Figura Geometrica Con Nodi E Archi (2023)

1. Figura geometrica costituita da un insieme finito di nodi e archi - Zazoom

  • 4 days ago · Soluzione 5 lettere : GRAFO · figura · geometrica · costituita · insieme · finito · nodi · archi ...

  • La definizione e la soluzione di: Figura geometrica costituita da un insieme finito di nodi e archi. Di seguito troverai la risposta per risolvere le parole ...

Figura geometrica costituita da un insieme finito di nodi e archi - Zazoom

2. Figura geometrica costituita da un insieme finito di nodi e archi

  • Una figura geometrica costituita da un insieme finito di nodi e archi è, in matematica e informatica, un grafo ovvero una struttura dati utilizzata per ...

  • Ecco la soluzione per ✓ Figura geometrica costituita da un insieme finito di nodi e archi utile a risolvere i Cruciverba e giochi di Enigmistica delle riviste di parole crociate.

Figura geometrica costituita da un insieme finito di nodi e archi

3. Definizione di Grafo in informatica

  • Il termine grafo in informatica viene usato per indicare una particolare figura geometrica, costituita da un insieme finito di punti, detti nodi (oppure vertici) ...

  • Definizione di grafo in informatica Il termine grafo in informatica viene usato per indicare una particolare figura geometrica, costituita da un insieme

Definizione di Grafo in informatica

4. [PDF] Grafi e strutture - Unife

  • Figura 2 - Rappresentazione del problema attraverso l'astrazione con enti geometrici della mappa reale della città (i nodi del grafo), e della disposizione dei ...

  • %PDF-1.5 %µµµµ 1 0 obj <>>> endobj 2 0 obj <> endobj 3 0 obj <>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI] >>/MediaBox[ 0 0 595.32 841.92] /Contents 4 0 R/Group<>/Tabs/S/StructParents 0>> endobj 4 0 obj <> stream xœÅWMoÛF½Ð˜#YDkÎ~r @c§F ¤°c=9¨¥²°d…¢[ ¿¾3KÑ&eR…mŠ^í̾7óvv.nàíۋO—¯ }÷Þ_]ÂÅõ…Åf}E:SÂ;HéG/¼ã„)S¾_Ž¢‹Ëé"7põ·£>|ºh9Å­Ó÷šúJ˜ÌG—Æ «ÁÙT(˜·ü¸EĐ|É¯£èäǯlùÝq¦-!dg\¨aJ ×ã¢=S¦©°~pjXˆmíWyPh„—€Jh e>Š~ÿ V!Ѕ²Ûå¥74ûÕ¬6v½Å~œe|ZEª{âO™u¶‡Ämø Tnk9ô²ÑRdª:úÈT2i6ÀÇìòÙoZ¢ñ>6è裦“ I‚#q9EOCù*}£Ÿƒà®Ë鼀

5. [PDF] 9) Grafi 9.1 Definizioni e semplici proprietà

  • Un grafo G = (V, E) è costituito da una coppia di insiemi, l'insieme finito V di nodi, o vertici, e l'insieme finito E di coppie non ordinate di nodi, dette  ...

  • %PDF-1.3 %Äåòåë§ó ÐÄÆ 4 0 obj << /Length 5 0 R /Filter /FlateDecode >> stream xåI¯$Ǒ ïù+òø `%3–ÌÈl@‡n‰ÔPoPIsèšCÍcQ¬F±ŠzUdӘ»NÍ_ÐÿIþŸùl 5#©â Á^Æânnn››››{üiÿ/û?íûK[Nõþ›}u½Î§¸÷]Õªnÿ–¢yùõþìßí«K<©.G©ZUÍ¡mvO¯õõçÿüúéñõ·¿{õvÿô†¶¼#ªº;4§äã7ûÏóMµÿÕ{°¼€M»íñx¬÷§Óutù¡Ú?~ ºü}x”~êÖîåâÒ®§ë•ÎÔ\÷€ÿ»û“•·ŸÝš|ñ¢:€ÌþÅWû‡ý³ý‹ÛñÂÈ2®»^€?À®=œ>!~íõðWCkϧCu½vûâµÞÕçǬh÷/w2îGdü×ýÃ?¿z¶ÞìþÈO¥týŸû?OÙör=\šKkmíŒOÒlñ8äظ©‡êt\æÙéäӕ^8äUÔK 8NÇêz>^¬ÉÕnMâà€HHˆˆöå*}i:•OÿI²íTú Û¯F6äðy՞ö'õþá½=ÇOgTååîúwßswÞ=á)â%ýÇK&Øׂ;yÿÂ* [ß=ü’Ç4à ßî¾á®‚µCÌð/ÛDðoží¼µe!¨áб½6ûÚ©H7V\H÷+é#ø|Ÿãþá[~¡ƒ D„çþ¥?µþ·»QaÁ>©cÝXA;s<5u"îb6Àw"¶´¼dhêKw¸T§vP¤è|Y‘"³aâž€?Ý çB“éÃnÖ¶5Ç3xÊ]ßoua·Ô…¦Bc®]O¨]˜rêìJ3L¾„›Á‚æºøÞ éÒWzC'¹¶NŠ0Â^Ôz÷ðQ߄G!úÆ^àýúÙ¢ .ü؍ÁóâoŸí@Â^¨¬H՗ZÝ@4ÐJ|i?¿ÕvÅ w¨ mäÓ(Þ;ÂÖNٕx3ꊂzùL[â²lžŽíár9Í*U+|Ø­³ø5ЗxœÃkÓÎ Æ®0ÜÍy‹˜þFØ a¥ssRí¾äÂ~§}üßVŠx5È%w{áPd¤¡ÆÛ7û¿å ax«Ovj zøo¬5¡òµn ØÉÿƒ·{€•òô°ã­íÁv'í|åX8¾È‘0àoDèÀÅ §Ó‚U»±·RwŒÚ×c»rnÒÁçŸy®/õá|iª{ îÊáo‚á—àkG¢Ô_£±mÆ@ÿíáÙ¶ø’ÅM­üeG7*ýßèÿÏõ­=iŸí–%¼i:¼4FÈRrmmÙKÚ¯—c‹[x¨Úªêpañ#WÊóJÔ.ïç³éþcCzåuY® ¾ ^Ï šXÈZ]…u¸/Ÿ­¨fulgü´ ä®F­B'ÑFÐEzQŒ-7X åáºÙØd ºä®6rô¸íÁŸñMf<ø~`Mê7ϔj&„“ft»§øáOhùÁìÊY^aC¹×A?WlÑñЩÑÐPùyeu… P\‹ê m Š=±jêi5q•´è{Fi €ó}4*–Ea¨+,‹Îñ€ÚËÔ¯›ëáÚ\êý*¹°ëQOTó£«Äˆþ¾Á&ŽiœDq¬çþúʌòʜ2±ÞggÎÛ&” фRڜ_½HŒ¾r ÕÖ&Öµ©Ñî+“¬lm2ì%)ý¨Ï´55Š!Ù9±ûØó3U‚YOAœÄ-ùùñÙé*ä&IœÓB\ òÒêé(À§àY´¿ñüi cŠ7¹ëµà1‹œ¢ú²1N—à|’í–ù–x«_3‹F˜ô¨ÂŽ6«éÍÞEߒ¼J!{—ÂœL°žŒ4Û G»S&ü/Pjz–ÁÉ6ÕÎæC 4ÒR<ÅËþIrښï™ùç GhÄ+7(†~˜PÏ]oú¢Zô°€˜Í'þc^#ÖÃìs^ÌÀˎŻ§¢1鑾/S•F¼êÍó¸DO«ìEoÈ/{3—½äu!ÁèãlÌèŒ?aÕ€ì=/„4M@^ð*˜©k‚xÝJˆ+@öPbÊKF)ˆ¨ÉË!{qJT’ÊE­±œdá,³Û«æ"ÄL]ÕÉ,­^‰öLB̊šÄjÔ»WP‰Jv)/~%˜–‰.¢S&Ÿ“’'=O)CW€±ßžR))Á²¤½¡É,:µÈ­( fßò"û6‘ègæ­Pæ, B…ˈ8ö

6. [PDF] I GRAFI: lezione 1 - Matematica

  • Feb 1, 2017 · Una figura di questo tipo si chiama grafo. Definizione Un GRAFO è un insieme di vertici (o nodi) collegati da lati (o spigoli o archi). Nota Il ...

  • %PDF-1.5 %µµµµ 1 0 obj <>>> endobj 2 0 obj <> endobj 3 0 obj <>/XObject<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI] >>/MediaBox[ 0 0 595.4 841.8] /Contents 4 0 R/Group<>/Tabs/S/StructParents 0>> endobj 4 0 obj <> stream xœ­ËnãÈñnÀÿÐGi1¦Ù/>6¶lÏNæ±³Ž'2³Ù’µlQ«‘È|]ŽùŒ9æœC€ÜRUÝ$û¡–‰$;kŠlV׫«ëÕ<=ßl—Óû-{ùòô|»Þÿ2Ÿ±O§·ÍúçÓÛ¿®ç§¦‹åjº]6«³3vq9a·ÇG§×œqÎnŽ8ËágZŠ¬.YYìöéø(g¼¼:>ú4âãŸÙ펏®`&Îî§T™®º)ŸF,Xd…Ь¬ÂÇ°ìê݄±Ó(Ä»ÉëK–{¼ ƅÇ+^à“:+K‹ï|¬GoߍO4ݱîîöêf\ŒØárûq|ÂóÑ%Œ¾†ÇÇ'jtáàCþO¯eHZÔe&=Ê/óü‚Ÿ…#že.ƒ‰IuɼA çï-ç¢'å¡ۮ–UøÈþ–‚­x¦Å@+••“­bÙ©ö-]_9Ƒáó.U€]è4ÝÈ<¸cMÔEV^Ç}hWûGh¹¯Þ£âˆKvI÷Žé¼Ãwçí¤ÉA)d]eRú”Bì‘BÀÒ+ØR`,u‹„¸GúȚÀ „ÒYLN­ŸPUûöˆ|´jººb ®&›X=^ÑÈûV×-cøþTÕUÒZ*²¬g‘nä>ÝÀÖÓ¬ T|µ‡õDì ©+!#@1ŒM¤äà\g•ð§9 ù+°‰* šZ.D{Ó|®ðoŽ*Dfé2%¯u³Äû'¼4«Ù2â'òE"¯²¢Jó©RP%üê xØvGÝ$ä«ëL„Ó†¨LGZR…°‰BX4cÒÖÆèì'Xëisóu»ú)\…ÎBvªªH[®Ê³rŽÒšÉÂ×Ecø+ò<«µÖ0"k†$Û,‘Šã¯Ù«›óë×) љ»Ha]ØãüëXÀ¾$˜Öœ¥2•S4ð&§VGq‰) i£ò´Q„–aíP—*ã­6ºÜ‚³¸>éâì„p£üéÜã»]¸}f¤ÐíZ°3ò`—]¤°äž:]oͺ€Ý±VÓ÷]=“Ók Y°äpÉÚE|ôÑÑÅ8Ú& ç Q¥ÈBøˆ`¯H‡¡mšdd*+‚Ù½µ5„¢³,µ*¼¤òÃÃb”¼Þ4wcPsÏˊoŒ{æîÅçc´RYUùDÖ¸£›0¸]”8Ðîn û©ýhpñ…2Ö»ÎÐÞ_°fáםE³t

7. [PDF] 4. Elementi di Teoria dei Grafi

  • Talvolta i vertici del grafo vengono chiamati anche nodi o punti, mentre i termini arco e lato sono sinonimi di spigolo. Spesso, per maggiore chiarezza, si ...

  • %PDF-1.5 %ÐÔÅØ 3 0 obj << /Length 434 /Filter /FlateDecode >> stream xÚm’ËnÕ0†÷y /“EßïPË)¢jAаêéœd)—âä€tžžqì rQžL&ßüÿŒ¯ºâÕ Ä@ËZFº¯„5¸1¤átƒ©ž<–oüòì¦ÅU5oÚ²wC NsXæœóéü°®~ô—‹½øyÊõ×óøÅOvCU3Uz›ÒGªè»÷RRXõÔ݇®ø^0Bñaå4L€ä 9Åã%=æo aZòs«‰”±~ ÅÇâj3# kAÜhK4“ ÑçæFBU)ËÃàF7­þO]¥iéæ°Ëì]þð6Ø#¥<*Å6Š0F)ÛT‘Zr\ÊÔåކSŽ¢å¯¸*ThÞ;ùßFs Ød#ð`òÔ?O/ÿ[üz’&bïbòÛàÓëÃzîsøimŠºJ¨2¸ØŒÔ-HݒzÓ¬÷¥>ۀÛÂd;ãÞ®n´«?e’KǍ_b*òC£Ú4ƒÄ»Î·áèΞƒË?ýߔ)PT"I€’&‘õhýÊ‡¿f÷ÿ…óäúà×ÿ­C Û(΀ÂÛ³oã’ÅqÊä~Ý~zéÂ¥ endstream endobj 11 0 obj << /Length 156 /Filter /FlateDecode >> stream xÚ%ŒÁ Â0†ï{ŠÛÃbÓ5mwõ ½©‡Á:(èvðéuæ’üøòmSµÙÛZŒ Ò ¿8 ¡©‡›²ú‘Ž&¢ñmXŠŒÞƒâŒº¶!ªSY´e•gMFuc‘ëÝZ/épqά6¨)8LP{Žè‹èšucÔRÞe³üôù)e½ºù£‰Õ$Õr¸*«]ª¾Š/h endstream endobj 15 0 obj << /Length 4155 /Filter /FlateDecode >> stream xÚÕ\K“Û6¾ûWÌ-œª‚'AؕC²I\Þۖ½¬÷@Kô˜)‰Tôð!¿~» r@I“µ3“šª6A<úñõƒúñ݋ï~‘ê¦b¼töæÝÇi㕺±Æ2.ª›wë›ÿ?ošmÓÛÛ;i«b>ßÝ É‹¦ßßÞ S´u¸Ú„˯÷·‚õ{Îåíßý“žãX%*AÏ)Ó¦ºáþ *è!™Â ͝V†-nîàSiëIÅíá¼xÝt;޴Ç÷Jóp·¹œ9îè ü¦Át©üm¿vžÈ–)‘(™1v˜Åý¾þx+MÑÒ*%…Á¬SékO"&„¦±ãhßÃ>h[¼ç†çƚU¥ˆÿH\JR²RëâUnͤçôsnN¸r €¹ˆÜ^‘q#‘‚ ßIW§Õ™bÕïvtÀÐIǟmwh›më Öíá¾=‹¼Ì.Õ¦áܧkNA&ãÞ¥sðOðk|g×w¾ñùÔûooï·8‡Õ¾¿"ãuíøµÅ‡K˜ X©º¹ NÞ?lu‚U(!Šfäsüvè»Þ·ÚëT|dàÏÈìÍþØ®ÚÜêpuYÄëfãF†£ ʲÀ'ï›ÜöYǬ³S–˧Ü|3î>kÝ܂˜Þo²‹± `rœßa×Þ÷›üB³qÕمø³Ã^<;¿“Çc?L†ŽA Ëd%ý1h7Í»}¿Æ[ð[U¬êý±9´u—KÁ5ÓqF·*žÒ€ÚÑ*ÊÀ ¦Á&Ku–EAK‘n²*‹þp@ÁÀyúÕº"ÙuGÒB‹@ šõ}Æ <ã/@ÛÉ@ÑÁ¾Ø£÷­Õ§ÆßOR€=8ÚV|ÆaÒÓmmQ§…‡jä3##᜛U‹û±ªIN@ù΁.z~9µxرêaaëfÛޚínC΢F”"ükŠŒ˜ÙvE¬wž»¡)ŨWý¶fD›šõNU`:T9Ý ¯6/Àf)4d]}lrD%aǒƃ»`g@GŒkãx!óìR2ñ@±Ÿá¤W~°ç¦]QoŽû0þ±ÙoÛ®õý›Æw¦‹ž™X«ã©²çmÆ)gw˜ƒËvGGݗ™X·h»¢Ý™ &¸¸RYVæsˆj|R“·&ÈUÛò9·-šqU^¿-§ÜT&[{n[ä—Ø–q=ûz‚z ÖE5êù©÷üt åzèƒZVˆÐÜTj¼5@j¥½Š’Êx•µV%ñP_ç­UeǍdhŸ  É Ðâæó-`Ê~s¬ýãZÿ°‰¦ÌLƒúµõ¶>†[êgØIǤ¡Gׯ³–O æ̸çÙ¥ƒX‹qËw‡²I¦¥Kìˆ]¬ºèAú³ê­4`®ÄÆÔ Ô,¨‡ì3pƒ É|òZft!; Ür¤ Iµ A½¶±ƒlœtó -ž{»C^CÓ _vÍÞÓnëûû¶ÇÕãxjûæ?ê@v#¶Ýº]÷Uße­‰Ù™[q±¬{Ï)yëOxxWW2ÙuZÇÂÌï4ø"ŸÉÞUþÿX½´‚ŠI=2ý¾Äp<<ÿ0¡Êj7ˊà&r2¶§@:Iéë ;Ã5ÄB¥]V4à. رÒ4e©‹Àh>¨‹?Ú¾«7[´ìãRV¬pM#\• Ágg³­hòˆ]q`²QÍwKYc…¶àŠzb» äËr$9l(ƒ¤øö&|ˆF¸3øËԗ‡/‚.õyg§ÖýŠÙ_å´Hc—XŒ®VÚ¦EnügwÚ6û~\}NÍt4Óë‰!WLæ<4ŽÄ|YŸVƒ%w³~(_.2v›ÁoYg:Šèh³ét'é·,nf6nJޗeƊO?¢¨‹»ÆÅÙ}֓âQa‘ːðkîÛd¾,ørZ3ãЃ(b_oR¶Ì.Ü0­øëËû{'¥8¢2Uu1D¥®ÇÄ>DU2WF0kB…eNé/#.=vÚÇ<»Ú4Äø1÷@t ÌÌõ˜³PÁ¸ÏÛQÉËYš§‹t@¥¥³ªÀÜ “‹ÂÍ߀@¸É~qá!nˆîtFT&!/ nz4Pj0ŽÍBÄ+añìP“)t§Íf ƒG/4¹’†)k‚ím³pz:ºŸMŽK,…îÏû†ë/Ã_ \–ÌÆ°óÏJ€ÐåïžÇÝGÆõ9ætõTÁi7ñÛà²æ5°Ž±æ+Lû±üS\=†]ØA5ÛÁ¤oOÑé1|&×ZøØ)vµþ{Šsì"Rwò”±.Ñ»yÈ£"äùœCÙ©OS<úeˆ”U;Æ2iÇg×ë¶^51ÀÎL§‰é5ÕÌb¤«þpl§ö°òÑj1g ™rãšÃq+ÀµÛæó`¿mš7؄Á‡èRÎ,:8ß9œ”fÑ.b U#ø‘ÍvG‘CŒ‹º×mˆ_CÛ³\1aÑ`سÓåw„lQnßR¢¶[µkò

8. Grafi - OliForum Matematico

  • Jul 4, 2005 · Il numero di archi che si dipartono da un nodo è detto grado del vertice. Un vertice di grado 0 è detto punto (nodo, vertice) isolato ed è ...

  • enomis_costa88 ha scritto:dov'è che posso trovare una bella dispensa sui grafi??

9. [PDF] NODI E GRAFI - Unicam - Sezione Matematica

  • Riflettendo sulla figura 5 si pu`o notare che la nozione di simmetria topologica non coincide con quella di simmetria geometrica (X `e geometricamente ...

  • %PDF-1.3 %Äåòåë§ó ÐÄÆ 4 0 obj << /Length 5 0 R /Filter /FlateDecode >> stream x­ÛŽ$Çq†ï÷)š>ÌfeË°èd°!“/uáޞÞa3ÝÃ>,$~Gƒ‚où,þ¢¦³g»*£vþÖrÁÓñ3²222D~¿øfñýâË_Âb}XdïÃzñåVÇÓ~uìwÛžç¿ÃO¾‹&_4M¶X?.~ùí"”Ë¢ãó㿅º^¶u]-òb™eù›o_~ûç È·ïŸÿî?~ýÕÏßþ×â7ßÿs :Õ²¨Û4òon‡-²(C™Æýíïñ¯¯9?‡|šj™5|²XVy–5çoÀO†oðû~½^íïv¯ø4ÏËeróë~³¿_=<ôÛ^ƒÍ²©ªrÑd˲r$ê×ûÍãæpXI˜E¾ìê’õwÙ²nª6ê@q^ÿ7§Íᨭ¾añ3ˆëÝþ †UjŠÒ“ñ;mÉ!gÍM›{p¢tE³, 4Òù‚‡õîIڒPu˶È;PeéŠÒÝà;MC[×z²½Ûí·ý~#­×NKÝ´‡yx:m5À²]–mæ yԖœ×aY¾úŽýƒˆØ6˪ËkoÅ؆ÿëµ5!_ÖEVxÇ½¦6EÞ,»PïîôWŽ¶ÑE“/CÜe‹ªXðQG÷¯ö÷»ÇöË"[–EîFm£×jÑÍÂLXÈC¼]¢u=Š¦éò¦­‡·{ØÝ÷kMF\€ºMçan7ƒ66÷ەú9CÙp»æ®¼âÍ8‰E›q7§?碊wAÛáN`ÄÇÕqßýZƒÍ+6¾q·Ý>©vtò6ÁÃ1K/ü°>íDDn¬e—µù¸¹ë5ÌnSf®"NÚ=XšéÉ·Ù÷»}¿”.†‹³B·¬Cٞ=¨x¿–ÐJ<&N7ëM£mö*“w¡CÓp;фãÙâ4µ®|Û!rdÜ2e[¡‡i+ñ&lI‘ל”4à-6Ü\úªÁGq0Åë?´õ²xÜA3·¡ãÖ fÓ+~Úãp¯¶Úm½Ô-jœÆ\ÝI»œW-2— §¡Õå²Ê2WgÞ¿çÆÚ®D§±àj­3_qD'¾È«e]–î’ÇӝèJ¸ñyF\à|Å£h]›°lÛ΅[=H»R´æß=wûþ~'îHj\œóuß!‰øâa ûÉ5ãÇn.ƒe^uØÚôÂ: Þ ՜¢®_®_mwÇýF³@™ÈÎR iЧ“u|˲èˆ÷¼Õþ¸ÙŠWCÀg­y·iÐ;-Ô8ËueÑFî´ñˆôɘ`0Òx¸Çã-:TUœú4î#û­]Ù9é¼¢Ê9

10. [PDF] TEORIA DEI GRAFI - Matematicamente

  • Missing: geometrica | Show results with:geometrica

  • %PDF-1.4 %âãÏÓ 1 0 obj << /Type /Page /Parent 727 0 R /Resources 2 0 R /Contents 3 0 R /Thumb 510 0 R /MediaBox [ 0 0 595 842 ] /CropBox [ 0 0 595 842 ] /Rotate 0 >> endobj 2 0 obj << /ProcSet [ /PDF /Text ] /Font << /TT2 757 0 R /TT4 760 0 R /TT6 420 0 R /TT8 421 0 R >> /ExtGState << /GS1 763 0 R >> >> endobj 3 0 obj << /Length 794 /Filter /FlateDecode >> stream H‰ÌVÁnÜ ½û+8⪞ ŒsJ£D‘z©Ôúõà$ìfÛÝXòºM?¿Ø{«¢*Ž”µx0¼y¼|ÙdgM#'Í*ã‚0üÃ¥¡"¥!YIš]Æ<Я³³›oœ¬÷8ÐÜ»Ï%yó#+kÐJ‘‚cŠ4Wåncë»gh\» n&.Œ_Ä´ÖخߴäÁnÈMß®6$úŒ¡åDC*äç¢Îx½Åóé×ðØõçӎ£P‚A-§Gò÷Ù-½²û]n@Òvè»'’o>»Uf’ ÎIÁ«WúÕnm»·„Fz΋g)•P`tàTçžÃU;XÒ­ÈÈå|™­SÏ×øC£äËýÐÝٞó‘Ƥߪ(Tê8G5ÞÅóäd0éld6ðN˜þ‡—gxJýrʵ¯$Wε+§[J<Û»¼PÑ}Ž+*ºÐ/£Ñ_«Ç 5ö×Hˆy©P@¡€ÊP@ÐnÛÿÞ쇺~íw9t"l'‹MBüë&“5`Á•$a ËKJÒÛl5‡ü`á'xH1¨°U•Ê‡u¯9¶É1ª4LõK#°ÄºOÑU›¥HžÀ8©“訃„ZO›JGl‘l§àqß8|Ù,úöâºá¬6Ý7ÎUðÄe×ý$Ïy5µ9&¡èÝ>b:uµôÃÔþžãKϕÏñ¨çÎë÷áí6‹~KÝ=…×ÔÚÝRg›§û‡Ò4t› ýyðlÐoTpÔ¦„¥ì pT=…Ñã(j~¤t­»×æôu9ØyºGM…w”&Ó ’i&À1ÍҌ£§¬e\ñ;‹^»v³=¾Û9F.k2)AV3Ëpy°L®@Ó]^ã9{ß\Xr,Ul‰$qöµp¬ãš$° I ôŠÄÁÏ]W Da‘åñ§Xþ)\`¢ÜÕ#Gmݦï2O~‰DÑ¥ÿ"‰5j- NôéùªWb¾û©&&{tœéxq®#'t ôùW´™õP1Ï2®IÔï™@ÿ 0 …‚” endstream endobj 4 0 obj << /Type /Page /Parent 727 0 R /Resources 5 0 R /Contents 6 0 R /Thumb 512 0 R /MediaBox [ 0 0 595 842 ] /CropBox [ 0 0 595 842 ] /Rotate 0 >> endobj 5 0 obj << /ProcSet [ /PDF /Text ] /Font << /TT2 757 0 R /TT4 760 0 R /TT8 421 0 R /TT9 422 0 R >> /ExtGState << /GS1 763 0 R >> >> endobj 6 0 obj << /Length 1588 /Filter /FlateDecode >> stream H‰¼WMÜD½Ï¯è£vzýÝv@H ‰¤@æ¶âÐk÷xyܓ¶=Hû/Ø¿#NüªúclÏ!ØH›Y{úuÕ«W¯º_í6·»]Bb²Ûoâ„DðþËÊHZÒ$‹R²;l"óB·›Û·ïcÒð`Wã¯_6 w?oҊyN¶¢œì^o‚vi± 0"lÝW‹ˆÆ¹ù*®‰b¼^S?JÒH²š"ÜÆ4”–œ4B’·šï%ù~ŸvßnÒÂö!¦b@ÞiqÃÀ1¿7»¡Šå%e Éʘ%²P-6ûͫݒT 4eUE䝙5 Ž¬Ì¢¢Ui—™OIÅhQ Ei×Ù%Avò(1”›GÛ"IÙòÅ"úw?¾ùþÍû÷/ÝjWÕå’Ô.Y…u]EžÑ4¹ÎyOfTB£"-Q*wÁ“FNþ 'G-aIó€ÑÈG©zeŸzÒÉ{­Hý H¯zršT'l9’˜V ïKR¤±…å'¡…Å£8â@‰ð!Àí•Æ²€¼¼·-»u¸«àc{”Ù=vbÖ  %e(Æ{ÑÞÀNœ´š7Â`Æ)MæH#àÌÁ%ŽŠfՉqœ@ç€ÁMÆiõ˜DÛA aa‘Ã+xìK¶P%;ǙZ`ÙÇkB̃Sͱ‘ð/ÌA4Hˉw²Q„Ë Á½ŒB°g*LG{žkÕ)S™0òáÇ£Vu-y¯0æbüU‹Ú1Ñ$¾lŸ» ºû‰ã%ÂMg! ™H9u‘X€¹(–³ûÌâVŽ€,q•z°&ÞCZZ¶× '²#ý„»0KDhTt©5M±3u˜àƒ¸!ÈTo²& ¸Q™Ì³Íªd'9*òÉ¢'´¬è™GÏ ‹>u£¡ àH-÷ …ZÙ¿M°e@dßȚòtÁV™¡×:fkÆp3/©Ö5ŽJÇò@iÀ+ < pÇ4v9÷.T¤ùMW•«·Í@ç{cÀ.{õ94£:ÉYµUzurX¤œWX^ä áºUäI¨ïF­¨Ûh ó »4ŠÔÛÙ×hhÁ ýÁNähP³"cQ}gZdtäU4-–ÉçÙ5Éx¦Äi ÑÈ¿Æj²` 2àÑ͓rž?7¤]a|›}ÍûG¡sC»éš&×e1+oþ0þÆQ<>Bo~Â~ú/}hDGR; E “fáÿ ²jáÚq|Þ¡rÕÐêÄÌV óáâÍ'!4<Œû[™WÚÏ.€ŒŸÅ˜1?`ÀdA~8GøxTf8Ž8Ö)˜\ígP¢íy‡Ùò&¬ØºÙ‚ÉV`̓÷Rø9òVBÁãÇp|Óï]Hñɼ—Àï£qÆ+³‡.­áè 9i“Æ0µ­ÐR›%%-—ÇëÖht=Z“·(§y¤\j±C{'-èì ЁëQyÎá#>{¼š Sy³Æ!d8*±åÍp¬ì!ž³…o|17_®Ž‰‘qßhq$…cëòxõ‰ÇÝ4KiÍs}XŸ{ãîy~Ñò@ûïëæ»ÊÅ97.«ëÇîmþ‰fûxv÷q'vq÷ñåðgòØܸ¢Eٗ—˜U^©/Êõsõjî^|òͨ¢ÉŠé…ªüee›cX±g³”&÷—Óø ô‹}¥»6_{-†#ë×[dx‡{v`%¿‘‡q<¾¸½m`ÙÒLÂàú$aNúSL¶š Ö<¨Òí?æÀGs¿€2·Xå¬Yêý{ >3ã÷ endstream endobj 7 0 obj << /Type /Page /Parent 727 0 R /Resources 8 0 R /Contents 9 0 R /Thumb 514 0 R /MediaBox [ 0 0 595 842 ] /CropBox [ 0 0 595 842 ] /Rotate 0 >> endobj 8 0 obj << /ProcSet [ /PDF /Text ] /Font << /TT2 757 0 R /TT4 760 0 R /TT6 420 0 R /TT8 421 0 R /TT11 423 0 R >> /ExtGState << /GS1 763 0 R >> >> endobj 9 0 obj << /Length 2734 /Filter /FlateDecode >> stream H‰¬WMÛȽëW4ö²T0¢ùMj/½^làWÈÅΡMµ4pH-?&ÀüÿÂ7×ÜrË«êjŠÔŒ÷’Œ‹j5«º^½zUýæ°yu8$*V‡Ó&NT„øȋ°Ti&Y”ªÃÃ&âúóæÕ»_bu°p¨é¿lµ=ü}“îÃ"ÏÕ. £(W‡·› ¥eØ®œm6Lv²µˆÂ8ç­ô½ToøõhOf?¯/—©­:ZuØâ<Ùâ÷2èz«ÕÑXõ®×'«vêÇvì»ãôd»Ö(þÛþíð§M\…Y¯äŒêÿñ÷½¾Ø±k:S|?6U™Wa™¨¬Ü‡iF(ª7›ÓæÍa jZ„Q¦JD͸Î.Ҁmò?9Yf…{˽ïÃ}å¶ñ“Û–Daš,·Án;ÃiÁÛñï«p_¨¢‚ÑHŽBÐǜVyÂÉæm±˜½|Ò¤HÂfÆ>[˜­Øغ›€wqViúÄaœñœ²<‘ûq¹dIHyøƒ0§äù°LRVqXV” ü?gè&ŠÄÏ*lOÃòš§Z¼îò0Ž²ýò¬×ã0Ã_8êMeåy¦ÕMiqÅ\qáÊàǶÕ퓧qìÔ¥k­~Øâ|AW[Õ 5ûªÛ£Võ§+‚û-Xýh¾“Z օ¤, +*Ô$$R|éMñß¼µª¾7ªî­«ººž.šüÝ2â›?ސ‡Y•Ý"‡»åáÀYÂÆùíÊUJGÊ8ËRÉ_&3ŒZQày Iò`4t¬Þ4z´Û:¡Ý轢lí¶¤ pìMmZޅOZ]4ÄâÉ9»€!žcç¹Çö#ÞÛv‹C¦'þJəZu² ‰¹+ÝÉRxX|M‚ÑÖÝζgsnqäoÇÁèŒá—®;È pÇ£ù1 ÜCeLÈ;*Û¨„؆dÓ§^ªuæ·±}>ØÚôµVï/Û'1=á§çW%«U YHé§àFÝÃ4]Oñ÷¶×µƒú€ÆNÂ÷Á`t_ß?ó‘•ÎÄÇ@ýF¡ §]X`ªÛsÓ ƒ ð§m¨$n2љîréúqÒ=pê-ɧ…àDyÝ,Lœï*Àš:e[5WOå3híöeœ.UA×¢Ðz*€F÷.ŽÄQ¢ Æîè$ùí«]¯ÕPݜ_`J¢ª”óŸÏ†B¦ò܁ñ0NGۅê„Â?èm˜z(YÝ9È¦Ì ;4Ò?˜Ä䢉âòy‰ h­{WÜ<=i7}àG¨ AÅÎ^s®@5Šk]Ææô°§ux¢ÛÆÍ»ô¹º9ŀç*+}ÀÈ®g‡šÑ|¡Ú§ž+€èÁÝÈ«—øÊxMåmúRz¿­ÀjÖ9C)j…¬7mµ×g­Ý:ó3hE10;>•¼Ëžx]kµWZ%>}´Ó#%T‡>lß`u4d½††— ª7¬2UHð@‰˜3·ŒUº¹q’|±ÞQG ­ªÉU«Ñ*;Å« ppn,­Iþz1qËú37¤-¼25]ÅzÓà1ˆ-“ K2])æØQ\ÿVú5׍E٠ƆŠ;UËô¯YYöՙ…øHLJ1Rz<ŒcŸèeÁʈüBÍtyC’Ý:—p†º6M³ò·fh2+¦ |mÂ¦;×c€-­ ë~$'nq‚ì] ÉlQ1[ϜõG;Ðhž0P®Ï¼Ò»#¨ZÏ}ƒ]¹$ÄÜS)en¹Ô„í`RÀ»š M)Þçғv)Æøô6~Á<Ž*ÃþjŽ½ÈdÀ"îG ˜I4¯üJQ T³oè ½EŽÝ£“\aŠr56bâ€49*3v ¦ Hf ZP–!ØÍ`I´}øIù¼YLjßY6hFÍ]hŒú`FëóŽ‹Tö•¸SÜÀH'mÖèR!0p¢f¨{žA++Å2”òÏ+ ctêzêI ¨sïa(W´È¼óÄg‘’~§î¡«í#¦XôŒ“fq²Ôv2Gi¸ògwx½Ý’’ÍÂå|½$\IT jt¾j]Íú+ÑÏP8ÒÕI©È5„ÞÜ© ßÛ-t„ÂuoNÍÜ(}aÅóí6¹ªØ¥*#´{LàŽgØ ñ‚tÄ|ÖמÄÍíè¸÷µ×²†·uÀñbªfK0^jDòHÑ®w?¯o{/?•0ô§çF#lËY¡^M„£N½lÒ÷fV·xB<.FУù¦eSµ¾ÚQ €Yp‹iÛê®:å6[—‰Ö>,.qñµ1*“H†I† ~êUf¸'ݮάMüàGi ¥‡b°í`eâ!‚4çN‘]¥çŠÄÎYºé/a$d”ÊÎc8>HíD/Ìê‰'²!¤ü·¡úé‹D .Ö] L݈%aê§þÝj O|²GÍe¾@é7­CžÑ»UÛH#Ig'­¦7ÔÆ^cºg卒UQÆ©ïÇ¡CSÁ«ºï0§ð0"*N<ýb¿º·È `H\ʜ͉ÕϤܪ°ÔR:ŽÆ߁ªêF–ÓTšºK†ëàN}0*Œÿd„s â­   q²÷€¢}ÒõK° ƒ»ŽP]O4µøÓDס'–Ìöxµ„cnÐî¹H Ý4Ðu\«Ç´>òY1äX͚Œ2Ò5ù÷®T¼Zð€àYêαŽÊ7ð,•t1¹1¤ÿ¬û†Á…ö’Á”H·#aÆ£gA£§|7t]*X®ÑG _idPÁËÎ./]Ëo¾©D™§Š”êð±sCÃí|1ùA6ÆE&~‰¸™  1„sé†â¦zº$AçRN@~ ümp—¢1î_ºu²y×Ϙ:$º¥§±“œáK,¼hý$¼àt™<ã4Š…Ô`ó05J¸„+w«à‚Ëd¨|✙ߛ_×BÏ2ò1ø3HcŽÀáòÏúo+1™Ç1¸ZÎ#é5r9°“Ž“½g®Å̄”™ Z‰“=ӝ1”/‡ð•? èÕáP)t–Ó†T2Výl„­¸¨£«Ù5¹ƒáõå2ÑM1¶T RnëÆÇDŽ¿Äù¯ÈÀâvøõ³¥nÛW#ùÿ¾G×ÄÙ©˜ÜþpØäBU))vV!zdysÚ¼9 (†*QyÊÛ0T”ÆçbÄ;é.sf7Ócðzï»þ;ÿ^&á^[Cæ­ôØ㪷²ŸÍíõJ¥ÿØ4š¦QRR`¥¯Ìʐä.ª,5@&è{9©EÀNDI",{› Ô àf††^~Q:ŽÐ‚^n× c”^3‘Œk…$ ;ǹ' endstream endobj 10 0 obj << /Type /Page /Parent 727 0 R /Resources 11 0 R /Contents 12 0 R /Thumb 516 0 R /MediaBox [ 0 0 595 842 ] /CropBox [ 0 0 595 842 ] /Rotate 0 >> endobj 11 0 obj << /ProcSet [ /PDF /Text /ImageC ] /Font << /TT2 757 0 R /TT4 760 0 R /TT8 421 0 R /TT12 424 0 R /TT14 425 0 R >> /XObject << /Im2 13 0 R >> /ExtGState << /GS1 763 0 R >> >> endobj 12 0 obj << /Length 1521 /Filter /FlateDecode >> stream H‰´WKÛ6¾ëWÌQ.`®Þ’·E‹$Û)úJbô²è+Ó^²èP” ìÏÈ¡¿/×^{ë­3$%ù±›¶@â´63óÍ|óÐóepµ\&ÃrÄ Dø‡ÿò‚•V,É¢–Û ²z\½|æÅeMCÂlù{.X‘ç0Xå°¼ Œ–Qvåd[Á$as{”îÐ¥:°×£‰½ Ÿív}k$¬$,ghO(f¸_†JK+!á¥æk sxÕ­VýƒT­ û™ý¶ü>ˆ+–娕4ð>ÅçßI£1áûvXW•yÅʲrÁҌ¼P€Á:x¾

11. [PDF] I Grafi - Organizzazione didattica della scuola

  • Dentro o fuori? La TOPOLOGIA si occupa di punti, linee e figure e per le figure ammette che cambino di grandezza e di forma (geometria su un foglio di gomma).

  • %PDF-1.5 %µµµµ 1 0 obj <>>> endobj 2 0 obj <> endobj 3 0 obj <>/XObject<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI] >>/MediaBox[ 0 0 720 540] /Contents 4 0 R/Group<>/Tabs/S/StructParents 0>> endobj 4 0 obj <> stream xœ½[K‹dǕÞ7ÔÈeËàÛ'Þ`¼°d70xÆ ³^4Kc¨² Þø×Ï÷ÇÍÌÊÌʪöØ¡¾§âqâ¼_yøð‡Ã¯~õá÷_ûÍ!ýúׇß|óõáÞ¥CÚRJY$Ãth5~þóûÿüÅá¯ï>|üc;üø¿ïòáÇ}qJ=§z¶ú‡_<¼û÷‡w‡ßþþëÃáä¦|¼é—§{¹ïéá]ñhÿ

12. [PDF] Teoria dei Grafi Elementi di base della Teoria dei Grafi - Centro E. Piaggio

  • Missing: geometrica | Show results with:geometrica

  • %PDF-1.6 %âãÏÓ 229 0 obj <> endobj 245 0 obj <>/Filter/FlateDecode/ID[<9FCC46B899CF48845DDC03D91DBE87AE><987EDD63B5D94236A7133A1656B8C5D2>]/Index[229 49]/Info 228 0 R/Length 88/Prev 326678/Root 230 0 R/Size 278/Type/XRef/W[1 2 1]>>stream hÞbbd``b`Ù$ƒÃ Á3Hp€¡»@‚ÓHȂ¸¢ç„òS !$˜Ö AKHHH<ò3˜J@F10>â?“ü#€ °ž m endstream endobj startxref 0 %%EOF 277 0 obj <>stream hÞb```f``Šb`a``/f`@ V daàØ (À’ ’ŒŒŒ1½*óÒv2b‰cù+)íǘɸ‡aË2F1 q/­eØf°ñkvš„1Û1ËÛ11ú0f3»É(2-”·1Ô`¾“tê‰oWpÔu[Ãê›k»“"¶®í‚ÚÉ̲ÊëS£ìÂ}wZRXÊwjE Íxäìd3å„PH…žIñ³›)ʚ uµòœ‚e<‚¢'ô¦L({¢,t!XV+¹H˜“ÕkºÇܝRV,ï»Ó’æеdžI´“a*›WWMÜÕ<§BÑ,ï"Á9ÕӒVšô̞pçëÆà•ªÑE¢S^.vß 4¹PäDT¨ÚU‹ž–Õâk»=Qâ*]~4WÊ\Qê”òJ<'C…£^}۞¨9LZ47÷„ŸÊŠÕÓî´<Òº2퉲FßÔUóœR¸vìúãQd@ª*ÐAُ®Z Šwº´Ò\QòH¨j.£ rØã Ì JPЈ%€,FA%—ŽË¸QPP D5 Å]€Z•Œ%e6!% ©¤äâ Tñ É+))[ õ)…†e0@@º•4€f »¸¤h%¨¬˜§Ô ¤Ônlš–h 9Ä&*(äÒÀ(¤l’rxh0݄FPš€–g3°LïÒ|@,+ öêƒë…8e_ž>òï‘`¾1'š:xŠü`yÈzð«B„æҍ9yjaɶœåY5È;@§Ý…'ä*–¡QF€ ÆKÇé endstream endobj 230 0 obj <> endobj 231 0 obj <>/Rotate 270/Type/Page>> endobj 232 0 obj <>stream hÞ¤YÛrÓÊý‚ýzܧNQ­¹ªvQ$!@!áÎæA±•XÅ6¶_º{$yd;؆rɚûM½Ö¬ž‘Ú&i"µK„øö‰ß>7˜g<>ö ß2ÑTΨÄcMit"”¢€I„•6™£ >©–¡¾R”‚Z‡-Z|¼Çf¬H”¶ØnJÕ­Â$ÖÀT­3ìҚßTÆ&&͵‘M­ZŸ˜LRJ–XE}aëÖãX¤‰“vèd┣•8Kór:q6&1Õ§4Kgq6išüó<úŽ‹êåÍþ]'ÿƒsÌ8&Ãr|Á³ƒ£ƒÉ MH¤¤%<øŽ&ã󹾔šRáS~p‰ŠP¡²¨†óÏ_>Ä¢çŽ×˜ó(*$¯-U+‡¥àuaÅÇa•f¼T!B_§‰(^Ž&€#ž'Üu©ŽA«.áÕÙi"à͏i‡wõӋ:¯ÎxœÏ‹vÒð¾?ÏË.~P^]³b<(柅€«+¸*áªJ„‡ëY~[àw†o‹I]/«Yy=ª•…„Ëd—]Wõ—f MóÜÿ£ù ×‰3)<ɧÇ×ãØ(Ÿ]õßðÃ8€C8‚§ð^À œÂKxgðÎáÞÀ[x9ä5\ “j2Æÿ››†P · WíðËÛç W“Å®Ã<`£ÓQ1†þ_¡‚ø0 þOašã:Ð$BˆçSœçdßz³ì¯H´0ƒ9̋[ìf^ÞA õhVPŸÀná;ÜÁø ?‹Ùͳó QGU~=O4›âãǓ»Ï”“ˆAŒËõ…óŽÊª@QÛ¥¼Ìo xúþãëãOÿ}rúøƒHáYWåàÑøº*’NËù¿ÅûrX‰)\ÔÅÍ»D>5Bc™•Óz2ëL†’WÚ]BÇ;>*góš>#²ÐJ;Ì9Tæ$o‹H ‹Ëšú¤ŽÅ²{àÁÍ?ËXåùI›Ÿq¦oþÙTva…èÓȊô´q…HïÐÖ.O(Ýþ|¦Tå…O¼Â¸§b¨T’¥b­˜Y*› übø—!/ydEç-¿=R%MËSº nž‚1—4HüF~U¸à40Šó”0nSËá̄kó)]#ih$$Z†6†Noz°í/=p¦:'ÅZp0φÁ€¿yk´^Z ª|uƒ5ó™nÌ_ ¦RÎÄõÄåÅ1õ u‡/Þ£¥^œø]`6 >4« µíƒ¡×ŽŒºÄ„Öë˜Ð{cBâÖ©°½Ñ8”èž4 Ýÿób5ߢ9f.œ“ôvhÑ&¹.ی7îËh¬Ù¾CŽljÐÛ{Ã¹í¨´@=@˜Äm­íÓü²ßîdà¬ü½í嬄ËY>øZÔLÞM8vØ9Šo‹¼Šl9ìd¿÷„jÑcùŽãWy±Æë)§# ØuRW}“~ñéðݳ§hoçnG‹–évJ[Ý®ºY·]×·ÝLm3]ÏòäψD~pٜ[$2è.Oƒ¨æþ?%UøßÓhZCUç o’ÁÙ¼L"•…Œ[NÐ2ç”ר.ȋz_í• ÊÙ`qsUwh Šñ0Ÿ ¸¡yP—Õ°ø3•Æ3j´Ú1ªµç=½†`ÃYödÛ{ø I¼Ñ¤ ÍÇ?ÿŠÉ½¨DY{íZuª/L®›*#¹¸TùM#Yþ±(ü÷¯ ²™€´a1¯Kä>"ñ¦[ɼ¢t¢‘¾ÔV鸉bè†dDŠnÆËø>Ë|zûöøÑñÁîÊQl§™^³Ïd«ÂqglººGÚ­D£Z¢q¦…¬cÀÔ~µ=¡”éixîÿQ¹¸Å•÷üP:µÏiJuew}dS·eØKiì.õ¼';Ü£­Ç½U´C¹Hy ½Gƒû(Õ±è™f†:÷áíP*Ö¦2ä± ‚l#ˉÅäa5²ª}«Ôté*Ê«é(OÐX†¬pŠõ¨À€€{ïåC¦%ÌF“Dbf¾ÀÂtT"'·VÏxJ¬ÖžXMȨ˼b_¿«R–0>nΒړ¤V4r„&Ðsgy&ŒiÂr‘#Í­6³>Ãz¶S£’&ý 1Œqœ/ÂÅÛù֝?U€´ß°‘Û>¤O^?ÿðêÁvúlç\©í;y¿ÝÄfûµûŸ©¬ýº5ÏFÄÓ^ޞ ‘ÉóÎÉÄf2ó›Â¾Ý‰]³6ªAµ›¥CÿÕÓFF‡(º9ÎAßVó(½Îxç%ŽŽ©%–A³ŸkÉãŝÛzٌÜKÜý¬1UKô –’f‹Û/~níxðQZóÙ=åÉÌ£#CÇ9aUÁ52pô* MzAÐI¦gÜâžðNᦣ´ FMŠ9C¸YTu9­~$–•/—I£Ç‚ I18øÊþŠÞœŒéb1½=EgëYãWE3í¯ÃÆÕZ ÙÆÑÇ3þÆÍ v‹ÒûÊÑÂõ¾ëòÄ+A覵°þ·éìðß¿Kì̯g!=kͨù`Ý·ÝʹÈ+Á{¤¯ì;Š>鞞¿{úœÎ?îLºv‡ƒ÷~»éúÒM×97[á\l`…s'oÇè}œOp¶ÖXØE¼ûS®—ûZëù.òpڋÿÆHWÓ{.bm¬¯ZgnÕ}s™g2m˚LÇÍË4Š›²|»—y1rµå¥¥ÎúvGãŠë´ïIf_ÿüŠVŽåՒ–weÁQéÍ ŸjLH¯´¾F8o„Hˆ´=Š·1 8#É\¶~ /ûpxrpzþúˆµÂ®g–ÂìçSôºXíÞHá*¯"íÝH¥ÛԈÂ}^©lÓ¹º"O]³4#+à ³,é‰ïèVÈi–úzóý•È°>‰u¶'\SƒŽ‡áóVO§6u¼¿‹” È'±$/èvH±\1Š$u6~H°Úýž‹Ý¸Õ»+ðô·¹'¼]5‚ùÆÜèÞvëùÜ.ît|át{ßљØ`ëFqméf]q¯Ü9}xüúÅÑ»p;*w4wÔ&¿4w³réÔï#²w½Ý…vfõ-c%½t¨w:¦G-ô8Ý»ÊDñMªlÚiŸ4 ¥]Ù²PU»Œî[%_›’övhÿtmJ7J¾qœ é+ÇPð2}{DMÁùûnP2S"p~#¢J{Åyèχ3ŽÛÚ|‚¡KfœåœLñŽê„ áÿ Íð¸ endstream endobj 233 0 obj <>stream xœ…”PSWÇß˃äa¾*¨/Aw]E@ñÕ¡µ;T\Å+–j ‘„_Á$ÊBøY$”ß‚l ¿‚C‹JA*­àê0êZª l]¶í°Ñ©]ìyñjwƒÛ?:³tî̝{fîÜóù~Ϲ‡¦\DMÓ®¡áAS‡¥ÂZX(1@̎G®+¸3àîÒ¾PÒ=‹g¡jFΤ\h:épvn¨:åˆF§ÔÉ|b–ËüƒƒƒVÊüü‚e[“UŒx³Ïòý¿võóX¸v]EyR^O¹QÓ¨M”;BQ³¨ÙÔj.ÅQoRó¨ùÔl§lʅ2Ñèhºþh‘H%:*zÎdÚ]<]Ú\W«ØO\)zÃú3¦…¾<„7¿`ñ7z®¯n²–ö¯ "ÿЕœRÕéùº´Ò£ƒÊÝZŸ=°˜%JÂQŒsžÞGj8öË]í¼¡LiÉ,cI;\£n‚NöÚם·GoF½°äC£ÑX\’χnãpѦÓ}I°ÓsËúÖ®Þ48>2ðÕí³ük3öûÍÂ<'ÌC¬û‘Öá%Ž“Š?¦FšÚRøOKÌíPÎ6¦ŸJJ:¢O~÷+ù#\‚œ+‹‰h‚¸Åo+ØÁ«âcbÁŸ%s~Z…n÷º¿¸ÐÀïw¸X8T­¾¨ë„Ï` ®@WK—µãl}?\‚Ö„ÚÃMró; dɛ[önç=^ÐÈöâ[½ô-‡Žq”ãw\M4Zµ`¾Z!6hA«i€©c9I᪭`mÔA†ô•8C­ª¥B1Õ¿ˆ°Ð(¹áôՑˑⵏ(¬âýQc‘±eUPu¼Ð”_*%žè…!€a€ OpþøHI‰ÙÇت,Èãõ^Í æ{çsùYU`.<ž/ýû¦‡dJ Š0@¨åééEEPÀ˜ó+ªìÃ8k˜?ÿ·¤ Ý ½å¨&Q(c=ð1÷¾ðê¥qa/ƒÝÄÌõ.~áõ¬—øþœ!q:@¦Õã^¼k¡…€^FˆÁ4Å¿¨Í”’AWƒU«]&O†Èä_NHщ  µ6Bà þW™93í˜òÂ7êÙÏ^‹£ÐWìáølÂSkì8ago v®ÝTy—·Ú^%ÇYÅwM9Jé˕1;„×ƉûL×M6è„ëÆ>cŸû›Vb¬è ƒ8ñrð·nMõY³ƒm¦ûÀŽ¡os€"ÃXô­Ä‹á]%@N‡†±`f ZnKI¹ÎEÎ&ýxæ ŒÃ| wjêÇ®× —¡?¾nWížâP„­°Õ°]ï÷nj°ÎTNa¶óΚ•ÞgðŽ™\“±XÍ¿·Ý¯è#`ã$V†föe©$ËxEœ¸®g˜;¡ pvá©¢)n…dTŸâ†øèù¤¾öó1‚ Ã8•¸05g§!'ï“Èt¢o?›ìhê¼ù°³8Ý{„Ì%3ƒW¿ß]Pam9i«ËïØË·ýõÆ©`÷oÞ¾-!NJ>!¹9¹`µ§à'~ýo!ƒÞÍ(y2ÐB?x‚ê3x'¸Ñ/÷ÈÈÌÐC»bÖTÊ¥=¦Ê³PϞÑ6$ªÕé­zº§£ôáäãÑ÷F‰¨vîÜ7p•ó$aÖíÙ¨:õqk›¥¡¹E_Ÿhâ;Î߬ìöµÔ@yfôáDi¼BmÜW¨1¡ ˆ5æ³3Ëáäkñ6œk¢œVNŽ2Âi\ÏÙ#DHê¡45ë(dæðäۗ]ã°'X¢‚¬ |Êÿ·@ŠdTµKÇ%›…¥ÜK9)y­ô_ñífœ3Aã6,³3¸Zà.Z¡Xœ?ú}Me¾¹ÀITxTªÍÔo5DšÂsŽ¡XdÿIJ>—¤CVmy±©ª‚ï¸ZÖCдÿX^]üqìç¼K: ‰;¨‚0øƒM3|®ðύÐÄv*3÷ÃÿqtǹèbÇÙèºö)™y`o¶âÀÿ¦¢À5ß³w8§âX÷ÁxƒñґsWÛ/_ЕgIÑÓÒ!™ÕœLmm­³´\‘÷ûß‘ed>I Uè±Eèñ|çᜥÿ$nD~˜ÊãBrƒÛ±-iç3Zóú`ˆ}tå›{ێj䭊b¹<ä)±ZeÂÇQ¯ûY_/<¨r!ÆÎg„Ÿ¸Š*0Ái–Ôˆc »8μ·ÄXZx’U‰•$Þµ]lª©®­(;~jœ^&‹ä©É<²%‹¬l6D÷|ªù. `d×wݗY½E­ÁäŠr‹˜È+%¶icoðÓ\‚,înÍeîîcµîÓ)ê¿Õbۘ endstream endobj 234 0 obj <>stream xœX TTW¶}eQõˆ¨˜§ã+ˆÎ8$H“8ኢ¢âPL"SŠC1T*Y¡D†2ˆ@a4A¢‰éhb4=D£ßhÛiM4z^ú÷¿døî¿zýu‹ÅP—{ß9gŸ½÷) c5„‘H$ìÏśç̵ü8Y'_"Ž—n"¹/ŠzÓd`+[«¯ŒþÆő˜;·Œ`¤IdœfIäÞÄèÐàXG瀩ŽsÜÜ\g8Îuqqs\à·ÇÑÓ/6$(Â/–þîè›èèüVHlìÞ7fώŸå3+2:øí©3ãCcC×ÅE«‚Ý#÷Ä:®ñ‹rxºYߖDF썋 ŠvôŒŠÞÃ0ÌüE{G.Ù»tY´{Ìòظ•*¿Ä Ï}Akwy‡¬õÞ½!,<â {究3fÎr™3wþkó*³–™Àx1™uÌ$f2ãÍLa60ÎÌFf3ña3[˜%ÌLf+³”™Åø2ËwƅYÎÌaV0+™yÌ*f>³šyñ`<™5Ì8&‰±fl˜fcÇgF2öÌ(†gF3¯Ñ3VL óP²NÒV³´‘ÙÑÙY\¢R~Äð)4@=\ƒí‡¶ÌlAdqN!¹Ý8z,刋l¦RÞlèVh† ®ë–Ü÷óȑv9 ·ë•Y´1IPŠÜ©xÏóßù@†,ñy7TÐá9Y˜.S²ŸåC ‚\qW²5†«p”®ŸîwÇP™¯»/7Ƽ#úµ…µëm£a~h³'ápü/|Ez¢w1¯|Ö×ã¤7³èvóÞÃï\&à 8±þè-8Å=pýšÌÈFò5¸’}b\¸eYàb­ SÉ7<~ˆ¾,ZWf‡Gè„U؉ç3ZėM’&´Å´•ŠõÉã¸ÙÈâ:MÆ<˜‰sÐõî#´ˆ¬ãÉh@ë[§àÃÊEuÛÉÃføZöVDVƒør€p„ìz»Õfô©ÂUFô7K>C'Qß!íMíÏ×@NœðîïÓ+jI'³È$²‹øãT2µèŽ,Ú¡ME†>)5RtŠ42ƒð>s`Ì;ì}!¤5ì,  +»vêÜŏ‹Nà Àa~d©!­J€«C­‚–Šl2ã$“8¦Eò”V+F‡ï‘é¼;n×ÅuF Žþ NFaÖ=2Îks|X€âKý\½¾‚ß–Æ]l珟î.?Üçç½ÈX2iÉæÕJeõ©pz劎Z¯‰8J|…Ö«õ—z¹±¸iw£ŠÌÀáÄKA¼þ>†{p{®„÷ið¯Ü „bä²-dûŠÝs€³ëUQt˜±ü´åܱèF³¸ kx?¹ŠLݵ,Ž¸`ÇyùÃ"ÿwØè'7Õoºà…åè"Ǚ`ZUFx®C¾Se}?ÒÇyà¤ì•ÉíĝX~úô rRÄ8ޔóÐZ8¢Ù‰œ¿i_]©¢½Ëç¨ï[¡î~(º¥r²àŸÑ}ƒf§nBm?tçSèúÐGn ¯ÁGžGÙ¦w!ßwoàvyƒåpºá|ÐÿOÄβv.ˆ`qúÎéÂlÀ rœu‹KÉ0¸6Ã$:6JZ¿Äý_JÅaâ;|%ä'eh!-IÈÊNÑdfG–ïÊ.‚L2úUה©¨Ï4eäB[Z[4øqo»€j³GyO¤Q¥ÓïNÙ± ²  )Ë7@y•p¤òdÈGpÎâÈt8eŠ?¬ð?š·±huñÚb8Í}~Œ(Í[môÉÐ!§Fa÷‚£ ÷5‹öˆŸ‹c)äqÿG³

13. [PDF] Grafi - DidaWiki

  • Missing: geometrica | Show results with:geometrica

  • %PDF-1.3 %Äåòåë§ó ÐÄÆ 4 0 obj << /Length 5 0 R /Filter /FlateDecode >> stream xÁ Â0DïùŠ9VÁt7‰½*êŃB~ ”V¬´õä×»©ˆ¥‘Àî’Ì>&Óâ„é¾gœ{¤Çâñ¨ºeœ}ÙÀ‘ÎŒ×Î1¼!,-¡«PϑndQÄR$òH2‘Ô‚ã¥ÔU®Ù!sF[‹ò†uýámh©á†tÇ:ªCäP=/÷¦‚›©pÅ6ˆÅ7LørMf5ç™Å¯ÞxÌðÁNi&÷ºTɾ+êË?;$ð“)ÁÅ#Ùkbï¢C5 `äðôK[n endstream endobj 5 0 obj 202 endobj 2 0 obj << /Type /Page /Parent 3 0 R /Resources 6 0 R /Contents 4 0 R /MediaBox [0 0 842 595] >> endobj 6 0 obj << /ProcSet [ /PDF /Text ] /ColorSpace << /Cs1 10 0 R >> /ExtGState << /Gs2 12 0 R /Gs1 13 0 R >> /Font << /F1.0 11 0 R >> /Pattern << /P1 7 0 R >> >> endobj 7 0 obj << /Length 8 0 R /Filter /FlateDecode /Type /Pattern /PatternType 1 /PaintType 1 /TilingType 3 /BBox [0 0 1625600 1625600] /XStep 1625600 /YStep 1625600 /Matrix [0.00007559055 0 0 0.00007559055 60.96 444.76] /Resources 9 0 R >> stream x+TT(TÐH-JN-()MÌQ(Ê š™š(€ 2;9WAß3×PÁ%¨/ Š‡ endstream endobj 8 0 obj 54 endobj 9 0 obj << /ProcSet [ /PDF /ImageB /ImageC /ImageI ] /XObject << /Im1 14 0 R >> >> endobj 14 0 obj << /Length 15 0 R /Type /XObject /Subtype /Image /Width 128 /Height 128 /ColorSpace 10 0 R /Interpolate true /BitsPerComponent 8 /Filter /DCTDecode >> stream ÿØÿà JFIF K K ÿãMSO Palette ËÇÈÕÒÒÙ×ÖÜÚØÞÝÛáßÝááÞäâàääáææãèæãéèåééæêëçìëèííéíîêîïëððìññíñòíòóïóôïôõðõöñõ÷ò÷øóøùôøúôùüöüý÷þÿú¿º»ÆÂÃÊÆÆÌÈÉÍÊÊÏÌÌÑÍÍÒÏÎÒÐÏÔÐÐÔÒÑÔÓÒÖÒÒÖÕÓ×ÔÒ×ÖÕØÔÔØÖÔØØÕÙÖÕÚÖÖÚØÖÚÙ×ÚÚ×ÛØ×ÛÚØÛÛØÜÙØÜÛÚÜÜÚÝÚÙÝÛÙÞÛÚÞÜÚÞÞÛÞÞÜßÜÛßÞÛßßÜàÝÜàÞÜàßÜàßÝààÝààÞàáÞáßÜáâßâßÝâàÝâáÞââßâãßãßÞãáÞãáàãâßãäàãäáäáßäãàäãáääàääãåãàåäáååáååãåæãæäáæäãæåâææâæçãæçäçäâçæâçæäççäççåçèäçéäèçãèèãèèäèèæèéåéçäéèæééåééçéêåéëçéìçêèåêéåêêãêêäêêçêêèêëæêëèêìèëèçëêäëêåëëæëëçëìèëìêëíèëîéìêçìëçììèìíçìíèìíêíëçíìèíìéííçíîéíïêíðêîìéîîêîîëîïêîïìîðêîðëîðìîñìïíéïïèïïêïïëïðêïðìïñìïòíðïëððëððíðñìðñíðñîðóíñðëñðíñòìñóîñóïòñíòòíòòîòóíòóðòôïòõïóôñóõïóöñôóïôóðôõñôöðôöñôöòô÷òõôïõõïõõñõöïõ÷ðõøòõùóöõñööðööñööóö÷òöøñöøóöøôöúô÷öò÷öó÷÷ò÷øò÷øô÷ùò÷ùôø÷óøùóøúóøûõøüõùùóùùõùúôùúõùûõùûöúúõúûõúûøúüóúü÷úý÷ûüöûý÷üûöüýøüþ÷üÿøýþùýÿùýÿûÿÿüÿÿýÿÿÿÿÛ C ")$+*($''-2@7-0=0''8L9=CEHIH+6OUNFT@GHEÿÛ C !!E.'.EEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEEÿÀ € €" ÿÄ ÿÄ 1 !1A"Qað2q¡±ÁB‘Ñáñ#Rb3ÿÄ ÿÄ ÿÚ ? ôëîp€‰Qˆði3*à€z!°œZD/þb°ApÌà‚7¾ÕmA¦Ó‹Fn⹝0ÚeV ™Ÿº©ÅïŸ?#.Úc%`mÄm@UJéI€W 6ÓÚ¢êތFG„zÞ)[¦C¶HSzÅ !‰Á›®ƒðçj î½:m0G|M©Í±è]ýþõX”ª‚F¹/[Vi:¨®Æ2wõ÷ ¡ý¦ª…$,ìF[¿â¨*Ó¦É樅R$ÌÎÞ¼TTÀ Ô@Ìòcû ŒÐç!˜L–Ä5œHP̬F"{ÐÓӁ:¤{²Í?Å&!šâÀ†‘°ïõ ˆ…,-íßoê£B*éݑ¹&Xþi×†C–“GRPU‚HžD þ´ÝÓR ÄÈbvñT·‹s0;ø åò‚1´¬·PµÄ˜ƒ; kdzÓ2 ¢ ½™§‘â 5™šÛq9ŒmTÞp{ݟ¯Ëz``†Wy€[j‡QdÁȂ#r÷"š‚_%‚ªÆÛ知²¸›‰ÜïbŒ ÉÜ~hª–FVo|I3€& S V@ܑÜsð®za5U”‚ !G¯­ /j@ À‘‰o­t€UA ‰ÌñKS J‘>ôPÙh¶ qÅÔS}Ī fO8ÿ +¦Ír¸;ŽqQL’ÒY@& ÎÓM5,B±lóµ x€e‹f ÁþjÞK¬ UrvŠ¬HbLDãõNÔZòð@)qçôĜXÃTÔRðå `y;y¤¬—éqßj6·³÷¥Ø¤æ"‚i­šÆH˜3µ% ybH~n5A¿ ¹V&¢¢çLjấæƒÔée% Ú{k3¢éÞ@eG$öš íjË@$í¾bh»!7’°n6 X.¨p±ÞIíQ™Ne2ɏµoi!T†›Iø*8.Q“nËÜÐQ†`xúùùÔ±g†cú”F~\Õêvnà{ÿ¨¨„•…Ê°$™š¥¦å4ý©Ð #Ÿ‡Š­x=È^®ÇçZK#¨»6šÆÏzÓ(:s´ïA˜):m"$ -‘TFª“p–=$dQP*¶¬âƒ=½mTʁ‹DÇOžhÖ©*CHÚ2Oz¡Ô°dí

14. [PDF] Teoria dei Grafi e dei Giochi

15. [PDF] Possiamo sentire la forma di un grafo? Un grafo puo┴ farci sentire ...

  • Chiamiamo V l'insieme dei vertici (nodi) ed E l'insieme degli archi (lati) di G. ... centrale e M archi con tale vertice incidente (l'altro vertice di ogni lato ...

  • %PDF-1.5 %¿÷¢þ 1 0 obj << /Type /ObjStm /Length 3835 /Filter /FlateDecode /N 52 /First 411 >> stream xœí[ëo7ÿ~?¶8D|¿÷@ì4‰ÛØuýHz(Š@±7¶p¶äJrÝë_ó VÜ]Iv/¹ÉŽ¸|g~C‡\Ú%¬°N8¡}^XŸDÞxEÔJ$YÄ5”È~4ü7Vhÿ“’ÎE B•‘Ð1B¥ t¶P) £2TJ…YG™Âø/Z˜è€ar€_Hã„ÕX¤Ò*Î“(lÎA˜$œW *´ÆFðkáÝÀ¯ƒ_+BTµŒ „°^¤…P%kÆF‘-(c¨§ TP*: ‡Ý€2*€ª …VYá,b €8ăê€b:‚ŒÐ£6 ø!$ÆdÀ6AÂ[—1è´ÑV%8[ë- ҐˆæOý«/Ä`%N„|9Y¾? y*ä«ÙÙLüýïTãùt:[. š£jž(T۟M—ÍJ"K™Kd.‰¹$撘Kb.‰¹$撘Kb.‰¹$撙KÖ«zð.†1Ø:^z<

16. [PDF] La Topologia >Il modello vettoriale - elearning@unipd.it

  • Indicare per ogni arco l'area (poligono) di destra e/o di sinistra. Page 34. 34. La topologia arco-nodo consente di implementare in un GIS le ...

  • %PDF-1.4 %Ç쏢 5 0 obj <> stream xœ­UK7V`Ùe›ÕBÈãìÝHm\U.Û}Mà(BÄ!äÄS‹ÄþÿC¾ê™^{HoDԗj»ž_}Uþ䂏ÅûáÕE÷©NƒÏÔ]@¦Ä®?tÄ2yý÷Á¢ý¡{ß½xè>väì»|×xZl“²Ïê.ßtovÏ ðه""s­üêÂý²é=ώÔ"nÞZ>>„ ÑäFøOÁ§èr"/¹ÍE×Ó°ù»{²÷ÿ¡”à)j` $‘"ójy_Ki_.«8 ¾Ä¶¬´+‹”|Œ€‘mYßYYžS¨V&0'¸Ü¼îþ„y*b’„¨ÔßLYÂÄýÑ0â>SkÊÔÛ1ǘû“47Òí+©ú\·þ’æé0F„1õ/?Ú¹æ eÂNå¯Íïû ŒK}#å<÷ÿõ!0Ü,¦IKvJ¹Iê¬Iêå%Ž'$05ùßFñPÍmQ»œo æøÜNÃ7XÔ`wW±Úµ"pjTï—`tI‘ÐÖ]Xfíï F–RúïçCŽ¹Àa8SŸ,b'깬R'ŸÙåÉO þLÁßû1ã@µ¸1ÉҔ§v±ûý£ëº­k͵‹à'bÒöâÉÕ(¶(þc¢"³-Š¯›¨†J§ÖV"nÇëþ`ԍÛéj v„>å˜SlfªQméQIu:\?T ”…ºNV¦ó[wCcT®ÄÞôàG ]rjauÔu*Mà†çèfÒPÊatÀDÙ2”‹)%ã‡Idê^XrÎN…mcyxl)ã‹Áɖ`ó ÷LY!*””f4,U¼¢”À  0Þe䌀·Z}æìlÅS8-B4€ ÊÛM¹“î»$ã^¤šI5?«1ÐbÔ#iÞ#Ö ¢Ìîùù

17. [PDF] Analisi di reti complesse mediante indici di centralità

  • Figura 1.1: Un esempio di rete semplice e undirected con V=(1,2,3,4) e E ... linea bus (che tradotto in nodi e archi significa che alcuni nodi hanno solo archi.

  • %PDF-1.5 %¿÷¢þ 526 0 obj << /Linearized 1 /L 9534228 /H [ 2708 738 ] /O 530 /E 87527 /N 72 /T 9530800 >> endobj 527 0 obj << /Type /XRef /Length 90 /Filter /FlateDecode /DecodeParms << /Columns 5 /Predictor 12 >> /W [ 1 3 1 ] /Index [ 526 291 ] /Info 241 0 R /Root 528 0 R /Size 817 /Prev 9530801 /ID [<101ed597d692cf5a2ddc0660c63b2697>] >> stream xœcbd`àg`b``8 "¹¬ÁìFÉüÌ®‘L%`²DÆ©€Hö`™â$c@$ƒÄ|&Æÿ[ÊÁºGɑB2¯x7Œ’Ïdœ;ðn%‡ B à endstream endobj 528 0 obj << /Names 525 0 R /OpenAction 776 0 R /Outlines 714 0 R /PageMode /UseOutlines /Pages 713 0 R /Type /Catalog >> endobj 529 0 obj << /Filter /FlateDecode /S 794 /O 876 /Length 650 >> stream xœc```b`àšÂÀÌÀÀp•A„@lV ‹åƒJË$†E¡@IŒJAœ <“<9&yˆT`ÐbpÜÀPÌPRÀ$É`ý€A—u놨é\M ¬’â’ ‹·±2ìd ›Ð±˜!kÇM†x¡'†‰l9ê¸ø9ÝolU”o ; s˘u±Š{sä;™[ 5˜]ȖsÁ¡&Áì䌳Ò6òè_|å&°ô©ìïžÆ—×(¨Y1Ä ªK¿¾m±îl³g_g ûHômû<†­7Ý ³û…Rþ¤ûôœ­èŸÐ”=ÛҖ¬Øwj÷š#.n.Ñ{Jö˜~46¬¸,*têÒ¥+ùRžqÍäT<•2á™'_°J»‘Gс‹Kó[&

Top Articles
Latest Posts
Article information

Author: Otha Schamberger

Last Updated: 09/02/2023

Views: 6146

Rating: 4.4 / 5 (75 voted)

Reviews: 82% of readers found this page helpful

Author information

Name: Otha Schamberger

Birthday: 1999-08-15

Address: Suite 490 606 Hammes Ferry, Carterhaven, IL 62290

Phone: +8557035444877

Job: Forward IT Agent

Hobby: Fishing, Flying, Jewelry making, Digital arts, Sand art, Parkour, tabletop games

Introduction: My name is Otha Schamberger, I am a vast, good, healthy, cheerful, energetic, gorgeous, magnificent person who loves writing and wants to share my knowledge and understanding with you.