(SIKIK³O`IKIK@ L0S0IK0IK ³OIK0IKH L8S`IK`IK(´OÀIK`IKP L@SIKIK°´OðIKIKX LHSÀIKÀIK8µO JKÀIK` LPSðIKðIKÀµOPJKðIKh LXS JK JKH¶O€JK JKp L`SPJKPJKжO°JKPJKx LhS€JK€JKX·OàJK€JK€ LpS°JK°JKà·OKK°JKˆ LxSàJKàJKh¸O@KKàJK L€SKKKKð¸OpKKKK˜ LˆS@KK@KKx¹O KK@KK  LSpKKpKKºOÐKKpKK¨ L˜S KK KKˆºOLK KK° L SÐKKÐKK»O0LKÐKK¸ L¨SLKLK˜»O`LKLKÀ L°S0LK0LK ¼OLK0LKÈ L¸S`LK`LKì¼OÀLK`LKÐ LÀSLKLK0½OðLKLKØ LÈSÀLKÀLK¸½O MKÀLKà LÐSðLKðLK@¾OPMKðLKè LØS MK MK ¿O€MK MKð LàSPMKPMKP¿O°MKPMKø LèS€MK€MKØ¿OàMK€MK LðS°MK°MK`ÀONK°MK LøSàMKàMKèÀO@NKàMK LSNKNKpÁOpNKNK LS@NK@NKøÁO NK@NK LSpNKpNK€ÂOÐNKpNK( LS NK NKÃOOK NK0 L SÐNKÐNKÃOÐKÐNK8 L(SOKOKÄO`OKK@ L€S0OK0OKOK0OKH LˆS`OK`OKÀOK`OKP LSOKOKðOKOKX L˜SÀOKÀOK PKÀOK` L SðOKðOKPPKðOKh L¨S PK PK€PK PKp L°SPPKPPK°PKPPKx L¸S€PK€PKàPK€PK€ LÀS°PK°PKQK°PKˆ LÈSàPKàPK@QKàPK LÐSQKQKpQKQK˜ LØS@QK@QK QK@QK  LàSpQKpQKÐQKpQK¨ LèS QK QKRK QK° LðSÐQKÐQK0RKÐQK¸ LøSRKRK`RKRKÀ LS0RK0RKRK0RKÈ LS`RK`RKÀRK`RKÐ LSRKRKðRKRKØ LSÀRKÀRK SKÀRKà L SðRKðRKPSKðRKè L(S SK SK€SK SKð L0SPSKPSK°SKPSKø L8S€SK€SKàSK€SKL@S°SK°SKTK°SKLHSàSKàSK@TKàSKLPSTKTKpTKTKLXS@TK@TK TK@TK L`SpTKpTKÐTKpTK(LhS TK TKUK TK0LpSÐTKÐTK0UKÐTK8LxSUKUK`UKUK@L€S0UK0UKUK0UKHLˆS`UK`UKÀUK`UKPLSUKUKðUKUKXL˜SÀUKÀUK VKÀUK`L SðUKðUKPVKðUKhL¨S VK VK€VK VKpL°SPVKPVK°VKPVKxL¸S€VK€VKàVK€VK€LÀS°VK°VKWK°VKˆLÈSàVKàVK@WKàVKLÐSWKWKpWKWK˜LØS@WK@WK WK@WK LàSpWKpWKÐWKpWK¨LèS WK WKXK WK°LðSÐWKÐWK0XKÐWK¸LøSXKXK`XKXKÀLS0XK0XKXK0XKÈLS`XK`XKÀXK`XKÐLSXKXKðXKXKØLSÀXKÀXK YKÀXKàL SðXKðXKPYKðXKèL(S YK YK€YK YKðL0SPYKPYK°YKPYKøL8S€YK€YKàYK€YKL@S°YK°YKZK°YKLHSàYKàYK@ZKàYKLPSZKZKpZKZKLXS@ZK@ZK ZK@ZK L`SpZKpZKÐZKpZK(LhS ZK ZK[K ZK0LpSÐZKÐZK0[KÐZK8LxS[K[K`[K[K@L€S0[K0[K[K0[KHLˆS`[K`[KÀ[K`[KPLS[K[KˆËOð[K[KXL°SÀ[KÀ[KÜÌO \KÀ[K`L¸Sð[Kð[KP\Kð[KhLÀS \K \K€\K \KpLÈSP\KP\K°\KP\KxLÐS€\K€\Kà\K€\K€LØS°\K°\K]K°\KˆLàSà\Kà\K@]Kà\KLèS]K]Kp]K]K˜LðS@]K@]K ]K@]K LøSp]Kp]KÐ]Kp]K¨LS ]K ]K^K ]K°LSÐ]KÐ]K0^KÐ]K¸LS^K^K`^K^KÀLS0^K0^K^K0^KÈL S`^K`^KÀ^K`^KÐL(S^K^Kð^K^KØL0SÀ^KÀ^K _KÀ^KàL8Sð^Kð^KP_Kð^KèL@S _K _K€_K _KðLHSP_KP_K°_KP_KøLPS€_K€_Kà_K€_KLXS°_K°_K`K°_KL`Sà_Kà_K@`Kà_KLhS`K`K0ÎOp`K`KLpS@`K@`K `K@`K LxSp`Kp`KÐ`Kp`K(L€S `K `KaK `K0LˆSÐ`KÐ`K0aKÐ`K8LSaKaK`aKaK@L˜S0aK0aKaK0aKHL S`aK`aKÀaK`aKPL¨SaKaKðaKaKXL°SÀaKÀaK bKÀaK`L¸SðaKðaKPbKðaKhLÀS bK bK€bK bKpLÈSPbKPbK°bKPbKxLÐS€bK€bKàbK€bK€LØS°bK°bKcK°bKˆLàSàbKàbK@cKàbKLèScKcKpcKcK˜LðS@cK@cK cK@cK LøSpcKpcKÀ KpcK¨LS cK cKdK KÈLSÐcKÐcK0dKÐcKÐLSdKdK`dKdKØLS0dK0dKdK0dKàL S`dK`dKÀdK`dKèL(SdKdKðdKdKðL0SÀdKÀdK eKÀdKøL8SðdKðdKPeKðdKL@S eK eK€eK eKLHSPeKPeK°eKPeKLPS€eK€eKàeK€eKLXS°eK°eKfK°eK L`SàeKàeK@fKàeK(LhSfKfKpfKfK0LpS@fK@fK fK@fK8LxSpfKpfKÐfKpfK@L€S fK fKgK fKHLˆSÐfKÐfK0gKÐfKPLSgKgK`gKgKXL˜S0gK0gKgK0gK`L S`gK`gKÀgK`gKhL¨SgKgKðgKgKpL°SÀgKÀgK hKÀgKxL¸SðgKðgKPhKðgK€LÀS hK hK€hK hKˆLÈSPhKPhK°hKPhKLÐS€hK€hKàhK€hK˜LØS°hK°hKiK°hK LàSàhKàhK@iKàhK¨LèSiKiKpiKiK°LðS@iK@iK iK@iK¸LøSpiKpiKÐiKpiKÀLS iK iKjK iKÈLSÐiKÐiK0jKÐiKÐLSjKjK`jKjKØLS0jK0jKjK0jKàL S`jK`jKÀjK`jKèL(SjKjKðjKjKðL0SÀjKÀjK kKÀjKøL8SðjKðjKPkKðjKL@S kK kK€kK kKLHSPkKPkK°kKPkKLPS€kK€kKàkK€kKLXS°kK°kKlK°kK L`SàkKàkK@lKàkK(LhSlKlKplKlK0LpS@lK@lK lK@lK8LxSplKplKÐlKplK@L€S lK lKmK lKHLˆSÐlKÐlK0mKÐlKPLSmKmK`mKmKXL˜S0mK0mKmK0mK`L S`mK`mKÀmK`mKhL¨SmKmKðmKmKpL°SÀmKÀmK nKÀmKxL¸SðmKðmKPnKðmK€LÀS nK nK€nK nKˆLÈSPnKPnK°nKPnKLÐS€nK€nKànK€nK˜LØS°nK°nKoK°nK LàSànKànK@oKànK¨LèSoKoKpoKoK°LðS@oK@oK oK@oK¸LøSpoKpoKÐoKpoKÀLS oK oKpK oKÈLSÐoKÐoK0pKÐoKÐLSpKpK`pKpKØLS0pK0pKpK0pKàL S`pK`pKÀpK`pKèL(SpKpKðpKpKðL0SÀpKÀpK qKÀpKøL8SðpKðpKPqKðpKL@S qK qK€qK qKLHSPqKPqK°qKPqKLPS€qK€qKàqK€qKLXS°qK°qKrK°qK L`SàqKàqK@rKàqK(LhSrKrKprKrK0LpS@rK@rK rK@rK8LxSprKprKÐrKprK@L€S rK rKsK rKHLˆSÐrKÐrK0sKÐrKPLSsKsK`sKsKXL˜S0sK0sKsK0sK`L S`sK`sKÀsK`sKhL¨SsKsKðsKsKpL°SÀsKÀsK tKÀsKxL¸SðsKðsKPtKðsK€LÀS tK tK€tK tKˆLÈSPtKPtK°tKPtKLÐS€tK€tKàtK€tK˜LØS°tK°tKuK°tK LàSàtKàtK@uKàtK¨LèSuKuKpuKuK°LðS@uK@uK uK@uK¸LøSpuKpuKÐuKpuKÀLS uK uKvK uKÈLSÐuKÐuK0vKÐuKÐLSvKvK`vKvKØLS0vK0vKvK0vKàL S`vK`vKÀvK`vKèL(SvKvKðvKvKðL0SÀvKÀvK wKÀvKøL8SðvKðvKPwKðvKL@S wK wK€wK wKLHSPwKPwK°wKPwKLPS€wK€wKàwK€wKLXS°wK°wKxK°wK L`SàwKàwK@xKàwK(LhSxKxKpxKxK0LpS@xK@xK xK@xK8LxSpxKpxKÐxKpxK@L€S xK xKyK xKHLˆSÐxKÐxK0yKÐxKPLSyKyK`yKyKXL˜S0yK0yKyK0yK`L S`yK`yKÀyK`yKhL¨SyKyKðyKyKpL°SÀyKÀyK zKÀyKxL¸SðyKðyKPzKðyK€LÀS zK zK€zK 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569 ܇O‡Oˆ‡O‡OàPD‡OD‡O‡OtŠOœ„Ol 569 Ü0ŠO0ŠO¸ŠO0ŠO  PtŠOtŠO0ŠO ŒOD‡Ol
570 ÜD‡OD‡Op9K̇OD‡OðP‡O‡O¼†OˆOh…OL܈‡Oˆ‡O 9KˆOˆ‡O ṖȮOˆOTˆO¼†OÜ̇ȮOTˆȮO PˆOˆȮO¸ŠOˆ‡OL܈OˆOÐ9K˜ˆOˆO PTˆOTˆO˜ˆO܈ȮOÜTˆOTˆO܈OTˆO0 P˜ˆO˜ˆOTˆO ‰Ox†O€Ü˜ˆO˜ˆO:K ‰O˜ˆO@ P܈O܈O ‰Od‰OTˆOÜ܈O܈Od‰O܈OP P ‰O ‰O܈O¨‰O˜ˆO€Ü ‰O ‰O0:K¨‰O ‰O` Pd‰Od‰O¨‰Oì‰O܈OÜd‰Od‰Oì‰Od‰Op P¨‰O¨‰Od‰O@‹O ‰O€Ü¨‰O¨‰O`:K0ŠO¨‰O€ Pì‰Oì‰O0ŠOüŠOd‰OÜì‰Oì‰OtŠOì‰O P¸ŠO¸ŠOì‰OtŠOȋO‡O( 570 ÜtŠOtŠO:KüŠOtŠO° P0ŠO0ŠOì‰OPŒOˆOLܸŠO¸ŠOÀ:K@‹O¸ŠOÀ PüŠOüŠO@‹O„‹Oì‰OÜüŠOüŠO„‹OüŠOÐ P@‹O@‹OüŠOà•O¨‰O€Ü@‹O@‹Oð:KȋO@‹Oà P„‹O„‹OȋO”ŒOüŠOÜ„‹O„‹O ŒO„‹Oð PPŒOPŒO„‹O ŒO،O0ŠO(
571 Ü0ŠO0ŠO¸ŠO0ŠO  PtŠOtŠO0ŠO ŒOD‡Ol 571 ÜȋOȋOPŒOȋO!P ŒO ŒOȋOOtŠOl
572 ÜtŠOtŠO:KüŠOtŠO° P0ŠO0ŠOì‰OPŒOˆOLܸŠO¸ŠOÀ:K@‹O¸ŠOÀ PüŠOüŠO@‹O„‹Oì‰OÜüŠOüŠO„‹OüŠOÐ P@‹O@‹OüŠOà•O¨‰O€Ü@‹O@‹Oð:KȋO@‹Oà P„‹O„‹OȋO”ŒOüŠOÜ„‹O„‹O ŒO„‹Oð PPŒOPŒO„‹O ŒO،O0ŠO( 572 Ü ŒO ŒO ;K”ŒO ŒO!PȋOȋO„‹O`O¸ŠOLÜPŒOPŒOP;K،OPŒO !P”ŒO”ŒO،O¤O„‹OÜ”ŒO”ŒOO”ŒO0!P`O`O”ŒOOèOȋO(
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575 Ü،O،O`O،O@!POO،O,ŽO ŒOl 575 ÜèOèOpŽOèO€!P,ŽO,ŽOèO<OOl
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577 ÜèOèOpŽOèO€!P,ŽO,ŽOèO<OOl 577 ÜøŽOøŽO€OøŽOÀ!P<O<OøŽOLO,ŽOl
578 Ü,ŽO,ŽOà;K´ŽO,ŽO!PèOèO¤O€O`OLÜpŽOpŽO<KøŽOpŽO !P´ŽO´ŽOøŽOďO¤OÜ´ŽO´ŽO<O´ŽO°!P€O€O´ŽO<OOèO( 578 Ü<O<O@<KďO<OÐ!PøŽOøŽO´ŽOOpŽOLÜ€O€Op<KO€Oà!PďOďOOԐO´ŽOÜďOďOLOďOð!POOďOLO‘OøŽO(
579 ÜøŽOøŽO€OøŽOÀ!P<O<OøŽOLO,ŽOl 579 ܐOOOO"PLOLOO\‘O<Ol
580 Ü<O<O@<KďO<OÐ!PøŽOøŽO´ŽOOpŽOLÜ€O€Op<KO€Oà!PďOďOOԐO´ŽOÜďOďOLOďOð!POOďOLO‘OøŽO( 580 ÜLOLO <KԐOLO"POOďO ‘O€OLܐOOÐ<K‘OO "PԐOԐO‘Oä‘OďOÜԐOԐO\‘OԐO0"P ‘O ‘OԐO\‘O(’OO(
581 ܐOOOO"PLOLOO\‘O<Ol 581 Ü‘O‘O ‘O‘O@"P\‘O\‘O‘Ol’OLOl
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585 Ü(’O(’O°’O(’O€"Pl’Ol’O(’O|“O\‘Ol 585 Ü8“O8“OÀ“O8“OÀ"P|“O|“O8“OŒ”Ol’Ol
586 Ül’Ol’O`=Kô’Ol’O"P(’O(’Oä‘OÀ“O ‘OLÜ°’O°’O=K8“O°’O "Pô’Oô’O8“O”Oä‘OÜô’Oô’O|“Oô’O°"PÀ“OÀ“Oô’O|“OH”O(’O( 586 Ü|“O|“OÀ=K”O|“OÐ"P8“O8“Oô’OДO°’OLÜÀ“OÀ“Oð=KH”OÀ“Oà"P”O”OH”O•Oô’OÜ”O”OŒ”O”Oð"PДOДO”OŒ”Oh–O8“O(
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588 Ü|“O|“OÀ=K”O|“OÐ"P8“O8“Oô’OДO°’OLÜÀ“OÀ“Oð=KH”OÀ“Oà"P”O”OH”O•Oô’OÜ”O”OŒ”O”Oð"PДOДO”OŒ”Oh–O8“O( 588 ÜŒ”OŒ”O >K•OŒ”O#PH”OH”O”OX•OÀ“OLÜДOДOP>KX•OДO #P•O•OX•Oœ•O”OÜ•O•Oœ•O•O0#PX•OX•O•Oð–OДOLÜX•OX•O€>Kà•OX•O@#Pœ•Oœ•Oà•O$–O•OÜœ•Oœ•O$–Oœ•OP#Pà•Oà•Oœ•O€ O@‹O€Üà•Oà•O°>Kh–Oà•O`#P$–O$–Oh–O4—Oœ•OÜ$–O$–O¬–O$–Op#Pð–Oð–O$–O¬–Ox—OH”O(
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692 =T=T.=T;=TH=TU=Tc=Tk=Ts=T{=Tƒ=T‘=T¦=Tµ=TÂ=TÏ=TÜ=Tê=Tò=Tú=T>T 692  
693 >T>T->T<>Tw>T„>T‘>TŸ>T§>T¯>T·>T¿>TÍ>Tâ>Tñ>Tþ>T ?T?T&?T.?T6?T>?TF?TT?Ti?Tx?T…?T’?TŸ?T­?Tµ?T½?TÅ?TÍ?TÛ?Tð?Tÿ?T @T@T&@T4@T<@TD@TL@TT@Tb@Tw@T†@T“@T @T­@T»@TÃ@TË@TÓ@TÛ@Té@Tþ@T ATAT'AT4ATBATJATRATZATbATpAT…AT”AT¡AT®AT»ATÉATÑATÙATáATéAT÷AT BTBT(BT5BTBBTPBTXBT`BThBTpBT~BT“BT¢BT¯BT¼BTÉBT×BTßBTçBTïBT÷BTCTCT)CT6CTCCTPCT^CTfCTnCTvCT~CTŒCT¡CT°CT½CTÊCT×CTåCTíCTõCTýCTDTDT(DT7DTDDTQDT^DTlDTtDT|DT„DTŒDTšDT¯DT¾DTËDTØDTåDTóDTûDTET ETET!ET6ETEETRET_ETlETzET‚ETŠET’ETšET¨ET½ETÌETÙETæETóETFT FTFTFT!FT/FTDFTSFTPFTOhm ResistanceFFarad CapacitanceHHenry InductanceHzHertz 693 FrequencyAAmpereElectric currentVVoltVoltageWWattPowersSecondTimeggramMassWbWeberMagnetic fluxTTeslaMagnetic flux densityCCoulombChargeSSiemensElectric conductanceJJouleEnergyNNewtonForcePaPascal PressureKKelvin TemperatureradRadian Plane anglesr
694   694  
695 FrequencyAAmpereElectric currentVVoltVoltageWWattPowersSecondTimeggramMassWbWeberMagnetic fluxTTeslaMagnetic flux densityCCoulombChargeSSiemensElectric conductanceJJouleEnergyNNewtonForcePaPascal PressureKKelvin TemperatureradRadian Plane anglesr 695 Steradian Solid anglecdCandelaLuminous intensitylxLux IlluminationlmLumenLuminous fluxmolMoleAmount of substanceGyGrayAbsorbed doseBq
696   696  
697 Steradian Solid anglecdCandelaLuminous intensitylxLux IlluminationlmLumenLuminous fluxmolMoleAmount of substanceGyGrayAbsorbed doseBq 697 Becquerel ActivitySvSievertDose equivalentmmeter DistancelLiterVolume%percentSize/DimensionRulesFanout
698   698  
699 Becquerel ActivitySvSievertDose equivalentmmeter DistancelLiterVolume%percentSize/DimensionRulesFanout 699 AlignmentAligned
700   700  
701 AlignmentAligned 701 Alternate
702   702  
703 Alternate 703 Multi-Row
704   704  
705 Multi-Row 705 DirectionInsideOutside Both Sides ViaSpacing Use Grid2 Trace1 TraceSharingPinSMDViaTraceNetsPlaneSignal UnusedPinsLength
706   706  
707 DirectionInsideOutside Both Sides ViaSpacing Use Grid2 Trace1 TraceSharingPinSMDViaTraceNetsPlaneSignal UnusedPinsLength 707 UnlimitedMaximum PadEntrySideCorner AnyAngleSoft ViaAtSMD
708   708  
709 UnlimitedMaximum PadEntrySideCorner AnyAngleSoft ViaAtSMD 709 FitInsideCenterEndsValue
710   710  
711 FitInsideCenterEndsValue 711 Tolerance Part Number DescriptionCostManufacturer #1Manufacturer #2ASSEMBLY_OPTIONS PowerGroundVoltage GeometryHeightDFTNail Count Per NetNail Diameter Nail NumberProbe to Trace ClearanceProbe to Pad ClearanceGenerate Test Points Allow Stubs Stub Length Use Via GridGrid X-CoordinateGrid Y-CoordinatePreserve Test PointsInsert Test Point Vias Probe Pins
712   712  
713 Tolerance Part Number DescriptionCostManufacturer #1Manufacturer #2ASSEMBLY_OPTIONS PowerGroundVoltage GeometryHeightDFTNail Count Per NetNail Diameter Nail NumberProbe to Trace ClearanceProbe to Pad ClearanceGenerate Test Points Allow Stubs Stub Length Use Via GridGrid X-CoordinateGrid Y-CoordinatePreserve Test PointsInsert Test Point Vias Probe Pins 713 HyperLynxModel Model FileSim Direction SIM_BOTHSIM_INSIM_OUT
714   714  
715 HyperLynxModel Model FileSim Direction SIM_BOTHSIM_INSIM_OUT 715 Frequency Duty Cycle Signal TypeAddressAnalog High SpeedAnalog Low SpeedClockDataDo Not Analyze Power SupplyStrobe Default ICModel Model File
716   716  
717 Frequency Duty Cycle Signal TypeAddressAnalog High SpeedAnalog Low SpeedClockDataDo Not Analyze Power SupplyStrobe Default ICModel Model File 717 Model Pin StrategyFanoutPassYesNoDoneProtectPause
718   718  
719 Model Pin StrategyFanoutPassYesNoDoneProtectPause 719 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority PatternsPassYesNoDoneProtectPause
720   720  
721 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority PatternsPassYesNoDoneProtectPause 721 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityRoutePassYesNoDoneProtectPause
722   722  
723 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityRoutePassYesNoDoneProtectPause 723 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority OptimizePassYesNoDoneProtectPause
724   724  
725 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority OptimizePassYesNoDoneProtectPause 725 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityMitersPassYesNoDoneProtectPause
726   726  
727 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityMitersPassYesNoDoneProtectPause 727 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority
728   728  
729 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority 729 TestPointPassYesNoDoneProtectPause
730   730  
731 TestPointPassYesNoDoneProtectPause 731 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityCenterPassNoYesDoneProtectPause
732   732  
733 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityCenterPassNoYesDoneProtectPause 733 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityTunePassNoYesDoneProtectPause
734   734  
735 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityTunePassNoYesDoneProtectPause 735 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityDIE FormatId ChipLength
736   736  
737 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityDIE FormatId ChipLength 737 ChipWidth ChipHeightWBRules
738   738  
739 ChipWidth ChipHeightWBRules 739 MinLength
740   740  
741 MinLength 741 MaxLength WToWDistanceWBtoPad MaxAngle SBPCountSBP1 CBPCountCBP1WBCountWB1SBPGuideCount
742   742  
743 MaxLength WToWDistanceWBtoPad MaxAngle SBPCountSBP1 CBPCountCBP1WBCountWB1SBPGuideCount 743 SBPGuide1CBPAssignment1AutoDimensioning Marker_ShapeText_NumberPrecisionText_AngularPrecision Text_Suffix Text_Layer Line_Layer Preview_Type
744   744  
745 SBPGuide1CBPAssignment1AutoDimensioning Marker_ShapeText_NumberPrecisionText_AngularPrecision Text_Suffix Text_Layer Line_Layer Preview_Type 745 ClearanceTraceTraceViaTraceViaPadTraceViaPadSMDTraceViaPadSMDCopperTraceViaPadSMDTextTraceViaPadSMDBoardTraceViaPadSMDDrillTraceViaPadSMDSameNetSMDViaCrnViaViaPadCrnTraceCrnWidthMinimum RecommendedMaximum
746   746  
747 ClearanceTraceTraceViaTraceViaPadTraceViaPadSMDTraceViaPadSMDCopperTraceViaPadSMDTextTraceViaPadSMDBoardTraceViaPadSMDDrillTraceViaPadSMDSameNetSMDViaCrnViaViaPadCrnTraceCrnWidthMinimum RecommendedMaximum 747 PlacementGridUseXY
748   748  
749 PlacementGridUseXY 749 Accordion
750   750  
751 Accordion 751 AmplitudeMinGapMinRoutingMaxChannelWidthSoftLengthRrulesMeanderBeforeTune MatchLengthName Planning
752   752  
753 AmplitudeMinGapMinRoutingMaxChannelWidthSoftLengthRrulesMeanderBeforeTune MatchLengthName Planning 753 ScheduledLibrary
754   754  
755 ScheduledLibrary 755 TimestampDesign
756   756  
757 TimestampDesign 757 Timestamp241±241 AlignmentBGA Vertical Diagonal
758   758  
759 Timestamp241±241 AlignmentBGA Vertical Diagonal 759 Clockwise DirectionBGA315315225135
760   760  
761 Clockwise DirectionBGA315315225135 761 ClockwiseCounterclockwiseDirectionBGAstaggered Horizontal Vertical Diagonal Quadrant
762   762  
763 ClockwiseCounterclockwiseDirectionBGAstaggered Horizontal Vertical Diagonal Quadrant 763 X-pattern4545n135225
764   764  
765 X-pattern4545n135225 765 X-patternCounterclockwise Horizontal QuadrantMaxHierarchyLevelMitersArcsRatioExtraLengthPercent DiffPairRestrictPairTuneInGapRestrictSmallAccordionsInPairsTunePairsToZeroToleranceCAM Solder maskAdjust Paste maskAdjustApply Oversize To All PadsCHK..Use Visible Workspace Box for Latium CheckingSingle Sided BoardYes1.5mm((keramicky kondenzator SMD velikost 08051.5mm((keramicky kondenzator SMD velikost 06031.5mm((keramicky kondenzator SMD velikost 12068mm..kramicky kondenzator roztec 2.54 mm ,100 mils8mm//keramicky kondenzator roztec 5,08 mm ,200 mils
766   766  
767 X-patternCounterclockwise Horizontal QuadrantMaxHierarchyLevelMitersArcsRatioExtraLengthPercent DiffPairRestrictPairTuneInGapRestrictSmallAccordionsInPairsTunePairsToZeroToleranceCAM Solder maskAdjust Paste maskAdjustApply Oversize To All PadsCHK..Use Visible Workspace Box for Latium CheckingSingle Sided BoardYes1.5mm((keramicky kondenzator SMD velikost 08051.5mm((keramicky kondenzator SMD velikost 06031.5mm((keramicky kondenzator SMD velikost 12068mm..kramicky kondenzator roztec 2.54 mm ,100 mils8mm//keramicky kondenzator roztec 5,08 mm ,200 mils 767 1.50000mm%%univerzalni plosky pro C0805 a C12062mm((keramicky kondenzator SMD velikost 12102mm((keramicky kondenzator SMD velikost 18122mm((keramicky kondenzator SMD velikost 2220ruzne druhy kondenzatoru100NF100NF1.8 mmelektrolyt SMD velikost A2 mmelektrolyt SMD velikost B2.8 mmelektrolyt SMD velikost C3 mmelektrolyt SMD velikost D12 mm++Elyt prumer 5mm, roztec 2.032mm - 80 mils12 mm--Elyt prumer 6.3mm, roztec 2.54mm - 100 mils12 mm--Elyt prumer 8 mm, roztec3.505 mm - 138 mils17 mm,,Elyt prumer 10mm, roztec 5.08mm - 200 mils27 mm,,Elyt prumer 13mm, roztec 5.08mm - 200 mils26 mm++Elyt prumer 16mm, roztec 7.5mm - 300 mils43 mm++Elyt prumer 18mm, roztec 7.5mm - 300 mils5.5 mm66Elyt prumer 5mm na lezato, roztec 2.032mm - 80 mils6.5 mm77Elyt prumer 6.3mm na lezato, roztec 2.54mm - 100 mils8.5 mm77Elyt prumer 8 mm na lezato, roztec3.505 mm - 138 mils10.5 mm66Elyt prumer 10mm na lezato, roztec 5.08mm - 200 mils**ruzne druhy elektrolytickych kondenzatoru100UF100NF100UF7UF4u100NF100UF7UF47U7UF410100NF100UF100UF100NF100UF100NF100UF470NF22NF100NF470NF22NF7UF4NF100NF100UF100NF470NF22NF100UF100NF470NF22NF100NF100NF100NF100NF100NF100UF100UF100NF100UF100UF100UF7UF4F7UF410100NF100UF1.8 mmdioda SMD v pouzdre SOD8710mm,,usm. dioda nad 1A roztec 13.97mm, 550mils3.5mm**usm. dioda do 1A roztec 8.89mm, 350mils3 mmdioda SMD v pouzdre MELF1.8 mmdioda SMD v pouzdre MINIMELF3.5mm''vseob. dioda roztec 6.35mm, 250mils15mm**dioda nastojato, roztec 3.81 mm ,150 mils20mmdiodove pouzdro TO220AC20mmdiodove pouzdro TO220AB2.5mmSMD dioda v pouzdre SMA2.5mmSMD dioda v pouzdre SMB2.8mmSMD dioda v pouzdre SMCruzne druhy diod
768   768  
769 1.50000mm%%univerzalni plosky pro C0805 a C12062mm((keramicky kondenzator SMD velikost 12102mm((keramicky kondenzator SMD velikost 18122mm((keramicky kondenzator SMD velikost 2220ruzne druhy kondenzatoru100NF100NF1.8 mmelektrolyt SMD velikost A2 mmelektrolyt SMD velikost B2.8 mmelektrolyt SMD velikost C3 mmelektrolyt SMD velikost D12 mm++Elyt prumer 5mm, roztec 2.032mm - 80 mils12 mm--Elyt prumer 6.3mm, roztec 2.54mm - 100 mils12 mm--Elyt prumer 8 mm, roztec3.505 mm - 138 mils17 mm,,Elyt prumer 10mm, roztec 5.08mm - 200 mils27 mm,,Elyt prumer 13mm, roztec 5.08mm - 200 mils26 mm++Elyt prumer 16mm, roztec 7.5mm - 300 mils43 mm++Elyt prumer 18mm, roztec 7.5mm - 300 mils5.5 mm66Elyt prumer 5mm na lezato, roztec 2.032mm - 80 mils6.5 mm77Elyt prumer 6.3mm na lezato, roztec 2.54mm - 100 mils8.5 mm77Elyt prumer 8 mm na lezato, roztec3.505 mm - 138 mils10.5 mm66Elyt prumer 10mm na lezato, roztec 5.08mm - 200 mils**ruzne druhy elektrolytickych kondenzatoru100UF100NF100UF7UF4u100NF100UF7UF47U7UF410100NF100UF100UF100NF100UF100NF100UF470NF22NF100NF470NF22NF7UF4NF100NF100UF100NF470NF22NF100UF100NF470NF22NF100NF100NF100NF100NF100NF100UF100UF100NF100UF100UF100UF7UF4F7UF410100NF100UF1.8 mmdioda SMD v pouzdre SOD8710mm,,usm. dioda nad 1A roztec 13.97mm, 550mils3.5mm**usm. dioda do 1A roztec 8.89mm, 350mils3 mmdioda SMD v pouzdre MELF1.8 mmdioda SMD v pouzdre MINIMELF3.5mm''vseob. dioda roztec 6.35mm, 250mils15mm**dioda nastojato, roztec 3.81 mm ,150 mils20mmdiodove pouzdro TO220AC20mmdiodove pouzdro TO220AB2.5mmSMD dioda v pouzdre SMA2.5mmSMD dioda v pouzdre SMB2.8mmSMD dioda v pouzdre SMCruzne druhy diod 769 1N4007SMD
770   770  
771 1N4007SMD 771 1N4007SMD
772   772  
773 1N4007SMD 773 1N4007SMD10 mmjednorady hrebinek 2 pinyJUMP210 mmdvourady hrebinek 2x3 pinyJUMP2X310 mmjednorady hrebinek 3 pinyJUMP3CINCHJUMP2JUMP3CINCH
774   774  
775 1N4007SMD10 mmjednorady hrebinek 2 pinyJUMP210 mmdvourady hrebinek 2x3 pinyJUMP2X310 mmjednorady hrebinek 3 pinyJUMP3CINCHJUMP2JUMP3CINCH 775 5.00000mm88ctvercove spinaci tlacitko , vyvody 1-4 a 2-3 propojenySMA6251A13G5010 mmjednorady hrebinek 9 pinuJUMP710 mmdvourady hrebinek 2x5 pinuJUMP2X52.5mmtlumivka SMD velikost 12104 mmaxialni tlumivka FASTON15 mmradialni tlumivka FASTON8 mm00civka s feritovym toroidnim jadrem prumeru 6 mm5mm++pouzdro pro SMD civku typu B82464 fy EPCOS5 mmaxialni tlumivka FASTONruzne indukcnosti se 2 vyvody100UH100UH100UH100UH100UH0 mmotvor prumeru 1mm0 mmotvor pro sroub M20 mmotvor pro sroub M30 mmotvor pro sroub M40 mmotvor pro sroub M50 mmotvor pro sroub M60 mmploska s prumerem 1 mm0 mmploska s prumerem 2 mm0 mmploska s prumerem 3 mm0 mmploska s prumerem 4 mm0 mmploska s prumerem 5 mm0 mmploska s prumerem 6 mm**Ruzne druhy kulatych plosek vcetne otvoruHOLE_M3HOLE_M30 mm fidu znacka88Znacky pro spravne umisteni PCB do osazovaciho automatuFIDUHOLE_M3HOLE_M30 mm fidu znacka FIDU_PASTE12 mmtrimr PIHER na vysku8 mmtrimr PIHER na lezato18 mmtrimr PIHER na vysku10 mmtrimr PIHER na lezato11 mmtrimr PIHER na vysku6 mmtrimr PIHER na lezato8 mm##cermentovy trimr v kovovem pouzdru3 mmtrimr SMD typ 4315
776   776  
777 5.00000mm88ctvercove spinaci tlacitko , vyvody 1-4 a 2-3 propojenySMA6251A13G5010 mmjednorady hrebinek 9 pinuJUMP710 mmdvourady hrebinek 2x5 pinuJUMP2X52.5mmtlumivka SMD velikost 12104 mmaxialni tlumivka FASTON15 mmradialni tlumivka FASTON8 mm00civka s feritovym toroidnim jadrem prumeru 6 mm5mm++pouzdro pro SMD civku typu B82464 fy EPCOS5 mmaxialni tlumivka FASTONruzne indukcnosti se 2 vyvody100UH100UH100UH100UH100UH0 mmotvor prumeru 1mm0 mmotvor pro sroub M20 mmotvor pro sroub M30 mmotvor pro sroub M40 mmotvor pro sroub M50 mmotvor pro sroub M60 mmploska s prumerem 1 mm0 mmploska s prumerem 2 mm0 mmploska s prumerem 3 mm0 mmploska s prumerem 4 mm0 mmploska s prumerem 5 mm0 mmploska s prumerem 6 mm**Ruzne druhy kulatych plosek vcetne otvoruHOLE_M3HOLE_M30 mm fidu znacka88Znacky pro spravne umisteni PCB do osazovaciho automatuFIDUHOLE_M3HOLE_M30 mm fidu znacka FIDU_PASTE12 mmtrimr PIHER na vysku8 mmtrimr PIHER na lezato18 mmtrimr PIHER na vysku10 mmtrimr PIHER na lezato11 mmtrimr PIHER na vysku6 mmtrimr PIHER na lezato8 mm##cermentovy trimr v kovovem pouzdru3 mmtrimr SMD typ 4315 777 3.00000mmtrimr SMD typ 4312 ruzne trimry5001mmrezistor SMD velikost 08051mmrezistor SMD velikost 06031mmrezistor SMD velikost 12069 mm33bezny rezistor nastojato roztec 2,54 mm, 100 mils3mm&&bezny rezistor roztec 8.89mm, 350mils4.6mm--rezistor 2W nalezato roztec 13.97mm, 550mils15mm00rezistor 2W nastojato, roztec 3.81 mm ,150 mils1mmrezistor SMD velikost 18122 mmbezny rezistor roztec 6mmrezistory ruznych typu1004K71Kr10K10K10010010010010K10K10082(1K(47K10K10K4K71K(10K10010K10K10082(10082(10082(10033033082(1K(10013013013013082)82)82)82)13010K13082)82)R120647K10K10010K2 mmSOIC 8 sirka 150 milsLT6231 SY100ELT232 mmvykonovy tranzistor SMD
778   778  
779 3.00000mmtrimr SMD typ 4312 ruzne trimry5001mmrezistor SMD velikost 08051mmrezistor SMD velikost 06031mmrezistor SMD velikost 12069 mm33bezny rezistor nastojato roztec 2,54 mm, 100 mils3mm&&bezny rezistor roztec 8.89mm, 350mils4.6mm--rezistor 2W nalezato roztec 13.97mm, 550mils15mm00rezistor 2W nastojato, roztec 3.81 mm ,150 mils1mmrezistor SMD velikost 18122 mmbezny rezistor roztec 6mmrezistory ruznych typu1004K71Kr10K10K10010010010010K10K10082(1K(47K10K10K4K71K(10K10010K10K10082(10082(10082(10033033082(1K(10013013013013082)82)82)82)13010K13082)82)R120647K10K10010K2 mmSOIC 8 sirka 150 milsLT6231 SY100ELT232 mmvykonovy tranzistor SMD 779 LM1117MPXNE5532LT6231NE5532NC7WB66NC7WB66
780   780  
781 LM1117MPXNE5532LT6231NE5532NC7WB66NC7WB66 781 MC100EP51 SY100ELT23
782   782  
783 MC100EP51 SY100ELT23 783 MC100EP51 Quadrant Diagonal
784   784  
785 MC100EP51 Quadrant Diagonal 785 X-pattern45*135225315
786   786  
787 X-pattern45*135225315 787 ClockwiseCounterclockwise Horizontal VerticalMinControlledLengthMaxIrregularLengthGuard
788   788  
789 ClockwiseCounterclockwise Horizontal VerticalMinControlledLengthMaxIrregularLengthGuard 789 BandColor MitersArcsBlaze
790   790  
791 BandColor MitersArcsBlaze 791 TestPointColorThermalColor Quadrant Diagonal
792   792  
793 TestPointColorThermalColor Quadrant Diagonal 793 X-pattern45+135225315
794   794  
795 X-pattern45+135225315 795 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
796   796  
797 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 797 X-pattern45,135225315
798   798  
799 X-pattern45,135225315 799 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
800   800  
801 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 801 X-pattern45,135225315
802   802  
803 X-pattern45,135225315 803 ClockwiseCounterclockwise Horizontal Vertical Quadrant Quadrant Diagonal
804   804  
805 ClockwiseCounterclockwise Horizontal Vertical Quadrant Quadrant Diagonal 805 X-pattern
806   806  
807 X-pattern 807 X-pattern45 45n135225315315
808   808  
809 X-pattern45 45n135225315315 809 ClockwiseCounterclockwise Horizontal Vertical Vertical Quadrant Diagonal
810   810  
811 ClockwiseCounterclockwise Horizontal Vertical Vertical Quadrant Diagonal 811 Clockwise
812   812  
813 Clockwise 813 X-pattern45o225135225135315
814   814  
815 X-pattern45o225135225135315 815 ClockwiseCounterclockwiseCounterclockwise Horizontal Horizontal Diagonal Vertical Quadrant Quadrant Diagonal
816   816  
817 ClockwiseCounterclockwiseCounterclockwise Horizontal Horizontal Diagonal Vertical Quadrant Quadrant Diagonal 817 X-pattern
818   818  
819 X-pattern 819 X-pattern45l45135225p. 315
820   820  
821 X-pattern45l45135225p. 315 821 ClockwiseCounterclockwise Horizontal VerticalNoRoutingRestrictedVias00000 Diagonal135225315
822   822  
823 ClockwiseCounterclockwise Horizontal VerticalNoRoutingRestrictedVias00000 Diagonal135225315 823 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
824   824  
825 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 825 X-pattern45t135225315
826   826  
827 X-pattern45t135225315 827 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
828   828  
829 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 829 X-pattern45t135225315
830   830  
831 X-pattern45t135225315 831 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
832   832  
833 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 833 X-pattern451135225315
834   834  
835 X-pattern451135225315 835 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
836   836  
837 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 837 X-pattern451135225315
838   838  
839 X-pattern451135225315 839 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
840   840  
841 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 841 X-pattern452135225315
842   842  
843 X-pattern452135225315 843 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
844   844  
845 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 845 X-pattern45135225315
846   846  
847 X-pattern45135225315 847 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
848   848  
849 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 849 X-pattern45ï135225315
850   850  
851 X-pattern45ï135225315 851 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
852   852  
853 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 853 X-pattern45135225315
854   854  
855 X-pattern45135225315 855 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
856   856  
857 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 857 X-pattern454135225315
858   858  
859 X-pattern454135225315 859 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
860   860  
861 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 861 X-pattern454135225315
862   862  
863 X-pattern454135225315 863 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
864   864  
865 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 865 X-pattern455135225315
866   866  
867 X-pattern455135225315 867 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
868   868  
869 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 869 X-pattern455135225315
870   870  
871 X-pattern455135225315 871 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
872   872  
873 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 873 X-pattern456135225315
874   874  
875 X-pattern456135225315 875 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
876   876  
877 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 877 X-pattern456135225315
878   878  
879 X-pattern456135225315 879 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
880   880  
881 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 881 X-pattern457135225315
882   882  
883 X-pattern457135225315 883 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
884   884  
885 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 885 X-pattern457135225315
886   886  
887 X-pattern457135225315 887 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
888   888  
889 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 889 X-pattern458135225315
890   890  
891 X-pattern458135225315 891 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
892   892  
893 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 893 X-pattern459135225315
894   894  
895 X-pattern459135225315 895 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
896   896  
897 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 897 X-pattern459135225315
898   898  
899 X-pattern459135225315 899 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
900   900  
901 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 901 X-pattern45:135225315
902   902  
903 X-pattern45:135225315 903 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
904   904  
905 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 905 X-pattern45:135225315
906   906  
907 X-pattern45:135225315 907 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
908   908  
909 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 909 X-pattern45;135225315
910   910  
911 X-pattern45;135225315 911 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
912   912  
913 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 913 X-pattern45;135225315
914   914  
915 X-pattern45;135225315 915 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
916   916  
917 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 917 X-pattern45<135225315
918   918  
919 X-pattern45<135225315 919 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
920   920  
921 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 921 X-pattern45135225315
922   922  
923 X-pattern45135225315 923 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
924   924  
925 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 925 X-pattern45ô135225315
926   926  
927 X-pattern45ô135225315 927 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
928   928  
929 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 929 X-pattern45135225315
930   930  
931 X-pattern45135225315 931 ClockwiseCounterclockwise Horizontal VerticalYYNNNY0 1 20 0 0 mil##mm##" Quadrant Diagonal
932   932  
933 ClockwiseCounterclockwise Horizontal VerticalYYNNNY0 1 20 0 0 mil##mm##" Quadrant Diagonal 933 X-pattern45135225315
934   934  
935 X-pattern45135225315 935 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
936   936  
937 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 937 X-pattern45135225315
938   938  
939 X-pattern45135225315 939 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
940   940  
941 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 941 X-pattern45135225315
942   942  
943 X-pattern45135225315 943 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
944   944  
945 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 945 X-pattern45135225315
946   946  
947 X-pattern45135225315 947 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
948   948  
949 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 949 X-pattern45135225315
950   950  
951 X-pattern45135225315 951 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
952   952  
953 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 953 X-pattern45135225315
954   954  
955 X-pattern45135225315 955 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
956   956  
957 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 957 X-pattern45o135225315
958   958  
959 X-pattern45o135225315 959 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
960   960  
961 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 961 X-pattern45135225315
962   962  
963 X-pattern45135225315 963 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
964   964  
965 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 965 X-pattern45o135225315
966   966  
967 X-pattern45o135225315 967 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
968   968  
969 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 969 X-pattern45135225315
970   970  
971 X-pattern45135225315 971 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
972   972  
973 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 973 X-pattern45135225315
974   974  
975 X-pattern45135225315 975 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
976   976  
977 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 977 X-pattern45135225315
978   978  
979 X-pattern45135225315 979 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
980   980  
981 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 981 X-pattern45135225315
982   982  
983 X-pattern45135225315 983 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
984   984  
985 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 985 X-pattern45135225315
986   986  
987 X-pattern45135225315 987 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
988   988  
989 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 989 X-pattern45135225315
990   990  
991 X-pattern45135225315 991 ClockwiseCounterclockwise Horizontal Vertical{2FE18320-6448-11d1-A412-000000000000}¯r
992   -  
993 ClockwiseCounterclockwise Horizontal Vertical{2FE18320-6448-11d1-A412-000000000000}Sp -