Sefer Aleph Barnava (1 Timothy)
|
|
- Πολύκαρπος Αλεξάκης
- 7 χρόνια πριν
- Προβολές:
Transcript
1 Sefer Aleph Barnava (1 Timothy) Chapter 3 :Dh@ZN A]H D\RNL O]NBD Z]IDL [uai-im [I@ XAfD ZN@ 1Tim3:1 : Eµ œ¹ ƒÿš ā¼ µ Ÿ œÿ ¹ Rµƒ - ¹J ¹ š ƒćµ œ ½ 1. emeth hadabar iysh kiy-y baqesh lih yoth heg mon l ma`aseh tob mith aueh. 1Tim3:1 It is a true saying: if any man desires the office of overseer, he desires a good work. 3:1 πιστὸς ὁ λόγος. Εἴ τις ἐπισκοπῆς ὀρέγεται, καλοῦ ἔργου ἐπιθυµεῖ. 1 Pistos ho logos. Ei tis episkop s oregetai, kalou ergou epithymei. ZG@ Dy@-LRd ITf OI@d Z]IDL `IXV DCRD O]NBDE 2 CoLL OIANh MIGX@ QIPKN Z]lXdL CNGPE RhPV ]GhXd L[N :(RX RVd SXB@ LRA-@LE OII œµ µ V¹ -µ µa ¹ ¾C A œÿ ¹ ¹š Ÿ ƒ Lµ ¹ƒ E ¹ š¾ ¹ µ œÿi¹š Aµ µ E Ÿ Eš A :( š µ A µ ¾ƒ ¾ ) ¾š µ µƒ- ¾ ¹ µ ƒ ¾ ¾ 2. w heg mon ha`edah tsariy k lih yoth b eyn dophiy ba`al- ishah achath mshel b rucho tsanu`a w nech mad lab riyoth mak niys or chiym umebiyn l lamed w lo oheb yayin w lo -ba`al eg roph (w lo botse`a betsa` ra`). 1Tim3:2 An overseer, then, must be blameless, the husband of one wife, temperate, sober, of good behavior, given to hospitality, apt to teach, 2 δεῖ οὖν τὸν ἐπίσκοπον ἀνεπίληµπτον εἶναι, µιᾶς γυναικὸς ἄνδρα, νηφάλιον σώφρονα κόσµιον φιλόξενον διδακτικόν, 2 dei oun ton episkopon anepil mpton einai, mias gynaikos andra, n phalion s phrona kosmion philoxenon didaktikon, :SQm MIPICN ZhKF-SKL Of-M@ Im 3 : J ƒ ¾ ¾ ¹ ¹ ¹ ¾ œe ˆ- µ Ć-¹ ¹J 3. ki im-dan l kaph-z kuth w lo iysh mid yaniym w lo oheb kaseph. 1Tim3:3 not given to wine, no striker, not greedy of filthy lucre; but patient, not a brawler, not covetness. 3 µὴ πάροινον µὴ πλήκτην, ἀλλὰ ἐπιεικῆ ἄµαχον ἀφιλάργυρον, 3 m paroinon m pl kt n, alla epieik amachon aphilargyron, :X[lD-LKd ]xrn[nl EIPd-Z@ `IXCNh A]Hd ]ZId-Z@ BIDPN IDIE 4 :š Iµ - A ŸU µ ¹ Á-œ ¹š µ E ƒÿš A Ÿœ A-œ ¹ µ ¹ ¹ 4. wiyhiy man hiyg eth-beytho b tob umad riy k eth-banayu l mish ma` to b kal-haysher. 1Tim3:4 One that manages his own household well, having his children under control with all dignity 4 τοῦ ἰδίου οἴκου καλῶς προϊστάµενον, τέκνα ἔχοντα ἐν ὑποταγῇ, µετὰ πάσης σεµνότητος
2 4 tou idiou oikou kal s proistamenon, tekna echonta en hypotagÿ, meta pas s semnot tos LKhI DKKI@ ]ZId-Z@ BIDPDL [I@ Im 5 :MIDL@ ZCR-LR GIe[DL µe Ÿœ A-œ ¹ µ ¹ µ ¾-¹ ¹J : ¹ ¾½ œµ ¼ -µ µ ¹B µ 5. ki im-lo yeda` iysh l han hiyg eth-beytho eykakah yukal l hash giyach `al-`adath Elohim. 1Tim3:5 (but if a man does not know how to manage his own household, how shall he take care of the assembly of Elohim?), ( 5 εἰ δέ τις τοῦ ἰδίου οἴκου προστῆναι οὐκ οἶδεν, πῶς ἐκκλησίας θεοῦ ἐπιµελήσεται;), (5 ei de tis tou idiou oikou prost nai ouk oiden, p s ekkl sias theou epimel setai?), :OIH\oD OICd LsIE ]dl ADXI-Os [CG CINLx IDI-L@E 6 : ¹Š āµlµ ¹ A ¾P¹ ŸA¹ ƒµ š¹ - P ¹ µu ¹ -µ 6. w al-y hiy tal miyd chadash pen-yir hab libo w yipol b diyn hamas tiyn. 1Tim3:6 He may not be a novice, lest being lifted up with pride he fall into the condemnation of the devil. 6 µὴ νεόφυτον, ἵνα µὴ τυφωθεὶς εἰς κρίµα ἐµπέσῃ τοῦ διαβόλου. 6 m neophyton, hina m typh theis eis krima empesÿ tou diabolou. DsXGd LsI-Os UhGd[ MZ@ ITd A]H M[ ]L Z]ID 7 :OIH\oD [W]NAh Ṕ š A ¾P¹ - P E µa œ¾ ¹ A ƒÿš Ÿ œÿ ½ ¹š -µ E ˆ : ¹Š āµlµ Ÿ ƒe 7. w hu gam-tsariy k heyoth lo shem tob b phiy otham shebachuts pen-yipol b cher pah ub moqesh hamas tiyn. 1Tim3:7 Moreover he must have a good report of them which are without, lest he shall fall into reproach and the snare of the devil. 7 δεῖ δὲ καὶ µαρτυρίαν καλὴν ἔχειν ἀπὸ τῶν ἔξωθεν, ἵνα µὴ εἰς ὀνειδισµὸν ἐµπέσῃ καὶ παγίδα τοῦ διαβόλου. 7 dei de kai martyrian kal n echein apo t n ex then, hina m eis oneidismon empesÿ kai pagida tou diabolou. MIX[I hidi MI[oyD-Me OKE 8 :RX-RVA IXG@ OII-@AQ O][L ¹š E ¹ ¹ ŵVµ -µb : š- µ ƒ š¼ µ ¹Š¾ ¾ ¹ µ - ¾ƒ ¹ƒ¼ ¾ ¾ Ÿ ¹¼ µ ¾ 8. w ken gam-hashamashiym yih yu y shariym w lo machaliyqey lashon w lo ohabiym s bo -yayin w lo notiym acharey betsa`-ra`. 1Tim3:8 Likewise must ministers be grave, not double-tongued,
3 nor given to much wine nor greedy of filthy lucre, 8 ιακόνους ὡσαύτως σεµνούς, µὴ διλόγους, µὴ οἴνῳ πολλῷ προσέχοντας, µὴ αἰσχροκερδεῖς, 8 Diakonous h saut s semnous, m dilogous, m oinÿ pollÿ prosechontas, m aischrokerdeis, :DX]DH GhXd DPhN@D C]Q-Z@ hxn[i-m@ Im 9 : šÿ Š µ Eš A E ½ Ÿ -œ Eš ¹ -¹ ¹J Š 9. ki im-yish m ru eth-sod ha emunah b ruach t horah. 1Tim3:9 but holding to the mystery of the faith with a pure conscience. 9 ἔχοντας τὸ µυστήριον τῆς πίστεως ἐν καθαρᾷ συνειδήσει. 9 echontas to myst rion t s piste s en kathara syneid sei. :ITf MDd OI@-M@ h[o[i Om XG@E DP[@XA hpgdi MD-MBE 10 : ¹ ¾C Á -¹ E Ļµ J šµ µ ¾ ¹š ƒ E ¼ Á¹ -µ 10. w gam-hem yibachanu bari shonah w achar ken y sham shu im- eyn bahem dophiy. 1Tim3:10 And let them also first be proved; then let them minister, if they be found faultless. 10 καὶ οὗτοι δὲ δοκιµαζέσθωσαν πρῶτον, εἶτα διακονείτωσαν ἀνέγκλητοι ὄντες. 10 kai houtoi de dokimazesth san pr ton, eita diakoneit san anegkl toi ontes. OGhXd Z]L[N Z]X[I DPIIDx MI[pD OKE 11 :Lmd Z]PN@PE Eš A œÿ œÿ ¹ µ ¾ œÿš ¹U ¹ Ḿµ :¾JµA œÿ ½ 11. w ken hanashiym tih yeynah y sharoth w lo mal shiynoth msh loth b ruachan w ne emanoth bakol. 1Tim3:11 Even so must women be grave, not slanderers, but sober, faithful in all things. 11 γυναῖκας ὡσαύτως σεµνάς, µὴ διαβόλους, νηφαλίους, πιστὰς ἐν πᾶσιν. 11 gynaikas h saut s semnas, m diabolous, n phalious, pistas en pasin. ZG@ Dy@-LRd CG@-LK hidi MI[oyD 12 :MDIxd-Z@E MDIPd-Z@ A]Hd MILDPNh œ V¹ -µ µa - E ¹ ¹ ŵVµ ƒ : UÁ-œ A-œ ƒÿš A ¹¼ µ E 12. hashamashiym yih yu kal- echad ba`al- ishah echath um nahaliym b tob eth-b neyhem w eth-bateyhem. 1Tim3:12 Let the ministers be husbands of one wife, ruling their children and their own households well. 12 διάκονοι ἔστωσαν µιᾶς γυναικὸς ἄνδρες, τέκνων καλῶς προϊστάµενοι καὶ τῶν ἰδίων οἴκων. 12 diakonoi est san mias gynaikos andres, tekn n kal s proistamenoi kai t n idi n oik n.
4 DA]H DLRN M[TPL hpwi OBDm MI[o[ND Im 13 :R[hgI GI[oD AX O]GkAh ƒÿš ¼ µ µ E ¹ ¾ µj ¹ Ļµ µ ¹J :µ º E µ ¹ ŵ œµ E ½ A ƒµš Ÿ H¹ƒE 13. ki ham sham shiym kahogen yiq nu l naph sham ma`alah tobah ubitachon rab be emunath hamashiyach Yahushuà. 1Tim3:13 For they that minister well, get themselves good degree, and great liberty in the faith which is in the Mashiyach Yahushua. 13 οἱ γὰρ καλῶς διακονήσαντες βαθµὸν ἑαυτοῖς καλὸν περιποιοῦνται καὶ πολλὴν παρρησίαν ἐν πίστει τῇ ἐν Χριστῷ Ἰησοῦ. 13 hoi gar kal s diakon santes bathmon heautois kalon peripoiountai kai poll n parr sian en pistei tÿ en ChristŸ I sou. :DXDNd DhW@E _L AZK IP@ Z@F 14 : š ¹A ¾ƒ Eµ ¼ µ ƒ œ¾ ¹ ¼ œ ¾ˆ 14. zo th aniy kotheb l ak wa aqaueh labo eleyak bim herah. 1Tim3:14 I am writing these things to you, hoping to come shortly to you; 14 Ταῦτά σοι γράφω ἐλπίζων ἐλθεῖν πρὸς σὲ ἐν τάχει 14 Tauta soi graph elpiz n elthein pros se en tachei; MIDL@D ZIAd BDPZDL `I@ RCZ DpD gndnz@-m@e 15 :gp]knh ZN@D ChoR MIlG MIDL@ X[@ ¹ ¾½ œ ƒ A µ œ¹ µ œ M¹ Dµ µ œ -¹ Š :D Ÿ E œ ½ ELµ ¹Iµ ¹ ¾½ œµ ¼ ¹ š ¼ 15. w im- eth mah mah hineh theda` ey k l hith naheg b beyth ha Elohim asher hiy `adath Elohim chayiym `amud ha emeth um konah. 1Tim3:15 but if I tary long, so that you shall know how you ought to behave yourself in the house of the Elohim, which is the assembly of the living Elohim, the pillar and ground of the truth. 15 ἐὰν δὲ βραδύνω, ἵνα εἰδῇς πῶς δεῖ ἐν οἴκῳ θεοῦ ἀναστρέφεσθαι, ἥτις ἐστὶν ἐκκλησία θεοῦ ζῶντος, στῦλος καὶ ἑδραίωµα τῆς ἀληθείας. 15 ean de bradyn, hina eidÿs p s dei en oikÿ theou anastrephesthai, h tis estin ekkl sia theou z ntos, stylos kai hedrai ma t s al theias. D@XP GhXd WfVP X\dA DLBP X[@ ZhCIQGD C]Q L]Ce IfEAh 16 :C]AKd DLRP ML]Rd DPhN@d LdWZP MI]ed CeD MIK@LoL š¹ µ EšÁ µc ¹ š āᵃ ¹ š ¼ œe ¹ ¼ µ Ÿ Ÿ B Ƶ ƒe ˆŠ : Ÿƒ A ¼ µ Ÿ Á E ½ A Aµ œ¹ ¹ ŸBµA µbº ¹ µlµ 16. ub waday gadol sod hachasiyduth asher nig lah babasar nits daq baruach nir ah lamal akiym hugad bagoyim nith qabel be emunah ba`olam na`alah b kabod.
5 1Tim3:16 By common confession, great is the mystery of holiness: He who was revealed in the flesh, justified in the Spirit, seen by angels, proclaimed among the nations, believed on in the world, taken up in glory. 16 καὶ ὁµολογουµένως µέγα ἐστὶν τὸ τῆς εὐσεβείας µυστήριον Ὃς ἐφανερώθη ἐν σαρκί, ἐδικαιώθη ἐν πνεύµατι, ὤφθη ἀγγέλοις, ἐκηρύχθη ἐν ἔθνεσιν, ἐπιστεύθη ἐν κόσµῳ, ἀνελήµφθη ἐν δόξῃ. 16 kai homologoumen s mega estin to t s eusebeias myst rion; Hos ephaner th en sarki, ek rychth en ethnesin, edikai th en pneumati, phth aggelois, episteuth en kosmÿ, anel mphth en doxÿ.
Leadership Grid. Greek 1 Tim 3:1-7; 5: Tim 3:8-13 Titus 1:6-9 IMPORTANCE. appoint elders in every town, as I directed you
Greek 1 Tim 3:1-7; 5:17-25 1 Tim -13 Titus -9 IMPORTANCE Nobility of leadership 3:1 5:17 1:5 πιστὸς ὁ λόγος. Εἴ τις ἐπισκοπῆς ὀρέγεται, καλοῦ ἔργου ἐπιθυµεῖ. Οἱ καλῶς προεστῶτες πρεσβύτεροι διπλῆς τιµῆς
Διαβάστε περισσότεραLeadership Grid. Interpreta(on Greek 1 Tim 3:1-7 1 Tim 3:8-13 Titus 1:6-9
Importance Leading is an important task, and therefore elders must be a certain type of person. Εἴ τις ἐπισκοπῆς ὀρέγεται, καλοῦ ἔργου ἐπιθυµεῖ. δεῖ δὲ καὶ Οἱ καλῶς προεστῶτες πρεσβύτεροι διπλῆς τιµῆς
Διαβάστε περισσότεραI am. Present indicative
εἰμί eimi Present indicative εἰμί εἶ ἐστί(ν) ἐσμέν ἐστέ εἰσί(ν) John 3:28 εἰμὶ ἐγὼ ὁ χριστός eimi ego ho christos John 3:28 εἰμὶ ἐγὼ ὁ χριστός eimi ego ho christos the Christ John 1:19 Σὺτίςεἶ; Su tis
Διαβάστε περισσότεραSefer 1 Barnava (Timothy) Chapter 1. ZEVN Is-LR GI[oD R[hgI GIL[ Q]L]s 1Tim1:1 :hpzewx GI[oD R[hgI O]C@DE hpri[]n MIDL@D
Sefer 1 Barnava (Timothy) Shavua Reading Schedule (42 ( 42th sidrot) - 1 Tim 1-5, 1 2 Tim 1-3 Chapter 1 ZEVN Is-LR GI[oD R[hgI GIL[ Q]L]s 1Tim1:1 :hpzewx GI[oD R[hgI O]C@DE hpri[]n MIDL@D œµ ¹ ¹P- µ µ
Διαβάστε περισσότεραFinite Field Problems: Solutions
Finite Field Problems: Solutions 1. Let f = x 2 +1 Z 11 [x] and let F = Z 11 [x]/(f), a field. Let Solution: F =11 2 = 121, so F = 121 1 = 120. The possible orders are the divisors of 120. Solution: The
Διαβάστε περισσότεραwhich minister questions, rather than furthering the administration of Elohim which is by faith.
Sefer Aleph Barnava (1 Timothy) Shavua Reading Schedule (42th sidrot) - 1 Tim 1-5, 2 Tim 1-3 Chapter 1 hpri[]n MIDL@D ZEVN Is-LR GI[oD R[hgI GIL[ Q]L]s 1Tim1:1 :hpzewx GI[oD R[hgI O]C@DE E ¹ Ÿ ¹ ¾½ œµ
Διαβάστε περισσότεραˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ Ä Œμ Ìμ. ±É- É Ê ± μ Ê É Ò Ê É É, ±É- É Ê, μ Ö
ˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ 2017.. 48.. 5.. 740Ä744 ˆ Œˆ ƒ Š Œ ˆ Œˆ ˆŸ ˆ ˆ ˆŸ ˆˆ ƒ ˆ Šˆ ˆ.. Œμ Ìμ ±É- É Ê ± μ Ê É Ò Ê É É, ±É- É Ê, μ Ö ±μ³ ² ± ÒÌ ³μ ʲÖÌ Ð É Ò³ ² ³ Š² ËËμ Î É μ - ³ μ É Ò Ë ³ μ Ò ³ Ò Å ²μ ÉÉ. Ì
Διαβάστε περισσότεραÓ³ Ÿ , º 7(163).. 855Ä862 ˆ ˆŠ ˆ ˆŠ Š ˆ. . ƒ. ² ͱ 1,.. μ μ Íμ,.. μ²ö,.. ƒ² μ,.. ² É,.. ³ μ μ, ƒ.. Š ³ÒÏ,.. Œμ μ μ,. Œ.
Ó³ Ÿ. 2010.. 7, º 7(163).. 855Ä862 ˆ ˆŠ ˆ ˆŠ Š ˆ ˆ œ ˆŠ Ÿ ˆŸ Š Ÿ Š. ƒ. ² ͱ 1,.. μ μ Íμ,.. μ²ö,.. ƒ² μ,.. ² É,.. ³ μ μ, ƒ.. Š ³ÒÏ,.. Œμ μ μ,. Œ. Ð ±μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê μ Ö ± É μ É Êα Ê ±μ ÒÌ μéμ μ
Διαβάστε περισσότεραP Œ ²μ, Œ.. ƒê Éμ,. ƒ. ²μ,.. μ. ˆ ˆŸ Œˆ ˆŸ ˆ Š Œ ˆŸ Ÿ - ˆ ˆ ŠˆŒˆ Œ Œˆ ˆ œ ˆ Œ ˆ ŒˆŠ Œ -25
P6-2011-64.. Œ ²μ, Œ.. ƒê Éμ,. ƒ. ²μ,.. μ ˆ ˆŸ Œˆ ˆŸ ˆ Š Œ ˆŸ Ÿ - ˆ ˆ ŠˆŒˆ Œ Œˆ ˆ œ ˆ Œ ˆ ŒˆŠ Œ -25 Œ ²μ... P6-2011-64 ² μ Ö ²Õ³ Ö ± ³ Ö μ Í Ì μ Ò Ö μ-ë Î ± ³ ³ Éμ ³ μ²ó μ ³ ³ ± μé μ Œ -25 μ³μðóõ Ö μ-ë
Διαβάστε περισσότεραSefer Titos (Titus) for the faith of those chosen of Elohim and the knowledge of the truth which is according to holiness,
Sefer Titos (Titus) Chapter 1 ITL GI[oD R[hgI GIL[h MIDL@ CAR Q]L]s Tit1:1 :ZhCIQGL X[@ ZN@D ZRCE MIDL@ IXIGd ZPhN@ ¹ ¾½ š ¹ A œµ E ½ ¹ µ ¹ ŵ µ º E µ ¹ E ¹ ¾½ ƒ ŸŸP :œe ¹ ¼ µ š ¼ œ ½ œµ µ 1. Polos `ebed
Διαβάστε περισσότεραˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ Ä1350 ˆ ˆ Š -3
ˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ 2018.. 49.. 4.. 1343Ä1350 ˆ ƒ ŒŒ ˆ ˆ Œ ƒˆ ˆˆ ˆ Š ˆ ˆ Š -3.. ŠÊ Ö 1,, ˆ.. μ 2,.. ɱμ 1, 2,.. 1, 2,.. Ê 1,.. Ê 2,.. μ ±μ 2, ˆ. Œ. μ 1, 2,.. Ÿ 1, Œ.. ² ± 2 1 ˆ É ÉÊÉ Ö ÒÌ ² μ, Œμ ± 2 ˆ É
Διαβάστε περισσότερα: Ÿ E Á ¹Aµš š ¹ƒ ¹J 1. y diyday al-ta amiynu l kal-ruach ki im-bachanu haruchoth im-me Elohim hemah ki n biy ey sheqer rabbiym ba u la`olam.
Sefer Aleph Yahuchanan (1 John) Chapter 4 Z]GhXD hpgd-m@ Im GhX-LKL hpin@x-l@ ICICI 1John4:1 :ML]RL h@d MIdX XW[ I@IAP Im DoD MIDL@N-M@ Ĺ ¹ ¾½ -¹ œÿ Eš E ¼ µa-¹ ¹J µ Eš- E ¹ ¼ µu-µ µ ¹ : Ÿ E Á ¹Aµš š ¹ƒ
Διαβάστε περισσότεραSefer Titos (Titus) for the faith of those chosen of Elohim and the knowledge of the truth which is according to holiness,
Sefer Titos (Titus) Chapter 1 ITL GI[oD R[hgI GIL[h MIDL@ CAR Q]L]s Tit1:1 :ZhCIQGL X[@ ZN@D ZRCE MIDL@ IXIGd ZPhN@ ¹ ¾½ š ¹ A œµ E ½ ¹ µ ¹ ŵ µ º E µ ¹ E ¹ ¾½ ƒ ŸŸP :œe ¹ ¼ µ š ¼ œ ½ œµ µ 1. Polos `ebed
Διαβάστε περισσότεραZ L L L N b d g 5 * " # $ % $ ' $ % % % ) * + *, - %. / / + 3 / / / / + * 4 / / 1 " 5 % / 6, 7 # * $ 8 2. / / % 1 9 ; < ; = ; ; >? 8 3 " #
Z L L L N b d g 5 * " # $ % $ ' $ % % % ) * + *, - %. / 0 1 2 / + 3 / / 1 2 3 / / + * 4 / / 1 " 5 % / 6, 7 # * $ 8 2. / / % 1 9 ; < ; = ; ; >? 8 3 " # $ % $ ' $ % ) * % @ + * 1 A B C D E D F 9 O O D H
Διαβάστε περισσότεραEvery set of first-order formulas is equivalent to an independent set
Every set of first-order formulas is equivalent to an independent set May 6, 2008 Abstract A set of first-order formulas, whatever the cardinality of the set of symbols, is equivalent to an independent
Διαβάστε περισσότεραP Ò±,. Ï ± ˆ ˆŒˆ Š ƒ ˆŸ. Œ ƒ Œ ˆˆ γ-š Œˆ ƒ ƒˆ 23 ŒÔ. ² μ Ê ². Í μ ²Ó Ò Í É Ö ÒÌ ² μ, É μí±, μ²óï
P15-2012-75.. Ò±,. Ï ± ˆ Œ ˆŸ ˆ, š Œ ˆ ˆŒˆ Š ƒ ˆŸ ˆ ˆ, Œ ƒ Œ ˆˆ γ-š Œˆ ƒ ƒˆ 23 ŒÔ ² μ Ê ² Í μ ²Ó Ò Í É Ö ÒÌ ² μ, É μí±, μ²óï Ò±.., Ï ±. P15-2012-75 ˆ ³ Ö μ Ì μ É, μ Ñ ³ ÒÌ μ É Ì ³ Î ±μ μ μ É μ Íμ Ö ÕÐ
Διαβάστε περισσότερατεύχος #20, Οκτώβριος#Νοέμβριος#Δεκέμβριος 2009, περιοδικό των Μεγάλων Οδηγών
τεύχος #20, Οκτώβριος#Νοέμβριος#Δεκέμβριος 2009, περιοδικό των Μεγάλων Οδηγών [ ] Ματούλα Βελιανίτη, Έφορος Κλάδου Μεγάλων Οδηγών 2004-2009 20 τεύχη κυκλοφορίας συμπληρώνει ο Τρόπος Ζωής. Ήταν πριν από
Διαβάστε περισσότερα.. ƒ²μ É, Œ. Œ Ï,. Š. μé ±μ,..,.. ³ μ μ, ƒ.. ÒÌ
13-2016-82.. ƒ²μ É, Œ. Œ Ï,. Š. μé ±μ,..,.. ³ μ μ, ƒ.. ÒÌ ˆ Œ ˆŸ Š Š Š ( ) ƒ ˆ ˆ ˆŒ Œ Ÿ Š Œ Š ˆŒ NA62. I. ˆ Œ ˆŸ Ÿ Œ ² μ Ê ² μ Ò É Ì ± Ô± ³ É ƒ²μ É... 13-2016-82 ² ³ Éμ μ²μ Ö μ ÒÌ μ μ²μ± Éμ ±μ É ÒÌ Ëμ
Διαβάστε περισσότεραÓ³ Ÿ , º 2(131).. 105Ä ƒ. ± Ï,.. ÊÉ ±μ,.. Šμ ² ±μ,.. Œ Ì ²μ. Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê
Ó³ Ÿ. 2006.. 3, º 2(131).. 105Ä110 Š 537.311.5; 538.945 Œ ƒ ˆ ƒ Ÿ ˆŠ ˆ ƒ Ÿ ƒ ˆ œ ƒ Œ ƒ ˆ ˆ Š ˆ 4 ². ƒ. ± Ï,.. ÊÉ ±μ,.. Šμ ² ±μ,.. Œ Ì ²μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê ³ É É Ö μ ² ³ μ É ³ Í ² Ö Ê³ μ μ ³ É μ μ μ²ö
Διαβάστε περισσότεραˆ Œ ˆ Ÿ ˆ ˆŸ Ÿ - ˆ ˆ Šˆ Š ˆŸˆ
Ó³ Ÿ. 2015.. 12, º 1(192).. 256Ä263 ˆ ˆ ƒˆÿ, Š ƒˆÿ ˆ Ÿ Ÿ Œ ˆ ˆ ˆ Š ˆ ˆ Œ ˆ Ÿ ˆ ˆŸ Ÿ - ˆ ˆ Šˆ Š ˆŸˆ.. ƒê,.. μ Ö, ƒ.. ³μÏ ±μ 1 Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê μ μ Ò μμé μï Ö ³ Ê μ ³ Ê ³Ò³ μ Í μ Ò³ ² Î ³ μ ³ É μ- ÊÕÐ
Διαβάστε περισσότεραˆ Œ ˆŸ Š ˆˆ ƒ Šˆ ƒ ƒ ˆ Šˆ ˆ ˆ Œ ˆ
Ó³ Ÿ. 2007.. 4, º 5(141).. 719Ä730 ˆ ˆ ƒˆÿ, Š ƒˆÿ ˆ Ÿ Ÿ Œ ˆ ˆ ˆ Œ ˆŸ Š ˆˆ ƒ Šˆ ƒ ƒ ˆ Šˆ ˆ ˆ Œ ˆ Š Œ Œ ˆ.. Š Öαμ,. ˆ. ÕÉÕ ±μ,.. ²Ö Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê μ ÖÉ Ö Ê²ÓÉ ÉÒ μéò μ ³ Õ ±μ Í É Í CO 2 O 2 ϲ μì
Διαβάστε περισσότεραLESSON 14 (ΜΑΘΗΜΑ ΔΕΚΑΤΕΣΣΕΡΑ) REF : 202/057/34-ADV. 18 February 2014
LESSON 14 (ΜΑΘΗΜΑ ΔΕΚΑΤΕΣΣΕΡΑ) REF : 202/057/34-ADV 18 February 2014 Slowly/quietly Clear/clearly Clean Quickly/quick/fast Hurry (in a hurry) Driver Attention/caution/notice/care Dance Σιγά Καθαρά Καθαρός/η/ο
Διαβάστε περισσότεραˆ ˆ ˆ ˆˆ γ-ˆ ˆŸ ˆ Š Œ ˆ Œ œ Š ˆˆ
Ó³ Ÿ. 2008.. 5, º 2(144).. 219Ä225 ˆ ˆ ƒˆÿ, Š ƒˆÿ ˆ Ÿ Ÿ Œ ˆ ˆ ˆ ˆ ˆ Œ Œ ˆ ˆ ˆ ˆˆ γ-ˆ ˆŸ ˆ Š Œ ˆ Œ œ Š ˆˆ.. Šμ ²μ a,.. Š,.. μ ±μ,.. Ö a,.. ² ± a,.. ² Õ± a a ÊÎ μ- ² μ É ²Ó ± É ÉÊÉ Ö μ Ë ± ³... ±μ ²ÓÍÒ Œμ
Διαβάστε περισσότεραƒê,.. ± É,.. Ëμ μ. ˆŸ Œ ƒ ˆ ƒ Ÿ ˆ ˆˆ ˆ ˆ ˆ Šˆ- ˆŒŒ ˆ ƒ Œ ƒ ˆ. ² μ Ê ² ² ±É Î É μ
13-2009-159.. ƒê,.. ± É,.. Ëμ μ Š ˆŒ œ ˆ ˆ ˆŸ Œ ƒ ˆ ƒ Ÿ ˆ ˆˆ ˆ ˆ ˆ Šˆ- ˆŒŒ ˆ ƒ Œ ƒ ˆ ² μ Ê ² ² ±É Î É μ ƒê.., ± É.., Ëμ μ.. 13-2009-159 ± ³ É ²Ó μ ² μ Ê ² Î Ö ³ É μ μ μ²ö Ð Í ² Î ± - ³³ É Î μ μ ³ É μ ³
Διαβάστε περισσότεραExercises 10. Find a fundamental matrix of the given system of equations. Also find the fundamental matrix Φ(t) satisfying Φ(0) = I. 1.
Exercises 0 More exercises are available in Elementary Differential Equations. If you have a problem to solve any of them, feel free to come to office hour. Problem Find a fundamental matrix of the given
Διαβάστε περισσότεραƒ Š ˆ ˆ ˆˆ. ƒ. Ê ÖÏμ a,.. Š Ê,.. Šμ²μ ÊÉμ a, ƒ..œ ÍÒ a,. ƒ. Œμ²μ± μ a,.. ± a a Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê
Ó³ Ÿ. 2006.. 3, º 1(130).. 101Ä110 Š 621.386.85 ˆ Œ Š Ÿ Œ ƒ Š ˆ ˆ ˆˆ. ƒ. Ê ÖÏμ a,.. Š Ê,.. Šμ²μ ÊÉμ a, ƒ..œ ÍÒ a,. ƒ. Œμ²μ± μ a,.. ± a a Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê ˆ É ÉÊÉ É μ É Î ±μ Ô± ³ É ²Ó μ Ë ±, Œμ ± ²Ö
Διαβάστε περισσότεραSefer (Qolassim) Colossians
Sefer (Qolassim) Colossians Chapter 1 MIDL@ O]VXd GI[oD R[hgI GIL[ Q]L]s Col1:1 :hpig@ Q]lZ]NIHE ¹ ¾ ½ Ÿ š¹a µ ¹ ŵ µ º E µ ¹ Ÿ ŸP :E ¹ ŸI¹œŸ ¹Š 1. Polos sh liycha Yahushùa hamashiyach bir tson Elohiym
Διαβάστε περισσότεραÓ³ Ÿ , º 2(214).. 171Ä176. Š Œ œ ƒˆˆ ˆ ˆŠ
Ó³ Ÿ. 218.. 15, º 2(214).. 171Ä176 Š Œ œ ƒˆˆ ˆ ˆŠ ˆ ˆ ˆ Š Š Œ Œ Ÿ ˆ Š ˆ Š ˆ ˆŠ Œ œ ˆ.. Š Ö,, 1,.. ˆ μ,,.. μ³ μ,.. ÉÓÖ μ,,.š. ʳÖ,, Í μ ²Ó Ò ² μ É ²Ó ± Ö Ò Ê É É Œˆ ˆ, Œμ ± Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê μ ± Ê É
Διαβάστε περισσότεραÓ³ Ÿ , º 5(147).. 777Ä786. Œ ˆŠ ˆ ˆ Š ƒ Š ˆŒ. ˆ.. Š Öαμ,. ˆ. ÕÉÕ ±μ,.. ²Ö. Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê
Ó³ Ÿ. 2008.. 5, º 5(147).. 777Ä786 Œ ˆŠ ˆ ˆ Š ƒ Š ˆŒ ˆŒˆ Šˆ Œ Š ƒ ˆŒ œ ƒ - Ÿ ˆ.. Š Öαμ,. ˆ. ÕÉÕ ±μ,.. ²Ö Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê μ± μ, ÎÉμ ² ³ Ö Éμ³ μ-ô³ μ μ μ ±É μ³ É μ Ìμ É μ μ ³μ² ±Ê² CN CO 2 N 2. ±
Διαβάστε περισσότερα! " # $ % & $ % & $ & # " ' $ ( $ ) * ) * +, -. / # $ $ ( $ " $ $ $ % $ $ ' ƒ " " ' %. " 0 1 2 3 4 5 6 7 8 9 : ; ; < = : ; > : 0? @ 8? 4 A 1 4 B 3 C 8? D C B? E F 4 5 8 3 G @ H I@ A 1 4 D G 8 5 1 @ J C
Διαβάστε περισσότεραˆŒ œ ƒ ƒ ˆ ˆŸ ˆ Š ˆ 137 Cs Š ˆ Œ.
Ó³ Ÿ. 2017.. 14, º 6(211).. 630Ä636 ˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ. Š ˆŒ ˆ Š ˆŸ ˆŸ ˆŒ œ ƒ ƒ ˆ ˆŸ ˆ Š ˆ 137 Cs Š ˆ Œ. œ.., 1,.. ³,. ƒ. Š ² ±μ,.. ³ ±,.. ³ μ,. ˆ. É ²μ,. ˆ. ÕÉÕ ±μ, ƒ.. Ë,, ˆ.. ±μ ˆ É ÉÊÉ μ Ð Ë ± ³.. Œ.
Διαβάστε περισσότεραSefer Qolassim (Colossians)
Sefer Qolassim (Colossians) Chapter 1 :hpig@ Q]lZ]NIHE MIDL@ O]VXd GI[oD R[hgI GIL[ Q]L]s Col1:1 :E ¹ ŸI¹œŸ ¹Š ¹ ¾½ Ÿ š¹a µ ¹ ŵ µ º E µ ¹ ŸŸP 1. Polos sh liyach Yahushuà hamashiyach bir tson Elohim w
Διαβάστε περισσότεραFractional Colorings and Zykov Products of graphs
Fractional Colorings and Zykov Products of graphs Who? Nichole Schimanski When? July 27, 2011 Graphs A graph, G, consists of a vertex set, V (G), and an edge set, E(G). V (G) is any finite set E(G) is
Διαβάστε περισσότεραInverse trigonometric functions & General Solution of Trigonometric Equations. ------------------ ----------------------------- -----------------
Inverse trigonometric functions & General Solution of Trigonometric Equations. 1. Sin ( ) = a) b) c) d) Ans b. Solution : Method 1. Ans a: 17 > 1 a) is rejected. w.k.t Sin ( sin ) = d is rejected. If sin
Διαβάστε περισσότεραÓ³ Ÿ , º 3(194).. 673Ä677. Š Œ œ ƒˆˆ ˆ ˆŠ. ˆ.. ³ Ì μ, ƒ.. Š ³ÒÏ,ˆ..Š Ö, Ÿ. ʲ ±μ ±
Ó³ Ÿ. 2015.. 12, º 3(194.. 673Ä677 Š Œ œ ƒˆˆ ˆ ˆŠ ˆŸ ˆ Šˆ ˆ ˆ Œ ˆŠ ˆ.. ³ Ì μ, ƒ.. Š ³ÒÏ,ˆ..Š Ö, Ÿ. ʲ ±μ ± Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê ˆ É ÉÊÉ Ö μ Ë ± μ²ó ±μ ± ³ ʱ, Š ±μ, μ²óï μé É ² Ò Ê Ö Ö Î ² Ò Ê²ÓÉ ÉÒ,
Διαβάστε περισσότεραP Ë ³μ,.. μ μ³μ²μ,.. ŠμÎ μ,.. μ μ,.. Š μ. ˆ œ ˆ Š Œˆ ŠˆŒ ƒ Œ Ÿ ˆŸ Š ˆ ˆ -ˆ ˆŠ
P9-2008-102.. Ë ³μ,.. μ μ³μ²μ,.. ŠμÎ μ,.. μ μ,.. Š μ ˆ œ ˆ Š Œˆ ŠˆŒ ƒ Œ Ÿ ˆŸ Š ˆ ˆ -ˆ ˆŠ Ë ³μ... P9-2008-102 ˆ μ²ó μ Ô± μ³ Î ± ³ μ³ ²Ö μ²êî Ö Êα μ μ - ÉμÎ ± μ²êî É ÒÌ Ê ±μ ÒÌ Êαμ 48 Ö ²Ö É Ö μ μ ±²ÕÎ
Διαβάστε περισσότεραVerklarte Nacht, Op.4 (Εξαϋλωμένη Νύχτα, Έργο 4) Arnold Schoenberg (1874-1951)
1 Verklarte Nacht, Op.4 (Εξαϋλωμένη Νύχτα, Έργο 4) Arnold Schoenberg (1874-1951) Αναγνώσματα από το βιβλίο Η Απόλαυση της Μουσικής (Machlis, Forney), για τους μαθητές που θα μελετήσουν το έργο: «Ο Σαίνμπεργκ
Διαβάστε περισσότεραEcon 2110: Fall 2008 Suggested Solutions to Problem Set 8 questions or comments to Dan Fetter 1
Eon : Fall 8 Suggested Solutions to Problem Set 8 Email questions or omments to Dan Fetter Problem. Let X be a salar with density f(x, θ) (θx + θ) [ x ] with θ. (a) Find the most powerful level α test
Διαβάστε περισσότεραP Î,.. Š ²³Ò±μ, Œ.. Œ ϱ,.. ʳ ˆ ˆ ˆ ˆŸ ˆŠ Š Š ˆ Ÿ -200
P9-2011-62. Î,.. Š ²³Ò±μ, Œ.. Œ ϱ,.. ʳ ˆ ˆ ˆ ˆŸ ˆŠ Š Š ˆ Ÿ -200 Î.. P9-2011-62 É μ É μ μ Í μ μ Ö μ ±μ Êα Ê ±μ É ²Ö -200 É ² μ μ Ê É μ É μ Í μ μ Ö Ò ÒÌ μ - ±μ, ±μéμ μ Ö ²Ö É Ö Î ÉÓÕ É ³Ò μ É ± Êα ²
Διαβάστε περισσότεραÓ³ Ÿ , º 6(155).. 805Ä813 ˆ ˆŠ ˆ ˆŠ Š ˆ. ˆ.. ³ Ì μ, ƒ.. Š ³ÒÏ, ˆ.. Š Ö. Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê. Ÿ. ʲ ±μ ±
Ó³ Ÿ. 2009.. 6, º 6(155).. 805Ä813 ˆ ˆŠ ˆ ˆŠ Š ˆ Œ ˆ ˆ Œ ˆŒ ˆ ˆ ˆ ˆ ˆ Ÿ Œ ƒ ˆ ˆŠ ˆ.. ³ Ì μ, ƒ.. Š ³ÒÏ, ˆ.. Š Ö Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê Ÿ. ʲ ±μ ± ˆ É ÉÊÉ Ö μ Ë ± μ²ó ±μ ± ³ ʱ, Š ±μ, μ²óï Œ É ³ É Î ±μ ±μ³
Διαβάστε περισσότερα) * +, -. + / - 0 1 2 3 4 5 6 7 8 9 6 : ; < 8 = 8 9 >? @ A 4 5 6 7 8 9 6 ; = B? @ : C B B D 9 E : F 9 C 6 < G 8 B A F A > < C 6 < B H 8 9 I 8 9 E ) * +, -. + / J - 0 1 2 3 J K 3 L M N L O / 1 L 3 O 2,
Διαβάστε περισσότεραυ η µ η. υ η µ υµ η υ υ υ µ υ η µ η υ. µ υ υ υ η ω µ ω µ υ η ω υ µ υ ω ω ω η ω ω., ω ω,, % #" ".µ, & ". 0, # #'
- 1 - µ µ 1 µ µ" # 2 µ %& µ "' (µ 2 µ %& µ "' ( &% ) 3 µ %µ,, υ η µ η. υµ υ υµ ηµ υµ υ υ η µ υµ η υ υ υ µ υ η µ η υ. µ υ υ υ η ω µ ω µ υ η ω υ ω η υµ ω η υ., µ υµ µ υ ω ω ω η ω ω., ω ω ω, µω µ η µ η η
Διαβάστε περισσότερα:œe ƒµ ¹ ¹ƒ š Qµ - ¹J 3. w lo -`od ela shenith halel batsaroth mip ney sheyada` nu kiy-hatsarah m biy ah liydey sab lanuth.
Sefer Romiyim (Romans) Chapter 5 hpl M]L[ DPhN@A hpwfvp IXG@ OKL Rom5:1 :GI[oD R[hgI hpipc@d MIDL@D-MR E Ÿ E ½ ƒ E µc ¹ š¼ µ :µ ¹ ŵ µ º E E ¾ ¼ µa ¹ ¾½ -¹ 1. laken acharey nits daq nu ba emunah shalom
Διαβάστε περισσότεραSefer Romiyim (Romans)
Sefer Romiyim (Romans) Chapter 8 Shavua Reading Schedule (32th sidrot) - Rom 8-12 GI[od MD X[@ Dn@A DN[@-OI@ DxR Om-LR Rom8:1 :(GhXD ITL @n@ X\dK @n[ MIKnDZoD) R[hgI µ ¹ ŵA š ¼ K ƒ µ - Úµ J-µ :(µ Eš ¹
Διαβάστε περισσότεραSefer Galatim (Galatians)
Sefer Galatim (Galatians) Chapter 3 EIT[Kd MKZ@ DRZD IN ZRC IXQG MIHLe gd@ Gal3:1 IXG@ (ZN@D-L@ RN[ IxLAL) :MKIPIR CBPL AhLtD GI[oD R[hgI XlV X[@ ¹A œ œ¹ ¹ œµ š µ ¹Š B D ¼ š¼ µ (œ ½ - µ ¾ ¹U ¹ƒ ) : ƒe
Διαβάστε περισσότεραANSWERSHEET (TOPIC = DIFFERENTIAL CALCULUS) COLLECTION #2. h 0 h h 0 h h 0 ( ) g k = g 0 + g 1 + g g 2009 =?
Teko Classes IITJEE/AIEEE Maths by SUHAAG SIR, Bhopal, Ph (0755) 3 00 000 www.tekoclasses.com ANSWERSHEET (TOPIC DIFFERENTIAL CALCULUS) COLLECTION # Question Type A.Single Correct Type Q. (A) Sol least
Διαβάστε περισσότεραChapter 29. Adjectival Participle
Chapter 29 Adjectival Participle Overview (29.3-5) Definition: Verbal adjective Function: they may function adverbially or adjectivally Forms: No new forms because adverbial and adjectival participles
Διαβάστε περισσότεραPhys460.nb Solution for the t-dependent Schrodinger s equation How did we find the solution? (not required)
Phys460.nb 81 ψ n (t) is still the (same) eigenstate of H But for tdependent H. The answer is NO. 5.5.5. Solution for the tdependent Schrodinger s equation If we assume that at time t 0, the electron starts
Διαβάστε περισσότερα1 John 5. LGNT - September 6, 2019 Page 1. Book Chapter Verse. Word # 1 John Greek. # of words. Numeric value. Interlinear English.
Book Chapter Verse Interlinear English Word # 1 John Greek # of letters # of words Numeric value 230501 everyone 01709 ΠΑΣ 3 281 230501 01710 Ο 1 70 230501 believing 01711 ΠΙΣΤΕΥΩΝ 8 1845 230501 that 01712
Διαβάστε περισσότεραRight Rear Door. Let's now finish the door hinge saga with the right rear door
Right Rear Door Let's now finish the door hinge saga with the right rear door You may have been already guessed my steps, so there is not much to describe in detail. Old upper one file:///c /Documents
Διαβάστε περισσότεραŒ.. ² μ,.. Œ ²μ, ƒ.. μ ±μ,. Ô Ô ², Œ.. ƒê Éμ, Œ.. Œ ² μ *
6-2008-5 Œ.. ² μ,.. Œ ²μ, ƒ.. μ ±μ,. Ô Ô ², Œ.. ƒê Éμ, Œ.. Œ ² μ * ˆ ˆ ˆˆ U(VI) ˆ ˆ ˆ ˆ Š ˆ ² μ Ê ² μì ³ Ö *, μ -, μ² Ö ² μ Œ... 6-2008-5 ˆ ² μ μ Í U(VI) μî μ μ Ì ² Ð μ ±É ÒÌ μéìμ μ ˆ ² μ μ Í Ö U(VI) μî
Διαβάστε περισσότεραderivation of the Laplacian from rectangular to spherical coordinates
derivation of the Laplacian from rectangular to spherical coordinates swapnizzle 03-03- :5:43 We begin by recognizing the familiar conversion from rectangular to spherical coordinates (note that φ is used
Διαβάστε περισσότεραŠ ˆ œ Ÿ ˆ œ Œ Œ ƒ ˆ Œ Œ LEPTA
Ó³ Ÿ. 2006.. 3, º 7(136).. 78Ä83 Š 537.533.33, 621.384.60-833 Š ˆ œ Ÿ ˆ œ Œ Œ ƒ ˆ Œ Œ LEPTA ( ).. μ²éêï±,.. Ò±μ ±,. ƒ. Šμ Í,.. Šμ μé,. ˆ. μì³ Éμ,.. Œ ² Ìμ, ˆ.. Œ ϱμ,.. ²μ,.., ˆ.. ²,.. μ,.. ³ μ,. Œ. Ò,
Διαβάστε περισσότεραÓ³ Ÿ º 3[120] Particles and Nuclei, Letters No. 3[120]
Ó³ Ÿ. 2004. º 3[120] Particles and Nuclei, Letters. 2004. No. 3[120] Š 621.384.633.5/6 Š ˆ ˆ Šˆ Šˆ Š ˆ Ÿ Ÿ ˆ ˆ.. Œ ϱµ 1,.. µ 1,.. ³ µ 1,. Œ. Ò 1, ƒ.. Ê ±µ 1 Ñ Ò É ÉÊÉ Ö ÒÌ ² µ, Ê Œµ ±µ ± µ Ê É Ò É ÉÊÉ
Διαβάστε περισσότεραMatrices and Determinants
Matrices and Determinants SUBJECTIVE PROBLEMS: Q 1. For what value of k do the following system of equations possess a non-trivial (i.e., not all zero) solution over the set of rationals Q? x + ky + 3z
Διαβάστε περισσότεραSection 8.3 Trigonometric Equations
99 Section 8. Trigonometric Equations Objective 1: Solve Equations Involving One Trigonometric Function. In this section and the next, we will exple how to solving equations involving trigonometric functions.
Διαβάστε περισσότεραP ² ± μ. œ Š ƒ Š Ÿƒ ˆŸ Œ œ Œ ƒˆ. μ²μ μ Œ Ê μ μ ±μ Ë Í μ É Í ±μ ³μ²μ (RUSGRAV-13), Œμ ±, Õ Ó 2008.
P3-2009-104.. ² ± μ ˆ ˆ Š Š ˆ œ Š ƒ Š Ÿƒ ˆŸ Œ œ Œ ƒˆ μ²μ μ Œ Ê μ μ ±μ Ë Í μ É Í ±μ ³μ²μ (RUSGRAV-13), Œμ ±, Õ Ó 2008. ² ± μ.. ²μ μ ± μé±²μ μé ÓÕÉμ μ ±μ μ ±μ ÉÖ μé Ö μ³μðóõ É μ μ ³ ²ÒÌ Ô P3-2009-104 ÓÕÉμ
Διαβάστε περισσότεραSefer Aleph Yahuchanan (1 John)
Sefer Aleph Yahuchanan (1 John) Chapter 5 MIDL@N CL]P @hd GI[oD @hd R[hgI Im OIN@oD-Lm 1John5:1 :]x@n CL]pD-Z@ Me AD@I ]CIL]N-Z@ AD@D-LKE ¹ ¾½ Ÿ E µ ¹ ŵ E µ E ¹J ¹ ¼ µlµ - J :ŸU¹ ŸMµ -œ µb ƒµ ½ Ÿ ¹Ÿ -œ
Διαβάστε περισσότεραInstruction Execution Times
1 C Execution Times InThisAppendix... Introduction DL330 Execution Times DL330P Execution Times DL340 Execution Times C-2 Execution Times Introduction Data Registers This appendix contains several tables
Διαβάστε περισσότεραP ƒ.. Š ³ÒÏ,.. Š ³ÒÏ,.. ± ˆ ŒˆŠˆ Š ˆŠ
P9-2008-53 ƒ.. Š ³ÒÏ,.. Š ³ÒÏ,.. ± ˆ ŒˆŠˆ Š ˆŠ ˆ Œ MATLAB Š ³ÒÏ ƒ.., Š ³ÒÏ.., ±.. P9-2008-53 Î ÉÒ ³ ± Êα Í ±²μÉ μ Ì É ³ MATLAB É ÉÓ μ± μ ³μ μ ÉÓ ³ Ö Œ LAB ²Ö ÊÎ ÒÌ Î - Éμ Ë ± Ê ±μ É ², Î É μ É ²Ö μ Ö
Διαβάστε περισσότεραÓ³ Ÿ , º 7(163).. 798Ä802 ˆ ˆŠ ˆ ˆŠ Š ˆ. .. Ëμ μ. Î ± É ÉÊÉ ³..., Œμ ±
Ó³ Ÿ. 2010.. 7, º 7(163).. 798Ä802 ˆ ˆŠ ˆ ˆŠ Š ˆ ˆ Š ˆ œ Š Š Œ ˆ Œ ˆ.. Ëμ μ Î ± É ÉÊÉ ³..., Œμ ± Ò Ê²ÓÉ ÉÒ Î ² μ μ ³μ ² μ Ö É Í μ ÒÌ μí μ ² Î ÒÌ Ì - ³ Ì É ² Í Ö ²Ó μéμî ÒÌ Ô² ±É μ ÒÌ Êαμ ʲÓÉ ÉÒ ³ ³ É
Διαβάστε περισσότεραAssalamu `alaikum wr. wb.
LUMP SUM Assalamu `alaikum wr. wb. LUMP SUM Wassalamu alaikum wr. wb. Assalamu `alaikum wr. wb. LUMP SUM Wassalamu alaikum wr. wb. LUMP SUM Lump sum lump sum lump sum. lump sum fixed price lump sum lump
Διαβάστε περισσότερα( )( ) ( ) ( )( ) ( )( ) β = Chapter 5 Exercise Problems EX α So 49 β 199 EX EX EX5.4 EX5.5. (a)
hapter 5 xercise Problems X5. α β α 0.980 For α 0.980, β 49 0.980 0.995 For α 0.995, β 99 0.995 So 49 β 99 X5. O 00 O or n 3 O 40.5 β 0 X5.3 6.5 μ A 00 β ( 0)( 6.5 μa) 8 ma 5 ( 8)( 4 ) or.88 P on + 0.0065
Διαβάστε περισσότερα: ¹ ¾½ œµšÿā ƒ¹ Ć ƒ¹ 1. Polos `ebed Yahushuà hamashiyach m qora lih yoth shaliyach w nib dal lib sorath Elohim.
Sefer Romiyim (Romans) Chapter 1 Shavua Reading Schedule (31th sidrot) - Rom 1-7 GIL[ Z]IDL @XWN GI[oD R[hgI CAR Q]L]s Rom1:1 :MIDL@ ZX]\AL LfAPE µ ¹ œÿ ¹ š¾ µ ¹ ŵ µ º E ƒ ŸŸP : ¹ ¾½ œµšÿā ƒ¹ Ć ƒ¹ 1.
Διαβάστε περισσότεραGI[oD R[hgI `hxd 3 :GI[od MIN]Xod GhX ZmXd-LKd hpkxd
Sefer Ephesim (Ephesians) Chapter 1 Shavua Reading Schedule (39 ( 39th sidrot) - Eph 1-6 MIDL@ O]VXd GI[oD R[hgI GIL[ Q]L]s Eph1:1 GI[od MIPIN@Nh (Q]QT@d) MI@VNpD MI[CuD-L@ :R[hgI ¹ ¾ ½ Ÿ š¹a µ ¹ ŵ µ
Διαβάστε περισσότεραLESSON 6 (ΜΑΘΗΜΑ ΕΞΙ) REF : 201/045/26-ADV. 10 December 2013
LESSON 6 (ΜΑΘΗΜΑ ΕΞΙ) REF : 201/045/26-ADV 10 December 2013 I get up/i stand up I wash myself I shave myself I comb myself I dress myself Once (one time) Twice (two times) Three times Salary/wage/pay Alone/only
Διαβάστε περισσότεραSecond Order Partial Differential Equations
Chapter 7 Second Order Partial Differential Equations 7.1 Introduction A second order linear PDE in two independent variables (x, y Ω can be written as A(x, y u x + B(x, y u xy + C(x, y u u u + D(x, y
Διαβάστε περισσότεραMath 6 SL Probability Distributions Practice Test Mark Scheme
Math 6 SL Probability Distributions Practice Test Mark Scheme. (a) Note: Award A for vertical line to right of mean, A for shading to right of their vertical line. AA N (b) evidence of recognizing symmetry
Διαβάστε περισσότεραSefer 1 Yahuchanan (John) Chapter 1
Sefer 1 Yahuchanan (John) Chapter 1 hpi@x hpipirah hprn[ X[@ [@XN DID X[@ Z@ 1John1:1 :MIlGD XAf-LR hpici h[[n X[@E hphdd X[@ E ¹ š E ƒe E µ š ¼ ¾š š ¼ œ : ¹Iµ µ šµƒç- µ E E ¼ ¹ š ¼ µ E ŠµA¹ š ¼ 1. eth
Διαβάστε περισσότεραΦωτίστεΤονΚόσμο. ΠΡΩΤΟΒΟΥΛΙΑ ΧΡΙΣΤΟΥΓΕΝΝΩΝ Νοεμβρίου Δεκεμβρίου 2017
ΦωτίστεΤονΚόσμο ΠΡΩΤΟΒΟΥΛΙΑ ΧΡΙΣΤΟΥΓΕΝΝΩΝ 2017 24 Νοεμβρίου -- 25 Δεκεμβρίου 2017 ΘΕΜΑ «Καθώς ακολουθούμε το παράδειγμα του Σωτήρος και ζούμε όπως ζούσε Εκείνος και όπως δίδασκε, αυτό το φως θα καίει μέσα
Διαβάστε περισσότεραŒ ˆ Œ Ÿ Œˆ Ÿ ˆŸŒˆ Œˆ Ÿ ˆ œ, Ä ÞŒ Å Š ˆ ˆ Œ Œ ˆˆ
ˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ 018.. 49.. 4.. 907Ä917 Œ ˆ Œ Ÿ Œˆ Ÿ ˆŸŒˆ Œˆ Ÿ ˆ œ, Ä ÞŒ Å Š ˆ ˆ Œ Œ ˆˆ.. ³μ, ˆ. ˆ. Ë μ μ,.. ³ ʲ μ ± Ë ²Ó Ò Ö Ò Í É Å μ ± ÊÎ μ- ² μ É ²Ó ± É ÉÊÉ Ô± ³ É ²Ó μ Ë ±, μ, μ Ö μ ² Ìμ μé Ê Ö ±
Διαβάστε περισσότερα2. THEORY OF EQUATIONS. PREVIOUS EAMCET Bits.
EAMCET-. THEORY OF EQUATIONS PREVIOUS EAMCET Bits. Each of the roots of the equation x 6x + 6x 5= are increased by k so that the new transformed equation does not contain term. Then k =... - 4. - Sol.
Διαβάστε περισσότεραSefer 1 Kepha (Petros/Peter) Chapter 1
Sefer 1 Kepha (Petros/Peter) Chapter 1 Z]VhTZ IA[]x-L@ GI[oD R[hgI GIL[ Q]XHs 1Pet1:1 :@IPIZIAh @IQ@ @lwc]sw @IHLe Q]HPs œÿ E œ ƒ ŸU- µ ¹ ŵ µ º E µ ¹ Ÿš Š P : ¹œ ¹ƒE µ ͹ ŸPµ Šµ B ŸŠ Ṕ 1. Pet ros sh liyach
Διαβάστε περισσότεραSefer Bet Tessaloniqim (2 Thessalonians)
Sefer Bet Tessaloniqim (2 Thessalonians) Chapter 1 MIlWIP]LqxD ZnDW-L@ Q]lZ]NIHE Q]PELQE Q]L]s 2Th1:1 :GI[oD R[hgI hpipc@ah hpia@ MIDL@d I¹ ¹ ŸŃ Uµ œµk¹ - ŸI¹œŸ ¹Š Ÿ ¹ ŸŸP :µ ¹ ŵ µ º E E ¾ ¼ µƒe E ¹ƒ
Διαβάστε περισσότεραÓ³ Ÿ , º 4Ä5(174Ä175).. 682Ä688 ˆ ˆŠ ˆ ˆŠ Š ˆ
Ó³ Ÿ. 2012.. 9, º 4Ä5(174Ä175).. 682Ä688 ˆ ˆŠ ˆ ˆŠ Š ˆ ˆ œ ˆŸ FlexCtrl SCADA Ÿ Œ ˆ ˆˆ Š ˆ.. ± Ëμ μ 1,.. ² ±μ, Š.. ÒÎß, ˆ.. μ,.. ʱ Ï ±μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê É ÉÓ μ Ò É Ö μ ³³ Ö Î ÉÓ Éμ³ É Í Ê ±μ É ² ²
Διαβάστε περισσότεραSefer 2 Tessaloniqim (Thessalonians) Chapter 1
Sefer 2 Tessaloniqim (Thessalonians) Chapter 1 ZnDW-L@ Q]lZ]NIHE Q]PELQE Q]L]s 2Th1:1 :GI[oD R[hgI hpipc@ah hpia@ MIDL@d MIlWIP]LqxD œµk¹ - ŸI¹œŸ ¹Š Ÿ ¹ Ÿ ŸP :µ ¹ ŵ µ º E E ¾ ¼ µƒe E ¹ƒ ¹ ¾ A I¹ ¹ Ÿ Ń
Διαβάστε περισσότεραP μ,. Œμ α 1,. ²μ ± 1,.. ϱ Î, Ÿ. Ê Í± 2 Œˆ ˆ Œ Š Ÿ Š Ÿ ˆ ˆŒ ˆˆ. ² μ Ê ² μ Ò É Ì ± Ô± ³ É
P13-2009-117.. μ,. Œμ α 1,. ²μ ± 1,.. ϱ Î, Ÿ. Ê Í± 2 Œˆ ˆ Œ Š Ÿ Š Ÿ ˆ ˆŒ ˆˆ ² μ Ê ² μ Ò É Ì ± Ô± ³ É 1ˆ É ÉÊÉ Éμ³ μ Ô, ±Ä Ï, μ²óï 2 Ì μ²μ Î ± Ê É É, Õ ², μ²óï μ... P13-2009-117 μ ³ μ ³μ² ±Ê²Ö ÒÌ Êαμ
Διαβάστε περισσότερα: ¹š ƒ¹ ¾š¼ µ ¹ ¾ A ¹ ˆ¼ -¹ ¹J 4. kiy-k ley mil cham tenu lo shel-habasar hem kiy im-chazaqiym b Elohim laharos mib tsariym.
Sefer Bet Qorintim (2 Corinthians) Chapter 10 ]ZLNGE GI[oD ZEPRd MKZ@ XIDFN IPPD Q]L]T IP@E 2Cor10:1 :MKILR Uo@ZN IWGXAh MKK]Zd IP@ GhX-LT[ MKIPTd X[@ Ÿœ µ ¹ ŵ œµ µ A œ š ¹ ˆµ ¹ ¹ ŸŸ ¹ ¼ µ : ¼ Lµ œ¹ ¹»
Διαβάστε περισσότεραSefer Ephesim (Ephesians) Chapter 1. Shavua Reading Schedule (39th sidrot) - Eph 1-6
Sefer Ephesim (Ephesians) Chapter 1 Shavua Reading Schedule (39th sidrot) - Eph 1-6 MI@VNpD MI[CuD-L@ MIDL@ O]VXd GI[oD R[hgI GIL[ Q]L]s Eph1:1 :R[hgI GI[od MIPIN@Nh (Q]QT@d) ¹ ¹Mµ ¹ Ŗµ - ¹ ¾½ Ÿ š¹a µ
Διαβάστε περισσότεραAreas and Lengths in Polar Coordinates
Kiryl Tsishchanka Areas and Lengths in Polar Coordinates In this section we develop the formula for the area of a region whose boundary is given by a polar equation. We need to use the formula for the
Διαβάστε περισσότεραˆŒˆ ˆŸ ˆ Œ ƒ LEPTO/JETSET Ÿ ˆ ƒ
Ó³ Ÿ. 2014.. 11, º 4(188).. 817Ä827 Š Œ œ ƒˆˆ ˆ ˆŠ ˆŒˆ ˆŸ ˆ Œ ƒ LEPTO/JETSET Ÿ ˆ ƒ Ÿ.. ² ± Ì,. Œ. ŠÊ Íμ,.. μ ± Ö 1, Œ. ƒ. μ ±μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê Ò Ê²ÓÉ ÉÒ ³ ÒÌμ μ ÉÖ ²ÒÌ μ μ É μ μ ²Ê μ±μ - Ê Ê μ³ Ö
Διαβάστε περισσότεραAreas and Lengths in Polar Coordinates
Kiryl Tsishchanka Areas and Lengths in Polar Coordinates In this section we develop the formula for the area of a region whose boundary is given by a polar equation. We need to use the formula for the
Διαβάστε περισσότεραþÿ Á±½Äà Å, šåá¹±º Neapolis University þÿ Á̳Á±¼¼± ¼Ìù±Â ¹ º à Â, Ç» Ÿ¹º ½ ¼¹ºÎ½ À¹ÃÄ ¼Î½ º±¹ ¹ º à  þÿ ±½µÀ¹ÃÄ ¼¹ µ À»¹Â Æ Å
Neapolis University HEPHAESTUS Repository School of Economic Sciences and Business http://hephaestus.nup.ac.cy Master Degree Thesis 2016 þÿ ±¾ ± Ä Â ÃÉÃÄ Â ¹±Çµ Á¹Ã þÿ±½ ÁÉÀ ½ ŠŽ±¼¹º Í ÃÄ ÃÇ þÿ Á±½ÄÃ
Διαβάστε περισσότεραSefer 2 Kepha (Peter)
Sefer 2 Kepha (Peter) Chapter 1 ]GIL[h GI[oD R[hgI CAR Q]XHs O]RN[ 2Pet1:1 hpidl@ ZWCVd hpn[m DXWI DPhN@ hldw X[@-L@ :GI[oD R[hgI hpri[]nh Ÿ ¹ E µ ¹ ŵ µ º E ƒ Ÿš Š P Ÿ ¹ E ¾ ½ œµ ¹ A E Ḱ J š E ½ E A¹
Διαβάστε περισσότεραÓ³ Ÿ , º 3(187).. 431Ä438. Š. ˆ. ±μ,.. ŒÖ²±μ ±,.. Ï Ìμ μ,.. μ² ±μ. Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê
Ó³ Ÿ. 2014.. 11, º 3(187).. 431Ä438 Œ ˆŠ ˆ ˆ Š ƒ Š ˆŒ ˆŒ Š Š Š ƒ ˆŸ ŠˆŒ Œ ˆ Œ Š. ˆ. ±μ,.. ŒÖ²±μ ±,.. Ï Ìμ μ,.. μ² ±μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê μé É ² Ò Ê²ÓÉ ÉÒ ÊÎ Ö ³ μéò Éμ ±μ É ÒÌ Ëμ ÒÌ É Ê μ± ( É μê) Ì
Διαβάστε περισσότεραC.S. 430 Assignment 6, Sample Solutions
C.S. 430 Assignment 6, Sample Solutions Paul Liu November 15, 2007 Note that these are sample solutions only; in many cases there were many acceptable answers. 1 Reynolds Problem 10.1 1.1 Normal-order
Διαβάστε περισσότεραSefer Aleph Kepha (1 Petros/Peter)
Sefer Aleph Kepha (1 Petros/Peter) Chapter 1 Z]VhTZ IA[]x-L@ GI[oD R[hgI GIL[ Q]XHs 1Pet1:1 :@IPIZIAh @IQ@ @lwc]sw @IHLe Q]HPs œÿ E œ ƒ ŸU- µ ¹ ŵ µ º E µ ¹ Ÿš Š P : ¹œ ¹ƒE µ ͹ ŸPµ Šµ B ŸŠ Ṕ 1. Pet ros
Διαβάστε περισσότερα2 Composition. Invertible Mappings
Arkansas Tech University MATH 4033: Elementary Modern Algebra Dr. Marcel B. Finan Composition. Invertible Mappings In this section we discuss two procedures for creating new mappings from old ones, namely,
Διαβάστε περισσότεραEE512: Error Control Coding
EE512: Error Control Coding Solution for Assignment on Finite Fields February 16, 2007 1. (a) Addition and Multiplication tables for GF (5) and GF (7) are shown in Tables 1 and 2. + 0 1 2 3 4 0 0 1 2 3
Διαβάστε περισσότεραCHAPTER 25 SOLVING EQUATIONS BY ITERATIVE METHODS
CHAPTER 5 SOLVING EQUATIONS BY ITERATIVE METHODS EXERCISE 104 Page 8 1. Find the positive root of the equation x + 3x 5 = 0, correct to 3 significant figures, using the method of bisection. Let f(x) =
Διαβάστε περισσότεραÓ³ Ÿ , º 1(130).. 7Ä ±μ. Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê
Ó³ Ÿ. 006.. 3, º 1(130).. 7Ä16 Š 530.145 ˆ ƒ ˆ ˆŒ ˆŸ Š ƒ.. ±μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê É μ ² Ö Ó μ μ Ö μ μ²õ μ É μ ÌÉ ±ÊÎ É ² ³ É μ - Î ±μ μ ÊÌ ±μ Ëμ ³ μ- ±² μ ÒÌ ³μ ²ÖÌ Ê ±. ³ É ÔÉμ μ μ μ Ö, Ö ²ÖÖ Ó ±μ³
Διαβάστε περισσότεραHomework 8 Model Solution Section
MATH 004 Homework Solution Homework 8 Model Solution Section 14.5 14.6. 14.5. Use the Chain Rule to find dz where z cosx + 4y), x 5t 4, y 1 t. dz dx + dy y sinx + 4y)0t + 4) sinx + 4y) 1t ) 0t + 4t ) sinx
Διαβάστε περισσότεραP ˆŸ ˆ Œ Œ ˆ Šˆ. Š ˆ œ ˆ -2Œ
P13-2009-166 Œ ˆŸ ˆ Œ Œ ˆ Šˆ Œ ˆ Š Š Š ˆ Š ˆ œ ˆ -2Œ Œ P13-2009-166 ² Ö É ³μ³ Ì Î ± Ì ³ Ð ±Éμ ÒÌ ±μ É Ê±Í ±É μ ÉÓ ˆ -2Œ μ²ó μ ³ μ ³³ SCALE DORT μ Î É Ò ² ² Ö Ö É ³μ³ Ì Î ± Ì ³ Ð Ëμ ³ Í ±Éμ ÒÌ ±μ É Ê±Í
Διαβάστε περισσότεραÓ³ Ÿ , º 7(156).. 62Ä69. Š Œ œ ƒˆˆ ˆ ˆŠ. .. ŠÊ²Ö μ 1,. ƒ. ²ÓÖ μ 2. μ ± Ê É É Ê Ò μ μ, Œμ ±
Ó³ Ÿ. 009.. 6, º 7(156.. 6Ä69 Š Œ œ ƒˆˆ ˆ ˆŠ ˆŒ ˆ - ˆ ƒ ˆ ˆ ˆŸ Š -Œ ˆ Šˆ ˆ.. ŠÊ²Ö μ 1,. ƒ. ²ÓÖ μ μ ± Ê É É Ê Ò μ μ, Œμ ± É ÉÓ μ Ò ÕÉ Ö ²μ Í Ò - μ Ò ² É Ö ³ ÖÉÓ Ì ÒÎ ² ÖÌ, μ²ó ÊÕÐ Ì ±μ ± 4- μ Ò. This paper
Διαβάστε περισσότεραSefer Philippim (Philippians)
Sefer Philippim (Philippians) Chapter 1 Shavua Reading Schedule (40th sidrot) - Phil 1-4, Col 1-3 MI[CuD-Lm-L@ R[hgI GI[oD ICAR Q]lZ]NIHE Q]L]s Phil1:1 :MI[oyDE MP]NBDD-MR IsLITd MD X[@ R[hgI GI[od ¹ Ŗµ
Διαβάστε περισσότεραSimilarly, we may define hyperbolic functions cosh α and sinh α from the unit hyperbola
Universit of Hperbolic Functions The trigonometric functions cos α an cos α are efine using the unit circle + b measuring the istance α in the counter-clockwise irection along the circumference of the
Διαβάστε περισσότεραŠ Šˆ ATLAS: ˆ ˆŸ ˆ Šˆ, Œ ˆ Œ ˆ.. ƒê ±μ,. ƒ ² Ï ², ƒ.. Š ± ²,. Œ. Ò,.. ŒÖ²±μ ±,.. Ï Ìμ μ,.. Ê ±μ Î,.. ±μ,. Œ. μ
ˆ ˆŠ Œ ˆ ˆ Œ ƒ Ÿ 2010.. 41.. 1 Š ƒ ˆ ˆŸ Å Š Šˆ ATLAS: ˆ ˆŸ ˆ Šˆ, Œ ˆ Œ ˆ.. ƒê ±μ,. ƒ ² Ï ², ƒ.. Š ± ²,. Œ. Ò,.. ŒÖ²±μ ±,.. Ï Ìμ μ,.. Ê ±μ Î,.. ±μ,. Œ. μ Ñ Ò É ÉÊÉ Ö ÒÌ ² μ, Ê. ÉÉÊ,. Ê μ μ ± Ö μ Í Ö Ö ÒÌ
Διαβάστε περισσότεραThe Simply Typed Lambda Calculus
Type Inference Instead of writing type annotations, can we use an algorithm to infer what the type annotations should be? That depends on the type system. For simple type systems the answer is yes, and
Διαβάστε περισσότερα:E ¹ƒ E ¾½ Ÿ š¹j 4. asher-nathan eth-naph sho `al-chato theynu l chal tsenu min-ha`olam hara` hazeh kir tson Eoheynu Abiynu.
Sefer Galatim (Galatians) Chapter 1 Shavua Reading Schedule (38th sidrot) - Gal 1-6 MC@-OA ICI-LR @LE MC@ IPdN @L GILyD Q]L]s Gal1:1 :MIZoD-ON ]XIRD X[@ A@D MIDL@E GI[oD R[hgI ICI-LR-M@ Im - ƒ -µ ¾ A¹
Διαβάστε περισσότερα