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295 Kð¯K«k°KÐK@KLS@K@KI¬ÉOKp KLSKKI`K K L SÐK KIxÊOpKÐK(L(SpKÐKI KK0L0S KpKI0 K0K8L@S`K0K4IK`K@LHSK`K4I0KpKHLPS0KK4IDËOpKÀKPLøSðKÀKPIKðKXLSKðKPIÀK  K`LSÀKKPIKPKhL(SpKPK|I K€KpL0S K€K|IPK°KxL8SPK°K|I€KàK€L@S€KàK|I°KKˆLHS°KK|IàK@KLPSàK@K|IKpK˜LXSKpK|I@KK L`S@K K|IKÐK¨L SKÐK I KK°L¨S KK IÐK K¸L°SÐK K IdO K`KÀLÐSK`KÄI0KKÈLØS0KKÄI0O`K KÐLàS`K0KÄI°KðKØLS KðKèIÀK KàL SÀK KèIðK0KèL(SðKÀKèI@O@K€KðLHS°K€K IPK°KøLPSPK°K I O€KÀKLXS€KPK IÐKKLS@KK0IˆOàK@KL˜SàK@K0IKPKL SKàK0I`K K LÀSÐK KTIpKÐK(LÈSpKÐKTITO KàK0LÐS KpKTIðK0K8LS`K0KxIOK`K@LSK`KxI0KpKHLS0KKxI€KÀKPL8SðKÀKœIKðKXL@SKðKœIÀKK`LHSÀKKœIèO KPKhL€S€KPKÀI K€KpLˆS K€KÀIPKKxLSPK KÀIŒO  KàK€L°S KàKäI°K KˆL¸S°K KäIàK KLÀSàK°KäIXO0 295 F%uz¿§
296 Kp K˜LøS  Kp KI@ K  K LS@ K  KIp K°K¨LSp K@ KIÔOÐK 296 F%uz?ÿÿÿÿÿÿïÿÿÿÿÿÿÿïi AttributeUnitGôGiGDGH(SS SxGG(H@S0S8S¬GDG@HXSHSPSàGxGXHpS`ShS(EG¬GpHˆSxS€SHGàGˆH SS˜SxE|GG H¸S¨S°S°GHG¸HÐSÀSÈSäG|GÐHèSØSàSG°GèHSðSøSLGäGHSSS€GGH0S S(S´GLG0HHS8S@SèG€GHH`SPSXSG´G`HxShSpSPGèGxHS€SˆS„GGH¨S˜S S¸GPG¨HÀS°S¸SìG„GÀHØSÈSÐS G¸GØHðSàSèSTGìGðHSøSSˆG GH SSS¼GTG H8S(S0SðGˆG8HPS@SHS$G¼GPHhSXS`SXGðGhH€SpSxSŒG$G€H˜SˆSSÀGXG˜H°S S¨SôGŒG°HÈS¸SÀSPEÀGÈHÐSØSàS E/'ÐHð?ð?ð?ð?ð?ð?ð?ð?@@ ð?
297 K°L(S0 297 ð? ð? ð? ð?ð?ð?ð?ð?ð?ð?ð?ð?ð?ð?ð?ð?ð?ð?ÿÿÿÿY@ÿÿÿÿð?jAttributeTypeListtI,Ij`I4IIJdÜÐKXIIJ¨Ü`K(I4I JH?ÜpºK IPI(JDÜpKÄI|I0J ÜKèI I8JìܐK IÄI@J„Ü K0IèIHJPÜ°KTI IPJèÜ@KxI0IXJ´ÜÐKœITI`JLÜ`KÀIxIhJÜðKäIœIpJ°Ü€KIÀIxJ|Ü K,IäI€JÜ  KIˆJàÜ0
298 K 298 K|ILIJxÜðK˜I˜Jx Ü`
299 K,IÐ K0 299 K¼ItI JD!Üð
300 K¸L0SÐ K0 300 KàI˜I¨JÜ"Ü€ KI¼I°J¨#Ü KIàI¸JÜÜ@KLIXIÀJŒ?Ü»KPI(IÈJÐ?Ü ¼K'ÀJkAttributeTextItem`
301 K,I 301 KP¼Kíkp¼KÐK@KLS@K@KI¬ÉOKp KLSKKI`K K L SÐK KIxÊOpKÐK(L(SpKÐKI KK0L0S KpKI0 K0K8L@S`K0K4IK`K@LHSK`K4I0KpKHLPS0KK4IDËOpKÀKPLøSðKÀKPIKðKXLSKðKPIÀK  K`LSÀKKPIKPKhL(SpKPK|I K€KpL0S K€K|IPK°KxL8SPK°K|I€KàK€L@S€KàK|I°KKˆLHS°KK|IàK@KLPSàK@K|IKpK˜LXSKpK|I@KK L`S@K K|IKÐK¨L SKÐK I KK°L¨S KK IÐK K¸L°SÐK K I@O K`KÀLÐSK`KÄI0KKÈLØS0KKÄI O`K KÐLàS`K0KÄI°KðKØLS KðKèIÀK KàL SÀK KèIðK0KèL(SðKÀKèIˆO@K€KðLHS°K€K IPK°KøLPSPK°K ITO€KÀKLXS€KPK IÐKKLS@KK0IdOàK@KL˜SàK@K0IKPKL SKàK0I`K K LÀSÐK KTIpKÐK(LÈSpKÐKTI0O KàK0LÐS KpKTIðK0K8LS`K0KxIOK`K@LSK`KxI0KpKHLS0KKxI€KÀKPL8SðKÀKœIKðKXL@SKðKœIÀKK`LHSÀKKœIèO KPKhL€S€KPKÀI K€KpLˆS K€KÀIPKKxLSPK KÀI°O  KàK€L°S KàKäI°K KˆL¸S°K KäIàK KLÀSàK°KäI|O0
302 K@ KÀL8S 302 Kp K˜LøS  Kp KI@ K  K LS@ K  KIp K°K¨LSp K@ KIŒOÐK
303 KÐ K,I O 303 K°L(S0
304 KÈLpS 304 K
305 KÀ 305 K,IÐ K0
306 KtIøOÀ 306 K¸L0SÐ K0
307 K` 307 K,I
308 KÐLxSÀ 308 K@ KÀL8S
309 K` 309 KÐ K,IXO
310 KtIð 310 KÈLpS
311 K 311 KÀ
312 KØL€S` 312 KtIøOÀ
313 K 313 K`
314 KtI KÀ 314 KÐLxSÀ
315 KàL S KP K˜IÄOP Kð 315 K`
316 KèL¨SP Kð 316 KtIð
317 K˜I€ K KðL°Sð 317 K
318 K K˜I° KP KøLèS° Kà K¼I°Oà 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 318 KØL€S`
319 LðS°;K°;K`O<K°;K 319 K
320 LøSà;Kà;K,ŽO@<Kà;K 320 KtI KÀ
321 LS<K<KpŽOp<K<K 321 KàL S KP K˜IÄOP Kð
322 LS@<K@<K<O <K@<K 322 KèL¨SP Kð
323 LSp<Kp<K€OÐ<Kp<K( 323 K˜I€ K KðL°Sð
324 LS <K <KLO=K <K0 324 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
325 L SÐ<KÐ<KO0=KÐ<K8 325 LðS°;K°;K`O<K°;K
326 L(S=K=K\‘O`=K=K@ 326 LøSà;Kà;K,ŽO@<Kà;K
327 L0S0=K0=K ‘O=K0=KH 327 LS<K<KpŽOp<K<K
328 L8S`=K`=Kl’OÀ=K`=KP 328 LS@<K@<K<O <K@<K
329 L@S=K=K°’Oð=K=KX 329 LSp<Kp<K€OÐ<Kp<K(
330 LHSÀ=KÀ=K|“O >KÀ=K` 330 LS <K <KLO=K <K0
331 LPSð=Kð=KÀ“OP>Kð=Kh 331 L SÐ<KÐ<KO0=KÐ<K8
332 LXS >K >KŒ”O€>K >Kp 332 L(S=K=K\‘O`=K=K@
333 L`SP>KP>KДO°>KP>Kx 333 L0S0=K0=K ‘O=K0=KH
334 LhS€>K€>KX•Oà>K€>K€ 334 L8S`=K`=Kl’OÀ=K`=KP
335 LpS°>K°>Kà•O?K°>Kˆ 335 L@S=K=K°’Oð=K=KX
336 LxSà>Kà>K¬–O@?Kà>K 336 LHSÀ=KÀ=K|“O >KÀ=K`
337 L€S?K?Kð–Op?K?K˜ 337 LPSð=Kð=KÀ“OP>Kð=Kh
338 LˆS@?K@?K¼—O ?K@?K  338 LXS >K >KŒ”O€>K >Kp
339 LSp?Kp?K˜OÐ?Kp?K¨ 339 L`SP>KP>KДO°>KP>Kx
340 L˜S ?K ?K̘O@K ?K° 340 LhS€>K€>KX•Oà>K€>K€
341 L SÐ?KÐ?K™O0@KÐ?K¸ 341 LpS°>K°>Kà•O?K°>Kˆ
342 L¨S@K@KܙO`@K@KÀ 342 LxSà>Kà>K¬–O@?Kà>K
343 L°S0@K0@K šO@K0@KÈ 343 L€S?K?Kð–Op?K?K˜
344 L¸S`@K`@KìšOÀ@K`@KÐ 344 LˆS@?K@?K¼—O ?K@?K 
345 LÀS@K@K0›Oð@K@KØ 345 LSp?Kp?K˜OÐ?Kp?K¨
346 LÈSÀ@KÀ@Kü›O AKÀ@Kà 346 L˜S ?K ?K̘O@K ?K°
347 LÐSð@Kð@K@œOPAKð@Kè 347 L SÐ?KÐ?K™O0@KÐ?K¸
348 LØS AK AK O€AK AKð 348 L¨S@K@KܙO`@K@KÀ
349 LàSPAKPAKPO°AKPAKø 349 L°S0@K0@K šO@K0@KÈ
350 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 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526 Ü0ŠO0ŠO¸ŠO0ŠO  PtŠOtŠO0ŠO ŒOD‡Ol 526 ÜHƒOHƒOЃOHƒOPŒƒOŒƒOHƒOœ„O|‚Ol
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528 ÜȋOȋOPŒOȋO!P ŒO ŒOȋOOtŠOl 528 ÜX„OX„Oà„OX„O@Pœ„Oœ„OX„OD‡OŒƒOl
529 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( 529 Üœ„Oœ„O€8K$…Oœ„OPPX„OX„O„Oh…OЃOLÜà„Oà„O°8Kh…Oà„O`P$…O$…Oh…O¬…O„OÜ$…O$…O¬…O$…OpPh…Oh…O$…Oˆ‡Oà„OLÜh…Oh…Oà8Kð…Oh…O€P¬…O¬…Oð…O4†O$…Oܬ…O¬…O4†O¬…OPð…Oð…O¬…Ox†O xO€Üð…Oð…O9Kx†Oð…O P4†O4†Ox†O¼†O¬…OÜ4†O4†O¼†O4†O°Px†Ox†O4†O˜ˆOð…O€Üx†Ox†O@9K‡Ox†OÀP¼†O¼†O‡ȮO4†Oܼ†O¼†OD‡O¼†OÐPˆ‡Oˆ‡O¼†OD‡O0ŠOX„O(
530 Ü،O،O`O،O@!POO،O,ŽO ŒOl 530 ܇O‡Oˆ‡O‡OàPD‡OD‡O‡OtŠOœ„Ol
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532 ÜèOèOpŽOèO€!P,ŽO,ŽOèO<OOl 532 Ü0ŠO0ŠO¸ŠO0ŠO  PtŠOtŠO0ŠO ŒOD‡Ol
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534 ÜøŽOøŽO€OøŽOÀ!P<O<OøŽOLO,ŽOl 534 ÜȋOȋOPŒOȋO!P ŒO ŒOȋOOtŠOl
535 Ü<O<O@<KďO<OÐ!PøŽOøŽO´ŽOOpŽOLÜ€O€Op<KO€Oà!PďOďOOԐO´ŽOÜďOďOLOďOð!POOďOLO‘OøŽO( 535 Ü ŒO ŒO ;K”ŒO ŒO!PȋOȋO„‹O`O¸ŠOLÜPŒOPŒOP;K،OPŒO !P”ŒO”ŒO،O¤O„‹OÜ”ŒO”ŒOO”ŒO0!P`O`O”ŒOOèOȋO(
536 ܐOOOO"PLOLOO\‘O<Ol 536 Ü،O،O`O،O@!POO،O,ŽO ŒOl
537 ÜLOLO <KԐOLO"POOďO ‘O€OLܐOOÐ<K‘OO "PԐOԐO‘Oä‘OďOÜԐOԐO\‘OԐO0"P ‘O ‘OԐO\‘O(’OO( 537 ܍OO€;K¤OOP!P،O،O”ŒOpŽOPŒOLÜ`O`O°;KèO`O`!P¤O¤OèO´ŽO”ŒOܤO¤O,ŽO¤Op!PpŽOpŽO¤O,ŽOøŽO،O(
538 Ü‘O‘O ‘O‘O@"P\‘O\‘O‘Ol’OLOl 538 ÜèOèOpŽOèO€!P,ŽO,ŽOèO<OOl
539 Ü\‘O\‘O=Kä‘O\‘OP"P‘O‘OԐO°’OOLÜ ‘O ‘O0=K(’O ‘O`"Pä‘Oä‘O(’Oô’OԐOÜä‘Oä‘Ol’Oä‘Op"P°’O°’Oä‘Ol’O8“O‘O( 539 Ü,ŽO,ŽOà;K´ŽO,ŽO!PèOèO¤O€O`OLÜpŽOpŽO<KøŽOpŽO !P´ŽO´ŽOøŽOďO¤OÜ´ŽO´ŽO<O´ŽO°!P€O€O´ŽO<OOèO(
540 Ü(’O(’O°’O(’O€"Pl’Ol’O(’O|“O\‘Ol 540 ÜøŽOøŽO€OøŽOÀ!P<O<OøŽOLO,ŽOl
541 Ül’Ol’O`=Kô’Ol’O"P(’O(’Oä‘OÀ“O ‘OLÜ°’O°’O=K8“O°’O "Pô’Oô’O8“O”Oä‘OÜô’Oô’O|“Oô’O°"PÀ“OÀ“Oô’O|“OH”O(’O( 541 Ü<O<O@<KďO<OÐ!PøŽOøŽO´ŽOOpŽOLÜ€O€Op<KO€Oà!PďOďOOԐO´ŽOÜďOďOLOďOð!POOďOLO‘OøŽO(
542 Ü8“O8“OÀ“O8“OÀ"P|“O|“O8“OŒ”Ol’Ol 542 ܐOOOO"PLOLOO\‘O<Ol
543 Ü|“O|“OÀ=K”O|“OÐ"P8“O8“Oô’OДO°’OLÜÀ“OÀ“Oð=KH”OÀ“Oà"P”O”OH”O•Oô’OÜ”O”OŒ”O”Oð"PДOДO”OŒ”Oh–O8“O( 543 ÜLOLO <KԐOLO"POOďO ‘O€OLܐOOÐ<K‘OO "PԐOԐO‘Oä‘OďOÜԐOԐO\‘OԐO0"P ‘O ‘OԐO\‘O(’OO(
544 ÜH”OH”OДOH”O#PŒ”OŒ”OH”O¬–O|“Ol 544 Ü‘O‘O ‘O‘O@"P\‘O\‘O‘Ol’OLOl
545 ÜŒ”OŒ”O >K•OŒ”O#PH”OH”O”OX•OÀ“OLÜДOДOP>KX•OДO #P•O•OX•Oœ•O”OÜ•O•Oœ•O•O0#PX•OX•O•Oð–OДOLÜX•OX•O€>Kà•OX•O@#Pœ•Oœ•Oà•O$–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$–O¬–Ox—OH”O( 545 Ü\‘O\‘O=Kä‘O\‘OP"P‘O‘OԐO°’OOLÜ ‘O ‘O0=K(’O ‘O`"Pä‘Oä‘O(’Oô’OԐOÜä‘Oä‘Ol’Oä‘Op"P°’O°’Oä‘Ol’O8“O‘O(
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547 ܬ–O¬–Oà>K4—O¬–O#Ph–Oh–O$–O˜OX•OLÜð–Oð–O?Kx—Oð–O #P4—O4—Ox—OD˜O$–OÜ4—O4—O¼—O4—O°#P˜O˜O4—O¼—Oˆ˜Oh–O( 547 Ül’Ol’O`=Kô’Ol’O"P(’O(’Oä‘OÀ“O ‘OLÜ°’O°’O=K8“O°’O "Pô’Oô’O8“O”Oä‘OÜô’Oô’O|“Oô’O°"PÀ“OÀ“Oô’O|“OH”O(’O(
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552 ܘ™O˜™O šO˜™O@$PܙOܙO˜™OìšO̘Ol 552 Üh–Oh–Oð–Oh–O€#P¬–O¬–Oh–O¼—OŒ”Ol
553 ÜܙOܙO@KdšOܙOP$P˜™O˜™OT™O0›O™OLÜ šO šO0@K¨šO šO`$PdšOdšO¨šOt›OT™OÜdšOdšOìšOdšOp$P0›O0›OdšOìšO¸›O˜™O( 553 ܬ–O¬–Oà>K4—O¬–O#Ph–Oh–O$–O˜OX•OLÜð–Oð–O?Kx—Oð–O #P4—O4—Ox—OD˜O$–OÜ4—O4—O¼—O4—O°#P˜O˜O4—O¼—Oˆ˜Oh–O(
554 ܨšO¨šO0›O¨šO€$PìšOìšO¨šOü›OܙOl 554 Üx—Ox—O˜Ox—OÀ#P¼—O¼—Ox—O̘O¬–Ol
555 ÜìšOìšO`@Kt›OìšO$P¨šO¨šOdšO@œO šOLÜ0›O0›O@K¸›O0›O $Pt›Ot›O¸›O„œOdšOÜt›Ot›Oü›Ot›O°$P@œO@œOt›Oü›OȜO¨šO( 555 ܼ—O¼—O@?KD˜O¼—OÐ#Px—Ox—O4—O™Oð–OLܘO˜Op?Kˆ˜O˜Oà#PD˜OD˜Oˆ˜OT™O4—OÜD˜OD˜O̘OD˜Oð#P™O™OD˜O̘O˜™Ox—O(
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629 T; 629 RÔ QÔ QÀ-Üø Q° Qü
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631 T^ 631 Rà/Q¼/QPHÜà/Q˜/Qô R˜/Qà/QPHܼ/QÜ R¼/Q˜/QPHÜ'üR         MiscStringsXÿÿÿÿÀ*STT T(T7T?TITYTaTkTzT‚TŒTšT¢T­TÂTÊTÓTßTçTðTúTT TTT'T0T8TBTTT\TfT€TˆT”TŸT§T³TÌTÔTÞTéTñTüTTTT&T.T9TITQT\TlTtT‚T’TšT¦T½TÅTÍTÞTæTðTT
632 TN 632 TT+T3T<TNTVTdTqTyT…T™T¡T«T¸TÀTÊTÕTÝTéTñTT TTT)TCT7TQT_T„TxTmT“T¯T»T¢TÇTÓTÛTãTëTõTþTTT"T-T;TGTTT]ThTuT~T‹T™T¤T­T·TÅTÕTåTîTTT+T;TGTTT_TgT~TT T½TØTñTTT"T8TNTgT‚T‘TŸT©T¸TâT×TÊTîTüT T‰TxTeT\TRT=T'TT”T£T­T¼TÊT×TâTûTëTóT T T T; T0 T( TD TQ Tc Tx Tˆ T• T® Tž T¦ T· Tà TÍ Tî Tã TÛ T÷ T
633 TV 633 T
634 Tg 634 T+
635 Ts 635 T;
636 T} 636 TE
637 Tž 637 T^
638 T“ 638 TN
639 T‹ 639 TV
640 T§ 640 Tg
641 T´ 641 Ts
642 TÆ 642 T}
643 TÛ 643 Tž
644 Të 644 T“
645 Tø 645 T‹
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647 =T=T.=T;=TH=TU=Tc=Tk=Ts=T{=Tƒ=T‘=T¦=Tµ=TÂ=TÏ=TÜ=Tê=Tò=Tú=T>T 647 T´
648 >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¯DT¾DT»DTOhm ResistanceFFarad CapacitanceHHenry InductanceHzHertz 648 TÆ
649   649 TÛ
650 FrequencyAAmpereElectric currentVVoltVoltageWWattPowersSecondTimeggramMassWbWeberMagnetic fluxTTeslaMagnetic flux densityCCoulombChargeSSiemensElectric conductanceJJouleEnergyNNewtonForcePaPascal PressureKKelvin TemperatureradRadian Plane anglesr 650 Të
651   651 Tø
652 Steradian Solid anglecdCandelaLuminous intensitylxLux IlluminationlmLumenLuminous fluxmolMoleAmount of substanceGyGrayAbsorbed doseBq 652 T T T T T& T0 TQ TF T> TZ Tg Ty TŽ Tž T© T T² Tº TË T× Tá T T÷ Tï T T T* T? TO T] Tv Tf Tn T T‹ T• T¶ T« T£ T¿ TÌ TÞ Tó T T T T T' T0 T< TF TT T\ Tg Tp T‚ T T¤ T´ T½ TÆ TÎ TÖ Tß Të Tõ TT TTT1T>TSTcTkTxT‡T•T¤T°T¾TÌTÝTéTöTT TT"T.T6THTVTiT~TT¨TÂTÒTáTðTTTT#T+T5T=TETOTWT_TgTqTyTT‰T”TžT¦T®T¶T¿TÉTÑTÙTáTëTõTýTT TT!T)T1T9TETMTUT]TeTmTuT}T‡TT™T¥TµTÁTÏTØTàTèTðTþT TTT$T0TDTYToTTˆT•T£T¯T½TÈT>+T4+T 1TI>Tþ0T^>Té0TT>Th>T‰+T}+Ts+TL+T+Tø*T+T[+Te+TîT•TTXT'T@THTPTÙTËT±T{T¾T TáTéTñTùT8TTTÿT¤TfT+T8T@TST^TgTqTˆT•T¯TÒTïT÷TTT!T,TKTST…TœT¤T®TÚTäTTTFTNT€TˆT»TÉTòTúT&T.TZTbTŽT«TµT¿TÊTéTòTTT;TDTcTmTœT¦T×TáTTTLTVT†TT¿TÉTøTT>TIT„TTÊTÖTT>THTRT\TdTlTvT€TˆTT˜T TªT´T¾TÈTÒTÜTæTðTùTT TTT&T0T:TDTNTWTaTkTuT~TˆT’TœT¦T°TºTÄTÎTØTâTìTôTüTT TT T+TITRT‚TŒTºTÃTàTëT TTATJTxTTT¦TÂTÌTèTòTTT4TITWTeTsT}T›T¥T¯TÎTÚTäT T T T T* T4 TB T~ T Tš T¸ T TÌ Të T÷ T!T !T)!TE!TO!Tl!Tu!T©!T±!Tà!Té!T"T'"T1"T;"TE"TO"TY"Tb"Tx"T"T˜"T¡"T¸"TÁ"TØ"Tá"Tø"T#T#T!#T<#TE#T`#Ti#T„#T#T¨#T±#TÌ#TÕ#Tð#T$T*$T6$T?$TO$T‹$T”$T $T¬$Tµ$TÅ$TÔ$TÞ$T÷$T%T%T$%T=%TG%Ta%Tk%T„%T%T§%T°%T×%Tà%Tø%T&T&T/&T7&T?&T^&Tf&T…&T&T¬&Tµ&Tì&Tô&T'T('TY'Tb'T–'Tž'T½'TÆ'Tä'Tÿ'T(T(T(T(T'(T/(T7(T?(TG(TO(TW(T_(Tg(To(Tw(T(T‡(T(T—(TŸ(T§(T¯(T·(T¿(TÇ(TÏ(T×(Tß(Tç(Tï(T÷(Tÿ(T)T)T)T)T')T/)T7)T?)TG)TO)TW)T_)Tg)To)Tw)T)T‰)T‘)T™)T¡)T©)T²)TÌ)T×)Tæ)Tï)T *T*T%*T0*T;*TG*TS*Ta*Tp*T~*T‹*T˜*T¦*T®*T¶*T¾*TÆ*TÔ*Té*T“+T +T­+T»+TÃ+TË+TÓ+TÛ+Té+Tþ+T ,T,T',T4,TB,TJ,TR,TZ,Tb,Tp,T…,T”,T¡,T®,T»,TÉ,TÑ,TÙ,Tá,Té,T÷,T -T-T(-TB-T]-Tk-T{-Tƒ-T“-T›-T©-T¾-TÍ-Tç-Tô-T.T.T-.T5.TE.TM.Tp.T”.T°.T½.T×.Tò.T/T/T/T(/T0/T>/TS/Tb/To/Tw/Tƒ/T–/T /TÊ.T£.Tä.T/T=.T%.T‹-T.T[.T….TÚ-T5-T /TO-Ts-T­/Tµ/T½/TÅ/TÓ/Tè/T÷/T0T 0T0T&0T40T<0TD0TL0TT0Tb0Tw0T†0T“0T 0T­0T»0TÃ0TË0TÓ0TÛ0T1T'1T41TB1TJ1TR1TZ1Tb1Tp1T…1T”1T¡1T®1T»1TÉ1TÑ1TÙ1Tá1Té1T÷1T 2T2T(2T52TB2TP2TX2T`2Th2Tp2T~2T“2T¢2T¯2T¼2TÉ2T×2Tß2Tç2Tï2T÷2T3T3T)3T63TC3TP3T^3Tf3Tn3Tv3T~3TŒ3T¡3T°3T½3TÊ3T×3Tå3Tí3Tõ3Tý3T4T4T(4T74TD4TQ4T^4Tl4Tt4T|4T„4TŒ4Tš4T¯4T¾4TË4TØ4Tå4Tó4Tû4T5T 5T5T!5T65TE5TR5T_5Tl5Tz5T‚5TŠ5T’5Tš5T¨5T½5TÌ5TÙ5Tæ5Tó5T6T 6T6T6T!6T/6TD6TS6T`6Tm6Tz6Tˆ6T6T˜6T 6T¨6T¶6TË6TÚ6Tç6Tô6T7T7T7T7T'7T/7T=7TR7Ta7Tn7T{7Tˆ7T–7Tž7T¦7T®7T¶7TÄ7TÙ7Tè7Tõ7T8T8T8T%8T-8T58T=8TK8T`8To8T|8T‰8T–8T¤8T¬8T´8T¼8TÄ8TÒ8Tç8Tö8T9T9T9T+9T39T;9TC9TK9TY9Tn9T}9TŠ9T—9T¤9T²9Tº9TÂ9TÊ9TÒ9Tà9Tõ9T:T:T:T+:T9:TA:TI:TQ:TY:Tg:T|:T‹:T˜:T¥:T²:TÀ:TÈ:TÐ:TØ:Tà:Tî:T;T;T;T,;T9;TG;TO;TW;T_;Tg;Tu;TŠ;T™;T¦;T³;TÀ;TÎ;TÖ;TÞ;Tæ;Tî;Tü;T<T <T-<T:<TG<TU<T]<Te<Tm<Tu<Tƒ<T˜<T§<T´<TÁ<TÎ<TÜ<Tä<Tì<Tô<Tü<T
653   653 =T=T.=T;=TH=TU=Tc=Tk=Ts=T{=Tƒ=T‘=T¦=Tµ=TÂ=TÏ=TÜ=Tê=Tò=Tú=T>T
654 Becquerel ActivitySvSievertDose equivalentmmeter DistancelLiterVolume%percentSize/DimensionRulesFanout 654 >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/FTDFTSFT`FTmFTzFTˆFTFT˜FT FT¨FT¶FTËFTÚFTçFTôFTGTGTGTGT'GT/GT=GTRGTaGTnGT{GTˆGT–GTžGT¦GT®GT¶GTÄGTÙGTèGTåGTOhm ResistanceFFarad CapacitanceHHenry InductanceHzHertz
655   655  
656 AlignmentAligned 656 FrequencyAAmpereElectric currentVVoltVoltageWWattPowersSecondTimeggramMassWbWeberMagnetic fluxTTeslaMagnetic flux densityCCoulombChargeSSiemensElectric conductanceJJouleEnergyNNewtonForcePaPascal PressureKKelvin TemperatureradRadian Plane anglesr
657   657  
658 Alternate 658 Steradian Solid anglecdCandelaLuminous intensitylxLux IlluminationlmLumenLuminous fluxmolMoleAmount of substanceGyGrayAbsorbed doseBq
659   659  
660 Multi-Row 660 Becquerel ActivitySvSievertDose equivalentmmeter DistancelLiterVolume%percentSize/DimensionRulesFanout
661   661  
662 DirectionInsideOutside Both Sides ViaSpacing Use Grid2 Trace1 TraceSharingPinSMDViaTraceNetsPlaneSignal UnusedPinsLength 662 AlignmentAligned
663   663  
664 UnlimitedMaximum PadEntrySideCorner AnyAngleSoft ViaAtSMD 664 Alternate
665   665  
666 FitInsideCenterEndsValue 666 Multi-Row
667   667  
668 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 668 DirectionInsideOutside Both Sides ViaSpacing Use Grid2 Trace1 TraceSharingPinSMDViaTraceNetsPlaneSignal UnusedPinsLength
669   669  
670 HyperLynxModel Model FileSim Direction SIM_BOTHSIM_INSIM_OUT 670 UnlimitedMaximum PadEntrySideCorner AnyAngleSoft ViaAtSMD
671   671  
672 Frequency Duty Cycle Signal TypeAddressAnalog High SpeedAnalog Low SpeedClockDataDo Not Analyze Power SupplyStrobe Default ICModel Model File 672 FitInsideCenterEndsValue
673   673  
674 Model Pin StrategyFanoutPassYesNoDoneProtectPause 674 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
675   675  
676 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority PatternsPassYesNoDoneProtectPause 676 HyperLynxModel Model FileSim Direction SIM_BOTHSIM_INSIM_OUT
677   677  
678 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityRoutePassYesNoDoneProtectPause 678 Frequency Duty Cycle Signal TypeAddressAnalog High SpeedAnalog Low SpeedClockDataDo Not Analyze Power SupplyStrobe Default ICModel Model File
679   679  
680 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority OptimizePassYesNoDoneProtectPause 680 Model Pin StrategyFanoutPassYesNoDoneProtectPause
681   681  
682 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityMitersPassYesNoDoneProtectPause 682 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority PatternsPassYesNoDoneProtectPause
683   683  
684 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority 684 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityRoutePassYesNoDoneProtectPause
685   685  
686 TestPointPassYesNoDoneProtectPause 686 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority OptimizePassYesNoDoneProtectPause
687   687  
688 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityCenterPassNoYesDoneProtectPause 688 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityMitersPassYesNoDoneProtectPause
689   689  
690 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityTunePassNoYesDoneProtectPause 690 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriority
691   691  
692 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityDIE FormatId ChipLength 692 TestPointPassYesNoDoneProtectPause
693   693  
694 ChipWidth ChipHeightWBRules 694 IntensityLowMediumHigh PriorityPlanePriorityDiffPairPriority MLGPriorityCenterPassNoYesDoneProtectPause
695   695  
696 MinLength 696 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityTunePassNoYesDoneProtectPause
697   697  
698 MaxLength WToWDistanceWBtoPad MaxAngle SBPCountSBP1 CBPCountCBP1WBCountWB1SBPGuideCount 698 IntensityLowMediumHighPlanePriority PriorityDiffPairPriority MLGPriorityDIE FormatId ChipLength
699   699  
700 SBPGuide1CBPAssignment1AutoDimensioning Marker_ShapeText_NumberPrecisionText_AngularPrecision Text_Suffix Text_Layer Line_Layer Preview_Type 700 ChipWidth ChipHeightWBRules
701   701  
702 ClearanceTraceTraceViaTraceViaPadTraceViaPadSMDTraceViaPadSMDCopperTraceViaPadSMDTextTraceViaPadSMDBoardTraceViaPadSMDDrillTraceViaPadSMDSameNetSMDViaCrnViaViaPadCrnTraceCrnWidthMinimum RecommendedMaximum 702 MinLength
703   703  
704 PlacementGridUseXY 704 MaxLength WToWDistanceWBtoPad MaxAngle SBPCountSBP1 CBPCountCBP1WBCountWB1SBPGuideCount
705   705  
706 Accordion 706 SBPGuide1CBPAssignment1AutoDimensioning Marker_ShapeText_NumberPrecisionText_AngularPrecision Text_Suffix Text_Layer Line_Layer Preview_Type
707   707  
708 AmplitudeMinGapMinRoutingMaxChannelWidthSoftLengthRrulesMeanderBeforeTune MatchLengthName Planning 708 ClearanceTraceTraceViaTraceViaPadTraceViaPadSMDTraceViaPadSMDCopperTraceViaPadSMDTextTraceViaPadSMDBoardTraceViaPadSMDDrillTraceViaPadSMDSameNetSMDViaCrnViaViaPadCrnTraceCrnWidthMinimum RecommendedMaximum
709   709  
710 ScheduledLibrary 710 PlacementGridUseXY
711   711  
712 TimestampDesign 712 Accordion
713   713  
714 Timestamp241±241 AlignmentBGA Vertical Diagonal 714 AmplitudeMinGapMinRoutingMaxChannelWidthSoftLengthRrulesMeanderBeforeTune MatchLengthName Planning
715   715  
716 Clockwise DirectionBGA315315225135 716 ScheduledLibrary
717   717  
718 ClockwiseCounterclockwiseDirectionBGAstaggered Horizontal Vertical Diagonal Quadrant 718 TimestampDesign
719   719  
720 X-pattern4545n135225 720 Timestamp241±241 AlignmentBGA Vertical Diagonal
721   721  
722 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 722 Clockwise DirectionBGA315315225135
723   723  
724 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 724 ClockwiseCounterclockwiseDirectionBGAstaggered Horizontal Vertical Diagonal Quadrant
725   725  
726 1N4007SMD 726 X-pattern4545n135225
727   727  
728 1N4007SMD 728 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
729   729  
730 1N4007SMD10 mmjednorady hrebinek 2 pinyJUMP210 mmdvourady hrebinek 2x3 pinyJUMP2X310 mmjednorady hrebinek 3 pinyJUMP3CINCHJUMP2JUMP3CINCH 730 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
731   731  
732 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 732 1N4007SMD
733   733  
734 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 734 1N4007SMD
735   735  
736 LM1117MPXNE5532LT6231NE5532NC7WB66NC7WB66 736 1N4007SMD10 mmjednorady hrebinek 2 pinyJUMP210 mmdvourady hrebinek 2x3 pinyJUMP2X310 mmjednorady hrebinek 3 pinyJUMP3CINCHJUMP2JUMP3CINCH
737   737  
738 MC100EP51 SY100ELT23 738 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
739   739  
740 MC100EP51 Quadrant Diagonal 740 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
741   741  
742 X-pattern45*135225315 742 LM1117MPXNE5532LT6231NE5532NC7WB66NC7WB66
743   743  
744 ClockwiseCounterclockwise Horizontal VerticalMinControlledLengthMaxIrregularLengthGuard 744 MC100EP51 SY100ELT23
745   745  
746 BandColor MitersArcsBlaze 746 MC100EP51 Quadrant Diagonal
747   747  
748 TestPointColorThermalColor Quadrant Diagonal 748 X-pattern45*135225315
749   749  
750 X-pattern45+135225315 750 ClockwiseCounterclockwise Horizontal VerticalMinControlledLengthMaxIrregularLengthGuard
751   751  
752 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 752 BandColor MitersArcsBlaze
753   753  
754 X-pattern45,135225315 754 TestPointColorThermalColor Quadrant Diagonal
755   755  
756 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 756 X-pattern45+135225315
757   757  
758 X-pattern45,135225315 758 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
759   759  
760 ClockwiseCounterclockwise Horizontal Vertical Quadrant Quadrant Diagonal 760 X-pattern45,135225315
761   761  
762 X-pattern 762 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
763   763  
764 X-pattern45 45n135225315315 764 X-pattern45,135225315
765   765  
766 ClockwiseCounterclockwise Horizontal Vertical Vertical Quadrant Diagonal 766 ClockwiseCounterclockwise Horizontal Vertical Quadrant Quadrant Diagonal
767   767  
768 Clockwise 768 X-pattern
769   769  
770 X-pattern45o225135225135315 770 X-pattern45 45n135225315315
771   771  
772 ClockwiseCounterclockwiseCounterclockwise Horizontal Horizontal Diagonal Vertical Quadrant Quadrant Diagonal 772 ClockwiseCounterclockwise Horizontal Vertical Vertical Quadrant Diagonal
773   773  
774 X-pattern 774 Clockwise
775   775  
776 X-pattern45l45135225p. 315 776 X-pattern45o225135225135315
777   777  
778 ClockwiseCounterclockwise Horizontal VerticalNoRoutingRestrictedVias00000 Diagonal135225315 778 ClockwiseCounterclockwiseCounterclockwise Horizontal Horizontal Diagonal Vertical Quadrant Quadrant Diagonal
779   779  
780 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 780 X-pattern
781   781  
782 X-pattern45t135225315 782 X-pattern45l45135225p. 315
783   783  
784 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 784 ClockwiseCounterclockwise Horizontal VerticalNoRoutingRestrictedVias00000 Diagonal135225315
785   785  
786 X-pattern45t135225315 786 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
787   787  
788 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 788 X-pattern45t135225315
789   789  
790 X-pattern451135225315 790 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
791   791  
792 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 792 X-pattern45t135225315
793   793  
794 X-pattern451135225315 794 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
795   795  
796 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 796 X-pattern451135225315
797   797  
798 X-pattern452135225315 798 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
799   799  
800 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 800 X-pattern451135225315
801   801  
802 X-pattern45135225315 802 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
803   803  
804 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 804 X-pattern452135225315
805   805  
806 X-pattern45ï135225315 806 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
807   807  
808 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 808 X-pattern45135225315
809   809  
810 X-pattern45135225315 810 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
811   811  
812 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 812 X-pattern45ï135225315
813   813  
814 X-pattern454135225315 814 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
815   815  
816 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 816 X-pattern45135225315
817   817  
818 X-pattern454135225315 818 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
819   819  
820 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 820 X-pattern454135225315
821   821  
822 X-pattern455135225315 822 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
823   823  
824 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 824 X-pattern454135225315
825   825  
826 X-pattern455135225315 826 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
827   827  
828 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 828 X-pattern455135225315
829   829  
830 X-pattern456135225315 830 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
831   831  
832 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 832 X-pattern455135225315
833   833  
834 X-pattern456135225315 834 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
835   835  
836 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 836 X-pattern456135225315
837   837  
838 X-pattern457135225315 838 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
839   839  
840 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 840 X-pattern456135225315
841   841  
842 X-pattern457135225315 842 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
843   843  
844 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 844 X-pattern457135225315
845   845  
846 X-pattern458135225315 846 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
847   847  
848 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 848 X-pattern457135225315
849   849  
850 X-pattern459135225315 850 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
851   851  
852 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 852 X-pattern458135225315
853   853  
854 X-pattern459135225315 854 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
855   855  
856 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 856 X-pattern459135225315
857   857  
858 X-pattern45:135225315 858 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
859   859  
860 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 860 X-pattern459135225315
861   861  
862 X-pattern45:135225315 862 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
863   863  
864 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 864 X-pattern45:135225315
865   865  
866 X-pattern45;135225315 866 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
867   867  
868 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 868 X-pattern45:135225315
869   869  
870 X-pattern45;135225315 870 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
871   871  
872 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 872 X-pattern45;135225315
873   873  
874 X-pattern45<135225315 874 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
875   875  
876 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 876 X-pattern45;135225315
877   877  
878 X-pattern45135225315 878 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
879   879  
880 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 880 X-pattern45<135225315
881   881  
882 X-pattern45ô135225315 882 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
883   883  
884 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 884 X-pattern45135225315
885   885  
886 X-pattern45135225315 886 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
887   887  
888 ClockwiseCounterclockwise Horizontal VerticalYYNNNY0 1 20 0 0 mil##mm##" Quadrant Diagonal 888 X-pattern45ô135225315
889   889  
890 X-pattern45135225315 890 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
891   891  
892 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 892 X-pattern45135225315
893   893  
894 X-pattern45135225315 894 ClockwiseCounterclockwise Horizontal VerticalYYNNNY0 1 20 0 0 mil##mm##" Quadrant Diagonal
895   895  
896 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 896 X-pattern45135225315
897   897  
898 X-pattern45135225315 898 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
899   899  
900 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 900 X-pattern45135225315
901   901  
902 X-pattern45135225315 902 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
903   903  
904 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 904 X-pattern45135225315
905   905  
906 X-pattern45135225315 906 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
907   907  
908 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 908 X-pattern45135225315
909   909  
910 X-pattern45135225315 910 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
911   911  
912 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 912 X-pattern45135225315
913   913  
914 X-pattern45o135225315 914 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
915   915  
916 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 916 X-pattern45135225315
917   917  
918 X-pattern45135225315 918 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
919   919  
920 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 920 X-pattern45o135225315
921   921  
922 X-pattern45o135225315 922 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
923   923  
924 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 924 X-pattern45135225315
925   925  
926 X-pattern45o135225315 926 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
927   927  
928 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 928 X-pattern45o135225315
929   929  
930 X-pattern45135225315 930 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
931   931  
932 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal 932 X-pattern45o135225315
933   933  
934 X-pattern45o135225315 934 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
935   935  
936 ClockwiseCounterclockwise Horizontal Vertical{2FE18320-6448-11d1-A412-000000000000}2y 936 X-pattern45135225315
-   937  
-   938 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   939  
-   940 X-pattern45o135225315
-   941  
-   942 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   943  
-   944 X-pattern45135225315
-   945  
-   946 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   947  
-   948 X-pattern45135225315
-   949  
-   950 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   951  
-   952 X-pattern45135225315
-   953  
-   954 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   955  
-   956 X-pattern45o135225315
-   957  
-   958 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   959  
-   960 X-pattern45135225315
-   961  
-   962 ClockwiseCounterclockwise Horizontal Vertical Quadrant Diagonal
-   963  
-   964 X-pattern45o135225315
-   965  
-   966 ClockwiseCounterclockwise Horizontal Vertical{2FE18320-6448-11d1-A412-000000000000}Ž