From: Subject: Esercizi di Aritmetica tratti dalle gare matematiche per ragazzi Date: Wed, 3 Sep 2008 16:32:09 +0200 MIME-Version: 1.0 Content-Type: multipart/related; type="text/html"; boundary="----=_NextPart_000_0053_01C90DE2.9C8A7760" X-MimeOLE: Produced By Microsoft MimeOLE V6.00.2900.3350 This is a multi-part message in MIME format. ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Content-Location: http://utenti.quipo.it/base5/scuola/olimparit.htm Esercizi di = Aritmetica tratti dalle gare matematiche per ragazzi

[BASE=20 Cinque - Appunti di Matematica ricreativa]

Olimpiadi matematiche per=20 ragazzi
Aritmetica

Esercizi tratti dalle = gare=20 nazionali e internazionali di matematicaper ragazzi della scuola = elementare e media

Non ho scelto i pi=F9 difficili, ma quelli che danno spunti per fare = buona=20 matematica con tutti.

Numeri

Le buche nel giardino

Nel giardino di Matteo vi sono 8 buche. Il giardiniere copre met=E0 = di ciascuna=20 buca con delle pietre. Quante sono le buche in quel giardino dopo il = lavoro del=20 giardiniere?

(Kangourou, 2005)

[8, perch=E9 una buca coperta a met=E0 =E8 ancora una buca]

La portata del ponte

Due segnali stradali si trovano all=92imboccatura di un ponte. Essi = indicano la=20 massima larghezza, 325 cm, ed il massimo peso, 4300 kg, consentiti per = un=20 veicolo che debba attraversare quel ponte.
Quale dei seguenti = automezzi =E8=20 autorizzato ad attraversare quel ponte?

A) Uno largo 315 cm e pesante 4307 kg.

B) Uno largo 330 cm e pesante 4250 kg.

C) Uno largo 325 cm e pesante 4400 kg.

D) Uno largo 322 cm e pesante 4298 kg.

E) Nessuno dei precedenti.

(Kangourou, 2005)

[D) Uno largo 322 cm e pesante 4298 kg]

Il numero misterioso

Tra i 5 numeri elencati qui sotto, quello che ho scelto =E8 pari; = tutte le=20 cifre che lo formano sono diverse fra loro; la cifra delle centinaia =E8 = doppia di=20 quella delle unit=E0; la cifra delle decine =E8 maggiore della cifra = delle=20 centinaia.

Che numero ho scelto?

A) 1246

B) 3874

C) 4683

D) 4894

E) 8462

(Kangourou, 2005)

[E) 8462]

Il numero pi=F9 grande

Osserva la figura: sei numeri sono scritti su altrettanti = foglietti.

3D""

Accostando tutti i sei foglietti puoi formare dei numeri di dieci = cifre, ad=20 esempio 6841309572.

Qual =E8 il pi=F9 piccolo?

(Kangourou, 2005)

[2309415687]

Il 7 eliminato!

Carla ha scritto i numeri da 1 a 120 nelle caselle di un nastro.

3D""

Il fratellino si =E8 divertito a cancellare tutte le cifre =AB 7 = =BB.

Ecco una parte del nastro con i =AB 7 =BB cancellati :

Sul nastro dei numeri da 1 a 120 dove i =AB 7 =BB sono stati = cancellati,

- quante caselle vuote ci sono ?

- quante caselle con un numero di una sola cifra ?

Spiegate come avete trovato le vostre risposte.

(Rally Matematico Transalpino, 2005)

[2 caselle vuote (7, 77), 25 caselle da una cifra (i numeri da 1 a 9 = escluso=20 il 7 e i numeri 17, 27, 37, 47, 57, 67, 70, 71, 72, 73, 74, 75, 76, 78, = 79, 87,=20 97)]

Ieri, oggi, domani

Ieri Milena mi ha detto: =93Dopodomani sar=E0 il 13 dicembre=94. Oggi = mi chiedo che=20 giorno del mese sar=E0 domani. Sai rispondere?

(Pristem 2004)

[13 dicembre]

Il giorno del mio compleanno

Un giorno dopo il mio compleanno, quest'anno, sarebbe stato corretto = dire=20 "Dopo domani sar=E0 un gioved=EC". In che giorno della settimana ho = compiuto gli=20 anni quest'anno?

[Luned=EC]

(Kangourou, 2003)

Mesi di 30 giorni

Quanti sono, in un anno solare, i mesi che contengono il giorno = 30?

(Kangourou, 2005)

[11, tutti tranne febbraio]

La targa dell'auto

La polizia cerca l=92auto di un ladro.

- un primo testimone ha osservato che il numero della targa =E8 = formato da=20 cinque cifre, tutte differenti,

- un secondo testimone ricorda che la prima cifra =E8 9,

- un terzo testimone ha notato che l=92ultima cifra =E8 8,

- un quarto testimone, che ha 22 anni, ricorda che la somma delle = cinque=20 cifre della targa =E8 uguale alla sua et=E0.

Quale pu=F2 essere il numero della targa dell=92auto che la polizia = cerca?=20 Scrivete tutte le possibilit=E0 e spiegate come le avete trovate.

(Rally Matematico Transalpino, 2005)

[9 014 8, 9 041 8 , 9 104 8 , 9 140 8 , 9 401 8 , 9 410 8 , 9 023 8 , = 9 032 8=20 , 9 203 8 , 9 230 8 , 9 302 8 , 9 320 8]

Quattro operazioni

Il naso di Pinocchio

Il naso di Pinocchio =E8 lungo 5 centimetri. Quando Pinocchio dice = una bugia la=20 Fata dai capelli turchini glielo fa allungare di 3 centimetri, ma quando = Pinocchio d=E0 una risposta sincera la Fata glielo fa accorciare di 2=20 centimetri.

Alla fine della giornata Pinocchio ha il naso lungo 20 centimetri e = ha detto=20 7 bugie.

Quante risposte sincere ha dato Pinocchio alla Fata nel corso della=20 giornata?

Spiegate come avete fatto a trovare la risposta.

(Rally Matematico Transalpino, 1999)

[3]

Le maglie del Rally

Le maglie della squadra di calcio del RMT (Rally Matematico = Transalpino) sono=20 state lavate e sono stese ad asciugare, appese una accanto = all=92altra.

3D""=20

Un tifoso della squadra, senza scrupoli, durante la notte ruba = quattro=20 maglie.

Le maglie che restano non sono state spostate. Al mattino, esse = formano due=20 gruppi separati. C'=E8 dello spazio vuoto tra i due gruppi.

L'allenatore della squadra nota che, in ogni gruppo, la somma dei = numeri=20 delle maglie =E8 la stessa.

Quali sono le maglie che sono state rubate?

(Rally Matematico Transalpino, 2000)

[6, 9, 10, 11]

Che belle colonne!

3D""

Scrivete un numero in ogni casella rispettando le seguenti = consegne:

- Utilizzate soltanto i numeri 1, 2, 3, 4, 5 ma tutte le volte che=20 volete.

- In ogni riga, tutti i numeri sono diversi.

- In ogni colonna, tutti i numeri sono diversi.

- In ciascuna colonna il numero scritto nel triangolo =E8 la somma = degli altri=20 tre numeri.

Completate le colonne e spiegate il vostro ragionamento.

(Rally Matematico Transalpino, 2005)

[Le tre righe di numeri sono: 3 - 2 - 4 - 5 - 1, 5 - 1 - 3 - 4 - 2, 1 = - 4 - 5=20 - 2 - 3]

Triangoli numerici

3D""

In ognuno dei nove dischetti devono risultare scritti nove numeri = diversi da=20 1 a 9. Il 6 e l=928 sono gi=E0 inseriti; disponete gli altri sette = numeri in modo=20 che siano tra loro diversi e che la somma dei numeri scritti nei tre = dischi di=20 ogni triangolo piccolo sia 15.

(Matematica senza frontiere, 2006)

L'et=E0 dei nonni

- Dimmi, Camilla, quanti anni hanno i tuoi nonni?

- Posso dirti che se addiziono le loro et=E0, trovo 132.

- Dammi ancora una informazione in pi=F9.

- Mio nonno ha 6 anni in pi=F9 di mia nonna.

- E vivono insieme da molto tempo?

- Si sono sposati esattamente 42 anni fa.

Quanti anni avevano i nonni di Camilla il giorno del loro = matrimonio?

(Rally Matematico Transalpino, 2004)

[21, 27]

I numeri in cerchio

Inserite in ciascuna delle sette "regioni chiuse" formate da questi = tre=20 cerchi uno dei numeri 1, 2, 3, 4, 5, 6, 7.

3D""=20

Cercate una disposizione in cui la somma dei numeri all'interno di = ogni=20 cerchio sia la stessa e la pi=F9 grande possibile.

Cercate anche una disposizione in cui la somma dei numeri all'interno = di ogni=20 cerchio sia sempre la stessa, ma la pi=F9 piccola possibile.

Mostrate le vostre soluzioni e spiegate il vostro ragionamento.

(Rally Matematico Transalpino, 2004)

Griglie di fiammiferi

Per costruire la prima figura ci sono voluti 12 fiammiferi.

3D""=20

Per la seconda =E8 stato necessario usare qualche fiammifero in = pi=F9!

3D""=20

E per la terza, ancora altri fiammiferi!

3D""=20

Continuando a costruire figure nello stesso modo, quanti fiammiferi = saranno=20 necessari per la costruzione della centesima figura? Giustificate la = vostra=20 risposta.

(Rally Matematico Transalpino, 2005)

[12 + 99 x 5 =3D 507]

Sport in Svezia

In un negozio di articoli sportivi di Stoccolma le combinazioni = di

oggetti illustrate hanno questi prezzi:

3D""=20

Puoi acquistare anche ogni oggetto singolarmente. Quante corone

costa uno di quei palloni da calcio?

(Kangourou, 2006)

[200 corone]

Matteo e il suo orologio
Matteo si diverte a calcolare la = somma=20 delle cifre che legge sul proprio

orologio digitale (per esempio, se l'orologio mostra 21:17, allora = Matteo=20 trova 11).

Qual =E8 la massima somma che pu=F2 trovare?

(Kangourou, 2003)

[24]

Una somma particolare

In questa somma ogni cifra (esclusa una) =E8 stata sostituita con una = lettera;=20 a lettere uguali corrispondono cifre uguali e viceversa

A A B +

A A A +

A A C =3D

-------

1 C C C

Quanto valgono A, B, e C?

(Pristem, 2001)

[ABC =3D 370, 463, 556, 649]

Addizione misteriosa

A simboli uguali corrispondono cifre uguali, a simboli diversi = corrispondono=20 cifre diverse.

Nell'addizione visualizzata, che cifra corrisponde al quadrato?

3D""=20

(Kangourou, 2004)

[quadrato =3D 6, cerchio =3D 9, triangolo =3D 1]

Biglie o caramelle?

Giuliano ha sette oggetti (biglie o caramelle) nella tasca sinistra e = otto=20 nella tasca destra. Quando prende un oggetto dalla tasca sinistra, se si = tratta=20 di una caramella la mangia; se si tratta di una biglia, la mette nella = tasca=20 destra. Alla fine la tasca sinistra =E8 vuota e la tasca destra contiene = dodici=20 oggetti.

Quante caramelle Giuliano aveva nella sua tasca sinistra all'inizio = ?

(Pristem)

[3]

La famiglia di Pietro

Pietro ha esattamente un fratello e sua sorella Caterina ha tanti = fratelli=20 quante sorelle. Quanti sono i figli (maschi e femmine) nella famiglia di = Pietro?
(Kangourou, 2005)

[5, tre sorelle e due fratelli]

La famiglia di Enrico

Enrico ha tre sorelle e cinque fratelli. Sua sorella Sabina ha "S" = sorelle e=20 "F"

fratelli. Quanto vale il prodotto di S per F?

(Kangourou, 2005)

[12]

Il drago rosso e il drago verde

Se il drago rosso avesse 6 teste in pi=F9 del drago verde, essi = avrebbero in=20 totale 34 teste. Ma il drago rosso ha 6 teste meno del drago verde.

Quante teste ha il drago rosso?

(Kangourou, 2001)

[8]

Le botti

Un vignaiolo possiede 15 botti:

- 5 botti vuote;

- 5 botti piene per met=E0;

- 5 botti piene.

Vuole suddividere le botti fra i suoi tre figli senza fare alcun = travaso, ma=20 in modo che ognuno riceva lo stesso numero di botti e la stessa = quantit=E0 di=20 vino.

Come pu=F2 fare?

3D""=20

(Matematica senza frontiere, 2005)

[Ecco un esempio di soluzione, ma ne esistono altri:

3D""=20 ]

Le palline da ping-pong

Una cassa contiene 4000 palline da ping-pong.

Alle ore 10, un ragazzo ha iniziato a prelevare le palline, una per = una, a=20 velocit=E0 costante. Dopo 6 ore, nella cassa sono rimaste 3520 palline. = Se il=20 ragazzo continuasse con lo stesso ritmo, a che ora si troverebbero 2000 = palline=20 nella scatola?

(Olimpiada Brasileira de Matematica, 2006)

[Alle 11 del giorno seguente]

Il tempo nel pianeta POT

Nel pianeta POT il numero delle ore del giorno =E8 uguale al numero = dei giorni=20 della settimana, che =E8 uguale al numero delle settimane del mese, che = =E8 uguale=20 al numero dei mesi dell'anno. Sapendo che su POT l'anno ha 4096 ore, = quante=20 settimane ha un mese?

(Olimpiada Brasileira de Matematica, 2006)

[8]

La gita scolastica

Gli alunni di una scuola partecipano ad una gita utilizzando due = autobus.

Al momento della partenza, 57 alunni entrano nel primo autobus e = soltanto 31=20 entrano nel secondo autobus.

Quanti ragazzi devono passare dal primo autobus al secondo affinch=E9 = i due=20 autobus trasportino lo stesso numero di alunni?

(Olimpiada Brasileira de Matematica, 2004)

[13]

Una corsa in taxi

Una corsa in taxi costa 2,50 euro per la chiamata pi=F9 10 centesimi = per ogni=20 100 metri percorsi.

Ho soltanto 10 eureo nel portafoglio. Perci=F2 posso pagare una corsa = in taxi=20 lunga... quanto?

(Olimpiada Brasileira de Matematica, 2004)

[7,5 km]

Fabbricanti di braccialetti

Un artigiano inizia a lavorare alle ore 8 e produce 6 braccialetti = ogni 20=20 minuti.

Il suo aiutante inizia a lavorare un'ora dopo e produce 8 = braccialetti ogni=20 mezz'ora.

L'artigiano smette di lavorare a mezzogiorno ma avverte il suo = aiutante:=20 "Dovrai continuare a lavorare finch=E9 non avrai prodotto tanti = braccialetti=20 quanti ne ho fatti io!"

A che ora l'aiutante potr=E0 andare a riposarsi?

(Olimpiada Brasileira de Matematica, 2004)

[13:30]

Il costo della benzina

Un litro di benzina costa 1,50 euro. L'auto di Enrico percorre 25 km = con tre=20 litri di benzina.

Quanto costa la benzina necessaria per percorrere 600 km?

(Olimpiada Brasileira de Matematica, 2000)

[54]

Produzione di refrigerante

Tutta la produzione mensile di bombole di refrigerante di una certa = fabbrica=20 =E8 stata venduta in tre lotti. Il primo lotto comprendeva la met=E0 = della=20 produzione, il secondo lotto ne comprendeva i 2/5 e il terzo lotto era = formato=20 da 2500 bombole.

Quante bombole ha prodotto la fabbrica in quel mese?

(Olimpiada Brasileira de Matematica, 2002)

[25000]

Misure (lunghezza, peso, tempo, capacit=E0)

Le fermate dell'autobus

Nove fermate di autobus consecutive sono situate lungo una strada in = modo che=20 la distanza tra due fermate adiacenti sia sempre la stessa. La distanza = fra la=20 prima e la terza fermata =E8 600 metri.

Quanti metri dista la prima fermata dalla nona?

(Kangourou, 2004)

[2400 m]

Mesi di 30 giorni

Quanti sono, in un anno solare, i mesi che contengono il giorno = 30?

(Kangourou, 2005)

[11, tutti tranne febbraio]

Ieri, oggi, domani

Ieri Milena mi ha detto: =93Dopodomani sar=E0 il 13 dicembre=94. Oggi = mi chiedo che=20 giorno del mese sar=E0 domani. Sai rispondere?

(Pristem 2004)

[13 dicembre]

Il giorno del mio compleanno

Un giorno dopo il mio compleanno, quest'anno, sarebbe stato corretto = dire=20 "Dopo domani sar=E0 un gioved=EC". In che giorno della settimana ho = compiuto gli=20 anni quest'anno?

[Luned=EC]

(Kangourou, 2003)

Dopo 2003 minuti

Quale data sar=E0 2003 minuti dopo le 20.03 del 20-03-2003?

(Kangourou, 2003)

[B) 22-03-2003]

Il peso delle scatole

Alcune casse cubiche, tutte uguali, sono state impilate come vedete = nella=20 figura qui sotto.

Se ciascuna cassa pesa 25 kg, quanto pesa tutta la pila?

(Olimpiada Brasileira de Matematica, 2002)

3D""=20

[14 x 25 =3D 350 kg]

Espressioni e sequenze di operazioni

I tre conigli

Tre conigli mangiano le verdure del mio orto!

Il coniglio bianco mangia ogni sera una carota.

Il coniglio marrone mangia ogni sera una rapa o, se non ce ne sono = pi=F9, tre=20 carote.

Il coniglio nero mangia ogni sera un cavolo o, se non ce ne sono = pi=F9, tre=20 rape, o se non ce ne sono pi=F9, 5 carote.

Questa mattina, ho raccolto una parte degli ortaggi. Ho lasciato per = i=20 conigli: 45 carote, 21 rape, 5 cavoli. Per quanti giorni possono = nutrirsi tutti=20 e tre i conigli?

(Rally Matematico Transalpino, 2005)

[13]

Castelli di carta

Andrea si diverte a costruire castelli con le carte da gioco.

Ha costruito questi due castelli: il primo ha due piani ed =E8 fatto = con 7=20 carte; il secondo ha tre piani ed =E8 fatto con 15 carte.

3D""=20

Per costruire un castello di 25 piani, quante carte dovrebbe = utilizzare=20 Andrea?

(Rally Matematico Transalpino, 2006)

[950]

Una sequenza di operazioni

La figura illustra una sequenza di operazioni che d=E0 come risultato = 50. Da=20 quale numero siamo partiti?

3D""=20

(Kangourou, 2004)

[42]

Il numero di partenza

Ho in mente un numero: sottraggo da esso 203, quindi aggiungo al = risultato=20 2003 ottenendo cos=EC 20003.

Da quale numero sono partito?

Kangourou, 2003

[18203]

Divisione di salamini

Ciascuno dei 5 salamini, sul tavolo, viene affettato con 5 tagli. = Cinque=20 amici ricevono lo stesso numero di fette.

Quante fette ricever=E0 ogni ragazzo?

(Pristem 2002, Cat. C1)

[6]

I soldatini di Pierino

Pierino dispone di stampi per fabbricare soldatini di piombo. Fa = fondere=20 alcuni lingottini di piombo e osserva che produce un soldatino per ogni=20 lingottino, inoltre, con gli avanzi del piombo fuso, riesce a costruire = un altro=20 soldatino ogni 4.

Quanti soldatini fabbrica con 24 lingottini?

(Gran Premio di Matematica Applicata, 2006)

[32]

Il videogioco portentoso

Silvio =E8 un appassionato di videopoker e slot-machine e tutti i = giorni perde=20 sistematicamente le 15 monete da un euro che porta con s=E9.

Una sera prova una nuova macchina la =93magic-video-pack=94: = introducendo nel=20 videogioco una cifra fissa, essa raddoppia il capitale che Silvio ha in=20 tasca!

Fa una prova, introduce alcune monete e effettivamente sente che gli = euro che=20 aveva in tasca raddoppiano.

Riprova e le monete raddoppiano ancora.

Decide allora di continuare, ma al quarto tentativo si accorge di = aver perso=20 tutto come al solito!

Quante monete da un euro devono essere introdotte per giocare alla=20 =93magic-video-pack=94?

(Gran Premio di Matematica Applicata, 2005)

[8]

La calcolatrice di Sofia

La calcolatrice di Sofia =E8 alquanto strana. Essa possiede due tasti = speciali:
- un tasto D che raddoppia il numero scritto sul = visore;

- un tasto E che elimina la cifra delle unit=E0 del numero scritto = sul=20 visore.

Per esempio, se sul visore =E8 scritto 123 e noi premiamo D, = otterremo 246. Se=20 poi premiamo E otterremo 24.

Supponiamo che sul visore sia scritto 1999.

Premendo in successione i tasti: D, E, D, E, quale numero si = ottiene?

(Olimpiada Brasileira de Matematica, 1999)

[79]

Multipli e divisori

Il gioco del BUM!

Si sa che la "tabellina del 7" =E8 alquanto ostica!

Per insegnarla, un maestro elementare fa con i suoi alunni il = seguente gioco:=20 li dispone a cerchio e ognuno, a turno, deve dire un numero della = sequenza=20 naturale, senza per=F2 nominare i multipli di 7, sostituendoli con la = parola=20 "BUM"; la stessa cosa deve essere fatta se il numero finisce per 7. Chi = sbaglia=20 =E8 eliminato e l'ultimo alunno rimasto vince il gioco. Per esempio = nella sequenza=20 da 1 a 20 gli alunni gli alunni gridano: "1, 2, 3, 4, 5, 6, BUM, 8, 9, = 10, 11,=20 12, 13, BUM, 15, 16, BUM, 18, 19, 20".

Quanti BUM vengono detti in una sequenza da 1 a 200?

(Gran Premio di Matematica Applicata, 2004)

[45]

Saltando, saltando

Una rana, un canguro e una lepre saltellano sulla =ABpista dei = numeri=BB:

3D""=20

Partono tutti dalla casella 0.

La rana fa sempre salti da tre caselle (quindi con il primo salto = arriva=20 sulla casella 3), il canguro fa sempre salti da sei caselle e la lepre = fa sempre=20 salti da quattro caselle.

Con l=92ultimo salto ogni animale arriva sulla casella finale del = percorso.

Ciascun animale lascia le proprie impronte sulla casella su cui = poggia le=20 zampe.

Terminato il gioco, ci sono 9 caselle contenenti ciascuna impronte di = tutti e=20 tre gli animali.

Indicate qual =E8 il numero della casella finale della pista.

(Rally Matematico Transalpino, 2002)

[45]

Prodotti in riga

Disponete i dieci numeri da 1 a 10 nei cerchi di questa figura in = modo tale=20 che il prodotto di tre numeri allineati sia il numero indicato alla fine = della=20 riga.

3D""=20

Calcolate i due prodotti mancanti.

Quanti sono i modi di disporre questi dieci numeri?

Rally Matematico Transalpino, 2002

3D""=20

Il prezzo dei palloni

Simonetta vuole acquistare dei palloni da basket, tutti uguali fra = loro. Se=20 comprasse cinque palloni, le rimarrebbero 10 euro nel portafoglio. Se ne = comprasse sette, dovrebbe chiedere un prestito di 22 euro.

Quanti euro costa un pallone da basket?

(Kangourou, 2003)

[16 euro]

Nel paese di Piovepoco

Nel paese PIOVEPOCO manca l'acqua. Due amiche, Laura e Paola, vanno a = prendere l'acqua con un secchio alla fontana ACQUACHIARA.

I loro due secchi insieme contengono 26 litri. Con l'acqua contenuta = nel=20 secchio di Laura si pu=F2 riempire per tre volte il secchio di Paola e = restano=20 ancora 2 litri d'acqua nel secchio di Laura.

Quanti litri contiene il secchio di Paola? E quello di Laura?

(Rally Matematico Transalpino, 2004)

[6, 20]

I nipotini di nonna Alice

=C8 sabato e nonna Alice aspetta i suoi nipotini.

Ha preparato 3 dolcetti al cioccolato per ciascuno di loro.

Ma..sorpresa! I nipotini arrivano con due amichetti.

Per non farli litigare nonna Alice mangia un dolcetto e cos=EC ne = pu=F2 dare 2 ad=20 ogni bambino.

Quanti sono i nipotini di nonna Alice?

(Rally Matematico Transalpino, 2004)

[5]

Sulla pista di pattinaggio

Nikita e Sasha corrono sulla pista dello stadio. Nikita impiega 3 = minuti per=20 ogni giro, mentre Sasha impiega 4 minuti per ogni giro. Partono allo = stesso=20 momento.

Dopo quanti minuti essi passeranno ancora la linea di partenza = insieme?

(Kangourou, 2001)

[12]

L=92emiro prolifico

L=92emiro Abdul Azir divenne aveva pi=F9 di 39 figli, inclusi molti = gemelli.

Lo storico Ahmed Aab afferma in uno dei suoi scritti che tutti i = figli=20 dell=92emiro erano gemelli doppi, tranne 39, tutti erano gemelli tripli, = tranne 39=20 e tutti erano gemelli quadrupli, tranne 39.

Quanti erano i figli dell=92emiro Abdul Azir?

(Olimpiada Brasileira de Matematica, 2000)

Suggerimento: dal testo si capisce che num. gemelli doppi =3D num. = gemelli=20 tripli =3D num. gemelli quadrupli; inoltre tale numero deve essere = divisibile sia=20 per 2 sia per 3 sia per 4.

[12]

Ordinamenti, sequenze

Le scimmiette colorate

Anna ha cinque scimmiette di peluche: una blu, una rossa, una gialla, = una=20 marrone e una verde. Le dispone in fila, una accanto all=92altra, su un = ripiano=20 della sua libreria.

Anna vede che:

- la scimmia gialla =E8 a destra della verde e a sinistra della = marrone

- ci sono tre scimmiette a sinistra della rossa

- la scimmia blu non =E8 agli estremi della fila.

Colorate le cinque scimmiette sul ripiano.

3D""=20

Se trovate un'altra possibilit=E0 colorate il disegno qui sotto

3D""=20

Le due soluzioni possibili: V =96 B =96 G =96 R =96 M e V =96 G =96 B = =96 R =96 M

(Rally Matematico Transalpino, 2005, Cat. 3, 4)

Tre cassette e tre oggetti

Su un tavolo ci sono tre scatole e tre oggetti, una moneta, un = fermaglio e=20 una gomma.

Ogni oggetto si trova in una scatola diversa.

Si sa che:

- la scatola verde =E8 a sinistra della scatola blu;

- la moneta =E8 a sinistra della gomma;

- la scatola rossa =E8 a destra del fermaglio;

- la gomma =E8 a destra della scatola rossa.

Disegna le tre scatole con i rispettivi contenuti.

(Olimpiada Brasileira de Matematica, 2004)

Suggerimento: considera dapprima le ultime due informazioni. Ti = permettono=20 di disegnare il seguente schema.

3D""=20

[verde-fermaglio, rossa-moneta, blu-gomma]

Numeri in cerchio

Scrivete i numeri da 1 a 10 nei cerchi a fianco, in ordine crescente = in senso=20 anti-orario.

Dopo sottraete 1 ai numeri dispari e aggiungete 1 ai numeri pari.

Dopo aver fatto queste operazioni scegliete 3 cerchi consecutivi in = modo che=20 la somma dei numeri in essi contenuti sia la pi=F9 grande possibile.

Qual =E8 tale somma?

3D""=20

(Olimpiada Brasileira de Matematica, 2003)

L'ultimo vagone

Qual =E8 il numero dell'ultimo vagone del trenino del kangourou?

3D""=20

(Kangourou 2001)

[66]

Una sequenza autodescrittiva

La sequenza di cifre "22", (due 2) descrive se stessa perch=E9 =E8 = formata=20 esattamente da due "2".

Analogamente la sequenza "31 12 33 15" descrive se stessa perch=E9 = =E8 formata=20 esattamente da tre "1", un "2", tre "3", un "5".

Quale delle seguenti sequenze non descrive se stessa?

A) 21 32 23 16

B) 31 12 33 18

C) 31 22 33 17 19

D) 21 32 33 24 15

E) 41 32 23 24 15 16 18

(Olimpiada Brasileira de Matematica, 2003)

[D]

Frazioni

Una frazione di giorno

Quanti minuti dura la met=E0 di un terzo di un quarto di un = giorno?

Kangourou, 2005

[60]

L'aumento del quadrato

Quale numero aumenta del 500% quando se ne fa il quadrato?

Kangourou, 2006

[6]

La bottiglietta

Una bottiglietta da 1/3 di litro =E8 piena per 3/4. Quanti centilitri = di=20 liquido conterr=E0 dopo averne versato in un bicchiere 20 = centilitri?

Kangourou, 2006

[5]

Rapporti, percentuali e proporzioni

Tessera con sconto

In un bar un caff=E8 costa 80 =80 cent. La tessera per 15 caff=E8 10 = =80. Qual =E8 lo=20 sconto applicato?

(Gran premio di Matematica Applicata, 2002)

[circa il 16,7%]

Tre per due

Un supermercato applica l'offerta 3 x 2 (compri 3 paghi 2). Qual =E8 = lo sconto=20 applicato?

(Gran premio di Matematica Applicata, 2002)

[circa il 33%]

Le macchine difettose

Un'azienda meccanica produce cuscinetti a sfera utilizzando due = diverse=20 macchine.

La prima =E8 in grado di fornire 10.000 pezzi in 4 ore, ma il 6% di = questi sono=20 difettosi.

La seconda 6.000 pezzi in 2 ore con il 10% di pezzi difettosi.

In un giorno (8 ore) quanti sono i pezzi difettosi prodotti dalle due = macchine?

(Gran premio di Matematica Applicata, 2003)

[3600 =3D 8,18%]

Il vitalizio dei vincitori

Anche a Mathemandia si fanno Gare Matematiche e lo scorso anno hanno = vinto=20 ex-equo due studenti: Teo Rema e Assi Omar. Il premio consiste in un = vitalizio=20 annuo di 1.000 =80 .

Il vitalizio di Teo viene pagato a fine anno e poi si incrementa di = 20 =80=20 all'anno, mentre quello di Omar viene pagato a fine semestre (500 =80) e = poi si=20 incrementa di 5 =80 semestrali. Allora ogni anno (scegli l'affermazione=20 esatta):

A) Teo incassa 10 =80 pi=F9 di Omar

B) Omar incassa 10 =80 pi=F9 di Teo

C) Teo incassa 5 =80 pi=F9 di Omar

D) Omar incassa 5 =80 pi=F9 di Teo

(Gran premio di Matematica Applicata, 2003)

[D]

Il gattile

In un gattile vi sono 160 gatti; il 20% dei gatti =E8 nero e il 25% = dei gatti=20 ha gli occhi gialli. Quale di queste affermazioni =E8 sicuramente = falsa:

A) 30 gatti sono neri con gli occhi gialli

B) 35 gatti hanno gli occhi gialli e sono neri

C) nessun gatto nero ha gli occhi gialli

D) tutti i gatti neri hanno gli occhi gialli

(Gran premio di Matematica Applicata, 2005)

[B]

L'investimento triennale

Tizio deve investire 50.000 euro in 3 anni e ha 4 opportunit=E0:

- l'investimento A frutta il 2% all'anno per 3 anni

- l'investimento B frutta l'1,1% il primo anno, il 2% il secondo e il = 3% il=20 terzo

- l'investimento C frutta il 3,1% il primo anno, il 2% il secondo e = l=921% il=20 terzo

- l'investimento D frutta 3.100 euro complessivi nei tre anni.

Sapendo che i rendimenti sono netti e supponendo che il tasso di = inflazione=20 sia lo stesso nei quattro anni, determinate quale investimento =E8 pi=F9 = conveniente.

(Gran premio di Matematica Applicata, 2006)

[B]

L'investimento di Gianni

Gianni vuole incrementare la somma C regalatagli dalla nonna.

Investendo al 5% annuo (interesse composto), dopo due anni quanto = avr=E0=20 complessivamente?

(Gran premio di Matematica Applicata, 2003)

[1,1025 C]

Succo di frutta

Pierino ha versato in un recipiente 3 l d'acqua e 1 l di succo = composto dal=20 20% di polpa e dall'80% d'acqua. Dopo aver mescolato bene, quale = percentuale del=20 volume finale =E8 polpa?

(Olimpiada Brasileira de Matematica, 2005)

[5%]

Mele disidratate

Una mela contiene circa il 90% d'acqua e il 10% di materia solida. Un = produttore mette 100 kg di mele a disidratare (seccare) fino a quando = l'acqua =E8=20 il 60% del peso totale.

Quanti litri di acqua sono evaporati? (ricorda che un litro d'acqua = pesa un=20 chilogrammo)

(Olimpiada Brasileira de Matematica, 2001)

Suggerimento: il peso della materia solida rimane costante e alla = fine=20 rappresenta il 40% del peso totale.

[75]

Tabelle e grafici

Il colore dei capelli

Un'indagine sul colore dei capelli di 1200 persone ha dato i = risultati=20 riassunti nel grafico seguente.

3D""=20

Quante persone hanno i capelli neri?

(Olimpiada Brasileira de Matematica, 2004)

[360]

Analisi del fatturato

Il grafico qui sotto rappresenta il fatturato mensile di due imprese, = A e B=20 nel secondo semestre del 2001.

3D""=20

Quale delle seguenti affermazioni =E8 esatta?

A) C'=E8 un mese in cui il fatturato dell'impresa A =E8 doppi del = fatturato=20 dell'impresa B.

B) Nel mese di luglio la differenza fra i fatturati =E8 maggiore che = negli=20 altri mesi.

C) L'impresa B fu quella che ebbe il maggior calo di fatturato in due = mesi=20 successivi.

D) Nel semestre considerato, il fatturato totale di A fu maggiore di = quello=20 di B.

E) La differenza fra i fatturati totali delle due imprese nel = semestre supera=20 i 20 milioni di euro.

(Olimpiada Brasileira de Matematica, 2002)

[D]

Imbottigliamento del latte

Un allevatore di mucche imbottiglia ogni giorno tutto il latte = prodotto dalla=20 sua fattoria.

Il latte appena munto =E8 convogliato in un barile di forma = cilindrica e da qui=20 viene travasato nelle bottiglie, come vedi nella figura qui sotto.

3D""=20

La tabella seguente riporta la quantit=E0 di bottiglie riempite e il=20 corrispondente livello del latte nel barile.

Numero di bottiglie riempite	0	200	400	600	?......
Livello del latte nel barile (cm)	210	170	130	90	0

Quante bottiglie saranno riempite quando il barile sar=E0 vuoto?

Scrivi il dato mancante nella tabella.

(Olimpiada Brasileira de Matematica, 2002)

[1050]

Consumo d'acqua in una famiglia

Nella tabella seguente =E8 riportato il consumo d'acqua di una = famiglia nei=20 primi cinque mesi del 2003.

Mesi	Consumo (m³)
Gennaio	12,5
Febbraio	13,8
Marzo	13,7
Aprile	11,4
Maggio	12,1

Qual =E8 stato il consumo mensile medio di questa famiglia nel = periodo=20 considerato?

(Olimpiada Brasileira de Matematica, 2003)

[12,7 m³]

Combinatoria (labirinti, combinazioni etc)

Sudoku

3D""=20

Dovete sistemare in ogni casella vuota di questa tabella una di = queste=20 quattro lettere: una A o una B o una C o una D, rispettando le regole=20 seguenti:

Ci devono essere le quattro lettere, differenti

- in ogni riga

- in ogni colonna

- in ognuno dei quattro quadrati di quattro caselle (bianchi o = grigi)

Spiegate come avete fatto a riempire le caselle.

(Kangourou 2006)

3D""=20

Il labirinto

3D""=20

Trova un percorso per attraversare (solo in orizzontale o in = verticale)=20 questo labirinto, sapendo che:

- non puoi passare pi=F9 volte per una stessa casella;

- la somma dei numeri delle caselle attraversate deve essere uguale a = 13.

(Pristem 2004)

[3, 2, 0, 2, 1, 4, 0, 1]

Aiutiamo Braccio di Ferro!

Dobbiamo soccorrere =93Braccio di Ferro=94 inviandogli immediatamente = degli=20 spinaci. Ne abbiamo 8 scatolette, ma una =E8 stata avvelenata da Brutus. = Le=20 scatole sono esattamente uguali, ma, per fortuna sappiamo che quella = avvelenata=20 pesa poco di pi=F9 delle altre. Disponendo di una bilancia a bracci = uguali, quante=20 pesate sono necessarie, come minimo, per individuare con certezza la = scatoletta=20 avvelenata?

(Gran premio di Matematica Applicata, 2006)

[Bastano due pesate. Mettendo sui piatti della bilancia tre = scatolette per=20 parte, se la bilancia =E8 in equilibrio la scatola avvelenata =E8 una = delle altre=20 due, che si pu=F2 individuare con una seconda pesata; se la bilancia non = =E8 in=20 equilibrio, quella avvelenata appartiene alla terna pi=F9 pesante, = quindi pesando=20 due delle tre scatolette, si individua quella avvelenata (infatti =E8 la = pi=F9=20 pesante, oppure se sono in equilibrio quella non pesata)]

Ordinare le carte

Cinque carte, numerate da 1 a 5, sono allineate sul tavolo = nell=92ordine 5, 1,=20 4, 3, 2.

3D""

Devi mettere le carte nell=92ordine 1, 2, 3, 4, 5 eseguendo solo = mosse del=20 seguente tipo: ogni mossa consiste nello scambiare fra loro due carte. = Qual =E8 il=20 minimo numero di mosse che ti consente di realizzare l=92operazione?

(Kangourou, 2005)

[3]

Tricolorazione

3D""=20

In questa griglia triangolare, si devono colorare certi triangoli = rispettando=20 le condizioni seguenti:

- un triangolo con un numero non pu=F2 essere colorato

- il numero scritto in un triangolo indica il numero dei triangoli = vicini da=20 colorare

Esempio:

3D""=20

(Pristem 2002)

[ 3D""=20 ]

La sfida della lettura

Dodici allievi devono leggere quattro libri: "La galassia = dimenticata", "Il=20 piccolo fantasma", "L=92elefante verde", "La giungla". In classe ci sono = due copie=20 di ciascun libro e il maestro d=E0 in prestito un libro alla settimana. = Quante=20 settimane come minimo servono perch=E9 ogni allievo abbia letto tutti e = quattro i=20 libri?

(Matematica senza frontiere, 2005)

[6]

Il pannello luminoso

Un pannello luminoso =E8 composto da 30 quadri (disposti come in = figura) che=20 possono essere accesi o spenti. I numeri scritti in ogni quadro indicano = il=20 numero di quadri accesi che lo circondano (nel senso che hanno in comune = un lato=20 o anche solo un vertice).

Sul foglio risposte, ricopiate i numeri nei quadri accesi.

0	1	3	2	2
1	2	4	3	3
2	2	5	3	3
3	5	6	4	4
2	3	4	4	3
2	3	4	3	3

(Pristem 2004)

Suggerimento: questo esercizio assomiglia al noto gioco "Campo = minato"=20 fornito con il sistema operativo Windows.

			2
		4	3
	2		3
3			4
2	3	4	4	3
			3

Nove per lato

In un contenitore come quello mostrato in figura, Andrea dispone le = proprie=20 biglie in modo che in ogni scompartimento ce ne siano 3, cio=E8 9 per = lato.

Giocando, Andrea perde 4 delle sue biglie, ma riesce ugualmente a = distribuire=20 le rimanenti nel contenitore, in modo che:

- nessuno scompartimento rimanga vuoto;

- negli scompartimenti centrali di ogni lato ci sia lo stesso numero = di=20 biglie;

- su ogni lato ci siano ancora 9 biglie.

In quali modi Andrea pu=F2 aver disposto le sue biglie?

Dopo qualche giorno Andrea ritrova le 4 biglie che aveva perso e ne = riceve 4=20 nuove in regalo.

Quali possibilit=E0 ha ancora Andrea di sistemarle in modo che siano = sempre=20 rispettate le precedenti condizioni?

3D""=20

(Rally Matematico Transalpino, 1998)

[Con 20 biglie:

4	1	4
1		1
4	1	4

5	1	3
1		1
3	1	5

7	1	1
1		1
1	1	7

Con 28 biglie:

2	5	2
5		5
2	5	2

1	5	3
5		5
1	5	3

Ottimizzazione e strategie particolari

Lucchetti e monete

In un baule ci sono 5 valigie, ciascuna delle quali contiene 3 = cassettine, in=20 ognuna delle quali ci sono 10 monete d'oro. Baule, valigie e cassettine = sono=20 tutti chiusi con lucchetti.

Qual =E8 il minimo numero di lucchetti che ti basta aprire per avere = 50 monete=20 d'oro?
(Kangourou, 2005)

[8 lucchetti (un baule, due valige e cinque cassettine)]

Il fabbro veloce

Un fabbro ha 10 pezzi di catena di 3 anelli ciascuno, come mostrato = nella=20 figura qui sotto.

3D""=20

Egli vuole costruire una unica catena di 30 anelli.

Per aprire e poi saldare un anello il fabbro impiega 5 minuti.

Quanti minuti impiegher=E0 come minimo per costruire la catena?

(Olimpiada Brasileira de Matematica, 2001)

I salti del canguro Jumpy

Quando il canguro Jumpy si spinge con la gamba sinistra salta 2 = metri; quando=20 si spinge con la destra salta 4 metri; infine quando si spinge con = entrambe le=20 gambe, salta 7 metri. Qual =E8 il minimo numero di salti sufficienti a = Jumpy per=20 coprire una distanza di 997 metri esatti?

(Kangourou, 2006)

[142 + 1 =3D 143]

Probabilit=E0 e statistica

I barattoli di caramelle

Nonna Matilde mette in un barattolo 6 caramelle all=92arancia e 10 al = limone.

In un secondo barattolo mette 8 caramelle all=92arancia e 14 al = limone.

Le caramelle hanno la stessa forma e sono incartate nello stesso = modo.

La nonna sa che a Giulio non piacciono le caramelle al

limone e quindi gli dice: "Puoi prendere una caramella. Ti lascio = scegliere=20 il barattolo nel quale puoi infilare la mano, senza guardare = dentro."

3D""=20

Giulio ci pensa un po=92 e sceglie infine il barattolo che, secondo = lui, gli=20 offre pi=F9 possibilit=E0 di prendere una caramella all=92arancia.

Al posto di Giulio quale barattolo sceglieresti? [il primo]

(Rally Matematico Transalpino, 2006)

[Il primo]

La moneta falsa

Un sacchetto contiene 5 monete d'oro identiche, ma una =E8 falsa e ha = un peso=20 leggermente diverso da quelle vere. Non sappiamo se tale peso =E8 = maggiore o=20 minore, ma sappiamo che le vere hanno esattamente lo stesso peso. Usando = una=20 bilancia di precisione a bracci, qual =E8 la probabilit=E0 di = individuare due monete=20 vere con una sola pesata?

A) Il 50%

B) Il 64%

C) L' 80%

D) Il 100%

(Gran premio di Matematica Applicata, 2003)

[E' certo che individuiamo (almeno) due monete vere con una sola = pesata:=20 infatti, mettendo una moneta su ogni piatto della bilancia, se si ha=20 l'equilibrio esse sono vere, mentre, se non sono in equilibrio, una =E8 = falsa e=20 quindi le altre tre sono vere! La risposta =E8 quindi D.]

I cacciatori fallibili

Due cacciatori vedono una lepre e sparano simultaneamente. Sappiamo = che i due=20 cacciatori colpiscono la preda una volta su quattro, qual =E8 la = probabilit=E0 che=20 almeno uno colpisca la lepre ?

A) 40%

B) 43,75%

C) 50%

D) 56,25%

Commento:

(Gran premio di Matematica Applicata, 2003)

[La probabilit=E0 che uno colpisca la lepre =E8 1/4 =3D 25%, che la = colpiscano=20 entrambi =E8 1/16 =3D 6,25%; quindi che almeno uno la colpisca =E8 25% + = 25% =96 6,25% =3D=20 43,75%]

Data creazione: settembre 2006

Ultimo aggiornamento settembre 2006:

xhtml 1.1

Sito Web realizzato da = Gianfranco=20 Bo

------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/jpeg Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit34.jpg /9j/4AAQSkZJRgABAQEAYABgAAD//gAcU29mdHdhcmU6IE1pY3Jvc29mdCBPZmZpY2X/2wBDAAoH BwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8 SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCABxATgDASIAAhEBAxEB/8QAGwABAAIDAQEAAAAAAAAAAAAA AAYHAwQFAgH/xABNEAABAwICAwkKCgkCBwAAAAAAAQIDBAUGEQcSMRMUFyE3UVR0lBUzQVZykpOx wdIWMjZTYXGRwtHhIkJIVVeBhaHiIyRDUmJjZKLw/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQR AQAAAAAAAAAAAAAAAAAAAAD/3QAEACj/2gAMAwEAAhEDEQA/ALmB5fIyPLXe1uezNcjzviD56Pzk AyAx74g+ej85BviD56PzkAyAx74g+ej85BviD56PzkAyAx74g+ej85D0yRkmeo9rstuS5gegAAAA AAAAc274is9h3LutcYKPds9z3V2Wtlty+1Dm8ImDvGKh9IBJARvhEwd4xUPpBwiYO8YqH0gEkBG+ ETB3jFQ+kNu14uw9eqvelsu9NVT6qu3ON+a5JtUDsgAAAAAAAAAAAAAAAA8SqqQvVFyVGrkVBgy0 4txhZH3T4c3Ck/3D4tzRqv8Ai5ceesnOBcQK8XAOLGpm7SNcETnWP/IcH+Lf4i3D0X+QFhgrpMB4 qcuq3SRXKqeBI/8AI0MRYVxdYcPV11TH9wm3pCsm56mrrZeDPW4gLUBwcEVdRX4KtFXVzPmnmpmu kkeuauXnUAQ/SnboLvizCNtqlekFVUSRyajtVcl1Nim6uhbCLUVVWvRE/wDJ/I84/wCUDBHW3/dL BkYyVjmPajmuTJUXwgVbT6OtHFXWuoqe5VMlQ1dVY0q1zz+w2q/RRgW106z11TWQRJtc+q/I9Yun uLbpbrSyzwUNtbVMVlc53Eip4ETLiVfrOxRPW46Rq6Opycy300e4NVNiu1s1/wDVAOLQ6KMC3OmS poqmsnhX9dlVxeo1W6O9G769KBtzqFqV2R77XP1HYvsFU3ElxorT/py1tvc5Ubs102L9fGpzbles OQ6PnWt7VgrIoMkpkZlJG/nA3uBbCXPX9p/I0dFlugtGLMXW2lV6wUtRHHHru1lyTX2qWBZFmWy0 a1Cqsu5N11XbmQrAHKBjfrbPvAWGAAAAAAACttJVJT1+NsG0lXCyaCapkbJG9M0cn6HEpJ+D7CHi 5QehQj2P+UDBHW3/AHSwwI7wfYQ8XKD0KDg+wh4uUHoUOTji5b3xDZaJbhcKWOo3TXbRSK10ipq5 J/dTfwzPSb/lg33ekqdXPe90lzXV50QDPwfYQ8XKD0KEPtlqt9m07b0ttJFSQdylducTckzVeNS0 iuP2gP6R7QLHAAAAAAAAAAAAAAABjm7xJ5K+ogehb5DP69N7CeTd4k8lfUQPQt8hn9em9gC+3Z95 xHPa5KWtqLXQZbvHRx66zP4+J3GmSJlx/Wdy8Xd1Zgyuq7DJ/rRxq1qLxKxybUX6TRp2XDDF8u0i WuqrqSvl3eJ1K3Xc1y55oqcWSbDXXDN1XCN1ZG1qVlxqHVG4KuSIi/q5gcihr7HNd7KmGXxd0JZU dWvamSvZ+trL4VJbpC5P731R5yK+mmvFPQUNDh6ooZqWdjt3niRjI0Tbqqmef9jr6QUVNHt6Rdu8 3+oD7o85P7J1RgGjzk/snVGAD//QkeP+UDBHW3/dJ9UtmfTSNp5GxzK39Bzm5oi/UVxpSrmWrFWE rnNFNJBSTySSbkzWdkmrsQ3OGfDXQ7t2RPeA6lZbsR32JLbdKejp6RHor54Zle+RE/6dVNX7VNi5 WW4Ut8S92VsEs7oUimgmdqNkRPirrIi5ZZr4PCcPhnw10O7dkT3hwz4a6HduyJ7wEgs1nrmXGovV 03NK6eNGNhjermRImfEi5Jnt25GFlku14qI5b/NAynjVHJRwJrNVyf8AM7izT6Mji8M+Guh3bsie 8OGfDXQ7t2RPeAn6IiJkmxCvcAcoGN+ts+8e+GfDXQ7t2RPeNPRbXMuuKsW3OGKaOCrnjkj3Vmq7 JdbagFmAAAAAAAArzH/KBgjrb/ulhleY/wCUDBHW3/dLDA4l5uFmtlxpaq50yte1rkjrHR5tiTiz TW2pnxfYcekVMQ47gvFEj1oKOmcxJ1bk2VXZfF+rV/uTLLPaNgH0rj9oD+ke0scrj9oD+ke0CxwA AAAAAAAAAAAAAAY5u8SeSvqKq0VYvw9ZMIvo7ndqeln35K7c5HZLkuWSlsKiKioqZopH1wDhFVVV w7b1Vf8AsIBi4RsG+MNF56/gOEbBvjDReev4GX4AYQ8XLd6Bo+AGEPFy3egaBi4RsG+MNF56/gcP G+OsLXDBd2o6S+Us081M5scbXcbl5kJD8AMIeLlu9A0fADCHi5bvQNA86POT+ydUYDu0lJT0NLHS 0kLIYIm6scbEya1OZEAGUZJzH0AfMk5hknMfQB8yTmGScx9AHzJOYw1lZTW6jlrKuVsNPC1XSSO2 NTnUzkc0h8n976o8DxwkYN8YaPzl/AcJGDfGGj85fwOPgfBmGa7BNoqquxUM08tK10kj4Gq5y86q dmpwVgykp3zzYetrY40zcq07dgHzhIwb4w0fnL+A4SMG+MNH5y/gadBh/AdwtHdWPD1AymRFVXSU rUVET6EzPFhsuAsSQTT2/DlE6OGVYlc+lamapzfQBvppHwc5URMQ0aquz9JfwJKio5EVFzRdhVWl jC1gtGEGVVts9HST78ibukMSNdkueaZoWlD3iPyU9QFb6Uq1lqxVhK5zRTSQUk8kkm5M1nZJq+A3 OGbDfQbv2RPeLAAFf8M2G+g3fsie8OGbDfQbv2RPeLAAFf8ADNhvoN37InvHGw5fafE+mjurQ09V HTdzVjzni1FzRf585bIAAAAAAAAAAAAfHOaxquc5GtTaqrkiH0jmkPk/vfVHgdzflL0mH0iDflL0 mH0iFXYR0TYVvOE7ZcqyGpWoqadskitnVEzX6Dru0LYLY1XPiq2tTjVVqV4gJ1vyl6TD6RBvyl6T D6RCtKXRro2rK19FTzzyVDFydGlQ5FRf5odLgTwb8xV9oUCc78pekw+ehnKU0jaN8O4Ww0y5WyKo bUb6jjzkmVyZLnnxfyLnh7xH5KeoDIAAAAA//9G5gAAAAAAACOaQ+T+99UeSMjmkPk/vfVHgfNHn J/ZOqMOPesW22pxK601dUtNR0Sa0znMdlLJ4G8ScaJ4frOzo85P7J1RhInJrNVvOmQEN0aXOiq8M pT007ZJIXKr2oipqouz1GXACK9l6mX9e5y+w61tsUlosK2yirVZJx6k7okdqqvh1c+M18MYbq8Pb 6bLdt+x1MqzK1adI8nrtXNFUCP6afkMzr0PtJ5D3iPyU9RA9NPyGZ16H2k8h7xH5KeoDIAAAAAAA ACI6S8Q3HDOFUuFrfGyoWpjjRZGayZLnnxfyOO2n0vPajkuFjyVM/iL7oFjAraWPSzCiLLdbBGi7 FcmX3Tw2TSm5yNbesOqq7ERU90CzAV1vXS9+8LH5i+6afd7SBY8W2K23+rtslPc6jc1Smj48kyz4 8ky2oBaIAAEc0h8n976o8kZHNIfJ/e+qPAaPOT+ydUYd+eCGqgfBURtliemTmOTNHJ9JwNHnJ/ZO qMOreoK2ps1VBbpmw1b41SKRy8TXAR3Ec0VzraG02ljZKulqGSPexOKBiZ58f/2wl6cSIikRsdNi q0ww0nca0NiRU3WVla9Xu53Zbnxr/MlybOMCAaafkMzr0PtJ5D3iPyU9RA9NPyGZ16H2k8h7xH5K eoDIAAAAAAAAAAAAAHCxtRVNxwXdqOjhdNUTUzmRxt2uXmO6AKosGIMfWKw0VqZgOSZtJEkaSLOi K7Lw5HR+G2kD+Hz+0/kWMAK5+G2kD+Hz+0/kPhtpA/h8/tP5FjACnMXVuO8YWdlrmwTLSMSdkqyN mRy/o58WXFzlwRIrYWIqZKjURT2AAAAAAAAAK/00/IZnXofaTyHvEfkp6iB6afkMzr0PtJ5D3iPy U9QGtcrRbbvE2O5UMFWxi5tbNGjkT7SFWfDViu2LqqqprPRwUdrekcSwxI3dJPCq5J4Mk+0mt5mq oLRUyUUD56hI13ONm1ymphW0PsuH6aklcrp9XWmeu1z12qoHX2Fe4/5QMEdbf90sMrzH/KBgjrb/ ALoFhgAAR3SAx0mAb0xjVc5aR6IiJmqkiAFT4U0o2myYWttsqrZdnTUsDY3qymzaqpzcZ1uGWxfu q89lT3iwgBXvDLYv3Veeyp7w4ZbF+6rz2VPeLCAFK6Qcf0GLcOMtlvttzZNvmOTOanybkmeexV5y 54e8R+SnqPYAAAAAAP/SuYAAAAAAAAAAAAAAAAAAAAAAAAAAV/pp+QrOvQ+0mkNyodwj/wB7T/FT /it5vrNfEOHbdii2dzrpG+Sn10kyY9WrmmzjT6yLcC+C+h1PaXATTulQdNp/St/Ed0qDptP6Vv4k L4F8F9Dqe0uHAvgvodT2lwE07pUHTaf0rfxIBjmpgqNIGCdwnjl1at+eo9HZfF5jb4F8F9Dqe0uN q16KMKWe509xo6WdtRTPSSNXTuVEVPoAmYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAP/Z ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/jpeg Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit35.jpg /9j/4AAQSkZJRgABAQEAYABgAAD//gAcU29mdHdhcmU6IE1pY3Jvc29mdCBPZmZpY2X/2wBDAAoH BwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8 SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCABBAnsDASIAAhEBAxEB/8QAGwABAQADAQEBAAAAAAAAAAAA AAUCBAYDAQf/xABOEAABAwMCAwEJCQwKAQUAAAABAAIDBAURBhITITEUFSJBUWFxkaGxMjM2VYGU osHRFkJScnN0k7KzwtLhJDQ1Q1NUYnWCkhcjJmODo//EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAU EQEAAAAAAAAAAAAAAAAAAAAA/90ABAAo/9oADAMBAAIRAxEAPwD9mREQEREBERAREQEREBERAREQ EREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBF8JAGStKsvVqt7S6tuNLTg f4kzW+0oN5FC+6+2ynbQRVtwOMg0tJI5h/5kBvrWtU6kvDH07WWDsoqZRFG6tqWtO49O9Zu8XjQd Mig9j1RVA8e60dGCelNTl5A87j9S+/cuJs9vu9yq93VvH4bfQzHtQVamvo6JhfV1cFOwdXSyBo9a kya0sYbmmqJa7GedFTvnAx/qaCB6VsUumLDSyCWK10zpW8uLIziP/wCzslUpIw6B8QAALS3A5IIc WrDUwsmprBd5o5Gh0b2xRhrwehBL+iy+6K4O9xpe6H8Ywt9r1not+/RdoP4NJG30DH1Ky97Y2Oe9 wa1oJcSeQCCO283V7dw05Ut8j54gfUSvPurqN3Jum2N8rq5uP1VVt9xpLpSiqoZ2zwlzmh7c4Jac H1grZQcvb7/qG60zqilsVK2NsskR4lbg7mOLT0b4wVvcfUzmcqG3scR0M7iB6uaw0iCy21kZBGy5 VYAPgHGeR6iqTLpQyXKS2sqWOq42b3xDq1vjKCZnVzvvbQz5ZCnC1a7n2m0t8nCkP1rdbfba6vNE 2oJla/hk8J+zf+Dvxt3eTOVRQctV1epaa70VvZV0D31TJH5dC4BuzHl8OVuGq1TTtG+20FX4+FUO jP0gUe7ja6jZgEU9vLs+Iufj91Urncqa0W6avqy8QQNLnljC4geYIJo1DWxODavTlxj8b4dkrR6H Z9S+N1nYwD2momocde200kAHyvaB61UqLhDTzxU5y+eYFzImY3EDqeZ6DI9KzpKunuFK2eneJIn5 Hyg4IPlByEHjSXi117Q6juVJUA9DFM13sK3AQehyuW1VZbXXV9lppbZSyvqK4b3mFu7Yxj3kZ64y 0elb33IWpjy+m7VSOP8AgVUjQPkzj1ILiKD3AuMDcUmo61vPkJ2slHrAX3gaqgLdlbbqto68WF0Z PytOPUguouflvN+oIpJq6xQuhjaXOkp61vQeR4bj0rIasiiYHVtou9KD4TRumHpi3BBeRRotX6el lEXdanilOMRzO4TvQ7BVOGspagZhqYpB42PBQeyL4vqAiIgIiIP/0P16u7Z2OTueYRU4HD44JZ18 OOfTKm0I1T2yPug+1Gm58TgNkD+nLGTjrhWkQcpWVmqmakpbcKi2w09VxXseyJ7nhjcYBycZ5j1q n2LUHxxT/NP5rxuXwzs35Co/cV5BH7FqD44p/mn807FqD44p/mn81YRBzF7k1DaLJWXEXSmkNNC6 QMNLjdgdOq3WUmoHMa7uvTjIz/VP5r5rT4GXf80k9isQ+8s/FCCV2LUHxxT/ADT+adi1B8cU/wA0 /mrCII/YtQfHFP8ANP5qfaJtQ3NlU43OmZwKmSDlS5ztOM9V1Cg6U95uf+4z/rIPbsWoPjin+afz TsWoPjin+afzVhEEfsWoPjin+afzUyln1PVXS5UcVyoR2GSNmZKUnfujD/A4Y64XVqDZfhPqP8vB +wYgyYNWRnv3WiYeDDZIz7Sse26rj91ZLdL+TuDh7Y1eRBDfer1FjiaWqpPGYKqB2P8As5pXjJq9 tLJFHW2K70z5nbIwYWSbyASQNj3eAFdEoN877UWn2np2iV2PNE5AGsbaDiamukH5S2Tj9xZnWWnm P2SXSKJ3ilDmH1hW18LQ4YcAR5UE2HUtjqG7obvRvGcZEzftW1HcaGb3qsgf+LICktuoZxiaip5A fA+Jp9oULUmn7JBpy5VLLTSMljpJXMeyJrS07TgghB0gkY73L2nzFZLm6HR9kkt9M99HiR0TS5zJ XtycDnyK2DpK3hgZDPXQAdOHVvH1oLiKGzTT4nZivl1b5HVG4esLE2O8MOYtUVfkElPE791BeRct bH6hray5UrrzEBQziEPNI3L8sa7J5/6lR7Bf/jyH5mPtQWEUfsF/+PIfmY+1OwX/AOPIfmY+1BYR clE3UTtVT0JvkexlIyUf0UYyXEdM+RVewX/48i+Zj7UFhFH7Bf8A48h+Zj+JOwX/AOPIvmY+1BYR cxfHagtFjrbi28QyOpoXSBhpAA7AzjqtmOy3aYNfUalqyCM7IoY4x+rlBeWD5Yoxl8jGgfhOAUVu lKcnNRcrnU+SSrdg/IMLKPR9hjOTb2ykjB4r3Pz6Sg2579Z6YEz3OkjDeZ3TN5etaQ1rp57SYLh2 rHgpYnzH6AK3Y7Ja6SN3ZrbSxHaebIWg+xaejMDSdC0DG1rgfPuKD4NUtlaTSWS8VOOn9EMWflkL U7r3+ZuafTL4znH9LrY2cvH3m9W3yMiYXyODGt5lzjgBN7SzfuG3Gc+DCCJu1ZMwYitNI49cvkmx 6mqfB90Nbfqu11d6ZB2aCKbdSUwbvDy8Y77OMbPWumo62nuFKyqpZRLC/wBy8dCpLyINexd7/W7Y 8E/kpG4H/wCpQDpKjmH9Oq6+t55IlqXAehuFuUlgs9A7fTWylif4XiIbj8vVblS2V1NKIX7JC07X Yzg+ZRKKauvuionxSRtrKiHa50wO3d0OduD4+iC81zXDvSCBy5FQ9XAMttNVE47NWwyZxnlvA+tf dMF1KyotM1BDR1FIWucIHl8crXZ2vBPPntIwemF66tiEulrhnPeRGTl173vvqQUqsTOpJRTycOUs Ox2M4OOXJc1UX6rfoShr493aawQxOcPvXOIDj5PCulpZePRQzN574w4Z8oUqgsG2wvtNxMc8Rke5 vDBG0F5c0ecZHPyIM7TXba+os8tF2aWmjZK1zX72ysdkZzgHORg5VhatNQsp5XTF7pZnNDDI/rtH QesraQQ9HPLtPNYRgw1NTFj8WZ7R6gFbJwMnoomlmtiiulO12eFc6jI8W93Ex9NWyA4EEAg8iD4U HP6Lkjks9Tw3tdi41nuTn+/euhXhTUdLRtLaWmhga45IiYGgn5F7oImmnh3daMdY7lM0+XO137y8 XSx/+QWM3t39zj3uefuws9Nd7XX9g6C5OOPPHGq/YqQ1XazSw9oxjjcMb/T1QcZC90V7fPBIJaGS 5lklA84kjlzt4rfDjPPHi5rul4djpe1dq7ND2jGOLwxvx4s9V7oIVtJm1feJMDEMUMQOPIXH2prK RjdM1Eb/AO/fFFjGc7pGtPLxYPPyJpvdLV3qodnD69zW58TWtHtyrbmNeMPaHDyjKCPeKcQXCmvE dTslp4nxCHYX8YOwcADnnI5LLS1sntVjZDVEdolkknkaOjXPcXY+TKrbW5B2jI5Dl0WSCFVf0jXF BGHcqSjllLfK9zWg/Rcrqg23FRq+71GPeI4acH5C4/rK6gi3K8V9sqaeSWijdQzVLKclsh4rS87W ux0IyRkeLmvR+oaZr5XhhdSwVDaeWcH3MhIaOXiBIBPgXhFXVNZc2CrslfEI5SIS4RmMeDeSHnwZ 8Cji01hsJsTSe0zXPiyvxgCLi8QuJ8rRjzlBa1kQdMVMBdt7S6OnHne9rfrVtrQ1oaOgGAoeptss 1lo3AntFyjOB4o2ul/cCuoPOWCGdu2aJkjfE9oIUyXSlhlLibVTRud1dEzhn0twtq4XJlvZuNPUV BwXFsEe4gDqSsG3y2m0R3U1TG0cgBbI7l1+tBpHSdJG0CkrrjSbenCqnEfSytC+Q3uxWuavpL7LP wsbYamFjg4kgYJAB8K6sEEAjoVD1YXPoaKnZnM9fAw48W8E+oFBjBU6qppY+20FHWxyENPY38Mxe Nzt7uY8g5r1r79U22rf2qzVIt7OtbG5smf8A625f15dFaRBr0FdBcaOOrp+JwpPc8SN0bvFza4Ah bCIg/9H9mREQQbl8M7N+QqP3FeUG5fDOzfkKj9xXkBcnbdTV121fPb6ae2soaYua+KRsgqnYGMt6 NLd3hXVqN2Ka53SjramgNFJQyvc1/Ea50oLS3He/enOeeOYCD5rT4GXf80k9isRe8s/FCj60+Bl3 /NH+xWIveWfihBmoGo6usdVUVnt52z1gkkc7iGPvGAZAcAduS5oyASBlX1o3K1RXF8EvGmpqimcX QzwkbmZGCOYIII8BB8CDV0xU09Rai2CldSuhmfFLC5+/a8Hvu+8PnXjpT3m5f7jP+sqtDQw2+n4M O45cXOc7m57jzJPlKlaU95uX+4z/AKyC8iIgKDZfhPqP8vB+wYryg2X4T6j/AC8H7BiC8ucuuoKy lvctBAKaIQ07J2tna5zqvJcCxmCMEYHPvvdDkujXLX+zV1wuE5NIKmN8TBRztlDHUcgzl3PB5nac jJ5Ywg6eNxfG1xaWlwBLT4PIot0YX6rsZH93x3HzbMfWFYp2SR08bJpOJI1gD34xuOOZUeueTrS0 xctvZal/lyDGP3iguLznmjpqeSeU7Y4mF7j4gBkr0XnURxy00scrN8b2Frm4zuBHMIJNHf5Zqykh q6EUzK9hfSvEweXYGdrhgbTjnyJHlWWriRpC7bevZJAP+pWhZ7G/tlJO+Ss7Hbw4UsdZt3jIxjAA OAOQ3ZK39WyCPTFa53Qta30uA+tBSpGhlHC0DAEbR6l7LGMYjaPIFkg0o7vRTXaW1MlzVwxiR7Np 5Nzjr0WIvVC6u7GJHb95j3bDs3/g7umfIpYqYP8AyKYePHxO5uNm4ZzvB6eZSoGPFnhtPEAuLLw+ RzertvHc/djxFh6+VBa0/wD21qL8+b+xjVmpqYKOB09TMyGJgy57zgBRtP8A9tai/Pm/sY1t6kYy TTF0D2hw7HKcEZ+8KDcmrKampTVTzxxwAbjI52G4869WOa9jXtILXDII8IUW6sZJoWrD2tcO5ryM jP8AdlVKD+zqb8iz2BBJg+HtV/t0f67leUGD4e1X+3R/ruV5BqSXOkiuUNufLipmaXMZg8wOvNeN VfaGiqWwVDpGBzwzi8JxjDicBpdjAJJC0bvV00Oq7HHLURMe7jANc8AkloA5eVaeotT6bbV9xK66 00Lg9j52F3fHDg4NAHhJA+RBQ1p8DLx+aSexWIveWfihRtZHOirufHRydfMrMXvLPxQg0bndJLdP RMFG6ZlVUNhdIHgCMnoSOp+RYXu61NppHVUVEyojiwZd03Ddj/QNp3O8nLzrX1NJK0W4RUdTUba2 OR/AjLtrWnmT6V46lgiurTbpLXVyyhvEpqljcNjk8B3Z70jHhQdADvjBwRuHQ9Qoeiz/AO2YB+DJ K30PcrNOySOmiZM/fI1gD3fhHHMqVpQt7kyNZjDKqZpA8B3nkg277A2psVdE5odugfyPmKmU9VO7 S9pDKWeobNDGJeCMuDQ3n1PhPL0q/JG2WN0b87XDBwcclhSUsNFTMpqdpbFGMNaSTgfKgg6HqDLZ ZYBSSU7KapliaH7RnDj0AJ6dOa97wRDqiwT7Rl756fPiDo93tjCtRwxwhwijawOcXHaMZJ6lRdUH gi1VWAeDcYeZ8AcSw+pyC4c45dVKtdpqaK0y0MtXguke6OSAbSwOcXAc/FnCrIg16WkbTBx3vlkf jfI85c7HRLhAKq3VNO4ZEsLmH5QQvWWaKBhfNKyNo6l7gApU2rLFCcd0YpnZxtgzIc/8coMtLVHa tLW2bGC6nZkZzggYVZcbpy71tHZW0cFgr5nRSyiPvBE0s4jizm4j73CqGfVdUf8A0qK20DSPdTzP mcP+LQ0fSQXli5zWN3OcGgeEnChiyXipLXV2pagfhR0UDIWn5SHO+ksm6Ps5IdUxz1rwc7quofL7 ThBp2W52+jvOoY566niBrmSN3StGd0EfMc/GCqp1JZASO6tISOoEoKybp6zMduba6TPj4LVsR22g h97oqdng72Jo+pBNdrLTzSR3TicR+CCfYEbq+0SNLopKiUD/AA6aR31KwIo2+5jaPMFmg4y035tN c7xObXdZGVdU2SIsopOYEbGnqOXNpVc6jqHMDodPXaTPgMTGH6TgriIIPd28u970pW/86iBv76yf cdSHHB0/TeXi3Hbj0RlXEQcpaHajstHJFVWJlW588kxfSVrSTvcXdHhvTOOvgW8dUMiLRV2i6U2e pNMXgfKzIV1EEaLV1hleWd0Y43Dq2UFhHpCoU9xoasZp6yCYf6JAfYvWSCGYFssTJAeoc0FTqjTF iqQRLaqY5OctjDT6kGvpbMsdyrC7cKiukLT5G96PYVdXPw6LtlIxraCevog0kgU9ZI0dc9M49SzF kvEBJpdT1TvEyrp4pWj0BrvWguooONXU7Pd2iuIP4MlOcel4X3uxfIXAVOmpXDwvpqlkg9B2n1IF xPH1nZafAIhgqak+QgMjHqkcrq45l/DNVS19db7hSUzKJsLHS0zj328l3TPg2q5TansdWQ2O5wB5 6Mkdsd6HYQY3a+UVFMKCSqZDUTMJBf0a3x/yU2+RUVNo6noqXDqaaaCGPA90HSDn7SulxFO0OwyR p6HkQsZqSnqGsbNCx7WHLQ5uQD5EHqod93SXzT9O3ODVvldjxNif9ZCuAYGAodVum1zbmDOynoKi Q+LLnxNHqDvWguoiICIiD//S/Xq6sZQUclVJHLI2MAlsTC9x545AdVNodUUlfWR0sdFcY3SE4dLS OY0cs8yenRWkQcbcb26XV9vdS2q4z9lE8UhFOWtycYIJ5Ed6Va7uVnxDXfQ+1WEQR+7dZ8Q130Pt Tu3WfENd9D7VYRByuoay43XT1fQQWKtEtRA6Nhdsxkjzqgy9VjY2tNhrsgAfefarSII/dus+Ia76 H2p3brPiGu+h9qsIgj926z4hrvofaplkq7lbo6xs1irSZ6uSZu0t9y45HhXVogj926z4hrvofand us+Ia76H2qwiCP3brPiGu+h9qkUVyrbfe7tVz2G4mOtkifGY4w/AbG1pzg+MLr0QQmarpy7bJbbp F5X0jsepDrGztJEj6mMjrvpZB+6rq+EA9Qgjs1bYZGlwuUbQOpe1zMekBSJNR2SfXFFMy7Ubo2W+ YF/HbgEvj5Zz15H0LrTFG73UbT52heElrt8rt0lDTvOMZdE0/Ug+xXGhmaHRVtPICMgslacj0r3a 9rvcuB8xU6bTViqRiez0MgBz31O0/Utb7i9Nbg5tmpWOHQsbtI9CC4oWs/gzO3wOkhaf0jV9fo6z uduY2thP/wANwnYPQH4XjNougnj4T6+7GPcHbHXCV4yDkcnE9CEHQt5NHmX1Qfucrme9aqu7fx+A /wBsayFovkbCI9Tyvd4HT0cTv1Q1BY4EPF43CZxPw9oz6V94cfE4mxu/GN2OePOonYdVM9zfKCT8 pbyPZIs3t1WwDZJapfHuEjPtQYaf/trUX5839jGq9XR01fTPpqyCOeF/J0cjctd5wuboKHVdDWV9 S2K1PNbMJXAyyDaQxrce5/0rd4mrf8raf00n8KCkbRbnW3ua6igNFjHZywbMdei9qWlp6KmZTUsL IYYxhkbBgNHkCj8TV3+VtP6aT+FOJq3/ACtp/TSfwoEHw9qv9uj/AF3K8uQjpdXN1JNcOyWzD6Vs WeM/bycT+DnPNUeJq3/K2n9NJ/CgtPp4ZJGyPhY57fcuLQSPlWLqOle/iOponPJzuLBlR+Jq7/K2 n9NJ/CnE1b/lbT+mk/hQZ60+Bl4/NJPYrEXvLPxQuYu9Fqu8Wiqtz47TC2pidGXiWRxaCPFtW52L VL2hou1ugaBjvKNzz6S8exBeRQjZb1K0CbVFSw+Hs9LCwH/s1x9afcwZGFtTfrzPk5/rXC/ZhqC6 ud0vUQU9JcGTTRx7LjPzc4D79ezNHWYZ4sdVUZ5HtFdNID8jnkJR6L01Quc6CyUYcXF250YeQT4i c4QbEup7DCcSXmhBBxjtDSfavCTWFiY4tFYZCPBFC9/sCoxWygg96oqeP8WJo+pbAYxvuWgeYIIj tV0ha0wUFynDunDpHfXhTr5cLreLYYLfp6sEgkY9rqktjALXBwOCcrrkQQj91lVnHcu3t8BIfUO9 Hej1lPuerqkk1+o7hKCMGOn2U7Pojd9JXUQRIdH2GKQSPoRUyN6SVUjpnel5KqwUlNStDaeniiaP AxgHsXsiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLWqLfRVYxU0kMw/wBcYK2UQQ36OsuS6mgl oXk53Uc74T9EgLF1kvFOSaDUtTjwR1sEczR8oDXfSV5EEHj6rpffKO3V7QOsMroXE/iuyPpKRHeq ij1VVXC6WW4U4kooYYmxRcb3L5C7m3I++au1RBKp9R0E1vlr5jLRU8LtrnVkZi5/L4Oa+0eprHca ltNR3WlnmfnbHHICSqT42SNLZGNe09Q4ZCwZS08bg5kEbXDoWsAKD1REQf/T/ZkREBERAREQEREB ERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQ EREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH/9k= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit02.gif R0lGODlhWwJhAPf/AAAAABAQEB8XHx8YHx8fHx8gHyAfICAgICAnIC8nLy8oLy8vLzAwMDA3MD83 Pz84Pz8/P0A4QEA/QEBAQEBHQEBIQE9HT09IT09PT1BPUFBQUFBXUFBYUF9QX19XX19YX19fX19g X2BfYGBgYGBnYGBoYG9nb29ob29vb29wb3BvcHBwcHB3cHB4cH93f394f39/f3+Af4B/gICAgICH gICIgI+Hj4+Ij4+Pj4+Qj5CPkJCQkJCXkJCYkJ+Xn5+Yn5+fn5+gn6CgoKCnoKCooK+nr6+or6+v r6+wr7CwsLC3sLC4sL+3v7+4v7+/v7/Av8C/wMDAwMDHwMDIwM/Hz8/Iz8/Pz8/Qz9DP0NDQ0NDX 0NDY0N/X39/Y39/f39/g3+Dg4ODn4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAABbAmEA QAj/ANEIHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKrFjGChASAACwOKJlpMuX MGPKnEmzps2bOHMu3GKERUoMO56AEbhFyY6WOjuSaXBEjIOUUKNKjdqAxY4jVrYk3cq1q9evYMN6 /NJkh4aULITwGLFDidaMWgBEcVBG7EQNLAQ2wfCxJxoASBEaUdnxjJYuUgA0YJCSxAogUsTYnUy5 MtcyW7QcMbKDhefPI6ZOXUCiNIwdqIcosdKlrsHBeRNqkQISgBAAZAgeGYEmBw2PTxQfcW0ZImCD Y3hUmXgmh8qzACQXNOLAjMAjsT0CZgEkoWc0LIx8/wQSPvvBs+Y5OuetcAuAoR8xALCSUMzxjyjf Goz7BeRZh/YBcIRH5H0BQH8MWYHbX/R5FFcZ3BmEQRNoSNGARySwJR97BqWl0AM3RHQEX8VF5FdB ZTxB0BQA1ICgQitJhB1BSAAwBRoknIBGGQAM4VB4Dm3hk2fiHTTFEIE9lIMGYkgBlEEa7DDQidrx lJ5ASlSHBpUczchjkgrmBqRHPcVl3UBNNHAGeEV21JOCCiW2pkBjboQBCfJJ+ZAYCnZxUI1TgAFA iA5xudCXBr2gwZwR1blQAxRyREKbJe4EAKMY0ZDDRDNu5OiPlA40xhBIQmQoQ6cOVMYJOWowRkMx Rv8kV0IPICFrku0BgBCPSaAxBADELQSAfgp1KhCPJAiE6UPDVjShQVUAoMQDKj5k7ESIapQqjANu NJ9DZwDg50ZmVpqQBt1xFKtEVnF0H0SfVuSeRNtStO5D83qLq0LNejvuQoLm5i2xEn2r0b0SuSdw Ru/+qKdGGijxY7cHaSHxDzV48cAD8JGwAUK+VZoYbQN5EdUJN4xxwllORPvCpSw+sAFU8BEUL0Pt RlttFSRoIcYQN974UL0ICUGiRl3o2qgQG4X7L7wUY3QzQghfJK5DI0SN0dUVaRCqRXFV9IQDHV2L anZOSDwECWckAawSAPwg0K/Bdqh1QSxgsKYYL6D/BNUZHvuIhhb7SlTGbTvUbVNcRmzmeONDbuaT Azs8fdEZDUh5+IYkM2TYq2gkcQIPaGgMwAYkPJAsQiMvtAMAtLEouH08AIDEBkM8QPq0UQluUNIQ jcB0uHLv2GNcOrKqxQ9ODCQ03ptGpCBxhKMhxnI7llFFkssSBDyqyUYrsfVDlHHGFK+u2bJ0Zygu UL8JRRuCQD+bjz4aa2rxBFLtMwR/RDugAbKOZSO4nYBHPvqV4HJEtXQ15AwjcMCLbnApgdQgJa86 QUpSJC2BUNB9aDADCRpQs4Is5Qi/ikqyhuCEOZkvIyyQgIAOUgY8baYJZ9rC6xpAA9iZ6ys1BAC6 /+ATrsasxC3SoeFteraFHooGKpmzwghLKJC4GIwmcPNZE0LzIoqcwQmkYlVCaEDC9lRFC6xK4wpf MD4ejE4gSegbq4qXEAhKUCBWaIADGpSQIwnuCQxEw6jkuLqDQJAErkmTBgrnR4EAUkf4S8INctQz hoChKgo5A3WiFxMRlhE8v1lIF3ySEhrwsSFfGOERgKCShQ1kCQFYAUGssAM9GmFZZ7CCEEIDAMqd 8iFdaIBKLPfDYhpzJFpwAFuECYIfSEEL3UtIHkmQg6d85pqeyUFkBHJJRBrkDBYIQBIFQgYtvA4v 2LTlnMzQBS1kpp3v1EITaPAUDTSABAgSQnZqiP+BMJhTiNj0iQaiMBB2uvMwB22n0QAgHxYsjAYP K4MywaAFn5AgoEIkKP3gidB4LjQ0NIimoCiGARbwkgVKoKI0hzMRKzgAA8qM5jFnStOa2vSmOM2p TndKEXfy9KdADapQh0rUckqBPCmpyi9D0qQdPOWJU6HmNolK1apa9apgAYMSSPmBG+CAlA5YiRVc SScAfM2mRyDh/zaiIADQgJRVMYIVFPeFd44Tq3jNq14vQgYlNGEFJIDAAKSigBFw5whKaOdfCmkz wnykM2h40kwNhAEhCIVNfclLwwhCHTOYzVtwu+trzPoQiq6SBcKEKlQ24BkaNM4IdiUISgLqmcf/ OS6xCXWnaPdqly9YwQhvVe0TLTCCFzTuMO4zENccQkYN1MYKNAilQaK7WY00K2JVjI5AINqRsP3U uwUR40B+UMGFKMG5+IrCdzpyUYHo85sNYBqdznoR4JmhumiI0pauZN2kEYwgQKlaRrATrqWiIbpT u0hPuAul1xUOIz0RMN6kBF51AQFOC6nsQD5rkb6+LiVeI4h9jABP4RnECWl8wAsgUmGFhBghcBvf Q6LL06xtJF8iMo8YVIe6uQnxAbCiL4y+9qsbkBd7qNTu0PgrqiQoAYQGgVsvxdo9hmKlnEprGgCa IE8HD4QFEfMThy+SNyk4JzAAIEFK0fDejuBldZ5ZZgif4jwQuMlUIQ6Q8URSZTLfLRkiI6KhShti IWYZ2CJrnWlwzgQXYHGKyfYSsnckLStiLoRoSnjBDXZ7EAkrpM0rEuIcjfNgg+DYIKgjr56F9d+D nBoNaexgwVrtkPPSkCLLnUgA2Upnhhioixex9cQ6sv+XY57hdemKi+DiEoUaJUsDmwbAigXihH19 LyIK40iLkwxsefX6bOq6W0MSXRH8IqQBnWOYpQ9C7nKv2yFj3jOkGxJoT1G6IPbptkUwzBAb/8oL WJIWAKJFXhW9YANTMEyPFJJHDeg7J2TIdUa8UIUh/KBXCHkdWQ3yBcoRRINz+gGIItYjAIAudV74 FZJtJu6EVFa8aLgB6ZDgozF4oQwvmPbgBo2Ga//IgRkptEQS06V5E2TX7qI13oDOMKXjTL7eOrSl zkDBOdXgASZ7gBLohgYW1SDmjjb1tw9iIBTYiNoAcFtcapfwQQmERc9LSMdHsDefpLu+CYUNGcRw zmr/4VHixQQDowdSTo4WNEPdGwwK7h2SuEisDFLwyb3HILQx3OAESLHYECZZajS87u4D6WGkBhIt 7LHIY2VA3dl5B5VVMwgiZcALzFl1gxb0rW9wfAAATvAASCIE8AQJjp5U/nYA1K5Gv7oRIFOiwZUP BPgDcc7Ai3/8kt/oCy/b/cL59W4Yv0u8PDpLGc678KoLJJA0nCJCyBAFMm5cJJ78wVNo4PfCUCe+ MP1lWwEwgijcmbdCVUMNYAXVBAAuYFhAwGX/VyF50gVAAB3C1Ri7NSifNBMCCAUAcGE0ERdWoCAt BxLU8QWtMxNO8TBokCWD9xHt9xPr5nhigBeu9Uzv/5dZtwSANniDXHFJT7EDnAYTySRMLOB0ZKIY AJADM/gRZ8BKwrQDC4iDTviEUBiFUjiFvNVXfrMSnUeFWriFXNiFJqQZnZFaKhEeXMZzG2EGJgFX 4WEF7vRwXviGcBiHxSEGW8RQQjBWYPAEO8BL9uQA0MRT8gRcvZQDCiiHhniIiJgQXQBcwoQAEKAA aGFZZngQO5AfgJgSQigQ7SQFRqBPqBUVTwUVKEUDPZiIpniKYtEkOeA3AGABFKACKzBJNHAmUXBF HSEXe5hTNOBcr6YtGpAtBSFPqxiBxKgYGnAnN3AVsHUYboiKznhT7QQEO/ACISAfxQhVC6ABJ4AD R/8QBVDGL7JGePMBfRdBAkCgSaQ1Uye0YUZHEX5hbmiQVqDWEWRENvsxT5+xAikxAA8ghsJ1UdhE A7Z1XBw1ic84VOWUGU2QAzwQAxpQAQ+wAKIBATCAWwqBAdJ1i03wHghRRLXhgIw1KWjwa/RogjlF BlbwYhwxUn9ROGm1JvFmNRyoEDtQUownEfbBFHLXBRMAAq81kED5k0J5BDzAAzjAAzpglIrBAivA lEQwlK/VA7QVUBgAgQBAARqAAlNJWzcAlSi0lWAZllwJlD4glrSFAhhAAVFRlVt5A4/TBeOUGFJX EdEFWYXihwCQghoRQHEhWtMTIR2hIGuSLw/4Wq//c2cs0jwQgV08lW9RdiCkN30L4RRMZxAbeYe5 EZMVYRZlMGYaEEoJZhHotm0DARREg2hHMHYCcV/tdhEjsksuB48WkSXP8k0pkYXueBaZiAZMcZoT kW+AqRD2US2hWREoaDb19he7+RAPkiCqGXNah14PRI4zdSo8onsYp2JVoJgJQR4ykh7kxXvwoQS4 eR1TdmUH8VL6UZy6FhuzUhCS5Zu4JiQtl4sMVjZ5cRKv4VzsKW9GIJ0DUYmYRSblsRAP+HzlCRH3 pSLUmZrcIQV19ZzY4gAaxRDCZhAaQyikRmgXom1hl1OeNhGtmRDXQjfh4iNwByrs8jV9hgY8QEcN /3GMXOZ9vSSQOdCOEuF4+/U7HDk4EjoRffk+gTGc14Gj7PIb78If8xUfR/GcZ+EANNAEX6CZEZEh R4gz4qZ29GKkS0oQJqMc2hgR86gQ/0lsR4NT1CkiZ2otRudkD9GfePM1buMFJ/oQ/FYokPYrYjAG 27cQIWoQeWiLBZE7EQGlW6CXBEEGT7BeByFlD1ChDFFSzaiojMpNuidtE4GRzVhHa8UiURF3flqZ LDZ2UqZzDSGf4miQEOEeTXgdHLKXGVlTuegtkMqm6nKTNoOrWGoikPYCOhIcrfqnnUZfGgCjDiGb 3qOaYJA6KPGNBJGmAiF0AwEG0AFkBdN9rhOraKQQLQ/grDx6ESoJYVwqEEbAWFJjktzCXrpqFxE3 l/Rirra6EXm2okhTXn/mKR9IouPqPwkacapqHNiqiT9aaRURpAeTrwxRbBpBmgshkhpBkrCCsCIa sJQhoDjie/eDaxS7nxzhmI2yroo4sNOxr34qsTzaqseaoH+xsce6nNBqHMtJNSCbEKiaEC+bsoVa fxhhl7uKfqxSRKRSQUigOlFwQQ82gv/FYSEkME6/ghS/EhwUFBzLISghEi1+VqQSYQYOoLMYcacO oWH1uqVJl6mjhxGMGbFjO24sO24xexBpQi4iixDzam8Q4bUPlElpaiBFwiIYJygb4FxOkBIhckGp 0xin2kpcQQZOpAE54K700zcSU0QrRkFIMAarAq9s5kMO0XHR8yvjaXJnQQKlVwYPgF7icxDe+RAQ qxG9KEr2ihGt2xAYYLIOgXSWtCD+0hB2azVrWxC7i2gqWxBZY37QiQYi5yvAokEIckHuQ6UEMQFh p6cp8QIs0hI4FzctcHZy5wCcdHSa+xFNwLUFxb1J0S41wWwHAQYRJGOeCgAq5iMaBAD/dLp7zvUr TkB5INdpUMcQNIABPKKhG8ADUjYFYnQGMnN+vlcQPscQzbkRzgslMytNA3tfwau2vqZkuTsRARNN rsHBkxYRdtQfxHsDD9ACNxC4zHu6aMC8rtajCkFG56O9MRMivOMjtdM7DmEGFVCE4NITO0BFicFQ O2AFTch3PwF6lTJKw/QE0JEWUfA0dBgadNdpGGAfFbwRMGwQYmB3OAIVJPADU+CpIbI2accjNbAm OoMQSYPECtwADicQVlt8U6B6yratblencSoRI3AB0skqfGojv3IGggJJzdqR0OpDpSfHFHRAaWe8 AKAiaWwQaRq4TKDIu8craFCLckM8/6wmEWdQUgIBfj0SwLazfXHRe72HEGn1rzrqEp5ERXCzqePh AEpbBpDXQxV4kIc3xUThExuwpgIxpXp0TaHBhDg5gw+gAFesERliQjr5cacjbUNQcSnRHymkBSxC OicomYkaXw6xkVoxeynhBXHRY/l7sS98RwZRi9HzAx7TI9P8KxoAvygRxrbjY84nECPgTQbxOhgw M6RCzfMMa/VsxnDcp+fGz75GvsYjFcGxfWfhI2eQvVCRwAfxylMiLf+KEWTgPmXAAQBABQlhUPHU auxXk0v5GSxFEFpgT3yUVleqyyPxxLCnfgTxAQfwMFsQBR91To2jBCj7EOGSAjUhgP8ldAZjM4Ax cQYKIABKLRNggAAHMAIb7cAujCUOwBSIChNGHVlakxkjAgA7QFZk8J9ppkdAEJTdiCK3wQKS4VkA sAJZrRJNUIoy/YRBrRAx/U2vs2qnQ0LtdFoZxVHtNEJsjBBkEV0eTQICYKwx8cjudbMYQcHblcsw UU1JNKsEoVWzlRUIFXlWJgaH1FGk3Rqz5MaBMXd5fdesjYjddCYhLExVcRVWoKqepU5C7Rwp9RMe UABap6pGrAHiS6IqIQaCwlBnoQFSANx99xCH41bEUUO83NrUXd3Wfd3Ynd3avd3c3d3e/d3gfVVg IAVBULYGcRsaIARVHd7s3d6GeAb/XWAFR7ADLmCNiuECQiAFoPMQ7McDfuMCR9C77j3gBF5VmsEC l0oCAP5MS61L/40V+13gEj7hODUGTUBKUaLfPbcE/g1iNLDeIDHeQWACVEEDSwDiFJ7iKj4SuSQE GWCHVcDTpPQAYpUbLoC7lUFR7bTjCMXjXXAENw4AGeACO4AFK37kSO4Q420WADABJiACT+XEBnnj ALpTYHAGZ+BEKUHjPBDgPd7jSR7m3I2SQuA3CsAYacYDSyDgG1Ya6HpTPbQEohLfR3AEb0XiUOQC LMADLKDnNO7FQrDMYj7oezUGXbAE2IHnDWADAX5Jq+0QEbfGO/WZyLoQhvHj863nbFLR5/tL6J5u 4FjwAzMAAVuuARYQFUO+EnIe2Z2OrwoS4TR1Qgx7OfHFNWBQFniOAYzeBWsS5FJxUXpe50ew5ocB 659+7CIB31ogBDlgAhpwqVChAPcEAz5wBV1g7M+K4wPxAD0EEkLgAhWi7f/HNJOzbhEzQp2YYwI+ /uXrzuNMwAM7AAMfYOoR6LjIrstfQOdHYAMrMDPXCGIi4BgykGZF0ARN8MTsfhhS0E57zSwZYK5h owG0CxHhQkYPcASPDhapKTBA/hHn/m4G3ADg/hGJkRfsV+dBngFdLuxWEAZ1/kzrfu951QVJQJQ7 0AElYJUKLpDCvko/UAU8IAR1zhqHcREu8OIK0V4fARgasOrbZQMV0qEc4d8ZLxa7yCj07fGatW6Y g/K1UTueAynjrU/E+AEZ8AKnMQR1zud63vasmFQy7xKfLew24Bm89EQGcAEdwAIvcAROwBh5rSAk 2xBx0dJOXxC1KO7WpQX/AfN844JuZYO5xyTjUDTxEPFewGfAA9LxS5803TcGumf5v5Pw7TQzK5Hp LPD2KYEALlACJoABHQD7sp8BDdCPtt8ACXCNDFD7tV8Cbd/nwP/7wh/8fU7bvG6DhiEFREn8w6/n rOgCAmkFM6AEaeMERN/uEZEmJjDxEQf2+HEETZAB5yYFGSD609kSZR6tUn8EVW5CQ9DwA+E0QCWo GHEGQ44/gNf11zHy2jFKAHEEzUCCBMEAkMJCYEGGDR0+bNKAB42HA6MAYFFR48aBWAC44AgGjRUW LkqeNJkSJQsSJDRoeOAg5kyZDgYAYFBTg0qTJ1icoBm0plCiQ2UiADBU/8JKFSw+FIWqU0NLniUb YEy58CELAFo5fh3oIoiUBmDRaBCCBkAXs22bZFCLpaEQEmiOgGz7NYiJgVYADGyyEoCVimcAGMlL g2Jexo0dO1zbsAqAKgTH/Ki8kQwAjDyWsG145oHWu481Gu4iBG9DLQC0oFFouqILIUfqPpQCgEdG 2Q8f7PirEfjr3g0PNkj7UEjk4gw3u37Ig3lzg5yJbxSCQQhv6mg8omkg5SsNvCS8UkdduuAXACJb n+l+EOOR63NvPyxxAg0Zs++7/5eti+AY+gEAMwhKAgAvOBIwJB5I4OwBDFajrjXC1GMoN/5gO684 w7Ro0KGLxjiCu/8AuP+oPoYiMg9Au1zwC76G/MKgw+JKdMHGJR6YrrsSNViCoxHJcjG8I/ja6Iiy BlLNRRJ26II8hkhIDo0HgqQuxI1Qq2gIAB6Ioi0NbHSxTI38cugBGKoIE40T9OOoRMYwJEiJITZk rAkAbOBqz4aOeEBGDgFcQoOBehxIQ7tM7M41MB9qDYwcXSyNhCAa2gyL2AAsUU6GBAQjPEpLqvKh zdg6SKT/drDhwzMBGIOgKB7wUYMGNNBC0Oo445VRNJTI7wQAkmiLS452oJAhMZTIEwMzn/3K04L8 wmFBNAyDAABmNZo0LzoPQgyCH64FYNyvdtBAV4e0cOGj1zalbjPxFC3/aMSBpD2R3UtDQ2hRSkH6 jiG0BuWUBS0HMixMeH1UyFeGriRI1O4iQiNFjcaQIggXruJM1Ya8BACGA8EiS92KDibICwhKMJkj iTc66IsTQYO25oZo2IGjM5wA61FvKTQCADLMAKAENFrblqOFOdJCiAxs7AEAYYk1yy9ebYi1oNxo xpe6I2DteiANcrbrvu60O5RmNKRcm4dR1VIbA7cJ/q9ElBliwYaCWCi1t4t0yzovnxnCAYCWk3S4 opcHOohZK4bIi2+wcF51MZsvD4vMxlz9uSAlhHYCAJ4vsiKJw/fWvKKlfy23hzbN6nejLpZ4EKP/ xnhAIggtJ2iH++7u/203gqaj+N5ki2vttekeJEjy/0YEviAyouABAwB8f+h0jWJ3zAWyG7phWG8T fwjZjznzwFqz6NRIQDyRNxxzzKFrrrXG2PfCiCFkDNqIkTdandI6FDT+bAByYIleRcJGEDI8wAMa gIAYviKEBnjsIbSDEK/UFprE8AoDNjiCoKyALs5MSCNgqML7OLIcADSgW4ChAY8kdLwzVEFFZqEB ZxpAAyyBxX4MOUOCqmAnFWokgOszG0GQNhmqRYt86xoQ/MziPOq0SH42o9+NjhetLT7miEbsUAM3 UIIsxumJDlngQIJ2BqIdcCMvhN0GC/ICOMURLLapyAN+YAYYGAosg//hIkNesAExXOR1sLshIiVD GSUEan1dRGAUe5PGigCSOmV81X/ecsWaoYk6X9QI+2QDyq2kLi/eG19FLvKDE5iLI3AEyxE/Z8Gv IKoiP3SIBnBQhQ3Er5aJ/FOyXpC+KOyPMZhsCyzRMJkH4CAvnnyMLR9DyejwrjfKrIgVLylHTqJn cb2RZpwg2RhSOqScZgFSKh/yuR+UwANgwSYAbTSEDfzPjl/BJRCTAAYzvEmRTJPkQPr5gsYgc32+ mgzP8hIz05zzjmdsSMCaQ02GxPMxrOpmmVBJHYl27pOmNCdI/3nQ7lhUgcd7HAze1IO2hJM1AU2Z Sg/JEYO+lCFJ0N//CYC5kZp+JYEFJcw0x5mXnz7EpYwpakFM2hj/ZLRW/9mOY0RpmqOWsn4wRVxJ RcqQQjWKm0bdaUHDqkSsRnOsPP1qY5a6kXwGyJc4nFtzqkqQtRLEDILCwQ0eYoKtOtWnQvuVG2Wj zbZkyquMcShA5wTRZPaVrIf941lbKlm1UDayDXUsdhi7PcvSNK1W/Sg8BaKEJpZAZB37AQSO9iX4 FKhlfhGPX2UzqzARTa9oaOMZToAYLmiBDOqryBgAIDPGDCxLZdXI0666WK2KdZsjLU5PGSLdY3Z2 LkNtC0XZ+lZwyqWln50TdjOHBhj40kuT0cAGJlMZMryAV5Z0SG6EYqA92ToEDCR4QFDRELrMhE4L vfRAG9EQvtcQzZWyohVjdoCk4zImOxVC7kO021L9Tva5om0UZamblw1r5CIcjfBGaBDX4iQWDUnN S1svCJ3PBXUyBeKje4dANDgZ5sAOIQNX/zLbTfkWJAlWCN/IBvmCNQ0LOl4oHGkpczMSk8xwywqc bCZcEIYuNy9RvaR1x9ucxNYVuhrha4ZNswNrmgbFD0lVd6joRI3cdQiIGcjntAdfh4jGcpvBjBKI JjWx8TmI+rOCZb9gggZUuL4nvgv37IpCI/TgBM8xlBg4o5/C8ecMZLTnQJCTF/YQRogDWe/n/Dcs YLXJDIYmyJQJgjYIHxPVj1ExPPdV4r6iSMw66/CXizVXsxiLMcLzkXgJkoEJEGSNU1sjGpKMhqDR sqJlJoh0VKWFEhjhx16gr2ywsMP6Jq+IbWk0s9rLmWzBIDqKrggYfkMQL43svACg43rR4P8lYsm7 IV5mUgZ+3OrsJlE2seaIcLV8UrDsKF/R8rdsco3GhFMVvNlzTZAHggNaacA1axzDyibOXYJ0teCc 4d9gQpZfQAbNA2+is0O+8AAa6Eo6sQXQoK+CAZgXxAYZyLbNINZNEzzxa2Rjo27rmJ8HKGEyQT6D e9+b6S1/hT1g0MDQ9ZOtMwxBtfQeyAn8aNOWeneiwmaI+bwm7BodnKY1j+7ADzXT3pgYYSTgi8SV XXQ9aiDZjXxvywAORA2woMV9kZp+6Igior3ACkPU1legjoEhPIAEzmaMFkr03gj1cD/AyYAUxiCd vvkVj5Dik/e8Tp0gONIgy3FBlGtoJ1b/6odHBEVDtvQTNOL4M77oPrcUDAPn3RMZRfmxiB6JZjQo 9rsv1zkBYYxQGctOVTO87k+IvfOXU0eZqmM1gw8sAKCFczVQfN5P8lvzg92rG07DBy1YzoBf4sqd 4hBwwmZ6WXUFbfxwhIY8QfTUBTOI2glK4ALOgBzhOoyB8IJAY6O2gALOQLuCOAMasIoHCAKLI4Eo gI/caALr+woyULtnecCqMAkbqA8yWAITcBcq05mH8IsuEJAMbA4zKCYjKIEbyxCXermh8Yug8gsY oJUSKBwjMAwYGAMtSBDBKoi9AyKuKDAAOKDdKxDDeQDEeAEIiJXCawi3QwMhYAADGQjg/xMWMmi3 8MkMYTkcJKSrS7G3HAydHii/kAE1JoSMsZqMHAA8K1jD3TsLCDgQGuOpgTuIJnCTGjsMpQtAOBOW 17C9YDKL0hMJw6C8Kiicd0KDBImfJ+SV01m/CjInviCDKrACbGO67mCPwmmyTMy/M0iIBjy0bmIX zoASKygRHqE8ibACEyABk8EdJVFFmzkDDbCmHXm8geCCKtAflVKCz4EOSiSMJ0S5zHCIlwslAGg5 gkgowAsaQypAZUMRL4DDKcmsg/iAOnqTBLE7q4uzAjwB4gOrjbAX/qpDB0IRQOqnB+jEJWsI6kIB e8xBeCSdgSgQKxAwzmKMGJIR4COXwv+xghP4wWUqGhygJ3UEIvzbkr7DnDOQSO/YgdEwkzNogg9S lzPIAB7oAgWwAM6wAQtcxZR0EYu8xYbIABPKniU4gpmcyQ6UMAb4gBbiAeK6HB5ogCLSE1qiv8ww OWJxp8E4iF0qHXvcm3TBoQYQOoIgOtKCAH9KkB/Qn5PbnleziOtht/pjHVYyDIQ8iDWJAvdyxoJI uYIAjhkAS3Y6gbEEJA3wACcAsm6spM5iD4GooShIrzeTD/1ojQK8yqysozojAU0kiCiRIRoYvcux yAOwgJwzC4yhSQoaDfg4g+WYRv3DgBVQydCElvUjgdSwOBfQgtb4gi44gu2wuBYKIYb/sAJbAcSv GIMmgBDFZIgjCIDOu5yV8wqWaAgn0J/WSyFPBLV0zLqi0TqwrMGHO4gdUEgA8IA3c5Oiwa1Jm8Si 0Z8xOg32c8Dl+J4haKc3OQFitA40eEIwEI2VgQH3CsX1MwFdyTEAmIHyfBP0hI71RAP3yg8xhJkG mM+QWDe7Crq7wi1dsae7QlCduchTsZmv2TkgUoADcLYzABTK6xX6IEEIYbkm4MnTWA4bsIJ2qU3R RNEyOQNnA4MQBQsw6BMY6QIQodEZnVGCMMV7VIElYQgw2I5dbA4aOAAAyAAhsMm8sEjddEAbkEbK NA3SJAMm7cyaIQMXGoN2iU2bOQgb/8HQBtBITkpSkbCXh4gCE5RRK8ghtLC0u1gJlcCIDdEC2mSI NRwJnwQAEmgC+jqDh9sSF03RPwXUzUlMj8ECAmAAjcmACGEBF7w8k8gdIYgyMKjRSbVREDkcBuym MEWDJfDQHXDS3nhAACCA74HMPjlR+XEBnFMqFvjUxziDXMke/DuCp0EWjrlTHtDAaaGBLG2LLsiA 38gdKSCDHdC9QDXWYz1Wi7zTJfi2r/DLZW1W58CvGwKALOgK5wAODQ1G9CA06PuPzRCJ3ABSAAkR aeOkHMRR3FvMPnkvGqiw9dNQyqMBzWPS+epRx2tVZNXXfeXXfnWIJWhSwBOALeQMEv/IESBdDh6Q EVikyYZNNACQmwZoydCIAANoVjJw2JnMU8YAA5kUFCrySY/B2Iwd14f4giOYqQyoTZYUFNYkWcY4 Wa48A5hcLZlBRRIam68aAwoi0olVvxwKghXFV38l2qI12qO1DBuY13xlIPJAyRcVUF1Zvy20Aik4 AhvIICJVRQzNnZmUxXiFWB6IAv4gA/wijFnRgiY4ghVYAF7JPBzDPKv92njVDpGQudo8krQ9ghNQ gF7hpmHV2mwFW4g9gliJ00ILDV8kCCugEq7cyIlgWqSV3Mml3MpNN4ndU/CMVjMB2B0Ig1a0V2i5 ryuZHjmtmS7AgPyqmKmIXMt13dcmhd3YvRwwOILNxRwSOVLHkLxcrZndld3fBd7gFd7hJd7iNd5V DAgAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/jpeg Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit36.jpg /9j/4AAQSkZJRgABAQEAYABgAAD//gAcU29mdHdhcmU6IE1pY3Jvc29mdCBPZmZpY2X/2wBDAAoH BwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8 SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCADsAR0DASIAAhEBAxEB/8QAGwABAQADAQEBAAAAAAAAAAAA AAYDBAUHAgH/xABIEAABAwICAwoLBwMDAwUAAAABAAIDBAUGERIhVRUWMTZxc5GTsbITFCI1QVFW YXSB0gcyNHJ1krMjUqFCQ4IkYqIzY4PB0f/EABYBAQEBAAAAAAAAAAAAAAAAAAABAv/EABYRAQEB AAAAAAAAAAAAAAAAAAABQf/dAAQAKP/aAAwDAQACEQMRAD8A9jdwr8X67hX4q0Ii5WJq+W32OeSn OVRJlHD+Zxy/xw/JUZLVfaO8TVkVNp6VHMYpNIDWfd6wuio6noYsH19ofJKNCpYaarl4GmQkv0z7 3POXzVjwjMKAiIqCIiDTu1xZarXUVr2l/gmEtYOF7vQ35nUsVhvdLiG0Q3KkD2xyjW14yc0+kFc2 /Tx3G/W6wNcXZuFVUNHAGMObcz73NyyX7Z2ttOJK60sY2KmnaKmnY0ZDSOYeAPQBk3V71BRIiKgi IgLi4hxRQ4cNKKskuqJMg1vCGD7zuQEt6V2lJi1U+Jr3dK2qjE8VMw0dMHHUx3C8ge/yNfuUFYi4 ODrpNcLQaes0hW0DzTVGlwuc05aXzyzXeVBERARF8yyNhhfK77rGlx5Ag0GXyiffpLLpOFVHEJTn lkQctQ18OtdFQL7U6sswxUcxXNqvHY3t1Ew8AB/+Mq6pp21VLFOwgtkYHDL3hQZERFQREQFz7PfK O9sqH0hdlTzGF+kANYA1j3a1rYrrqijsj2UTtGrqXtghP9peQ3S+WefyXJpaKHCV7trNMNgrYPFp XcDfCtJcDyuLz0KCvREVBfTV8r6aoV+O4V+L9dwr8QFNVU7LxjKC3x5ujtbfDz5jyfCEZNHvORd0 KinlbBA+V5AaxpJJXEwhTg2x91fGG1F0kNQ8keVonW1p5AUG7f7TFerNUUUjA5zmExE/6JBra75H IpYK7dCzU8xzD2t0JAeEObqOfb810VL219XaMZVdrkZlb65njNIcuCQapGj5aBy96oqEREBfjnNY 0ucQGtGZJ9AX6uLiq5tt9oMTH5VNY8U8DPS9zjry5G6R+SDBhiHxqpuN7ezXWzkRF3C2NgDMh7iW k/NfmLZDbWUl9bG54oJP6oaNfg3ZaXYF2rfRst9vgpIx5MTA3P1n0n5lZpYxLE+N3A9pafmoEUsc 8TJYnh8bwHNc05gj1r6XBwgTT2p9pdqdbJXUzQfvGNpyY48rRmu8qCIiDQvd1hstpnrp3ACNvkN9 L3H7rR7ydSx4coH26w0tPLrl0dKR3pc468yuffKeO94goLRLm+mgAq6iMHU7I/08/dpN4FRgAAAD IBQcB5ba8YseRoxXSPQHoBlaMx/4grvrh4vp5ZLFJVU0bpKmiIqImD/UWnMj5jMLpWqvZdLXTV0e WU8YcQD90+kfI5j5INpERUFOYxEtwp6axUs5hnr5BpOHoibrce6PmqNTVnnjveKa+5tBMNAPE4HO /uzzky92piChbTQNpRStjaIAzwYZ6NHLLLoXAwnVVEDquw1rCyegeTET/uQuObXD3Z5t/wCKo1wb uNzsRW65t8llQfFKh39wJ/pj5OLlB3kRFQRFhraltHRTVLzqiYXdAQcLxiO840EEeb4rQzSkJHk+ Fe3UB/xct7EtpF5sk9MGjw7RpwPzyLJBwOHIsGEaAUtnFW9g8YuDzVSu/wBR0zpNB5AQPku5wqDR stwbdLTT1YBaXsGk08LXekH3reUzZZJ7ViivssrdGkmHjVEfdn5bRyEt1KmVBfTV8r6aoV+O4V+L 9dwr8QT2LapssNNY45CKi6P8GA3PVGMtMk+jLMe9d+ONsUbY2NDWtGQAGQCnrVAy64orb1I0OZS/ 9JSk8Ay1vcOXSA/4qjJDQSTkBwlAXCxYx0NujukTSZbdKJ8mjW5o+8356uhbdPiOy1Vwdb4LnTSV TPvQtkBcPkuhLG2WJ0bgCHAg5qj9je2WNr2ODmuGYIOYK/VOYPNRQw1dgq3B8lseGxvB+9E7Ms+e Q1qjQf/Q9iU4+mivWMxJK3wkNnZmzI+SJnDh95DdIfP1rs3WvjtdrqK6X7sEZcc1zMIUtZFZG1dz i8HcK1xnqGZZaDna9HL0ZZ5KtO6i5NyxVYLNU+LXK7UtLMRnoSyAHJLbizD94q/FLbd6Wqn0S7wc UgJyHCVRzriJ7RjOkuDDlR3Fvi9SP/cAzYegEfNU65uIqLx+x1MI1Pa0SMP/AHNIcOzJZrRWi42q mq+AyMGkPU4aj/kFQbi+ZpWQQvmlcGsjaXOJ9AGsr6XExXUvZbY6CE/17jK2nYPWDrf/AOAcqNbB /jNe2svtbCY5K2UiEEZZQt1NyHDkctLX6/UqRY6eGOkpYoI/JjhYGNz9AAyCw0F0oboyR9DVxVDY 3aDzG7PRd6ioNpT+HdKgulzsz9TI5PGKZvqifw/+emtyuxRYrZVMpa660tPO/U2OSQAn0LmYkiFP cLZiWnmGhSv8HOG/7kTtX+MyUFOi/GuDmhw4CMwv1Uc7EFwdbLLUVMWZm0dGFoyzc8/dGvVwr9sV tZabPT0jGtBa3N5H+px4ST6T71y7lVMu2LKSyxgvjotGrqSNYBB8gH35j/KoKiohpIHz1EjYooxm 57jkAFBkXPv9uN1stTRsdoSvYfBPHCx/oI94W1R1tNcKVlVRzsngkGbJGHMOWGtu9ut09PBWVkME tS7QhY92Rkd6gqNTC93kvVhgqp4vA1A8ieLIjQeOEZHWuup+lkFsxlUUR+5c4fGYgOBrmEB+fLpt 6FQICnMU1bKmoosPRvPjFe/Se0A6om63En0a9EfPlVGp2yQRXK/V9+ewOLXeK0zj/pY0+UR7nHRP yUFC1oY0NaAGgZAAagv1FqXK7W+0QeHuNZDSxf3SuyCo5mKmGnipLxED4Sgna52Q1uY7yS3kzIPy Xda5r2hzSHNIzBBzBC0oqqgv1rkNHUxVNPOwtEkZ0hrC5mD56uOiqLPXkOqbXL4Avacw5hGlGf2F ufvUFCvpq+V9NQr8dwrl4jujrRY6iqiBNQW+Dp2gZ6UrvJYMvzELqO4VwLiBcsVUFD96KjY6qmHC CSC1oPvBycg28OUElssNLTTgCcN0pcjn5ROZ7VyPtLrKqhwJcZqRxbJoBpc3hAJGaqlzcRGMYfrD LQvr4/BnSp48tJ492fSg8kxNYrNafsxtd8t0EUNxZ4GQTsy0nuzGeZ9OS9fsdU+tslHUya3yQtLu XJeDVdDY75bRbMOzXeouEkrQyhqNMx0Y0tfu9a97tFGbfaKWkcc3QxNaeXJEjk3mRtpxHb7o46EF RnSTH0Anymud+3L5qiBzGYWje7ZDeLRUUMzNMSM8nXlk4a2nPlAWHDdaa2yQGQ/1oQYZQdR02HRJ I9+WfzVVq4k/62rt9mGttTKZJgOHwbMsx88wu8pnDsr7xfbjfDGW040aWm0h94MJLnj3HSA/4qmU HAxNZ8NupKi8Xm1UlSaeIuL5Yg45AZ5KU+yvDdOXVGKn0cVK+scW00Mbcmxx+7l/+lvfbBUzMwi2 igfoPrZ2RcusKxtFIyhtFJSxgBsUTQAORBtqYsENRZcR3G0TS6VJUHxujGepgP3m+46Qc7IetU6n 8WP3PipL6Guyt0ulKWjMiJ2qQ5enJuZQUCmaac3vG1QTHnSWhujHIOB0zh5XzA0guzWXOngs0lyb I10Ii02vB1EHgWthijkorFCJ2ls85M8oIyIe86Tv8lBz8X2u+Xl1PRW2t8Son5mrlb94t9QU39i0 ZGGK+IPOYqnt0vTyr0mT/wBN3IvN/sckbDhu5yPOTWVcjjyBDX3X4Fwxhyy3a4318dwnqNOTw88Y DmuOeQbrORzK2vs3pJbp9nPidwa801R4SOMSaz4I5jX/AJXn12xlaMX4uL7/AHCSlstI8+Bgjjc7 w2R1E6I9K9mwzebPe7QyayP0qOI+Db/TLMsvRkUR+YXrJKqyxx1Ds6qmJhnGfA4LrSSMijdJI4NY wFzifQAprxd9kxwahry2ivDNF4PAJ2/d+bgXftWXGMtTPR09moXFtTcphHpA/cYPKeT7i1pHzRX3 hSnL4qy7yMyluM5kzPDoDJrR7h5OfzUx9otnv90guMstd4Cy01OHthZqdK/3+5ehUsDaWlip2ABs bA0Ze4LjY34l3XmD2hBofZ8ZB9nVCYR/VEB0Af7vQvPr9Z7xQ4yw5XXy4Oqaurrh/TB8iJoIyAXo v2bcQ7ZzanvtK444S+MHaETFVi62GrtkVdT+TWW+Rs8Lxw6tThn6siehdqkqY62khqoTnHMwPbyE Zr7cxskRY4Ztc3Ij3Lg4Wk8UdWWSaQeGopnOYwnX4Jx0mZesAEDNFbGKrlU2ywzPoW6ddN/RpWZA 6UrtTRr962bDbjarJSULstKGMNcQc8z6da59S7dLGNNTAZxW2Ezyelpc/U0co0c/mu+qC8Tv11dd /tRr6SayvvZo4/B0lESPBk5Zlzs+DhXti8nuEjcBfanU365RPFruMeuobGXeDdlllq5FCuz9mUtn L7jFR0E1rrmyDxuhdJpMjdr+6PUqGtyt2LqOrz0Ya6M08nqDxm5pPLkGqXwAyS84xvOKIIZIrfUj QgL26PhdeekAeRWGKLXNdrFPBSnKrZlNTHPLKVh0mcPvA4dSDrL6aubYbi66WanqpNUrm6MreAte NRzHoXSahWGrqI6SmlqJSAyJhcSTlwKQwhfKSohq7zcquCGpr5nERE5aEbfJZlytAPzXfxSAcOVo OsGMdoWO3WK0utlK426nJMLCT4MeoIM++Cz7Rg/em+Cz7Rg/cvrcG0bOp+rCbg2jZ1P1YVGCO64e hkMkVTRMeeFzQAT81l3w2faMH719bg2jZ1P1YTcG0bOp+rCD53w2faMH71H3DEtBY62601JWw5XC MSUp0sw2V3kZD16/Ky96stwbRs6n6sKTxhaLbDfcMtjooGtkrXB4DB5Q0fSoO/arpZbda6ekZcIA I2Aa3enhP+StvfBZ9owfvX1uDaNnU/VhNwbRs6n6sIMUt6sU4AlrKWQA5jTIORX3vgs4Gq4wfuX1 uDaNnU/VhNwbRs6n6sKj53w2faMH71iqrvYa2klpamtppYJmFkjC/U5pGRCz7g2jZ1P1YTcG0bOp +rCCAjulJX+JYWkuMcdNSTvdPJnrfEzR0B/y0jr/AOxXu+Cz7Rg/euFQWa2Ox1eIjQQFjKOlLW6A yBJlz7Au/uDaNnU/VhQf/9H1HfBZ9owfvWOO82GFhZFV0jGu4Q3IArNuDaNnU/VhNwbRs6n6sLTT T8dwv/db/wBjf/xZ4r1YoGaENZSxt4cmEAf4WXcG0bOp+rCbg2jZ1P1YQcXFN2ttRZnTUtdC6rpH iopwHZ+W3V2ErTsmKLRfb7Jd3VcUcMFOyKBrncJeA53zac2qm3BtGzqfqwuBg6y2yW2VhkoIHEXK raCWDUBM4AKDu74LPtGD96/H36yyMLH19M5p4QXAgr73BtGzqfqwm4No2dT9WFRjjvlkiYGR11Mx o4GtIAC/JLzYZXNfJWUj3MObS4glvIsu4No2dT9WE3BtGzqfqwg+d8Fn2jB+9TN+vNotF8psR09b G46DoKxofqdHkS3kOlo61Ubg2jZ1P1YXGxXZLXFh2ofHQQNcC3Ihg/uCg18IXiiNvmudxrYI6y4z OmfGTl4Mfda3kyaD81398Fn2jB+9Y6Sw2k0cJNupyTG3P+mPUs24No2dT9WEHzvhs+0YP3r4mvNi qGaE1ZSSt9TyCP8AKy7g2jZ1P1YTcG0bOp+rCoxx3yyRMDI66mY0cDWkABfW+Gz7Rg/evrcG0bOp +rCbg2jZ1P1YQcKwXigp8S19nhq4nRzkVNOA7hLtTmjk0Qf+SrmqIxBb6Ohxphc0tNHCXyzaWg3L PUxW7VCuViji7W/kHaFtWzzVScwzuhauKOLtb+QdoW1bPNVJzDO6EGyiIqCIiApDGvn/AAt8c7uq vUhjXz/hb453dUFeiIqCIiAiIgnrfx/vXwVJ2yqhU9b+P96+CpO2VUKAiIgIiICnsFeaq39Uq/5n KhU9grzVW/qlX/M5BQoiICIiAuLi/i3U8rO8F2lxcX8W6nlZ3gg6lH+Cg5tvYsyw0f4KDm29izIC IiAiIgksVcc8K87P2MVe1SGKuOeFedn7GKvaoVysUcXa38g7Qtq2eaqTmGd0LVxRxdrfyDtC2rZ5 qpOYZ3Qg2URFQREQFIY18/4W+Od3VXqQxp5/wt8c7uqCvREVBERAREQT1v4/3r4Kk7ZVQqet/H+9 fBUnbKqFAWKrq4aGklqqiQRxRNLnOJ4Asqg8W1EmKrs7CtE8+KwM8LcZG8Ab6GZ+s6+hQUOFsVUO LaCStoI5mRMkLP6oAJ94yJXbXnn2NRtiw7WxsGTWVbgB6hmV6GgKewV5qrf1Sr/mcqFT2CvNVb+q Vf8AM5UUKIiD/9L2JERaaFxcX8W6nlZ3gu0uLi/i3U8rO8EHUo/wUHNt7FmWGj/BQc23sWZAXOvl +t+HrdJXXCYMjjGeiCNJ3uAXRXnf2j4Rgqrdd8QVdRLKYKJwgg0joMIz8rL1qC1sV5p7/Z6e50rJ GQ1DdJrZAA4D35LfUt9mfEC1cyOxVKCSxVxzwrzs/YxV7VIYq454U52fsYq9qFcrFHF2t/IO0Lat nmqk5hndC1MVEjDdcQMyI9Q+YXKt92xALdTBtiDmiFmR8MNYyCCpRT26+ItgDrgm6+ItgDrgqKFF Pbr4i2AOuCbr4i2AOuCChUhjTz/hb453dW9uviLYA64KYxZcb1JesOums4ieyscY2+FB0zo8Cg9I RT26+ItgDrgm6+ItgDrgqKFFPbr4i2AOuCbr4i2AOuCChRT26+ItgDrgm6+ItgDrggW/j/evgqTt lVCoOhud8GNbtI2ygyupKYPj8KPJAMmR+evoXb3XxFsAdcFBQqHuv2U2O4V9ZcjV3OOoqSXvEVQG tJy4MtFdfdfEWwB1wTdfEWwB1wQTH2VYMmsYqq6uirKepL3Rsjld5LmZ6jllw6uFekKe3XxFsAdc E3XxFsAdcEFCp7BXmqt/VKv+Zybr4i2AOuC4mE7nfI7dViGyiRpuFUSfCgZOMrsx8jqQXiKe3XxF sAdcE3XxFsAdcFRQop7dfEWwB1wTdfEWwB1wQUK4uL+LdTys7wWDdfEWwB1wXKxPdL9JYahs1kEb CW5u8KDl5QUFhR/goObb2LMpqlu2IRSQgWEECNuR8MNepZN18RbAHXBUUK4WN6Oor8GXWkpIXTTy 0zmsjYMy45cAWPdfEWwB1wTdfEWwB1wUH5gChqrbgu3UlbA+CeOIB8bxkWlUSnt18RbAHXBN18Rb AHXBBp4q454V52fsYq9q8+utZcqrGuGRX28UgbJNoHT0tLUzNegtQcrFHF2t/IO0Latnmqk5hndC 1cUcXa38g7Qtq2eaqTmGd0INlERUEREBSGNfP+Fvjnd1V6kMa+f8LfHO7qgr0RFQREQEREE9b+P9 6+CpO2VUKnrfx/vXwVJ2yqhQEREBERAU9grzVW/qlX/M5UKnsFeaq39Uq/5nIKFERAREQFxcX8W6 nlZ3gu0uLi/i3U8rO8EHUo/wUHNt7FmWGj/BQc23sWZAREQf/9P2JERaaSWKuOeFedn7GKvapDFX HPCvOz9jFXtUK5WKOLtb+QdoW1bPNVJzDO6Fq4o4u1v5B2hbVs81UnMM7oQbKIioIiICkMaef8Lf HO7qr1IY18/4W+Od3VBXoiKgiIgIiIJ638f718FSdsqoVPW/j/evgqTtlVCgIiICIiAp7BXmqt/V Kv8AmcqFT2CvNVb+qVf8zkFCiIgIiIC4uL+LdTys7wXaXFxfxbqeVneCDqUf4KDm29izLDR/goOb b2LMgIiICIiCSxVxzwrzs/YxV7VIYq454V52fsYq9qhXKxRxdrfyDtC2rZ5qpOYZ3QtXFHF2t/IO 0Latnmqk5hndCDZREVBERAUhjTz/AIW+Od3VXqQxr5/wt8c7uqCvREVBERAREQT1v4/3r4Kk7ZVQ qet/H+9fBUnbKqFAREQEREBT2CvNVb+qVf8AM5UKnsFeaq39Uq/5nIKFERAREQFxcX8W6nlZ3gu0 uLi/i3U8rO8EHUo/wUHNt7FmWGj/AAUHNt7FmQEREBERBJYq454V52fsYq9qkMVcc8K87P2MVe1Q rkYrbpYarm5luceWY9GsKbocB1Ulvp3jFt4bpRNOiDHkNQ1fdVNiji7W/kHaFtWzzVScwzuhBLbw Kv2vvPTH9KbwKv2vvPTH9KskQf/UsN4FX7X3npj+lN4FX7X3npj+lWSKtI3eBV+1956Y/pU5ifB9 RR3ewROxJc5zUVbmB8hZnF5PC3JvCvVVIY18/wCFvjnd1B8bwKv2vvPTH9KbwKv2vvPTH9KskQRu 8Cr9r7z0x/Sm8Cr9r7z0x/SrJEEbvAq/a+89Mf0pvAq/a+89Mf0qyRB5pR4KqZMX3SlGKLq10VLT uMoLNJ+kZNR8ngGWrlK7O8Cr9r7z0x/Sujb+P96+CpO2VUKCN3gVftfeemP6U3gVftfeemP6VZIg jd4FX7X3npj+lN4FX7X3npj+lWSII3eBV+1956Y/pXGwvguprKCqe3FF1g0K+pj0YyzI6MrhpHNv CcsyvS1PYK81Vv6pV/zOQc7eBV+1956Y/pTeBV+1956Y/pVkiCN3gVftfeemP6U3gVftfeemP6VZ Igjd4FX7X3npj+lczEeCKmlsk8zsU3aYNLfIeWZHyh6mr0VcXF/Fup5Wd4IOHTYCqnUsThi68NzY 05Ax5DV+VZN4FX7X3npj+lVlH+Cg5tvYsyCN3gVftfeemP6U3gVftfeemP6VZIgjd4FX7X3npj+l N4FX7X3npj+lWSIPN6rD01jxtht0t5rbj4WSUAVJbkzIN4MgOHNelNUhirjnhXnZ+xir2oOViji7 W/kHaFtWzzVScwzuhauKOLtb+QdoW1bPNVJzDO6EGyiIqCIiApDGnn/C3xzu6q9SGNfP+Fvjnd1Q V6IioIiICIiCet/H+9fBUnbKqFT1v4/3r4Kk7ZVQoCIiAiIgKewV5qrf1Sr/AJnKhU9grzVW/qlX /M5BQoiICIiAuLi/i3U8rO8F2lxcX8W6nlZ3gg6lH+Cg5tvYsyw0f4KDm29izICIiAiIgksVcc8K 87P2MVe1SGKuOeFedn7GKvaoVysUcXa38g7Qtq2eaqTmGd0LVxRxdrfyDtC2rZ5qpOYZ3Qg2Vgrq uOgoZquUOLIWFzg0Zk5LOvx7GSMLHtDmnhBGYKo8ppMdXy8/aFaYRFLQWypY50cLjrmaM/KPzC9X XmuJmhv2y4ca0ZAUrgAOVy9KUIKQxp5/wt8c7uqvUhjXz/hb453dQV6Iio5uIb3T4fs81wqD9wZR s9L3ngaOUqH+yfEl7v8AdL6LxUSP8CYjHC/UIs9LUOgLVxliN7MeQwV9ludZbrZk9jKaDTbLIQCC SdWrMdC0PsrxAyTG98YKCrbui9jmks1Q6Olqf6s8/wDCia//1fYkRFppPW/j/evgqTtlVCp638f7 18FSdsqoUBERAREQFPYK81Vv6pV/zOVCp7BXmqt/VKv+ZyChREQEREBcXF/Fup5W94LtLi4v4t1P KzvBB1KP8FBzbexZlho/wUHNt7FmQEREBERBJYq454V52fsYq9qkMVcc8K87P2MVe1Qrk4pIGHK0 nUBGO0L5tt5tjbZSg3CmBELAR4Uf2hdWeKOeN0UrA9jhk5p4Cudvcs2zoehBl3ate0abrQm7Vr2j TdaFi3uWbZ8PQm9yzbPh6FRxrhbMP3HFVDiGS8sbUUUZjZG2Vmg4HPh9PpXe3ate0abrQsW9yzbP h6E3uWbZ8PQoMu7Vr2jTdaFJ4xulBLfcMujrYHBla4uIkB0Ro+lU+9yzbPh6F+HDVlJBNtgOXBqQ Zt2rXtGm60Ju1a9o03WhYt7lm2fD0Jvcs2z4ehBl3ate0abrQuBh+14fw9dbncaa8tkkuTmukbJK zJuWfBlyrtb3LNs+HoTe5Ztnw9CDLu1a9o03WhN2rXtGm60LFvcs2z4ehN7lm2fD0Kji0F2twx3e JDXU4Y6jpQ13hBkSDLn2rv7tWvaNN1oWHe3Zc89zocz6cl+73LNs+HoUGXdq17RputCbtWvaNN1o WLe5Ztnw9Cb3LNs+HoVGXdq17RputCbtWvaNN1oWLe5Ztnw9Cb3LNs+HoQZd2rXtGm60LgYOu1ui tlYJK6naTcqtwBkAzBmcQV2t7lm2fD0L8GG7KOC3QjkCgzbtWvaNN1oTdq17RputCxb3LNs+HoTe 5Ztnw9CDLu1a9o03WhN2rXtGm60LFvcs2z4ehN7lm2fD0KjLu1a9o03WhcbFl3tsmHahjK6nc4lu QEgP+oLqb3LNs+HoX4cN2YjI26E/JQKS82sUcINwpgRG3/dHqWbdq17RputCxb3LNs+HoTe5Ztnw 9Coy7tWvaNN1oTdq17RputCxb3LNs+HoTe5Ztnw9Cgy7tWvaNN1oTdq17RputCxb3LNs+HoTe5Zt nw9ConcQ11JWY0wsKapimLZZtLQeDlqZ6lbNXPgsdrpZ2zwUMTJGfdcBrC6DVCv/2Q== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/jpeg Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit37.jpg /9j/4AAQSkZJRgABAQEAYABgAAD//gAcU29mdHdhcmU6IE1pY3Jvc29mdCBPZmZpY2X/2wBDAAoH BwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIfIiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8 SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAEHARkDASIAAhEBAxEB/8QAGwABAQADAQEBAAAAAAAAAAAA AAUDBAYCAQf/xABIEAABBAIAAwQGBQkHAwIHAAABAAIDBAURBhIhMUFRYRMVIjJxgRRWkZTTFkJT VGKCkqHRIyQlM1JysQdDwTeic3WTo7Kz8P/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAA AAAAAAAAAAAAAAAA/90ABAAo/9oADAMBAAIRAxEAPwD9mREQEREBERAWvdvVsdUkt3JmwwxjbnO/ 48z5LYXPwM9d8T2Z5gTUxDxDXYR0fOWhz5PPlDmtHgedB6jyPEGScX0sZBRrEHklyDyZHeB9E3sH f1cD5BenT8UUow+Wrj8mBvnbWc6u8j9lry4E+RcPiriINHFZipmIXvrF7ZIX8k0EreSSF3+lzT2f 8EdRsLeXPcRQsxc8fE0ADJavKy4d6EtYuHNzePJvnHwI7yuhQEREBERAREQEREBERAREQYLlytQq SW7czYYIhzPe49AFJiyecyepMfjIqlVw22bIOc2R/gRE0bA/3EHyXgMGd4om9KeanhnNY2PufZc0 PLiO/lY5uvNx8AugQQzLxTUY18sGNyQB9tsBfXeR+yHF4J8i4fFbuLzFXLRyehEkU0DuSevM3lki d4OH/BGwe0ErfXP8Tx+r428SV/Zmxw5rGv8Au1v+40+Ohtw82+ZQdAi+AhzQ4HYPUFfUBERAREQE REHOcUPykFzHTVsrPQoPkMNp0MUTyxztejeS9p9nfsnX+oHuKy+os19bsh92q/hKvdpwZClNTtRi SCdhZIw9hBGipvD1uYRzYi9KZL2OIY97u2aM/wCXJ8wOv7Qcgxeos19bsh92q/hJ6izX1uyH3ar+ EryIIPqLNfW7Ifdqv4Seos19bsh92q/hK8iCD6izX1uyH3ar+EnCTZIKl+nPaNmzXvzNllc0Nc4u PO0kDQB5Xt7BpXlz2UbYweWdnK0D56k7Gx5CGMFzxy+7M0d5AOnAdSNf6dEOhRYalytfrMs1J2Tw v917HbBWR72xsc97g1rRsucdABBG4z68FZpmtulozRsHi5zC1o+ZIWKPA5psbWni3IDQA0K1bp/9 pYzN+Vd+AV9nDVJWzOm17NuRp2wN8WNcA7feQNdNrpEEH1FmvrdkPu1X8JPUWa+t2Q+7VfwleRBB 9RZr63ZD7tV/CT1FmvrdkPu1X8JXkQQH4XMRsc9/GF9rWjZJrVQAP/pLncZNxNZv13XOJLsOPyRe KEgq1g/berQ/+z/PaC5ugNAaPVdHnj62txcOxO9mZolvEfmwA+7++Ry/AOW/l8VFlcVJRLjCejoZ GDrC9p2xw8wQD8kGh6izX1uyH3ar+EnqLNfW7Ifdqv4S28DlH5THc1hrY7tdxhtxNPuSt7deR6Ee RCpoIPqLNfW7Ifdqv4Seos19bsh92q/hK8iCD6izX1uyH3ar+EnqLNfW7Ifdqv4SvIggcKskruy1 SezJZnhvn0ksrGtc/mjY4HTQB2EDoO5X1BysVnE5VudpwPsRSMbDfgj6uLASWyNHe5uzsdpB8gFX p3auQrNsVJ2TRO7HMO/l5HyQZ1N4imjr8NZOWUbYypKSNb37J6aVFzmsaXOIa0DZJOgFzc1g8VZC OpVDjiKsrZbFnsbZe0gtjZ/qaCAXO7DrXXroPdbA5ptaIflVfj0wDkFasQ3p2dY9rJ6izX1uyH3a r+EryIIPqLNfW7Ifdqv4Seos19bsh92q/hK8iCD6izX1uyH3ar+EsF3HZPH0prlnjHIMhgYXvd9F rdAB/wDCXSrnr+s9xBHi2kOpY5zbFzwfL2xRn4e+fgzxQbnDQynqGu/MzvluSbe7nY1rmAklrSGg DYGgdDt2qqIgKFxDHJQlg4hrMc6SkC2yxu9y1z7413lug4fAjvV1fCA4EEbB7QUHmKRk0TJYnh8b 2hzXNOw4HsIXtQMHvD5Gbh6TpA0GfHnWh6In2o/3Cf4XN8FfQEREBERB/9D9Ot8LYq1M+dkUtSeR 3M+WnM+Bzz5lhG/msbOEcVzbtfSr4BBDbtqSdoI7PZeSFcRB5a1rGhrWhrQNAAdAvSIgIiIC1sjf gxePnvWSRFAwvdobJ8gO8k9APErZXP2R6+4iZT1zUMW5ss+xsS2O1jP3R7R8y3wQbPD1CevVlvX2 6yGQf6awN79H002MHwa3Q8zs96roiCDkv8EzUeYbsVbfJWugb0071HJ8ieUnwI37qvLDbqwXqk1S zGJIZ2FkjHdjmkaIUrh23Mxs+FuyF9zHEN53ds0J36OT5gEH9ppQW0REBERAUm3wzi7c77IhkrWJ Nc81SV0D3a7NlhBPzVZEENvCGLJ/vTrd9uweS7bknZ0Ox7LnEK0xjY2BjGhrWjQAGgAvSICIiAiI g0Mzkxisa+wIzLM4iOCIdskjjprft7+4bK+YTGeqsc2GR/pbEjjLYlPbJK7q4/DuA7gAO5T6ms9x C++QHUcW50NXwkn6iST4N9wefOugQEREBERBK4gx89uk2xR0L9J/pqxPTbh2sJ8HDbT8d9y2sZkY Mrjob1cnklbvlPaw9hafMEEHzC21yFae+zP5ODhyKGapK8Pllm2IoLHUP5de/vTdga0d9dkoOvRR fV2eJD3Z4BwHVjarOQn59f5rEcxkcM4DPQxOqkgC9WBDG7P57TstHZ7WyPggvovgIcAQQQewhfHl wY4saHOA6AnWz8UHpFG4cy9rLR5D6ZBFDJTuvrcsTiQQ0NO9n4qIOLcrlOLJcZgZcLLVqzCKwJ5n ifoR6QtaOhA308wg7RERARFpyZfGQzCGXI1GSu3pjp2hx15bQYc7k3YvHGSFgltTOENWHevSSu90 fDtJ8ACVkw2NGKxkVX0hll6vmlI6yyE7c4/EkqZjSM9nZMwTzUqXNXojue/epJfPs5QfAO8V0KAi IgKHxDDLVfXz1RjnzUdiaNvbNAffb8RoOHm3Xeri+EAjR6goPMM0diBk8Lw+ORocxw7HA9QV7XO4 yaPh/IT4W1MyKo7dig+R2gGE+3Hs/wClx6fsuHgrNXJULw3Tu17APfFK1/8AwUGyiIgIsc8jooHy MidK5o6MbrbvtWjw/mG57CwZNsDq4mLx6N52W8ri3rr4IKSLmcfxXfymd+i08C+XGekcz1m20ws9 kHZ5B17RpdMgIiwWblWmzntWYYG9vNK8NH80GdR+IrtiKtHj6DuW/fd6KFw/7Q/Pk/dHX46Het+H IUrMRmguQTRhvMXxyBwA8dhSsDG/JW5+IZwQLA9HTYd+xAD0OvF59r4co7kFahRgxtCGlWZywwMD Gj4ePmthEQEREBERBI4ls2IsYyrTk9FavzMqxP31Zze84ebWBzvkt+hRrY2lFTqRNighaGsaO5Su JQGT4S29wbFWybHPJ/bjkib/AO6RquoC8SxRzRPilY18bwWua4bBB7ivaIIXDfPRkvYN7uZuPkaa 5J6+geNsB+BDmjyarhIaC5xAA6knuUPGtEvGGbtMcHMZDWqu13Pb6R5H2StVwjY0UHLcEXqduXPi tahmJy0z9RyB3skMAPTuOj1WLMU8Ln31LmHlgflK1uJ0c1cjnYA8ekD9dQOUO2CurjrwwkmKGOMn t5WgbRkMURJjiYwu7S1oG0GReJJGQxPlkcGMY0uc4nQAHaV7UXiuN1nER0g7TLlqCCXzjdIOcfNu x80GrXr2OKWi7ckmr4t43BUaSx0ze58h7dEdjfA9VVhweKghbDFj67WNGg0RjoFvABoAA0B2ALiZ eJIcrlLTbOUlxmJrzOrRviDmmxI0gPcZAPYaDto6jeigsTcOer92eHnijKDzOrj/ACJvEFvcT/qH VUcRk48tQFlkbonhxjlif70T2nTmn5/aNFbjQAwAEkAdpO9qNTi+icY5FkZAiuVYrBaB/wBwFzHO +bQwfuoP/9H9mREQFIzGTsR2IcXjWtdfstLg5w22Bg6F7vmdAd5+BVdRMJEZMxm70hDpH2mwMOvd jZG3Tf4nPP7yD7U4Xx0UjbNxpyFzl0bNn2nde3Xc0eQ6LPb4dxNxoEtGJrmnbHxjlcw+II7CqaII FazcwmQhx2QnfaqWnllW08e0x2tiN5796Ond+tHqr6k8U1PpnDOQjaQ2VkLpYXke5IwczHfJwBVG rN9IqQz616SNr9fEbQZVzXAhj/IeqZC0R80/MXHpr0r97XQWK8Nuu+vYjbJFI3lexw6OHgtahhcZ i6slWjRhrwS754426a7fQ7CDnPyYpYPibF3uHmip9IkdHbrRH+zkh5HO5uXsGnBvXzXYrUoYqhi4 zHQqRV2HtEbdLbQRcrfuWLww2JcI7BYJLFot5hWYT06d7jo67umyvdPhjF1XGV8H0qw/357J9I93 xJ/4WLhZhkqXMhIB6a9dme4/steY4x/Axv8ANXEEXKcJYTLwOisUWNJY5gki9h7QRo6IXjG27WNy DMLkntkD2k0rOgPStaOrHDs5gOvTtHXuKuqLxXH/AIN9LadS0Zo7Mbu8FrhsfNpc35oLSIiAiIgI iINbIUYMnQmpWBuKZvKddo8CPMHqFJoZqTHFmN4gkbFYb7Mdt3SOyOgB32Nd4g9/Yr6xz14bMRin iZKw9rXjYQeg9jmc7XNLe3mB6KLkOI4hMcdiDHeyTh0jY7bYuz2nkdgG+ztKP4M4dfIXuxcOydkd dH5bWHMYyPFRwZjFVGtlx/MZIoWDc0J99vmegcPNvmgp4bGDFY9sDpDNM9xknmI0ZZHdXOP/APdm lvrHXsRW60diCQSRSsD2PadhwI2CsiAiIgKTxNBPLhXzVWufPUkjtMY3tf6NwcWj4gEfNVlqZTIw 4nGz3pwSyJuw1vvPd2Bo8SSQB8UGSnbgv04bdaQSQzMD2OHeCuOlwt6Hh3LcLNx75m3pLH0e2OUx tEpLgX9dgtLj2A70FuYrEZvBUzYqujsvsvdPYoPdytY9xLiI3fm63rwOtrfdxLNESyTh/K84/wBE TXNPwPMgr04DVpQVy8vMUbWcx7XaGtqTiJfWWfyWTjJNaNrKUJ7nlhc57h5czuX9wrHOzNZ5j67o 3Ymk/o94eDPI3vA10Z3jfUq1UqQUKkVSrE2KGFoaxjewAIMyKR6+H5UswLqcrHPrPsNncRyuDXNa QB+8sPEfEcuFdXgpYyTKXLBJFaKVrHBg7Xe15kD5oLqhY6T6BxLksdKSBccLlYnscOVrJGjzBaD+ +qmOsT28fBYs1HU5pGBz4HuDjGfAkLBl8RDloI2ve+GeB4kgnjOnxPHeP+CO8IKCKEMpmccCzIYp 9xreyekQS/zLCRr7UHEF6yCyjgLvpOnW1yxMHzBKD3xVZczDSUISfpeS/ukAb2gvGi74Nbtx+Crx RthiZE33WNDR8AuTtU72HzFXiXJ2hZHWvZaBqOrG/WnM+DgNk9zj4Lru0bCD6iIgIiIIHDjhQt5H ByEiSGzJZh3+fFK8v2Pg5zm/IeKvrnuL42x0obtdzmZSOQR0XMOi+R35h8WnWz5AnuXtuay1FgZk sLNM8aHpaJD2v6dvKSCP5oLyh8SymwyphoSDPfnbzDt5YWODpHHy0OX4uC8+vcncaWY7BWY39AJL pEbB56BJOvDotnEYU0Z5r9yc28hYAEkxGg1o7GMHc0fz7SgqoiICIiAiIgIiIC+L6iDn8R/gmXlw TzqtMHWKBPYG79uP90nY8neS6BTM9jpb9AOqOay7WcJqrz2B47j5EbB8is+JyMeWxsNyNrmekHtx u96Nw6OafMHYQbiIiAuff/j3Egj7aGIeHP8ACWzroPMMB3/uI8Fu57JS47H6qtD7tl4hqsI2DIew nyHVx8gVmxGNixONipxku5Nue89sjyducfMkkoN1ERAREQcza/8AU7G//KbP/wC2JbGf4Xwmfc6a 4xrLcUfK21G/lkhHaOvd16rdfw/iZMsMs+jEbzeyc75h2f0C9zYXG2Mg3ITU432mt5RIe3XXp/Mo MXDb7j+HaLr7zJZ9COd5Gi/wcfMjR+apr4BoaC+oCIiDHYgitV5K87A+KVpY9p7HAjRCkcPTyVjN grT3PnoAeje7tlgPuO33kaLT5jzVtROIq80IhzdKMvtY/ZcxvbNCdekZ8dDY8wEH/9L9mRYq1mG5 Vis15BJDMwPY9vY4EbBWVARFG4huTBkGKpPLbuQcWNcO2KMe/J8h0HmQgw0NZzOvyp2alAur0x3P f2SSfy5QfJ3ir6wUqkFClDTrMDIYGBjGjuAWdAREQEREBERAREQEREBERAXPuPqLiQO7KGWcGnwi s938Y/m0eK6BamUx0OWxs1GclrZW9Ht95jh1Dh4EHRHwQbaKVw/kZrtF0NzQv03+gtNA0C8D3h5O BDh8Vg4isSz+gwdORzLOQ2HyN7YYBr0j/I6PKPNw8EGPEE5rMTZx3WrDuvQHc4b9uX949B5N810C xV68VStFWgYI4omBjGtHRoA0AsqAiIgIiICKJLxC6xO+vhqTr743cskvNyRMPeOY9pHgENjiaPne aNGVoG2xslc1x+JPRBbRS8fnYLtk0popKl1reY15hokeLT2OHwVRAREQEREHP4o+pM1LhH9Ktnms UD3N6/2kXyJ5h5O8l0CmZ7GyZHH/AN2cI7td4mqyH82RvYD5HqD5ErPicjHlcdFbY0sLtiSM9sbx 0c0+YOwg2ZZGQxPlleGMY0uc4nQAHaVE4djffmn4hssLX3QG1WOHWKuPd+Bd7x+IHcvmc3mL8OAj J9C7U18g9kQPRn75GvgHK8AGgADQHQAIPqIiAiIgIiICIiAiIgIiICIiAiIg5/OOGDvx8RNDvQco hvho3/Z79mTX7JPXyJ8F94e5bBmzltzWWL4BYxzhuKEe4zyPXZ8z5K69jJY3RyNDmOGi0jYIXKYb C42nkLODt1Q98X9tVke47khJ7N76lp6Hy5fFB1P0iH9Mz+IJ9Ih/TM/iC0fydxH6kz7T/VPydxH6 kz7T/VBvfSIf0zP4gn0iH9Mz+ILR/J3EfqTPtP8AVPydxH6kz7T/AFQb30iH9Mz+IKLnrLrk9PB0 5+SS8XOmkjd7UcDNc5HmS5rf3t9y3PydxH6kz7T/AFWhDRpY7jOBleBsRmx8vLrfXlkj3/yEFytW hp12V68bY4oxprWjQCyoiCdmsS3K0y1jzDaj9uvYb70T+4/DxHevOEzDMpiYbUpZFOeZk8fMPYka 4te35OBVNczgsRjL0d+1JVZJ6TIWNO6jepCD/MFB0X0iH9Mz+IJ9Ih/TM/iC0fydxH6kz7T/AFT8 ncR+pM+0/wBUG99Ih/TM/iCfSIf0zP4gtH8ncR+pM+0/1T8ncR+pM+0/1Qb30iH9Mz+ILmMnk6/C WVmyL3c+PyI/tGR+0WWQPZ0P2wOX/cB4qz+TuI/Umfaf6qFlcHjMjmqmGrVGNbC5lu5ICfZY122N +LnD7GlBa4fx81OnJZu6N+6/01kjucR0YPJo0PlvvVVEQEREBERB/9P9mREQEREBERAREQEREBER AUfiKjPLXiyFBu79B3pYR+kb+fH+8Onx0e5WEQa9C9BkqEF2s/mhnYHtPkf/ACthc/U3guIpKB2K OTc6ase6ObtkZ5c3vDz5l0CAiIgKTn6NmeGC7jxu9Qk9LEwnQlGtOjP+4fzAPcqyINHFZerlqwlg Ja8dJIXjT4nd4cO4reU2/gaGQnFh7HxWG9k8Lyx/2jt+a1G8MP5gJc7lZYx+Y6YaP2NQes3mZInt xeLAmydgEMA6tgHfI/wA8O9UcZQjxeMr0Yi5zIGBvM7tce8nzJ2T8V8x+LpYqD0NOARtPvHZLnHx JPUrbQEREBERBqZTIw4rGzXp9lkTd8repeewNHiSdAfFa2Bx8tKo+e3o3rr/AE9kjsDiOjR5NADR 8FpP1n+JfRe9QxDw5/hLZ1sD4MB38XDwXQoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCfmsYMtj X12v9FM0iSCXXWORp2132/y2mFyXrTHtlkZ6OxG4xWIv0cjejh/5HkQqC5+9rBZ+PKD2aWQc2C54 Mk7I5Pn7h/d8EHQItSXKUIZDHJcha8drS8bCywW61oE1545ddvI4HSDMiIgIvLntYNvcGjxJ0vpI AJJ0B2koPqLFFZgn36GaOTl7eRwOvsWVARF8Lmt94gfEoPqmZ7Iy4+hqq0Pu2XCGqw9hkPYT5AbJ 8gqQII2CNeKgYn/G8xLnHda0AdXogjtG9SSfvEaB8B5oKeIxseJxkNNjjIWDb5He9I89XOPmSSVu oiAiIgIiICIiAiIgIiICIiAiIg//1P2ZERAREQEREBc3abLxXYsUGPdDia8nop5Gj2rLx7zGnuaD 0J8dgdir5m76uwl+9+rVpJuzfutJ/wDC84Ki3G4KlTaS70ULQ5x7XO1tzj5k7PzQeauAxFJnJBjq 42AC50Yc53xcep+aw3OGcfYPpazDQtA8zZ6vsOB8SB0d81XRBHwmRtySzYzKNY3IVdEuZ0bPGeyR o7vAjuPyVhQs0RW4hwFtg9uaxJTcd9rHQvk//KJquoOV/wCosLHcLmc7EkVqsGEOI1zTxg/HY6Kn xTRyWS4etUsTLBFZmby80++Xl37Q6deo2PmsHGGIyGcwv0DHurMc6aKR7p3OAAY9rxrQPaW6+a37 Xrc0YXVW0xbBBlZI93oz4gOA389IOa/6f1qOOkyWNbgosPkq7mGyyJ5e2Zh5uR7Se46d89rtFo0q Jitz3rHIbVhrGOLOxrG75Wg9/VzjvzW3LI2KJ8jvdY0uPwCCRkMjcs33YnEFjbDGh1iy9vMyuD2D Xe49uvBeYuE6Be2a9Nav2B2yTTuH/taQO/wX3hCFzeHK1yZhbayLfpljfbzyDm0fgCGjyaFIyuXm bxDdo28nYxskTWux0UQby3ByjfaDzHn23lGjr4oN+9whG6nPFicjbxskrXNPLK57Tsa7Hb18tLZ4 dvh0DsTNUbSt49jWPrtPscnY1zD3tOv5EFUqDrT8fWddY1lp0TTM1h21r9DmA8t7UzNxGvl8Rk4u j22Posv7ccgI18nhh+R8UFtERAREQEREBERAREQEREBERAREQEREBERAREQYrVdlupNWk9yaNzHf AjRUzhi4+xiGVbLh9Nof3a03s9to1vXg4acPIqwpOSw80lwZLGWG1bwAa8ubuOdo7GvH26I6jz7E FZFEhzGVj3HdwFgSNA9uvIySNx8uoP2gLXyF7ia5TnGKxjaT2tdyyW5GlzunTla0nqT09rSDLbIy fFlGvGA+LFB9mZwPuyuaWMb8eV7z9niryj8LQUI8FBLjzI5tgelkkm6ySSH3i/8Aa2NEd2tdysIC IiAvEkbZYnxu917S0/Ar2iCJwjM53DtanM4mzj2/RJ9jR54/Z38wA4eRUXMUPpeTycGbxlq7FYLD jZq0Ln+gAaOxw/y3c+zs6308FQ4ijkwkzuIqEjWyHkisVXe7b2eVoHhJs6B7+w9xG1DxRU1y3q1q hMPejnhIG/Jw6O+RQbuEhvV8HRhyUolux12NnePznho2ftWlmpDYy2JxsWnONj6TN19yOMEg/N5Y PtSTiI2HGHE0bFyYjo8xlkLfi89PkNlbGIxUlJ01u5OLN+0QZZQNNaB2MaO5o2fj2oKaIiAiIgIi ICIiAiIgIiICIiAiIgIiICIiAiIgIiIP/9X9mREQc9DrAcSGtrloZd5fF4R2dEvb++BzDza7xXQr RzGNZlsZLTdI6J7tOilb2xSA7a4eYIBWPBZGTI44GywR3IHGG1GOxkje3XkehHkQgpIiICIpXEGR mpUmQUuV2Quv9BVaeoDyCS4jwa0Fx+Hmg1WEZ3iMydTRxDy1vhLZ11PmGA6/3E94V9amLx0OJxsN GvssibouPa9x6ucfMkknzK20BERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFz+U/ wTNxZpvSpa5a14Demneo5fLRPKT4EdzV0Cw2qsF2pLUsxtlhmYWSMd2OaRohBmRROHLU0Ynwl2Qy XMdpokcRueE/5cnzAIP7TSraD4SACSdAd6g4Vpy+Unz8m/Q6Neg0np6IH2pPi9w/ha3xK9cRSyXp YOHqsjmS3gXWHt3uKuCOc7HYXbDR8Se5Wooo4IWQxMDI42hrWtGg0DoAEHtERAREQEREBERAREQE REBERAREQEREBERAREQEREBERAREQEREBERBD4iilqGHPVIy+agD6ZjQSZa599uh2ka5gPFuu9Up cjThxjsm+dgqMi9MZd+zya3v7FsrlIsHkRkxhnsb6ghl+lxv5up67bX14Nft2+zXKPFBS4dqTFk+ YvRll3IkPcx2twxD/Lj+QOz+05ytIiD/1v2ZERAREQEREBERAREQEREBERAREQEREBERAREQEREB ERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQf/2Q== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit03.gif R0lGODdh2gDLAJEAAP///wAAAP///wECAyH5BAABAAAALAAAAADaAMsAQAj/AAEIHEiwoMGDCBMq NBigocOHARZKnEixosWLGDNq3FiwoYCPIEOKHEmypMmTIRtyXMmypcuVAVDKnEmzps2UE1W+fKlz 58aYN4MKHToUKMiIPpNWRKoUgFGiUKNGfUqTadOrCq1epCq1q1eUXKdiHZs159ezaEWGPauVrNuB bZ2mnft1Ld24b90ytUu370y+ffHmJYsUsN/DatU6rLv4o+DBhAUaRizVo8nJaB/D1Qw5o1XMlC9D BV3ZJefODBOSDnz3rl7UB0/DDe2YtoDVJWU31c3TdGbbuavCzomVN8ybuGn3HK7ReGzmSy0rX+7Z eWfZ1KFjtK49OvTs3ZNy/w9PHuH48kvRq2++/nX798/hDz4vf3d97fTve9YPPz9/yf8FaJ5/1xEo 4IEMOcSTggj+19h0BjZYX3LA1WTgQ1dhyB+FFc5VmIROQcZhh7/JFGF3F5KoYm2jgWjeViuSOOJJ J5L32IwxBoWjcC6q1lGOygFXI3qFARnajjr2WJZcRmZmFJLIdTTkd7M1WRVytnE3ZYYMWXlUXZQN uSVHnEGJ5WFm3nYdc1r6laZNFI65nXviTeVlWHLudGKeOa31ZlGa8annfgHyBtGh3wm6VWyK0qnk VoeCJ1mkNz66UKOWEpfppZtS2SlFmG4a6oSf+jSqhKcSWaqnmaa6KpmuMij66nAPMSbprJ9KZ+St uE74J2K8LohoVpGK6qVXWsYabHi/HnuUrPot/6uXs1lKe5+1vlEbZm6Wbtmstl/y+GiK4LZWVKdt luthXeha9C21b8bK5aXqpvWtvPaZVy9bYZba1rvHAvxsrj/uW5mQrxZpsJ0V4lsckwsTJfBIDnM5 cY6rUfrgX7NGdPGKG4eJLYIeR2wiVx8PnOC4kpkc7l8Iu3vgZwbHmSVM0XYJb1cC7/keXimDZS+a D9soUdApuenhfPgt1fCR7KJ2arpoPi0xikyz9CfSScO5npxiItskXxX7KF5eNgfsmIAXJgqzlcuV nR6ZP1PF9VGGbrgoyZvpOhWDZ/98dI9ytzTyWHsVblqvTgEuHuCKKxU54YxP7qLlgTP+FuaSa3zu qOac6+05QaGTOnp8p9Od+pKry9z64K9zGvvcswNYO3upl14orrpTrmTvHWN++O2JYuo48bxrDPzo lIJVLPKrhmzv8NDb6HfD1Fc/n7bLe34998oq7/3dyE55PKzdq+YyjTBl/5P7tJKPpqEVw7/5+kLd KHzh8stIevf2/zMc/srnu+sMkGcqu9z2DjgainWLMAyUGNm6FbYI5s9CrdKTBS/otQcKcINwOlcG yQTCEF5thJ4p4ZVKI6rtqPBtPGuX014oNLbI8Gg0pJFrbqi+HJKkWenTlL58SDGiESw2RCwisPyF xCR2zYg8bJkTX7bEI1Zpih8LohAh5sQsRo90U7xNzJjIxSQGTYuw61+QGpawMvoQaWgcnBqhxsYv znFbdWTiHauWm0g571DcauMeWXOb77HlfO0apJMMaUREUk6RCHzizVLzQEgCKjh5hBaIFLY+Rkqy X6BK3146aULlzGl3V6yXJzF5pPeJLpXck5gptXatgsWSYVU0XLZ/mqi2SEKxN18b4thKFJh5Ga2H QIqXmxBXnkBhjJD22hzWcCgjYEUza7DRDRzxGDUR0cpdQlpjDLMptRRyk44tYpU0f8LHcIpwmp8z 57pUhBu55SlCyowRaCI3pgr6Up8mko/5ivPPZ/6wlqbaHIcU+ZQAYlOXItIR+PhGy/hZyFkqEWVF UUQ2uMXFod6szs9+mExQOeiU17IM1xwpO9OZtEG1chNIbSc42KFqQICk0fMQNznBzKVUnZezp5Ra iC58eSyOrPPXT/u01PYgdTszReRTW0o8jRGqY9qDKO+yulGsclV1W/3qT0An1qv2aqrNZF5ZXafW tdq0rW5NKlzjSsnWobWcs7vrQ2On13jyla591apYA7u4wZaVsF09LPIQW7S80rWuuXus2bwn2be2 sbKhVCpmzVrAzTYHjU3FbGh3w1gFOtWzUhttdEpbOdVOirW3o9Sldnq6gAAAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit04.gif R0lGODlhOgA8APf/AAAAAH94f4CAgP/4/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAA6ADwA QAj/AAcIHEiwoMGDCBMqLBgAAICFEAc8jKgQgACCDSdSRKhxo0GLGB165DjyIMiBGUt+VFnwpMCU LAd2ZOlyAMyYEnEKrKmz58KMAgIEHSq0KNGjRQEYXYq0qdCaN2POVAlVpM6pJataZMrVaVClXrsy 1doT60iyV8teRGkVp1mPPH3KNRiVptqQbzfmpYjW7V22eyMGhthX6t+XbQ1fXYt48ELHFRnbTGx3 Md6yhydDTriZo+S6VDODziqacmjLc1OrXl1QgMPXsGPLnk27Nu0ABF13NlkW90DdmK/6Fgg8rfDc pkkf/538bG/ku1cuJ94c7nPm0Vtep56dYHeZwwcUTvc7XXx1vdvNf9+ZXrft9/Djww4/XrFb+uf5 ts8veP/6nOXVV9l90AVHIHYGSoXffwwumCBNDhp3IHcPUhUheROqJ9+GHMYWHmsghlhSQAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit05.gif R0lGODlhUwA6APf/AAAAAA8ID0BAQH94f4CAgPDw8P/4/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAABTADoA QAj/AA0IHEiwoMGDCBMqXMjw4AAAABoujCgxIQACFRECGEDwIcWMBj+CJHhxZMGNHSGaJFhA5MqS KwWiHOgx5kCXJmHGnCmwpk0DOEfqfMmRpsqfQUEOzVn0p9OnDT0SGDC1KtWrVrNe3ai1K9avBAAI AEvW61SeBnzaTJpxqdCmaY+udepWKVypZfNq5aq3b9ixZv0+vCt3J12MawmzrbhYYt22iukeRgoX quXLPQu/nByzZWSknHd+nosUseiUjRumZviY8WjDpSmjNlCA9FrTRGcjrX1bttHVE3nvxM1Ut+3h vjMDV7jcIvG3xmH3Thx9c2zqvyFq3869u/fv4MOLqg9fGbP5n2HHfw+gvr179bjTS07+Mr7mnHTL K7XfXGP+6wLJBxp9OfE3H3bIDSTgcblNF+B9Qv3noAELSnfahBVah2B9BGWIH4FCGTjghgV2CKFS Eib44HsstuhidyIyWByGJ7aVIocK1sjYjSXm2N9BP4akX1sxWtigihTq6BiPIZoY5ElM7ufkgRci 6WGEIErpI5VH4rgilzNaqaRqURJ53plopqnmQAEBADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit06.gif R0lGODlhbgA6APf/AAAAAD84P0BAQH94f4CAgPDw8P/4/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAABuADoA QAj/AA0IHEiwoMGDCBMqXMiwoUOEBAAAeJhwIsWDAAZcNAiAwMaCEQ1GtPhxIMmSBjKiFNhxpYGQ ICW6TDlT5cqWK2ESHFmzpsabHnOeFMjT5dCPNlHiRKlzYNGbPo0GZXp0ptWrWCHKNBoVqMumRLdC NfpT6dSSYF+KVdrV7NejIwcQkEt3rt26eO12zMv3rt8BAAL8HdxXLgABhQn/FQB3bcmqF5M+Pvsx 7VO2ZKW+FSkxsWe9ij/TDRy6tGHEpkMz5iyxtevXsGPLnk27tu3btln3zOxVqG6uvN36jgmZYvGH kpFS3mjZMdK2kzcT332zbPThOyUWAF5dM3anzjce/3eYXPzyi83HN1TPsHzk8xTTU1dqXbn07OwX 5lfo3jj8h/JxR593VP02Vne9FZjVggw26OCDECIE2H4V1fQfefVtBJhBE8533YArbVhQhwJ++FiG F4lIEIkHCgciSioOxCJmCZ7oUowCzfiYhcGVhKMBOj5HoI0hHhWkeDwiCKOR4UWW5Is+MkkhQlNi dOF6KFL045FODolUlg9t2aRxTxK5JIe4panmmmy26RqaVXJU5pc3SumhfUpGCeed5vX4kZhxFhQo QUuZqeeIYyI3p3hgOgQon+/5qaGdJeIJ5Z+UtmginUXuWWmfeWLqqaaWGioqooOatGhkjTb06KeR hhI6KZxu1mrrrWlGqOuuvPbKa0AAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit07.gif R0lGODlhuAFRAPf/AAAAABcIDx8IEB8XEB8aHyAIDygMESUcGzAPGjYTHyQdIDcbICAgHy8gEC8g HzAnHzAoHx8lHyAnLy8jIC8nLy8oIC4pLi8sMC8wMDQrJzAvMDc2OD8/QD9AQEAQH00VIFoYLEIs IkAvMD8xH0A3L083L084IE84L0I2PV8vL1A5Llc/MGAaL2IaMHAdMG8gMHghOUA/QE8/QEBAP19E L1BAMF9AMF9IMGBHMGBIMGBPP29HMG9PMG5OPm9QMG9SP29VPn5ZPj9EP0BHT0BKT09EQE9HT09I QE5NTk9OUE9QUFBJTVBOUF9PUFBRUFBUX09YXl5UT19XX19YUF9aX19fYF9gX15kX19nb2BQUGBX X2BaX29aX3BXQHBYQH9YQGBfYG9bYH9gQGdmZmBvcG9vcG9wb251b293f3BgYHBnb3Bub39nb39r b3BvcHBvf39rcH9vf3B3b291b292fnB4cG95fn9ycH93f394cH56fn9/gH+Af3+FgH+IgIIiPo8n QJcoQ6gtT68vUKUwT68xULAvULAwT7gxUIBfQIBgQIBnT49nQI9nT49oQI9oT49sTpBvUJ9vUJBw T550TpB0UJ9zUJ94UJ94X4BvcIJ1eKB3UKB4UJ9+Xq5+Xsc2X9A4X883YNQ6YOI8ZtlCYOFEa499 gJB/gH+Ef4CHj4CIgH+Kjo+CgI+Hj4+IgI6KjoCIkI+PkI+Pn4+Qj46Rj4+Xn4+YkJCAgJCDj5CO j5+Hj5+Ij5WPmpCSkI+UnpCYkJCbn5+TkJ+Xn56anpCXoJCYoJ+doJCgn5+gn56kn5+lr5+ooKCQ n6Cfn6CqqqCvsK+nsK6ur6Cwr66wrq6zr6+4sK+4v7Cor7CrsK+0r7C3v7C4sK+6vr+wsL67vr++ wLDAv7/Av77Fv8C/v8DFxs/P0M/Qz8/Q0NDPz9DP0M/Vz9DX39DY0NDY39/X39/b39DY4N/f4N/g 39/g4ODf3+Df4OPk5O/w7+/w8PDv8O/07/D48PD4//79/gAAAAAAACH5BAEBAP8ALAAAAAC4AVEA QAj/APsJHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePFbcBOAQIwSgYIEQJWAKypcuX MF+SAwCi1AdAogAEAmAE4hIDCET9+SAKBAgAzjLKG+NkoLoxAAC8GqivTtQx9gRWvZo1ptevDPVt ONDC6CgEf/4k0MdxA4Bs/WaSmwaAYC8n6gCoG+gNQNeBrzbYy6svL1wnU7MBGPPOSZ1+epzcC+e3 nxMAeu4B8NavjhN7YpOCHa1xgYBAnwAgSv3HwF+Gio2K+vDHpoEtIJ0ME9j3XcF7jvvZCw788fDH BYc5kXdvjKp+ryRT3qtHD0F7b5s/nrkX+zRnG8gJ/x+zmzTIYRkocVq/noYQtubjy5+v0dkB9ew5 AanweuE9ITnkxwklGbhC34EIxpQXIwL6YIE8F4HWjzzZOOOMOORgaI0zenAQlXgJhiiiQtglIqAi APj20CsZbCLgCGMUxI4++pATTTUZ5ihONGdYAIBgGdmDSi/ehKPjkeIMcwYAVdxz0T3gAQBFL9Qg qaMzSGwG4YgO/UfDiXpRZM8z+LgV1ZlRsXOOlRhiuI8zaALgRhsb3MHlnaNN8WV+kAAAokPsAPCI gDi814842uQVZ1RO1NgmOZA+uhdUZ6LghhabIUTOM+rMsmhUhWWoDoaR5hhXnDFEtQR8BXHzDDmU ff9qjzwZ2oNhO0ee+ikKKo6InovsOeLANBjNERUdzkTjzDPJLpssaIuOMYdbXenjjD3UMBvNKmbY QwtSeIa7kX2Q5LfJAeU5pI8QPQgYxAT9nWmLsto6q2yNn0Y1x0DtUKMOvc6MkeGSAxkLwBDN1qut PIp+ioRAWWlDjTjaJoPVM+D2M8yZyQDssT2xOgyxPTa62mwVY2ZsEBUAZDCGM+qwytE7ACiSH4EG emTmYv3cs4899rzTMJoWQKWLGmdOQ03Cznx75hniRi2RPAAEIaDLEbmSXn4o/qkpmtnYcw/Q7cgD 56JLNBGDLkuceQ7T0VyBJmcDoXLmHPYMg2G29hj/HCcrTWiiyxhhcGGvs5TqS9DZAMzRXMKwfnqH Jqbooong6IgDjIXPLCMEmvuSOEwUABygQiLlCqj66qyzB+No9rjFBwBnfIvsM9z0AwA7/QAzxhl0 zPKM3BGkAozBSMgsNUzDHBBE6q1HP6AiPJgQ1Qg0jPCAgCpAgF/rljAChAkHROUDnwzAVVE4FmxA BwDPZJkMs+0EKlwfdJxRyzHGuIUELX2JyiwcQhmo1A4At0vK7vSRDM45Yw8RWEwsznA20TDkHhtQ gpRs56y+kQNK9EoGyyKwiipcAU4b2NLyVsjCFhqEZBwagwyd4SQxqUNoLsyhDnfIwx768IdAxJMc /wzwCQMAQAUjyEA4gshEcW1MBQeIggolkoHS0QAArlBeE7eoEXUEAAaiQEAgBgGA2WRAI4mLyl76 cTa88MVM6uPiFu0RAAB8AgYfGIVRXLCAGjbEFAVACyLsKAgDGIAXHXGCdQiiGCBVhyC6eeRAdFMQ 7CRFD0lRzDuwAxc9YIZm2RDLVIaxAeFEJRszGcxb+qEYLf5wDCZQ3QmA5BEA9GI8G2BLdLKih1yy MkyKWeNAsLMbytiDLpvcAFwUQxB9IEZjudSM+hATu8z0gy79kSNF8kAC/EAiBAE4ijAZYo8JWI09 QagjS7TJzolkgwHQWw8PLODKdtqzJTOJp34qMP9FhozhBALaxAgWec+CkqgC52RPIiozkebkCwBU eBSGYvGERWWCCVKpp0Gldg8LBCg/jPATRKbhAH2qIApsmclDaXEkatwlThvQRKriuJCQfQoVEs1Q 0xKXAVzcoQkqU4inHnohK4EjGWfKQBu2oAkFCCGbXPqngPrktYiMyRn4mIOF6EUOsbGRdz07x4TO QTLx6GMYNJwQlvSlD1psVFx6GAGw1gOJA1iwIfKoABAElAMLdKUdzviGPahADXpxQx1dmQN82pEV cszDVlmxhzPewQ+1ZslPMLsOs/QxhnqdAx/DHANb7tGOCW2SHP2cRz/aIUJwUUGz1xoDvbRRDsb/ dmUDYPVN0OICGhWSYx/keKBroWoeksaTEnbdiN+QcrhniCNQD72KQILrscCqQxkifeuB8nmzDBDU IbB0FwD6KZChIay68+hFdE/ZD37AbVmjIphAlpsKuL1tvaDqxzveyynsgmi5L/PYOYa6XvFItrrP SFlVBwKA70WPEUGgAQmuMoyuksgCe2WPQL/7kY0BQB8AiACc+vCMVURDHNiJSgw0gYKooGK11NgD /N6xszONU7tOAcDqHvEDGpRvBpgE60HywjpLHKBd+TnBEfzYkHc62BHZBS8AUJGXM7wCAMpwRiyc 0Y4AAkALXJjAjz4ojmQ4AQncUCmamvJCt6gU/6lneMbLrqXeqLS4cbOihi3c8ox21PlMG2By3ZAC FTghQc69cAY5oHsmJ4RDHztaElK2wThGcYRkwSAdAEwAhCAMqnUn1ehXpuGjTyUhWceggxCccAVZ bGAYxMWxRNQxuqic4AeKcLD02NODCpBjGJQ6QQ5yvWv2IDddG7lyvk64LSgoYQyoKIPAMLLWT8nW FnTogy+cgSxRO8Qe3hhDjaMigT34oRjNgrWs183udrvbh/ZQQAOC+u56PyTWECGHNe29bn0cgAWp QUQgDPAHACwA3/x+dwYC8AkQGOAAPhZtvqMiiIEbIAQqYGjC24kCA4DiJmEMhCAytfGS92MLAfEo RGo+UQjVAIBYDqmHATwAg7PgBAEgyIC3IVKHGBlkDNbhjkCoBqkwTSjKJrfIGgBAiEAERRAIGCQy NqIH5AxEMzDvxwaSMgarq8LnSUeQJsJZChCwIOQGYMW9FwCCoDi94R44AMInAoB0eRLZd6HKW/Ku lVUSZOvXAcASO2OdqhNEOeXVS172sngniNvvcpyJI9YDBIobgMMe0U1f/jKGV2CHbmwsJSM/DMny MJOZA0mlQFb58tVPo4CL6VXSaZZxGCDgjiD4ANgbEtdHHOADABCEIaIi+7AHsURTRbrx3W2PDGSY PXW9K0Pso+sfZGDu/8tvoT4ycD4+JTf779bHDHAQUHRNXJ9B0Dj4f6gnARkZ2RkpDDtueOP142kN GRAQJUiQB4hQzWZcY3QIMRjzh0Mw8Q7CIEMyZAa9QA47RxH6sA6BES3egH0sFFeW0F05MxHWsii0 pBVA8w4Z8g0bQAAAgAT1Z3+kgR66FgJrABH6oFcC8gjZ9Q6XhSZjIGghqFN3Q14MoWZxkoMHYQ/t EA43aAUWOBB/tigfBFrNRA7UUGpRIX0rRH0C4oIQmEaLUmE59ShpNAanMAYKoAkqCBbvpE8nMAUP qBVRoALJBxdA+ClskiNeBgAKcAuZsAUkhxD6sFyL8g1ziCGVNgZNUP+IFrAPCUEyD7UB6hCI5HAO O7MEChA4BDAOUsNdSTYFFRFcCTYHL0YQ7FBKJAM04hAPaxIpWXGDi0KFZcgReQGA7EEDRSBoC8FN +pdc1vIM2oAdN5YN+xIP4rEmjtIOGKIPKfYpCpBN3+AM3IBBXcVk4dBY+nAPKEYruIJiWvdQt1QQ yyhYG2AO7aAO7WBbY6Nf+0CNs9JVtQJiV7GK+XAnVJNQ66ECs2gRNiIODgQw33AOToIKH6ha9hAP cOIboEUOh+UM2HUtZQB/rRghCCUgPUBPEGEfGWhs5jcQyjIPwFBdaWYP+yAW+4KIwiEc9jAGDzOS VaIN0WA3g7EBvUL/DdsWDocjDoiVegAwQFrRMyXpS4g1D4q2LERwLakQaNNFB6iQj85ADfLwF9jx gRCzAWxGMlCyNHKGN0iVguahDxbAAxApkcVyJqugMM3SVdHlS/IQDSYDMFQWDfTWkBKhD0WwJ+zx Aw8ycZPHHpbgXQbRMCLGX5IVXZ8IhUtTXeSwCnUxX2dyBWKpLCJYYP2ADwjmDN7QDtFgAaLhNxuw mM7gk+slGlQJN/YQDVTAiqNBBW6YH9aXhA2xhBswC7VgB/lDB3KDXxnTXMmiDqkAALToluA1AgKy UKqJHbC4Hq+TEDUGBX0wB3QwB2NABaoYXbxzls21I0gQOrrSaLQJ/2hncpLcUF1o8AosM0zZmS9p lBXdaS/AkASUsptExidAgAMQAABF4wxCNhHc5GDpp5oT9yHDcGp70CxCgiZNkAVtoAu4MAZLEAxs kTcAIARkIAFxUp+yZg8WkAFVlAF34A1YqRDqMAEQRgNVNJ8x8ysBuKEH0VE/ICAm8FqreSb9IAR2 8AxzoCzUgEFokglGoAuWEwVMsEbt4AYHAwVxcpLiSXyqIGJlcAzKgmJoggK3IDhbEAEWQA/CwQ2Q +Cm+RBCXxQ524wxlYGLLUpJncgA6KlMQpQ/7wFrWsITbqRBRsDXFtjqUoAjjExVCgAoaCicOhiIm uhGxYzdJ8C0UBP8AfZAs90AOJogE4hFcZwChSrAKFEANALaG9oQduvZgEVZFi6FogXKpQHAAd0lX AGAikJAIOTACUREFr2BhBREFctkehhIRioEMtIMGABANfQAAHUMN/VBnvQA01FALWRIBdAAVxyhA CtELZiKoSIUGt6k7TvBb6pAMdBBBSEAMQlqoaDJ4CCEPG/A5cIZUpxYN4uGJxsgNfeAWEmAHtACh q8A4KVQR4JYHPjICw6ZPccoJNLhgXmEtTLABHFQLLOUXnEgLlzEEYwBBEgAVTrlxJEOvAGCvn5av 0lNXz0exfOWVEeILEWCSAEALINsLvgiZFtKoG1AFqpAEi3EZ2xj/Ee9jmBuABEqABFDhDUuTCkhQ BfoDqRFwBRHUsvlmAVjwKVrlDLAwB6+QDMUgN1dQBQAQrebRiAEjhS3DrSJiDxUyB3NgBVGRBFSQ DYzFmwshD96ACp+zaTgABI9wqchFmhNCDq5AKQwgbEHAIOtBCTzAHzCBtc7QC8xpAUhwBQCknxMh NOSASoQrtoq7uIzbuI77uJALE+SQB4kbuZZ7uTAhAgEQAD1wAFiBudqUC3VHqQfxDgRwABnAr6DL JTNhAIAwSB+QADcggKvrQ+9gAB8QAClwAm3ZEHFQAC0HADuQAUVQubX7EmNgRKJACAhACi5wFG57 vCx0BwjgAixw/xYtcES0uxD2cAAwMHKggEcvYAA6J70JYg+42wKk0AIvMAof8AEHZ748FG+2Jwik AACFMEiu8RBw0nAtUHYw8AkBgBsYkWKL5A51JxyA1w8yBBoyJBANzFm7Z7l2AwJgBACDkBoG0H/y u0PYoBMAAApOJwqAYAAv+BAiEBQIQAihoBqAsL0X8cAFMRNJgXgM5gw2vHpUSA5u8blsFBWL9Ap6 oGzdwbDuYEpn8wsCoRjsZU8ZcBSfsHIlsb8Z8QsTHHp78QtAMhNw0Req28ELIQItEAgJUBS1YUTp 8BAzAQipYQh/gAClsAAooDPpog+exBgCIUkCsXV6rHXSFx0F8f9qeVx4UrB6h1sZi0dM/YDA6hAY P3zFTTQTtue8IDAK46sFHCFDZpIUqpfHWBFlrVQQdtzE3tDDWZENysReo+x3unEZEiemi2G8GzUT UBcIpYAArwsAc/wQYMBwf1ATeDRINLURAKDESDzDDNUbndwbBRFUIKY+nQcZ3wUe05Uiqocd5HAZ v0C6OqQJGVAJIZAArpsayocRC9wPUjAMqCcQrzAGeXHES0x6A0EzoAcdbHZ6laEHw0DPq3cYhaw7 2QBKYvrF9mY3LYcIUCcKO1HPC6EPYhYINwEKwQcDB8DNDTE0ixwnU6FflKIH8PEOHa1F+qBsepAV nNXEQ4zMsWzjSrcFFx5Wd7KMJ82Xop7ACZ1QV7r8EpyEzRCzSpQkEM80ejITzaH3SwQxE77xzM+8 x5K5GARtb9vXA53wBQeQACBACgigAJTaF5DQCZuwAlFRRIgExvNBkZ3ACTU91Xr7Ed4gBUBcLZ60 0gJxNuFxENn8I+rzC1Gx0ahcSZfhBPCsTOw8FU9xFcPMbzMhCTaN1pwA1mr3EFOgAmnN2COAAjFN 1hYBlzZw1mm9CRnwiZjdQlQAUJPtCSPAog6RF4vA2GdNVaEdH9zF2ZwgBur32lFDM41Q2jSYxg+B Ci0i251gAyj/ZduksQa+WdrFSdxSwyKXwNqcYANUQKkUCgTA3SeHrdwugR1foNsAwNvYHS7Nt1ey HQkAsA0T6QAuIts3oAEWrU1C897tvULNcADNPdkqgNoYUSN2syiosA2X/doUWdo5UASUCpc14Nyb 4ACk+Q69MAQ35d8fQQ5zsAqpQOEUPgellgrxbRA0IhzUhSMYIg3RYAdn+9TalwHtMt7lDBH2UGdj EAtpRipIkgxKcAHs8N/yqw9RYAOlbWTRaxD5VNpA4FepdxkQ5QtpRg7rUA4zbgFUwKoT0eJxYgeb NI32MA/rsCYYAgwnCAbb0N5REifi0Exj8w7lgCFEcAEnaOLi/8LVwG0DBJ6F+YIB5XAPykMyw0C1 5v3dCTETgzLZPXB9EGHcwH0u5RGHaEIFj+VH+mC4y8WI+/kpFgCI67AO9gAP2IAKc4AHKhsVMjAB G+DdDMGmaNIBR0IOvaCFAJAGeogHGy4fkV3akOAA190QJ/1QII4k3/BnRcDqmjABUvDqq2vci13T mHCRDkE1X1DsnOAFgo7oODiH3OA3S6AFbYA0rfCD0TUGXagjZhJBRaALpNMNC0HqaIJTgZhGUXAL anAAasBCqu3cgR7f9VBpQzoP3d4m6YAmpKMGbBABPmjbFPoFwP0FRP4QzbMJk80JJWAdxrjfn1JU +R5cSaUBAP+gC03ABArBDez4KcjwDhMvDvqAB3EiOEWQC3wYW/myDSAfiPpQhwCgBnCwBAQcNb69 CbJ97AypLtrgDOVg7y4K8uUggkr+KOXQDzBfKXyuMQdw1pzt2aBt6xbQA6W9UL6xX9EQO0QbF+Qg NOKA7zqSFaoeFXZiEO+gLOoAHhay9nZjjOKwDvPwiC2PIevQq/lyAOhgEOfAmKkuM8OhDvwgDu9w qIglDsSo5HafLygP3hgG3ENuvMlyDurgBO+wDuG4SSHYD2JFMvqA77ZCDviQYhuAUXHigMq9fTrg 3CgS8AghEpHg3CNwwqFJZxVGDjdk+UADGlmx5IdyDnEvHmf/gwekv53Z9CzOIAzc0Cxo6RsOOFrk wA+QVYzDsQEVGOY/Am4FkSw+uZHNQpMpBSI14uGH8vwv/6vCgQxG/jBRLyLOgN7F7tmLTxH7pQ3v gEnKog3rgPkKnBXlCDQAoU+cPnv2+h0k149atDMAyNmDou/gRIoVLV7EmFHjRo4dPX4EiZEcAEie OHXi5GnEmJBUVJxMyemRw4niopFblSyas2jc3q0r2I/cGIn29vU712/eOn3vJCp9N28nEQBCWU5s 54wbt2E8vfYkN6/fGFT99BW1p+/hnIQHucUjFw0YAGf6xrTt986ZNnHOvvLkVs6gsw0GD+q7hzQd AG/9DJ4T/6du54Ve/frMCZk5s74iNWKi/AJAnmaKzub40vmVW1CEAIhWXAeg1UGg9nruHOPM3isA hkn/Bh5c+HCKLlGa7ASJ5sd3ABgdP6mCSkUpTvTsxE6t3DyjB3sBqEyRHyoA7xDaK6fVrwZ14sYw mYgHAIA+2L3yJacu7Qbwfv2T3+Yge6ixzatW5rBnrsb6cWa+K+yDkBrzmJhvPifmwINCdSbSZp2+ dnJmCHsadIa44UYqCaZOSshjOPkA2ADCv/RpsEIbASgrL7WcoearOrKiy0QhhyRyOHUAaAQmk06Y DiRNMkDpOOXwOqzC3GTcKSEkbrSxLXJo7BE7YJwRR4+qDv96EQBj/sKOm37S5NKJg94RJz0Izxgx yDcrRIVNnrzRxwkubTRoRHLYfGXEJEosMrM1RoCuk0bKIy7NKvyMRp9WBu3yIEzF0UvPRkcltdSD cslgE+Q4kWQ5j+zJ4IfPOMmhiKcoaq7C+tgElD9O5zNIKj/bEceXM/ecj4LU7KPmHgp/xfEgb7CU kEQ0baRFxtV8/RU+obDUzRkLGDVVI3kA+EJJTpgUEk47ZHxnDGgrDBbcdmihtFx99/3NHguAWNUT G2wFyZkDLIHOEgfIrSjXCv2C0GFo5RTKT3W4mQOJicirUAkIaSFs3vka08defM3rxxsbI+ClF1/s oMMOO0T/nm82hfw852R+LxrmAFVhmnLIxWjmlIsKN+hnH27+SkVQGHeGOmqNnHGgks8gcSAbkDiz IdIeMrj1ou+4HAPDOaBdYokKX3GMTSUenkifG/3a5h113kFm0AxQAEAXtedTZx0Zh6hQ44nkrdAs xwqqh1sb2zhAE00imM+Zab8CRoKjMWqukUaAOGG+KF55iDh9MughUhuiCNvEsQFARp1dd1KnxgoV AIAVTW7RhZVTmGnPF6+GocBGhqVGfqLaS//NLgCiyIX5uKmwQd2vW99opEc+2+SAYTri9p0+v7Ln bBsVQEEXU3TZhf1r4olmFeyuuHHDiUaqPBwq5NpJG3u2/6yQBjagCfbpQnLm0QcqqLAHYCAObhM5 V+XIEaNs8QRvNipCGsbAPjZsQRMS0YfKhnAGIdyISrgCgLqgc4nPqUB0udiGbzqyDQBE4mpZG5Xc gCUFAERDCWuKBjX08SwAFIF9cMgAeMxCDmOQA04VwkPypDiR5pzEEo3oQehcM4x0yDAj75iAkjax CCC4cD4pipL3QvKoWQEhA6PpyNAQBAA9JGMDXnmIjcKwC1NEAXCOoUYszuG4Cp0QWfooYTSEkAr/ vENl89mALtqQxMLsoxzJqIIvhjY3izxSHWXooRDm4AzhicMe3DrF34hiD27QggK0sAcRC6kRkgRM hbPyxP8mHgEEGzgAABnIjTpaN4YTzCoHGsAekeQ1EicYSw/OEAJP1IE/KOpHHJicTzLOYb4KYWaK U6yiLaFTiUT0wIzQk15eUihOE4wgYEAYgC9noIm6bcQe6FpVJzLANpDIgz9H0sPMegHNnejjdTCq i2Rc6RpYcsmQrRmbMwnziiDqI014EKZNGuKaM+zEhBjRxwaYIK9o0JEwHdXNBBGqj3ZQIxX82QAt htAnGxXGnkUAgA2+AIlI4fKWAYOEGHJAgvn0YFWbWNi+8LcBZ37nXc7YUJBGpAfKbSAWfZhPL7j5 mm9+0zk9FScudclLXw4gBF1gBHImcYB0HWcTEOjBLSH/8YUbJNE1znjINhwQpZQkojek6YURADCH mTlDXsKLhj2OZBBy0MJpY4DG2yJwzwqFZ2oWAMAq6OjULPWDJuSYAwWE8IRVGIM/QvCG7R5aEXsk AQCp2CwAUEqNN5VoKHM4QyuSsYf52EF4kPRiR9SSC5xmIAeN2ARYf7rcTgDBAsE1lT0IIK854Oup mQKAOoS1E1+UUAixEMIwzmbTrpbXG3407iJ+plz2Xu0LQPgBGjkRGvmG1b4wGcEahBOOCDQEGIJq kzpYYhOeJIOqst0DBfBn2RmOYQNGsC527qmOc2CnD/yhgB+qAABfyIvBHcmGvDT7rmT4ghpjmOZO kiGv/w1QYaF74M9qSWOPbWgCsxmwgRfqy9zufS954poZl17Bkz6gIlurcEIE8OBaBJXXyRehMeJU 8IXt3be9JrnECA5gAyBUmbk+Rcmk7EccBz9hUBDTA2qccYYIDMEOFmDC8UDyBkLyCTvJQMUGKIAh C/QCuh55B2YHNQSI9cEIQqjCKpCACpSVSx+1ywNOAUACLjfChp6whBvhOEV7TMPBXBpCH1KxrLo8 2dTMMSxmSZADRfAUzJ+ZVKPz4gw9JNG4Xb7Eqz2hgik0yh7IGEMMuESFPsTiK2Mejj7SYVhQjyEV 3FDHUYZkj9TiYQ5O28ClgHLqxXHb298u0qOdwQrEOTtABT0AQroh0KSO2EMvmvCjjSwgY3DX2973 xne+9b1vfvfb3/8GeMAFPnCCF9zgB0d4whW+cIY3XIoBAQA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit08.gif R0lGODlhcgBwAPf/AAAAADA3MD83Pz84P09PT1BPUFBQUFBXUF9XX2BgYGBnYG9nb3B3cH93f4CH gI+Hj4+Qj5CQkJCXkJ+Yn5+fn5+gn6CgoK+or6+vr7C3sLC4sL+4v7+/v7/Av8DAwMDHwM/Pz9DP 0NDX0NDY0N/Y39/g3+Dg4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAByAHAA QAj/AFsIHEiwoMGDCBMqXMiwocOHECNKNAigosWLGDFO3MixI0OLDkEuPJGx4gSPKFOWXKkxpcuX MGPKnLlQ5MeKEQ0coMlToc2aOCHq7Em0qNGNDip+QNihooOHDCpCYFGQRVIAT4++bAogJIClPgGA aPghqEIOKztoTdjhqlOwE0ckKMmAxFqWePPq3cu3r98RElUYAGCghACsHUc4rRjBZVSLgLUqBhCA geXLmBVUvMCQQkUMIkaIICEixUAQFTM8NIwYYVQBKtbKnk37rlmgXR9KAHCi9syfYXM73N3bt/Hj yAX6vZjcN/CEzw+iLam2+cbl0a03VPGBgmULHqhq/z8uoqJ4hSoq2lWYNOtCzY0XTs9YXTYLApRN IGRtYEXDqAScZxALAQDAwHgIamcCAOullEFkMMXmm2cMFpSUAMU5JBhhEgr0WocRbZDaQCQBEF+C KKao4oosthhTdhTd5iJMMBZUo0HEzXiTcLhBlKOOwS0H5JBEFmnkkb/JCJ2SSEZ040BPFjRUk8ox eVCUBE1JJXZWUunll0OyMFdFDGBwwWMAKACiQxawhIGRSRnAEH7uJUSggQsBCOQFeP4HwJthQagQ ajy2ONiJCUUAAAEMKSonQ4NZQGRZZHYg2gdo1kdWRQQ0KNAHBX4F5qikljoqn5ulpBkAqr0kogD+ 1f9GQkUUDIQfoxNRCNh9ACTg0QmHHUhoq0etMFh/B6EqqEKzAlCrQcpKFFUAphHEq69EnWDmthdw y60Dl8F10GB+IZoQBssta+q67Lbr7rvHcVkovFBySe+VXdqYr0ETAFDtlvvWO69C/f7bJJZPprDS SUgiHDBBBX/p8MAJRezlxPfGiF3GHHfs8ccgh3ydvR/LCzLGECHwKMAUaxzRASsf/HALUXqwEgcN z4zlQDBLrPPMA6nsc8v6Eu2uySInrfTSTPfEAgYDZBQABgJClEIF5AKwgAUGE8nCqg+gQFAKVylQ tUJfVxSABaOBYEGoDZzdYnl/KoRuhQyJaGKiSgH/yUJFHjBEqdwE2ezvQs0GPiO6CzikGaAJ4Qe5 3WkyZHhGOMuGbgMORTU5viI0RLeOC4rFEKH6KaSZpAxV0KdCl2OUuWwaqKcQ3RswRHcIC1FawpCl B+CpQCJEDUDqDDVr9kFpH2+kCQWsVJhEehMWAQYRZC0u0yVgwEADZSLf9Pg6jmY+aeifr3767K/v fvvwvy9//PR7gMH9+OePgdg7yuv///8jAPgG+L0CNuB3HBke+QiimQK4pASVi0kDNIAcukVtAPzj yN0AMADCSSQFoZKAcdoEgNDdTYEO4VUBnmY7j9TuT/hRAG1YEL0ADaRZnxNdRVjXghBUhIIcaQAH HvknxA6uhW48HAgKovYAiJAwdARBQUVE+MECHYggJz88yhMTUsOG0HBRcvuiDCHywu0JxIcAACJP eNUXDN7OL0ZsyKosoL/8KQoAVGySCeL3HwL60YBoGuMCB+mbgAAAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit09.gif R0lGODlh4wCKAPf/AAAAAA8AAA8IDxAAABAIDx8AABAQEB8YHyAAAC8AADAAAD8AAD8QECAgIC8o LzAwMD84P0AAAEAID08AAEAQEE8QEE8YH1AAAF8AAFAYH18QEF8YH084P1AoL1AwMGAAAG8AAG8Y H3AAAH8AAH8ID38QEH8YH2AoL28gIG8wMHAoL0BAQE9IT1BAQF9AQFBQUF9YX2BQUG9QUHBAQHBI T3BQUH9QUH9YX2BgYG9gYG9ob39gYHBwcH94f4AAAIAID48AAI8ID48QEJAAAJAID58AAIAoL5Aw MJ84P6AAAK8AALAAAL8AALAQEIBob4BwcIB4f494f594f79AQK9gYK94f8AAAM8AAMBAQNBIT99I T99gYNB4f4CAgI+AgI+Ij5CAgJCIj5+Ij5CQkJ+QkJ+Yn6CgoK+goK+or7CwsL+4v+CAgO+Yn++w sMDAwM/Iz9DQ0N/Y3+/Iz/DIz+Dg4O/o7/Dg4PDw8P/4/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAADjAIoA QAj/AO/gGSiQ4EA8BREeTMhwoUODEBVGbDjxocSLFDFazMhxo8eKIDWG7Djyo8iTFDPWAdAFpcM4 AMqYJHlRDQA1Lg2qeYAmTsmfcLo8qJNTYQ8BNJMihIODxU+FLCAoLVkHDgseTwUe0JFy4R0AX6Zi hGlGLEM3N80uRAMAjlqCYwDUeYuwB4CiHHE0wPuwThkeLeneefCC78StEhl+DTtzI1nBaNUIZuu2 8cS4cy1jtGtYIp2YWTdG7cyQMOmFiAsqBiv4seazaV+vbSsYs2DOgvWexvMGQJrQE00LTh1yJYsx X5ArT85cuV2ZwE/a1LG8evPkOAC8kR3yC0vr4JOv/0DKXSMdHV3Cq+fBOHpGBw+uq09ugOtDweXx u8/Pf7//3QDqR9FR5cGwV4ADjRadA4UhiAdi0bH0n0AwQWdYb78hyNZ2wJUBAB0QrdYeaa65F9lk tOVnW3645aebYKMJJlx+xGH0FQhWXJHjjjr2yOOPSwBQVn5oDfGjj0geaQUQKboXFxNKJimlFR/c lVsBU2b54wIQBPhABFqGacUAOiT2kF1iSjnBgfqxkECaRyLQoH4HXAAnkhIGiAOWUfapYxK+TYgH W0ncueMIH4boUQ8GCNDoo45G+qgDDmrEAqSYSupoYfppdECmoDoaWH8XbdGEpqE++lunDKGB6quP gv/Y1URd9FDrrbbmimsXUawhB6kJxbGrrsTeKsUadgB7kBvDNqtrFWuwehAazlYLR6UJjVFtsbZy 0casEqHpZ5RrCoqHm4b2yMQPBlTmXhkGLDFulnleme6OgGYo2AoSQHkvoiCaSdCN8/YZ5JAmAmDk vToy6S5pTxY8ZZV68smwFVx6CabESpIpMEIEX3wwZApznKTDtQHgr8k7Umwvyz5mLOPGF3us2kNx pKGAD3cuocATbpj7hhgKFGqynObWme4IC6jhE4IwjZDuBx2oQZSGABh9ZwQySKaoudgqC7a0Y4sd NnAdlcHCCiy0zbbbba/NAgxnK8SD3HDnLXcPdQv/9ALegL8ttxl906G34IizEDTZCLlxeNyJy3rf mQIUyGZ/CnbGYNJlRtiSnnu9haGgG3LnYcA3D8xafiWSdmJ+lKWcmXstuvdifjHmN6N7NYrYmpAk e+1e7CrKdZuVLoaOe5cyckpjmamHW3l0BpqbuVibOwhhZ/XmdwccAlg41ehYc2jY6V/3bTbj7K/v ftnmqgSAAzC8YH/999v/Av4woHEt2HRAgw7wtz/9ERB/OkBDwCrlnbkZ8IH5e0EP0MA4GAiggBHE IAa/ILxKOaABGjwgBMvwBnDd4Q4Q6ELQogOHNEAgDYKBAwTMYD6zEM9JxiuPG3rAvOTthnzN2w0d /9ywgi987ISrc0/rzPK64TUJYjmkHfKA8xnowKiH7tkdaXrnFQDgSGTAI1LJLoay4q3sXi5zkcVY ZgUlWMB5WaQZzMYEPZC44QsXGMKdmHCBGxDOQWl4wgWUcKckXOAJ+upPGWpwAZMB4QJj4BB+opYu LkkrDmPYwAhMhoEZjCF17YOf+kQZylGakiQDAgDDyuUgdMEMadqzE8y6tx9KmsySyiLUvxJ1xJDN cWRiXNgcy4jDM7IsjbZb471kpjs53stmE/HlvYCZMGHei5hQNKahkNkZOMRAARfTETPjGE46HnEg 4koXK9v0pmE+0SwRYxgtSbOni+VrQl+6GMDSx/8QCDzAnwD9p0ADCgGnMO4NBB2oQgn6v0qZIaEQ HahMGMfDhVoUoDipYEQ3KrmInPJ9HyUlSEtJ0oqsBAAoTalKVwqAA7jPJiyNaUqdUjbvyFSmfCsb DG4qUzS4zwE8jenTRMIQM7zAf5qpAxp4YJ8JdQEHCpQNg1hVn868wagUJFWFOqOGMryghKQqnVio 9YLZfQwOPaCUWngAAThc7S3fs99uKOMfzOynAV0Y6ltw4NKEwbA/D6ApaczQgDcsEJTznApZ/BMZ /9B1N3bdDWf8w1fMPQCwgn3LAXAwOYQk1jKL3U1j59qWusrFP5MlTR3QIz7usOCy/glsfzbb2a// fO4toX3LaN/y2LdE9i2p3Wtfd/NazM6Ws1+zrX9yy53dcqe33Pktd4LLncr6p7ixzSx3aMtPAqlF L6xaARb5UoYu8AB1zQXMqmTDEv1Y13W+0c8YbNVRvJzOhN7VzFbDO16lTBVYVRXLZDu1X80oqFNi 1Qx3TYgQOjj4wRCOMIQFIq07SPjCEqawsuqA4Q47uGwc9nCG3SdiDL+1syFNcUlFymIVW2bFLm4x jGc80hc7ZCWfK0qBBWWTDBWlDm+4CqsgwIOH0WTAWn3AGIxskgOTKg0PSEMcxLJgFN8hv6EBL7DE exodJPDEwIkDGl4whtO0tz/vZWJ8+3NHFvjEeiz3re1nf8Jc4DgXONAFjnSBQ13gpNm1sN2NbP3D XYEpdzd1NsydDZNnw+zZMH02zJ+Bg11Baxc4hUbsF38pJMaO0Z3/863K5qgjirmHDg8wgdbmuIBA vyWfpB4Tcg3txVgfzNPWZJnDTKtNjpl6N/WMdasB60yWDWDW/9ErAw0mwLARbKAMT3uLX07wATKW FrKjXqUN/ghsZXIsX/qB9b2KMAEyrPCIPQjAKhsQXnC+8gVUlWW6zvwfW+6RCAfoIF10yTKAMfik QWXpRJUF04CvdDvSsqnBVarThafUp2UDqsNRilwGy7jGF894jGNMY413fOMfD2VDVoKjHVnB5Ci/ ghJAIy2bGCnlJ085kxCuLO/IC+Yn11HOPxAAsMVBAFKLuc5xnqOMhc0BERC60nMu9ALkACQMSfe6 280wOcVbnl3QjxqggIEi3AvcYc3aLukwK2my7Nai/fQ1ry3qXsPp13v1NpzAHttiG+rYct70NDud 9lwbatfYdv97weBeXblzbNh1Lyfek1trMP5Rt2rXNdujm+05Ej4rn9lkOREvaLtzbPG01vvZ+Q55 v3MM8G2P9eUlbXg4cf7VnocT6DVta9I3N/J/n7yeK4/Gu1C29eNSQgLI0FDYKx7ZE5E6zNZE9Xdf fZZZ788XODCEJXx9zf/ht6H8bWU8kLxnLCe4wu4087B5hwl3MrW0YICAW3bp6Em/0+ItDnKM19/j 9mfcQfbP//77//8AGIACOIAEWIAGeIAImIAKuIAM2IAO+IAQGIESOIEUOIFukB0LdyASeAduAAEO 1yASOEQG4HA5FoFiNnE+FoFBMXELRIBfAVVpgAYxOIMyWIP/MWgGLIATEYgWXWCDPkiDMTgGbiaB cWEGP3iEMdgFIAiBfAWESFiDOoAVEvhPTliFNQgDZVaAi2GAVSSBo2WApvGABiCFBtgFvveAn8Ft BfgCgeaAj2WADTBrAsgDBqCAuvGAK7ACChiGDjiGCXhoDDhEDpCCBYgWhKiAb2iAcdGC/8cD04OA d+iAeaiAafAFODBUCZgGOEBCf5gnDBiJCGiIDtgDPGAGV3OAixiAgJiAW7WAoriApbOAqbiABPKJ GhiKgdKAfKiA29N/q4iAraiAr4iI2sGAs6iAtbiAoJiAmbOHS5iAvch/v3iAwZiAw5iAsaiAx5iA yWiHt8iM/++3gLsIjZ3jf9NogNWIi4dogNmYgNuIgN2YgMuIgM2YgOOIgNG4f+dYgOl4gNeIgO2I gO94gPGIjqDRgPWIgPd4gPm4EJ7IigcpjLlIjObjjryEjI+IgHXwBbaCkOHojA3YkATxkMAYkdY4 kdhYjLJ4kdyYkfL4jfT4kfb4jPhYjr5IktRokurIgAGJiiwJjy4JiTB5gAl5gAtpgCLpWSVYkhZy kutYgD2piD9JkEF5gPNYgHRQK005kyFpk/5Hh94IgZNIkcY4lS4oAEv5kq6IkiCpgGUgAIz4lXWo lnioh1wphmRogPtogFdJgP9IjA0llXHZf46IgHfAkWmpgP9jqZA0qYB+6I9fwAM62IBpCJDmFZiw eG0GWF48cIoAaGEGkIUEWJkQWAdqYADnNoBpgJoJ0YB1MAYG4JkCaIYmyHcGyIYSWAcQQDdwKIcC +BUTh1Jb2YBoEZwqCYFxYZwTiIEO95QM+ADG6ZsVOJ3UWZ3WeZ3YmZ3auZ3c2Z3e+Z3gGZ7iOZ7k WZ7meZ4b6AAfpJ7rqZ4NwJ7v6QB2SYF6AZ/26Z7q6ZUPaAb42Z/t2Z6iGYFp9Z/xSaDqOZkR+AL+ WaAMqp6D+ZlgwYU6SZw3YYBpcJwPGFkESJsS2Jf/h5tT2JgAGIcFCAdjBnEEWAcs8AXO6Y9ehZkD eJQI+Jj/BmhUaQCjEKmGG4oDafCgB5iIBIgDPPBXc1iVA+ihB7iYRimiM5qXWoiTCNgFLPAGsumX bAmYFumjBwGWdCmJ8wmQGCqQZjmAe1mASBqAf8mYK6mlZSqA/WiAaQqVYeqTWiqABWmVQ0mAVhFJ usikBJiUbRqAb1qIV8qOcyqYDHinfJmnBViUYOinAwioUMqPEwqnhSqnFSmmdRqAimqmjEqAjlqA Mvqn+umQiUmpw2mpLSqAUVmAA2mAnfqbbqADkCqAoUqAoxqppTqSKqAFWaAFwPqrwQqsvkqswqoF U1CphIoExTqsztqs0HoEh+qqAIAF0Hqs2GqsxIoCRjqArzBhBNr6rNn6rBQgkwppAeIartdKrASw q54FAlcQr/I6r/Rar0GSqoSqR/W6r/tafiuJfvwasPL6Ad0apFgisAhrdOIIJggrsB7zfzfSsAF7 rwxYJBLLr/6qjSpzsftKsA2IAwjAsfuqsHvIsCI7rw9rjl50svNKsWupryx7BRlrkQAbsx77iQcb s1dAsvZosjGbsjcJrzrrshIJsyw7s2Jasyx7s8oYsjF7T7rosyz/C7RfqW4sewGfaoArAE4suy4N gKMFSFhJoLQXawWTypc5e7JQy4AskAHWx7L7NIdWe7JYK5Zce7IJUKsEaAAYwLJme6oGqAZhcAFe p7aX+qMAQEgnG7cByANzK7J1i4d3K7J5C4F867dna5A8I7IR0IYNyBaKK7KMq4pexASme7qom7or h68SCQSp+7qo6wPTqrFLALu2+2sOSAcG8AO227sV8KUP+AAL0LuwWwDSGYBfsAIOZwBfALYKSAdf IHEGFx9VyoBw8AUC4HArOoFUUCXNSYFmwJwG1wUIip7me77om77qu77s277u+77wG7/yO7/WCZwO hyVs4IXBCSZz/0CEwQmvyxmcq2qPwckEW1CAauAFH1C4EkslNxCgDGgGTvABbyuxSvABT4CiDfgF NvABOXKxRfABX5CaCwgTm8uxnWuCXRACJyyxIJACX1C9/Oe4MRu5kji5HFu5Yti3J/u3aAgALdzA RWAAAzyAoAu3Y7p/NHy1WVuAWxuzOtyHPCyyPvyxaSuya8uTiYvEbDoGMzDFIusDGrBkgTgGJyAC Oou0Pkm2HIsBNADBkOi0LJvFJauzRYABXkDC+riyQ6usVmq0J6vGUsnGHMu0dnjFHGsFTEABglXH OnsFVLvHQhuzRHuSgCyygkythHyxhiyPchyzPKuQUnuykeyQk//MspWMi5fMsZlMgE/yyJ0MiYgs sqFslKMssqU8kqd8sqnsj+OXxrM7gK+ss7GMlQ1AAhUMyuZqy48Mye4asX3MugNoscCcqWsMywUr qAAgNc1cy2B4yxyby+/6yL1sqat8sa0szBtLzNksgCDbzcv8zc0sztBMyX48zb8cs+ksgMNss+0c gPX0yN4squB8sfTMx/YszQJIzfoczPy8zv78sZ/MsgONqwUtsfTMAihwzgirBEGQg9bLAiVQKA1t zYMcs1YwBCigtwAY0HN8uAQ9tEPQAnA8w4/LsTbcgE98tS7gBq2JgEPEAGjcw5kbpBPNsXScgEOj AMl8saPbiDeLfbE5zYA7jbcsLYCXS9SAq7kvXcSsusWLm8R7PNQSW85rycANywRF4AE55YAajdYN CwJnmLsQoGqc67kVCwFCELoSa7x6CQAIsACCPdiEXdgW0KP6mwCFvdiEnQCamaEAwNiSvQA74NVm GgCTzdhgoMe6OACZvdhn4Lz0O9qkXdqmfdqondqqzZ0BAQA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit10.gif R0lGODlh8ACYAPf/AAAAABYWFjMAADMzAGYAAGYzAGYzM2ZmM0JCQgD/AIAAAJkAAJkzAJkzM5lm M8wAAMwzM8xmM/98gP+AQICAgK2pkP+Zmf//gMzM///M/////wAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAADwAJgA QAj/ADUIHEiwoMGDCBMqXMiwocOHECNKnEixIkMAFzJq3Mixo8ePIEOKHEkSwISTKFOqXMmypUuU ABLInEmzps2bOHPq3MmzJwCDGEECOFChqNGjSCsgqECyKQYAFJJKLUoBAYaSL1FSADC1a9WsMHse 4No16YEDPdMmCBCgbFIEFHT+LBiUI9SKTyk09fi0QsUKAK4KfbnVooaxWWPmPBCAYl+1OAMgsDj0 5lyCdTfedQx1b8e+fwOHNOmysEXELxXbzGsYQQDINiVTRmvz8sDMGjdPzOuZI2iKgAV/JN3SdEXU LlXfZFyRwoG4sGnKrli5NtDRFCBy7R0y+MPgWMEa/3e4FexJ5Td/P3QdXed0hwFo47QtEDf3+xmJ m9/Pv7///wAGuBJ67RWYAH0a2JcRBkr5tV5U4bmEQVUYRCSZgCkNJVGDGGB4knrkEZVYT95BdFYF OSGooG4S8TaahFyF1mGA402EHIDMVeRacjy9N1F1NanoEQAEPGDkkUgmqeQCnb3Y0lMKKCnllAoE JuBWC0ypZZIE6PffWFuG+YAAAfC4UwACiLklkDQJ6RGYaiZJZoQtIZBmnEguoEAAMwJYQQALZIkn klB5COegRjJZQWo82Skool2meB1IVQFg6aWYZgqVcCJ5WVwAmoZqaQAUeKjShKKmCpepKTnQZaqa Lv8KFoE5VTAWrJlGJdek+PXq66+asYohrQYWa2x0bnZ06KBzAmsnokYKgACdLAFwJ7SFjrgYANAm ytWxgD2KZ6Tz8apZkd0+wKRe+EGZ7gNVcjpkaQCIC22X2uK0LLRkFovmuw+wOVOy5767bq/uphtv p/TaC6mnKhEr076I9mvgv+8KLBPBG1GsZrO/PsvvtCNBnOG1iGbLqE4JD6oouPXeKzHHwNZsc8nC CijxsTz3bJm5NwctdG456+zz0Uj/TNfQTA9tctGzJi110jRnNJaNAdSMwGQSSYZzYgdQpLKZOWHQ VovfGlsiRFtJunRHLEbk4n0gRgTeYPQadmO1OuX/SBF7F3MttnxtAp1fdpyxS3eMwImGd3EIRrT3 gH03puNrgc+mNGYfXS0RY1oLDpHXDIMtdqn5Lmc52iiqHZhEbZf7dtO0A/s01CtPrfuxVWvE1u/A B/87yU3dnhJjwicfH9R/Ku886jkj77zwsqa+k2vTC89T755LnvXXLm3deJ//1RjR2DiuLjdXuefk I9szG35B3BDNPRyMDk4U3JWRm2j8Sxg4gOgksqOW7Ewm7zsf4QYmPyIZrEmPW0nLoBUv/jlsUPgS kMfwRCayuQ9l2FrgxuR3gQ2GCWROCh8I4yQtVlkrXegD0AQ/Vibr4SRcMnMb52oXQdz58IdAtOHu /4JEwgpQgABRGpcBFOerCrjqglNaAAEcwBTwFccA6MKTAghAAfIZcCczFJPFjjUhJGKwANDZ3G2G lEVoHaxdAEhitxaWwpVgCWAZ9KBNTCimBUjLXysclMYO1MA2IuqNi5MjBR3Xw5Tc8V15/GJ6HAiw MbYHYzAUISFntxEEFECReNLTUhCGAAJAUUx0bKRWYqawAiBAiDPh45ZeBsh0iTKNheMk3ATAy176 8pe8rKLNngLMYvqSkaUjjLWMaUwRmeeAE1smM3/ZxaOBaprArAAGdqVLHnrTM/8L4gSgOcRyys4w 6EynOtfJzna6850J+qY8wSnOZ5rznpDp3Tz3Gf+sesISnwDN5Q4/EkBcYep7QTObQS9FPCsCcKGY gl7UeMIgiFqqdT5DlUW3R8LDaYeJv6obQ0hXRwOGLSLlsedOGLcezMGsQqPTJAO7abX+LQR0zhqg Q4x4AHnZ5SW26uLpJqov9dUvbQY60URip8b6DAlxu4Egd0T6HWTCTZl6M97O/DYRwBUogdrRZNXo 9xD79YaqO7XqT/N2Gq1WziJevaROw9rUeMINqmgDqWfQ2pC73Y+tx3ErTpyDVwK6VK6asw5NyeoQ s+6VpRtSaz8hl9V/JoCrhvXXXB8ySO7ZVCE4DdlmGeLXeQH2RxKVZFE5g9GvjnYhTFXsQDnSvYc+ EDZ0EyGpKiN20vo5p3p6tEz+duqcbboOprZ1jg7XKBSLXkqvCHPupXxq2qxsRbqW2g85b2XR1vIM VNKV6Qj/acrP8s7Pn5YNKED1ycNwove98E3v7tjLWIRItaQs4atB9ics88HWvfvB7EIK2L4zvdYg 8eHmbDv22YSEFr8qEV/XXmkqDaHWQxSKKnApx5O12TZ+iy3sUaE7WQlC1m5WolGDGTK5/gi4sXDx YoZ6dOCFdLaBIi7rfa/6pBNDhL8A8q//MPTilgY3NjVWyI0XWwAIOPnJUI6ylBuw47XmFwAMkLKW t8yAFAcZAFsOs5QLAOBTYVnMaHZyB1X7wTSLeckLzo8hXVblEpsZlIOqoIpPqaZIfimQHKwh384E 6DjBmbl2mXMo60y0HuNZi14uHyvT5Wf/HKDQYVJUgW+C/8luHdqpb+IWvxAK4ZSIrGIU9tALPZ3a /xhRAI/ONPuObBMcPmy5oB6OKQPF6177GpHJhJECfk3sQOmZVVgqdrErrbNhK5vYLZTvTND07F8P cqZxlmeZ48ttbpNzauw17zy3jbtvq3eI9JXuAyRws6c4N00ZKJ54sFsk7YpFut49FngtuoAIKBjR tBV1xUjdq1Mzq6G7hQmm19RqDssl1luqUr6jY2sMgjjbFDDAwqkkgC76igIFULSaUvlXljyyWwJY omUvbUukfnXjHK+mbAGeG5GrCdhnjeO7SF5dO066W8ye8WJgriVLRqfTIazrimzeR0aPJIyQpq6d Hflzmf/9MwCmrORhj070KX3arol+IIlJAvU48ZzHJq/6w1bedSkZHTZIT5lYCyn26EIclZKd+ir5 LKagh2XoWq9lxuZOXllOCYUFb/uRpCV1vaMEAwJgOsOJuhzFH4mWBpqQAPguJXIpfTSSz5PTc373 JOlpAAeg1ko8WXol+T1iPcp6oHtmtmELUrybzLa4+UluqJn73LoL9+692fui/R74UlsxPJfP/OY7 //nQj770p0/96qMTu9jPvva3z/3ue//74E9VR4dP/G7DHvnIFz75m1Z846M//eNfP+3an7Pjv99n 6pe/0OgvLPvfn2fhVhVbM4AEWIAIZzMCZIAKiACpJ2//+7GAELhhm5YTEKiAxnU0GFCBBshR5JUf 0iU0gOFcB5hwVBde/EFOCIBvSLNvEHWB50RzdpFjCOFYvQIYw7UQf6JNDpVfFGBULOZe0BRASTYQ cWUsGdhbDXFt46V7HPJjZ1EzvzVhOzggSNhYDUJ5kySDCWFEVvFSdlMVuAZ2AddVBIcfrpFbI2hl yVGFnNVw57daGuaFKHVxMHgBAeSDDcEYjecUEhZZe3g7QgYfXbRyyncQj6FZwMEnL5hrmqGFDNEX 0XWDP5Z3+YFVbbVyeBgiuHR0Q2hfhJdt9fWI2wFHklhVf2iJgUWIcLV1cNeJB/F1K+KICwGJpCgj pXYS/4HoEC0mdHD4N6wIGWDFWZ9Yh6E4i6O4OKWYVqd4WjYiWMtBAbI4YL+oFsHoELD4VHhxjFPl Y6Z4ixOQi3nojLURjdKIiNQxjIyYG+Q4g9qYc8nYV5R4Xsz4OeK4R4WIEEXYiolFRCGWjcK0je9I WvEIiPeIELv4d71IhuY4OJ93V/4YibZIguD4g6p4OQv5I+gohur4kLU4Pt44kTdVjzVRZKI4ccDo ikCRkQpSQgU5EA9WcJkIW84RbBL0HAGpZG7Ii8vRkgNxiAZCWEtFh+moEbXVUloTkwqhWyW3hkOV XqyxPiYJGR5GHkKpkUTZkjR4H2cohTRZLWxIkSpVNkjFaBD5WCBTeRG4R19wAY1s2ZZuORZjxx2A 8RxuWZdsORZ72GjWBRV22ZeVYm87QZd+aZfPYU2kMphuqYS5V4f6Vzv850L/p17/+deYNvOYFRaZ ATWZ+xd+2Gd+GcKZ0gV/HdhenlmapomQkhl/83earGl+/tcz9CUZGkiAOqh6LGErszmAztRfAJCb BLibrJKCvrk1UYGF7iGbvilzi2iVjahjcel4KWGD9cOArBIfyKWLljkBZiNURiZtOXidaPlvQ1lT ZGibpoaUCXEhFfaVSZiT/PGURyWBOlkrrzOHYbiSRamLZdhzLLGVkgOc/8EgcNGUGsSTAtEXE1gT E2IVsFOVCkIq4GmFbdGVj9cWEaqM/GMRd0hk6JkQCEpr0oGSBJGBm7iExLiOhtiOaGdiN6kQQCZp lVWgqwii0yaimKGS2MhaFPoh/9yIoSoWowFCkg1BYA7nPjZ6GzjqkDp6i/qFg5HmHyAJWvSXnxBB pG9opPsoUCfKkQnXpC76pP0RpQ7WfmMpjTSKQEdaH0kadi33j/yZEmU3cmDKHycHdO2HdZy3JWs2 aO5heYSypgXTpjuqnTqnMHO6H3VqdQWqdWe6Fn56JNcIN6GnJYoyqHGKdzJGp2pncUQmcCgnaEUa GY9qJJHKpt1SqUxaqHN0qOaRqGu3qLYUbXz6QQBTqhuRcX5KAB2Xl4AYcoaaqYi6qSxkAPLJH4YX RbPGZqKqMLvakMriqYFmnihhcByUasPyqDFkadC6aMV6HiQirFvieTM3niz5qf/SehLUykLWqjPY 6p778RSTmicSl6A1UXHj4qAERQGwFkop56ZLeZsOsHn8SkXIpnGIogC7airwOnDGmR76Gq/RskT3 ORrY9Zx66RIhKF3A+mWdmTMp6FzdOp/ugV1pGX/cZVD7SYKmZlHr2n/O5a7/EQFM0l1h+a0btVKq yX6tubPw9ZoAmLNMA5od65lC61yiqXuUqbOl6bOY2R7sRVjPEbVQO7UOIAHxNkxTK7VaS1hVuxf/ MyFbexZZy7USAJg7wVNjG7bK2TPQqLZqGwEWIJ7MWXOLZrF7ARitdyRn969pl6dH8noiq6CUNHs+ E3drUrKFt600pDV+Ki3nOk7/7dqwNLGwzDKNFAeuWiKu/Kh7x6okiGeGjZuGalgtkWtZTrSvh+Ry Zom5U6K5WkqunSsnKdsb6Xpzewudroon2Xql9timxuIodjqxkvpA/roXlxomt3uxKpG790qIvit4 meSsgXqqKmq8qrpIvNoweCSSNBG7bme5PWG4uguodCuocJS3VBKP8ti32+u87/J2wDiqAUO+cka8 drdz6vs0zBsngLtViku4L1er9Ds/ELsk1esU13uw+au9kMS9G1PA3wu9njbAg+tGB0x2CZxnCww5 ftu6DpwAGGCw7wu+PSK/tlq+1Fu8CIy+UpK8lcjB7Uuvl/W/LETChCbA0ovC/xaswhjMwkriwuvr cx3ceR88w4F3MSZMwRAsejz8dBkcdYO6v31WxN6bJ82KxDg8rnNbxdEyu55Ru3KavTAMQzDrv8+L xcG7nPhJw3rqxXsBxickutB5HqUrwxQwALaXulGpFvbKv/jKFxWAujcnAA6Ql06hr0M8JnKsvANi ebqqTZI7E5Q7LgOwx3zMup5LrMKra3V7M3gLxY/7jZiMJICLmhTYdvCLxoaGuEh7AdkjPIs8Va+c PIb8wkA1y8EDs6ZcVLjMFpYcHdjTyxzYykm7f6bJtE0LG5pZzL6SnUaTzOa0zMyMH84cIMgMzWmh IkW7zdzczd78zd9nfeI8zgbkXM4NERAAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit11.gif R0lGODlhfACjAKICAP///x8aFwAAAJaWlt/f3gAAAAAAAAAAACH5BAABAAAALAAAAAB8AKMAQAj/ AAEIHEiwoMGDCBMqXMiwocOHECMeDBBAwICLGDNqxChAgMSPIEMyDEDA4saTKFOe9AgggMiXMBe6 VFjRpMqLHUfG3MlT4MyPPyEG7UkUpMWOFIU6TOqzqNOEFW9KxSkg6E+mMp8WddlxqteNXVWyNBh1 ANKhBm1+NcsTbcGyN9WunRoW59y7GasqjXi1Ll6xD/3Ozfm2rdumS+Wu1Bmy61iah59W5KuYMELF ZvXuJat1IEWKmMX+RSnYq+aWiCfuBL229OivHkODTd2ZNgDXGh+/xQ37MFycvm13jlzQpm6hNc0S Vw11eW2Ey606L0yT8/Tnq5NOZ4oVdUvn3bGL/2/eMPr484Y9E7yOvr379+5/Z2YPvz1o2a8t19c6 lDfe497t5xR9njnGl4DDgUSgcAg2Rtdp0EEXXIOJ4fdaXgBW95Fr+vXkloVS+ReXiJmB+F9I9CVn 4oV5rUfiXyyFtxljE61IWoSBWZghgw+Zt56CBvaI3YIaQhcahAPZyJF8IRKIFpEyKZkZi6ZJiSR1 MHE1mGdMUslRcYBhGaBkCmG2I1nJxQWeSWfKeB57bs6YFWpuQWnfk+TFKZyeLtlJoYQp9gmen3++ FGedhBYqnp6K1gcao40imGZKSEUKH2ssdmhpWyV5GeKmKN4m5WCPJdponC/eCBWooVaoKo2sSv9k J5GmWgolrbG2KitykOZanJm98uhTeLXu12WTdb7lo68FespRVZ+lKFJUmm416n9qVYtmRCZqq+BP qVbZGkuynUXQtWCdCetud6FL2pHuwqaumDSVFm6m947mkZOyTursbAnlG+awux7IrpfzXqZkhsHK BN5IVhYJkb3rZscZZZUtNR6h181k51EJtwRywxfjaGrHxs1Lom7HPttxycLqOiyI5sYr8Hxzbmxl vCNiS3JMmML2L12wxWyYlf4OnVuSn6pHb1s+2Xhc0hdmCCxzxa56EH7z3jcYcb+1mXXFaWXbb5dX Gpm20/FxGzJkyI35tLHlsW1wznTOfeqE1D2IjKN1RoOK1aDfMUcw3MwuFeiw0Y409qY/b5f4gMvC PHltn9H78+WUe8z556CHLrrho7+nIrSlb3xspalTLvXbrUfprrexQ9Wpp7TXThLPIcKe+O68P/i4 pMHTZXfq4Ba/tN6hf8i7tsNLCpXA6kYv4HYihmw93UL5lfuPtQc+fcHhzwpU+OL/Lf9n7Leej77c QvK1vYCo3+14+r9nu7b6EoKfOtf1k5iySAe6lq1kf0/ik+huRhVircdvlzNgu7jznZdNa3+SUV66 Njcr/WFOg5QCWfy4FRengPBdB6xXABeyMN9p7TZKe1GHBGOusunLhZZjYG6utTLUafB7/EsSuoKX vRM+S35lkloMK6O0V5HNhihs4rPMIkWwkCxF2aoiwG4nxX3xizJaXF5BuIg7LtlPYyLTYteIyDwB rotqVQNju4KouPWJ7HkXNA15poVGtZ2IjvWiFN7OWLnprah6DvrSE/lIQNkJcpGB6eOA2hhIRdZt SFm6H/62BruKbO5AiYLTJwVitij/YQhXgJSZKd/Wsmq18oqN1BnALiOvqFUJlcfLJJq41p0h+kyS uQSaxySYF2I+CFtY4tuA8nXCm1WqT/HZWRidGc3BhDE3rYFfMA1lzCleE0Om8dyQukmVb7YIhk3T 5jLneMdpnquE/tvkXsLFMh0OjGlOZNv8gnLIiZATnmSpjDIxF1CA+pOBCMxWZKC5KIXlszlSi45x ELcxFs5ScbzBYLMwOL9UgsmSyPEenDjqqByxBUWPUspCOwrJrelSYwy13PVgOkp1liym25QUBHF6 SQHyNFdgA1xPY/lTX7nJN0Wd20Lz9rnu+OhQA1wVS8eZUzMWzn81FV3m6nhVQWkSN32Ru0qvsjq5 sErufc2xoBvR2r9BUpKtaFqqP+H6rUaSla6Hs81UkaedquJ1Wkn9q2AHS9jSBQQAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit12.gif R0lGODlhqABbAPf/AAAAAICHgI+Hj4+Ij////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAACoAFsA QAj/AAkIHEiwoMGDCBMqXMiwocOHECNKnEixosWLCAFo1BgggICOGjGKHEmypMWNHkEC6PiRpUqT MGPKvMix5caCGlumVAlgJsmNHF/6jAkUaMedSHXmDFAU6FCIG5UC0Cn1KcaoKqkevYlzKlOvLnla PbhUKMGySEOOdYhW7UC0UsF6dAt3a8+nOYFqDZsSa1O3awVG/Uu4qACUho/ubfu3JNave7+STcwX 8MygKBffNVizpmKzZ716DmtZIuOukfWKJfA47eafK21uzvz562iurGPXRrlTLW3SrxlyLCpctPHS oZM6PanbtsLMrZG/7dxcuuDRvYMH3s69u/fv4MOL/x/f1ahm8ujF374b9Hz690PXa5+e2jr44XKr wk+ourL11nGpJ5dv+dm1X24D9lTXaowt6NxaDfJXIGjfRTgZVe1ReF19PvXn2nMO2gdbYSSSmJSG oTWXHWxVhfhaWR7qR5R8KsqWnGzY2bihXTmiWJxL/xV4WnkcirTeZDViV9pvtq1Y3omSLSSilFNO ZhJxETUG1XJb4nbgl2CGKSZnTY1p5mW8aVXlmWwWt1KTJ67Z5pzJ9cVbnPPRqed0QNL1pnJy7vll hl7yyddhgYaHJZ3tldhUbbYlatWdGOa5n6OYNlWppdzxFhSgZi716aYZUapYoZ2OatShkgZGqaks ef+p6p+kdjdrnaC+9+pstJ666lwhjeorpzDNOp+wsRLrKq2oIvvVZ5Y5i+ikzGbaK0+tjmQsiDz2 KSGk015p7bjVLvtoZPUVBeW6hUXpmHHgBiltthOpiyeIGXpbar52amtsvMF5Oq+yNDXK70dLvomw wtAGXO2h7lJ063UAU4ztwDMyHOzBURK6McQf95lmw/WWSybAvqZYMWz6TsdwnyKrDCjJLoNM8HUK o4oroikjuTJzMftsZ6X7JqtxniO3LKHO+HLpptNAR6rso4sujV+Vxt4sKE4Fb+3112CHLfbYZJft ptlmqzsAvWhfytEAAcANN9tto2eU3HHHTXfdiq7/tDYAeOO9N9+2Ap7323nLPTjhEPp9uEaBP874 mJAn/nHkf08OJuJz84p5xJrbzXm0jge+eOj+Gt75ZJ+fjjpzpQeZuOVak8d0qKpLTWLrt49XVOaM rvT77JGjpHiZ8AFVfO19N/X584RJrqvxxLtObem040u83szHB/hGvJ8JeeXLWx2+746TX333hT++ PfBdNYm59SULzvns9Itrf+72d3U8/9LzzuiU9778+Yt21DMdr3KXwOwVToEUm58BCwZB8G1vY7Ej YPm2cz/AqG9/08PfAgtowdUhiITmcmByJMg+mXyQdADsnAoRdD68qE86H3xcC8UlQp8psH9PkqAN DTPILRY2b4blsR8CkVT/w4x1blwKhJq5nmgt7v0PU+urWsEe9bwLEuZvO6zIF9+XReeRcX9gRF7q yFWi5YXxIcor4RlFyMYS9VBc9/tfEbM4xDqaSIj7gt4b4wdGLyJNjiCk1t/IiMPv5dCE8csj9wZ5 HTTy0X/PMqL3HifIkz0RhaE5Hu8GOcAGPnGFVjRkhxgoSUie8HgkXKASNSkxVirokVy5oSkn6cIM IlKHONtfDJ2TQA3SsZaqw80u1ca9SqpSf8DMTSyLyR7sXZGVEbxkloiYIham70XWbOa77uhMN2Jz OqNcYjmPuSUgBhGBxyNTEymIRGlKsJ6S1KXDQMkWbjJRhwEk5PqMpMtSWi3PnZiEpR7l6cV+LnRp k3woQzcoxgHucZESFegLLdXKKWnJTWnE2jf3VsLeOZN8UvQf4lIaSjpyiqVUMimSKIkzLTbNplaT aXJg2jad7quF9Jrg64ZK1MAEBAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit13.gif R0lGODlhBwJXAPf/AAAAADA3MD83Pz84Pz8/P09PT1BPUFBQUFBXUF9XX2BgYGBnYGBoYG9nb29o b3B3cHB4cH93f394f39/f4CHgICIgI+Hj4+Ij4+Pj4+Qj5CQkJCXkJCYkJ+Yn5+fn5+gn6CgoKCn oK+or6+vr6+wr7CwsLC3sLC4sL+4v7+/v7/Av8DAwMDHwMDIwM/Iz8/Pz9DX0NDY0N/X39/Y39/f 39/g3+Dg4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAAHAlcA QAj/AHsIHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIHuMAEBSw42JMB6QLPAiJEaS MGPKnEmzps2bOHPq3Mkzp8uXPYMKHUq0KNGfSEHeABCAR0QdCEhWePgCwIGfKGA4JJnRBIALPXiQ 1PFwAAAaSSN6ldBjrcEUVg1yTTtxLkazNXqEABDioVewdB/igEByAMEDCHpE7dDjwteBdgNLnlhV QdocAAT8fEABRd6Fc2mQdPpX4AIAJATaIAzAQQuBpfWSNCHasI7ZZiXYEGgWrePUPVycBiDhpA4J JEvsNVHQReu9X8kGH+5aoAMALhC2uD4AuNizsEke/1ABGYBkHQKsZmCxQ6HdCnx5A9jt3HAPHR0K M5efF8eBuPCV0MNpJVyHQArhgVUDAPbdgBwAC2TXA1zE1VbQbQCYYBYEn/WQH0mMydZXQgvaJ4F9 AqVgFmoERZaUi5OhlB4AGeRQ0QwqAfDASTEyZNSPQAYpJE49bjXkkUgmGZRkMBbp5JNQRinllFRW aSVETV6p5ZZcdunll2AGtiBMmoVp5plopqnmmlU+wGZIWUKJg0z7lUBSdVrGyZGebzrJZ0d/9tlj oD8RKhkMJGWHHGPIMddongCAEICSM2nUAnEmYGiDaAA41cMGfI0pXX59lVafQIgadql9JbbV2kBR Zf/n2H4GWbjRXDewQMGMlBp6qmwVqLBqD7YSVJoNDBr0H4I9qPDqXoDZOdWlEGRKUg12LjDQf6+d 9loP/iEQAg+npXaptj2YpVUPSwGAg5FQGiooXfJWVO+8SN1rkb74usTvfTGYMIIIFDyggQgjrDBD vww37PDDEFukw2kLSIcQfAN4GhxJIyJUQ3oaVPlvxEBxOTLJF538sEqBVdVrTw+sENposjlgGovq CjQnADeU9h1ZFmLoKagbpAveb0Z/W1AIIfwHQIcCOWezQFGtMFxMzF23wkHXafVzQu3u9nJRD3gm 0HvxYZjdqbPCCgB5eIkoUIADAvCts4mV1qpjHRP/5EIIjgEwFUFCC0S0czIZtlfRJCYr0IkG1Sfd 2DeBiSgALISkgVUWR6kyynWZt+XnoEtE+kOnP6nDCx48UABNClAgwsKl12777f2mjvvuvPfuu0Yx 0PT78MQXbzxH3xVw/NmiL19yvpRHL/1QgU1v/fU+Pan7RivC5MJt9kkNaUM1oNASRadrSNKBA0Fn At8CQVcC/KY6buGqXhH37n3IDdCCWbLKkEHMchoUZURPLwCBAkhCgecx5FIwYc6HKkQsxxnrMcgy 4EBUYJYD5Mdm0BKItGCzIvaFhTUhMEu3vsIgHmwnghuDCVpo8KAIYal5Rdoe8f6UAxNQgDzow+FH M8xiMx78JzUEvE9UaEWRMfXlclCjlxALNcUoeWVqatKh80iGvS56UYsI+aIYr7fFMprxjP9oBJsG JkWSADwAYTCIAQxmoIIRtC4mBRhBe9LIxz76MUofy8y6DjJBrCVEBAzcI5XA6DtGOvCPDXHkmmaQ mSg2RAfXAQCzFOKVAmgsXlWUSGwIUiyE9KYHdJNSC6IyAAEdJCowGZwk9xVKiZhlNwVBWkKOZUEp 8WAABoQLgkpglla2qJa+owAAzgeR/6ALIhkAwNZckiPxrEeR5REIp2ICS5Jo5QbdI8nW/oKh2QRt JgMgyynpdjmYaAuCMdnfQBAXE22Bs57WgYkGuxaWsRTkQTAZ0SwLMpwCaEAFNgpj8wIHkwN0jy11 iwnjbgmdZCHtat5zFVgyGBanFYYsGAX/AOMGUk59kgVUMXlNRQEwSOuUgKOokuZAviMBjQ30TCpp qUP+M9KHIFIEP0GkTBbgAWYyT5s0iw2BekCYmjYGAHl7zNfO+Rj/AEBA67wqU4lzH60Rpi8kIAku 50kSc3kTVIMjyHUkVBC3uKUgZunLXq7Sg5sSpJoyeYAJxmoX+BktL6fyCgLQElZ3GW03exnRRSHk FOSwhZeGEexJ4LOBVOmAXI8hHEnAYlUSzGkAaCFIYhUCU0S5MipgyR+P7FpXZE5pJM8MSbsS6jnX bqRwLhFfSAbAVoWazLYb8dZPcJtD4O7JuFLaHABGwJEdqEQAlgQlJOE1OuRCkrWs5UgO/6LZRgqY YAadG8gNXiCCqwlABJ+crnrX26fssve98I1va+VL3/raFyMLACpXeKABENz3vwAOcEGUaUgBG/jA 9FUu5hDM4Aav1wPLdN4YJ0w5B1uYve5F2SwzzEXrPtK+HM7mlfITooE86lFX2rCHkTJKjbTtIITR YMpWTMuHIOtOCCllgnrQqqSoECLvOyCNATXkwMgsnY7TrZVctAPWeZQkRjVdkcF2LaP1xQZxtTKx slw/+9xvNq4yzOVeU9gAMpGUvXxernZVkzMH8SG/IghcDKNjjfI4zT1AzgIa+6zMhhUw4hXr5bLj LLvVDQLEKsh/BHQugThGAmRxDF0jOaNljYR4IfChoEBIQESlLVmIMBjBAmVCuzdnBKWFYals9Bmf lXJZquFM1rB6ANOrARM7T3UzUmVcY4TwIIGjbuCM4ey4JwOzgjLWG57bCROb0RMmYEE1g1SdyZTW 7VsyYzWjYQIDZpNkkz6qtJABrGKkoNqGApkgni7iIJgUZ1DivuGVrsimS7eWwvhO0oviLWF+U/e/ 9r6wwAdO8IIb/OAIT7jC///4gg0YQCcLAMFYF07xikMpBwpegNkYAgMQvI5BI0ivxUdO8o7woAEl oW1BXgDQC+h0IDMYjn9TnO+aD+m3Ns/5j86IZQA0QOQDkQFJJGAjGzjt5QOpgVki8Gly+/sjAXdY 1K8EAp8DfSGXK7HHoLzIpxtv6gcBe+68ji+VMDciOMgkoBeikhNM6XN2AgzLnYIsAiyEAPPpAQYE GKUb4D2jBcFMTDBw1Opq5JQ9EMGI9q7rgcQd2VXqH0HykwM7xWSTYpcSCkQqkQ/1rSH/UblHTsAU Cpxg4nIR3Y1LgHfCf8iVxJrAnc4X9+8kp+79vCreHRBavO+G8VHLpFN7wP968UzTbwBggFCHTwO1 e4oBLMwYQZCDoM8axCsJ4JiI6aIrFKDetwLZOwb6t6moOGB/PPgQAWDfG6ECwO7Av44JuDPNx9sq Bw/ivUDwD+30fqf4+hc/68MsiIQBAARXyWdBOwAAHPBPDLh9xxMBeRcR2ad1DjESZxcSNzYTETdI c7F6TzUANrADS6R3ADAB7SFpxPcYC9gptPZ+udcXOFCCvmeCzCF7hGdEqjYQghdaZBVhLgMDJJZP WnEdbOGD8oEWLZhe8pd4MDhfkrGBMNEAIBBlUGiCCLADNwYWdmIYdnIAu5E/aHFKo2WDPXAdE/A4 XGV/yWInDOAUsndm+UH/eATxHX1xA9lnAksxADYiM2mISFkoegNRLHbig5xCAGz1RV4igVenEIsh EZs3RmWTFx9IEu3xeGcoQHi3LjtTeSxIM7j3HfszhDUIfHgXZVUxASXwHUi4MZO2LNUWUD0Afb1l YpoELmm2M04heO+ic4XxAVe4d0BlNGjBNlolEMtCjHJjhlqTInHBhobhVwQheyJAAwVYEN/BIyT2 bDCxAz+lEMUyAGmYietyioUnRV5SdSggERUoEadRah+xMwBgABuwAldXiQBwiZnVhN52i4/XglcV ijNxAE5RigLkbQngITGRM8gnE2kohSSBFmt1EH4XE9nRgmEoE9OUXdnm/04ggHR2IYxJuDGGQYIy ESJkSBLwJ0Cx6E0rCBYWYpIxYQPy+H4niI0D6RR7N3hOOIw55jheIQPOGBMlhl1k9xGTgnQeMRIh IyUD9R3Y9BHOwQAuAQO8dkyS8QKn929IcR1WaHKWqD1H6R5jaXL/kYEggXI9JV1JAZU/oWTw9lt0 4ZU/4ZZ+Upbg9yWkt2AeASoiKDJ42TuZh5VOxySBOXokEQHfRxnFFF1seV+DCYEgdpgFEZkLwQNV RxIW8JUJwQMrgHJMsY7V5Yuk2RM4V5qomT3oyCY8gAIhZRUPEAEPEGsAQAGZU3K4uV6WmZu8WXG7 2ZvAiXC/GZzEaWH7YywX8lScyrmcFTESH8cCk8KZzDmd1GlKMsF01Zmd2nkQkQgTi7md4DmdHwcA Tf8ZnuZZnR2ZnOe5nsp5GjPHnvBZnJTUiPFZnyOnnsWTmvpZOdCzn/4ZE9XznwJqb8OZJuUGcJQp mfVFoAl6OwcKmQ16hRD6mFVCITAhIBb6flH5dpQpdpi4EY4Be9g4AHZ3KxEqL0I1aQWBewUBjWlh jpPBoFqCHP8xANNkFicBFxDVdNDjO/z3hJYGXDjAAhogiBHhK3gWEXUGEjDaEFWBRb12l1fySwSA Fo7FonDZdQmRAyuwAZPSFPbCby4TT6umkgAAVO43bX3xeL+Ce2PqbvmkkgcYogbhAC8FpOO2oiMg gQtJn1ypEG9aAmkKVS9YogThois3EyCUWV5BeG//ShIn0ZIRVm0EsAN/BxMr8Gw0eanihDoRmpdU IjNTAxdXgaMTwlU0pxojgFcxgZ1hyhGKl31ncWN7lB/VSDM9wAHxwaaO46ZPmCorSJXIiGt0ehAs GqQ5wKpjQ2wocgOKp5KFahCIShDZN01wQZUh5Cp0mHghAEs0QG8CkX0t0YyOJwIPwhxPKh/rIng8 Em4USiUA9X7vkqGVOj42cAIWsKwZQY2uAh5ZRgN4B1QBS2tZ9niXI5R7Z3dVUaIWcjktkT8BJKIE cax5OrF7mjh+SmnMKhDmmLDR2qKPUWd7l4Y8AH0284U8sAPXQXj8KoZCh2uWN64RtoI2A7AClK55 vkYcOgkACfmnMVKgaJIlv6YBThNbUqYRPHCue+FKO5kCIvlU0gQ/mLgCZsEAXqGwT3h/NNpzEYsQ FPthCDGkRTpsDtGm/3EALwB9MPC1Lwl5b7F7+SGsy3eNSTsbS9sDOyB7fGGOdJlum5WKaph3NpB/ tQganxp2hws6DwoSDOWdJigTrTgRsgoTifGzJ5q4DGEnUBq0mEuYE9qjCBqgASajoQu6n5sWQMu5 oDSg/rlvrLufAfq6sGuftBucAQEAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit14.gif R0lGODlh9gFZAPf/AAAAAB8XHx8YHx8fHyAfICAgIC8nLzAvMDA3MD83Pz84Pz8/P0BHQE9HT09I T09PT1BPUFBQUFBXUFBYUF9XX19YX19fX2BgYGBnYGBoYG9nb29ob29vb29wb3BvcHBwcHB3cHB4 cH93f394f39/f4B/gICAgICHgICIgI+Hj4+Ij4+Pj4+Qj4+Xj5CQkJCXkJCYkJ+Yn5+fn5+gn6Cg oKCnoKCooK+or6+vr6+wr7CwsLC3sLC4sL+4v7+/v7/Av8DAwMDHwMDIwM/Iz8/Pz8/Qz9DP0NDQ 0NDX0NDY0N/X39/Y39/f39/g3+Df4ODg4ODn4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAD2AVkA QAj/AK8IHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmypMmTKFOqXCkyCIAe TUQ+AYADIRIAF4Kw3Mmzp8+fQIMKVYgkwQmSVhAcvUgFA4InQ6NKnUpVKpAECGhUIQjixsYmOG7g OAEAwAmxO04SCYvhAdSCVZy+nYjjQsIPAZBIzCFBoI+yG6g0vAFAZ9XDiBMrVujiKcQbICI+UVBD b0EpB+tixBEZZFPHBq1ciECxCQAgEa0I2REFIZUEXhlGOQF68ZUmEQC42CrwpmWLUXbkUAiChkQk IAB0NWy7OcXGcw9a0aGgLAAJPg4uAeBwR4QdTAxi/z6IoMdCIQ05L5RifUR2iVMuJIgZ0qULiSAw iPxhHYBWkzgUJlEVsIGkHkNUxCAYExuUVYMVCijQ2kA4IGDREzuc8EB/ZRkVxITOaRTEA/MRRAQA U0AEYVnYDUTFBsMRBMBvGp3YUAgA6CCQFTVYp8BbBzZUmUA7OHhFEsn9IFUTCVxgBYUoYoTECP2N YNB3IUUBAH0K5QAAegL12F+MB4Fgl0FRJIHEEkioyeaTCd3EkQykVYQElwtRMSNJXVGUhFiAhiWo WCYAkBZHBCqZ2poyACBDWHCm9IRYJyRABJsMBXmFFd4BEIEM0YXI0BQ7YOApahtFEJtDOSgQXkFI RP8QKkEsLFWRSxGg+lMVZJV1H0EudHYREkgIJhAThxYEggwaSWHsQfw9xF9ZMVwxGbUKAcFdQk/k xmFgDIFwlBU3YIUDiKKmO1UQJ4DgLgIJ7BApBquWNNOsB9mnbkQjAsBCihL18EBHOgyBEABLmGSj Q1O0uQNWzO0r8cRM0eCpuy4AHNEJLvT7L8VCURFgBO6W3FWkFPWZ0RIymOxubv+BLPPMNNds8804 56zzzjz37HNiN6XFnwv4/mz00UjfzCQLI0WRALMPPbEhCygnbfXVh03BAgAPuOyyqSAQoWbVVVnR 5lXCYtREErwV1FTaHFnhgqVY1213Ry4oR6NBUwD/UDRHINRUUBRs5u3rQ+TmhsGaeDYUV215YuAk gk2STVRZCsQkRXWvHqRhQUwi4AK6M0eR96d/D7utQE2U7OkOamp892LQVYSlQ1RULYUPMVSnI0Gm kV7Qewe9QCHcDflAJQAvWG7Q40/8UGJG+l7EX+MQFXmBu0kMZbF5C2mZbEQ+7PACACHsoMMONUjQ uRUAdM+QCgBYKRC+DS+x9QYmnyX/7BsRDQbalpAIqEB4jLFVQoT3hBzQb08FcYECEYIjDFQNfjUQ iKYWQiMQ6QAAKBgIqSIwOZUEAQEYwB5B+iY4iATtWQspz0GSgADrZKwiT6ihp27gvMHFYHEIicAE /zMCACJU5EX6GQj8IhaS7cguahnSIYc4ND2UTKFXuYJIsB4yBAw0yDoh2NtATrhCw03xjGiM30Y2 qJAm0KCGIPhfc2CQgAckbCQPaCFIyOiQIdRABTrooUCqUKF4DQEKGXHCEdq0plhdICxGfIiWIikR CaCrBtWxH3nANxII7nF1BknWTQCAgR0IAQkh6CF/COi2HpSLaaIiHCOPwMS7kctcrGTIIyPiJfvF gEMKgGFBbgeR6sWyBxdQTuos0rKK8AgAKoBTdYjHFT0qhAqU6VRZXkAs8ylkYRchJClzCcByLoQI gLIYDcSCQIw8DCFbG5/dppC3R4qlcXIyicBQchUilLVON2LRlTkHStCCGvSgCE2oQhf/ytCGOvSh EDWJBPwV0Ypa1G7FOQkIHlC1E8nxoiANqcyGdpK5tZMgORygSFfKUsWc6FcmeeMyExKXErb0pjS7 ZX8mUMuG9KssD6DBSVnyOBxs5TMzZUiR/KaQIomxIlVIzuhwSlXn8EegBMHBwEjSAgGY7FQduWpD kDogDAzRREWUCBBMpQB5IoQwD6BkVef6ExBAjjjWbMhTE9K3jyJkUoMSFFlQCKgeCJMi0FtIhQRJ EATkdSFMKIuiUFAWrBqkXFEgwoag5jNSuQxeN2CTmxgp2kaO9rQXUIDJqEZXldQuIjcZqkFUYCoO SeAFEhAjvTaDPL1SUyGJHQgLqggR/ybZtCG/JOWTwHWQ7SXECg/I4r6skBzrHMCyH4EMQ+Jiw722 Vot3lY4CDJaZ3tokItpVyPLQeCg2EoQKepnORFmUA8YahLJRwsh2YIqRmfSUMbqR7U+0phuE9O2/ D7mJjnJA3oIgAMEM29oDIExXK/wgAuEVyAjwW5YReHcgAmKIBLzVnw28QAEzBCVCfiuQKNDIvQVh wl6j8MOnxmXCIzGmRN5o34csQT6X+jBJXPJYhCSlyAtZLxoFsh29jm+UzC3ICc5qNs4kwFMn6AFp kfBEgnYKBBwwFO5oRJ3+hEAFMMxnR9KaZADkoAkKiEF4ElQWDZrXIB8E0xXEZB0d8P/nBHJNiY6B GwFYurDHREqAEsvlWM8EyDgVeQB/N6KyhrTKQU+iUrUGEtuRIEGrXQlLdSUdqFLjAAhdrkoUekAn gBatXBCRAJlobJ1NE4RjHQHBpC0C44T4UQUw+IBy/AoU7ZHNNxKhcW0B0FZjiZGPDBFt3rrmNa8l 8wE9ICdBOjgQL6kAIe7iiJZUWBEM7BokEiSJDS5Q2nbLACvVPsEdFXIDIgDhZcoRm0UkrZHWuQ4A PCAtRsS2Jka7C9IR6bW1Wu0CIVeFkPAyQQQOexEpvECTArnKSJYlJMssNYMNYYEDpOgpRYHuyml0 rogAgOiCLLU/P6J3Ekey25Co6iH/OxjBCELQ4IPMZN7hq5BKpxKFCvUnAia/Ag440IPB4oDiNcsb hS3ikpIgTCOmA23LNUIDEJiLywoJakWGAMxNEROtJVFzSPJo5LZeQQohGIgQfpk6Gmw1grDZ+nc3 knWcGLYi2orIB0Owgd8NxFSdg5WKi1ngqqAzLGQpgFgcHpEoYM805FZIj2ogTC/NnCDpZQgSdAW/ sqgACTv4dkJqrhFyhUUBBTiBtvcOFE6ZKgEf++biRV+DEJjcCuVLfHkZf251BSGZ23NX7i3C5osU aaJ9OQi2IYJJaLaGCSrguS6RzBCX5J32NasCu8pygh+kOiSBU4jpGn+0n3Jt6le4cXlJmnwSDHAW IesHwezBb7W1Wuf7GOFJV9AvSWdQYJFMQFUCW6Z3EKFwG2FaEeABUgQCDMh/BcUuJpMbLpBO8OIy HpAB5zdXVdAD1VaC1fYAAbAAymGCLGgyOxCCFhiDMjiDNFiDNniDOJiDOriDPNiD/z74g0D4gy6h ABU4EaQShEgYgy4BfxtBAwoQINyXhFIoUjPBAycBIbZCBBrAPFPYhSulLS5QhBPRA1dnECJwVl6Y hgoFZ8UHEtAlAm10PhakhnR4UGCYEtoSaNyCQuNRh37IEFKAA4I4iIQoiEAnKmyoEhgwhxEBBBHA iH9Yh1bAJktABOcjXQqxBNW1TYxDFVZgdNaRVA1hGi+xENvBSRNhBYsohpEYg1YgME84EA+GEVJA AxBASiIAAi9ABKyIEVagARCAMr+YYQl2Gg0BAhHQizuiAQhwiK3Ig9qCA2RDA3D4EVbALrkIAB9A iEwoEQECAiIQhkYmFxSBA9WoEP8zEYUTEQQQkDnPqIOaaIw2sXse0XVlZB3E2BCqaB1W6BCqmI/S sYoL8QIIAIMYkTf9+I4yOIzOeBDNFxIKgF0DwSZGgELgeJG5KAJE8AQYiQBPuARiOIwz9YuQaGBZ AR/f9hcAsAH7JxAWF2IKSXsEKYpXkAJtmBBudTkYcQLJaI3kaJLquCkYQIQRUSSbJiYk0BAP0CAv 0IdX84nVkUZSaR0lGZMDMZMRYQT0mBAfhDkroANvYXi3hoYNeI4+GV5DSZNKhwB690VKsCkZ4CkK sTktBAQKII46MwU8sIV3SYg9oIxHAABiIYgKgAGC2I1AiJUTUYYOkR1VQAQ1QAH/HFJLjOlzCCEF GmOOFFF4/siMUEFd7igRcFaVC7FUGfAkJ/KW2gEARhAaPQABpCkxVjADAAABiLmOFnIQU+CEZQGQ PaiYXPk3GZURTBBoVacQJDACybmcyhmXvKGZD+GIPrIDLalETuEAN9kQk/F5DWGXAJABN8BiAsED AOCUfDNtajkUI6IBQaYBHRBTd0YQk4gEQZAcINCQOAicCFEF2pSTPIBiDSFjESECM7AQzHmgyql6 0JkQNbACUQlWqeECChAEPWcRLmCWGUGQLaefiDEZJ9BlPIkRSgAAMaAD5ycCQakdFwqhNsihV4AE WyEFvWMdGSCRmyKACfFAnhID/z4AMGKpRDjKN+mBoQcRAxvwVAZpBZeYebfChRkBjut4izb6E7gy pS9wdxQRNL1BnQURpAchBRKQAQnxktYxpTelincZgipJopR3BSjKEEqAGVEQBDGggv3RZThQJ8i5 AWSjAyTwnER6EBVaEHRXEKoYmxzhEsbjTAqAcBSxFmMBACKQnvUBk4pFlBJBAlL5O2r3XGI2ECNg awahlTRAiC7gLRjwAqh2UUEgiNHVY25VBUAQA8l5A6yEA9x5HGKUfgZKohFAI1XAbBoUqAdRJMkS nlcQBZKZlEQgAsxGA8r4EIpqhKUYN5uYnSFhMbe5WFn6qQfBA3qqEErwG1XwRf9DQALCxx56aBBP wAO0MUUKkGWU2jMSSgMAIy4S8QRxWRbfsRWoh1JMxRH3whCamhZW8EXtMawMk19XMFGFRwI6ECAJ uRLT+hAn0qYU4V/06ZHSmGOWChHkaZ4acaEO8UEkxqd/AaADAQGOahFSQIlr4q41BAEWYAEZ2TEi KzP1aSpNeSUF+hAwwKJToAMqGCqG2REOmHEwgK4DIQXqk5nEihAlqqkrWQTOKgIY67GLqlhsKRE5 mRBTZqgBwk1LkLOSsSY4oACNthAw6BIGORG8+hBKwBt9AwCJ9wK5ChIP+aJNl5EYeZHVIURaBrOE uyZmay9LkDcQgKIGeWAPoXp4SqCjgpkZRNoEhXu5jUS43TKxF7GgFnu1WWtFyYFkISoRy7MAgbQe W7IQ0smvZkoQtYgAKUARhWoQyMYRlTkgcmWX0coQ4DoSVkBiZxQBPNC7VxCPnhK6vbG6DhG5tSp8 BcFn1hEB6+oQheIjHVsRnpsQ9VmbPXC4/1GxnVUjRBOhmkhAtQCAukgAAwbhArMbEYFYiPIriCuw lQRhrAOBrGAKAEm5mvg5EfSnET9nEkc7EtSoEK84v86KAX/rt7nYADV0AoI4rwbRA12rvblYmIMI BP+bEQlcIRoAjkxaENt7PzSQGxFgr+oCZ45lBUf2gMmFcVfQNxTsELPItgwrmQ/7o5chjwJBT2mE qEqXtxWhAJz7EIRRFqjLWNthvAkRtx7RNx38HOGqj8v2uiZBXfiYvZS7IxWiADNQw2VjKisAEqz0 AmTJdVFLqH5aFqfJELNZFhXQSKkzn5dLBAYwRUK8ECDwvhKxaUP7RTGHEDZpdVN8ESQrHf9Oib5l 8bUCoQHYegXakkdO7IaZa0b9gQC72DNSkAIf2xHsobywVZ5xk7YtPBJNkAL54R9A0GNaZTvQRARV YAUqQARBC71v56UdAT+H7LK6rAPmuwA0sgMfJkOZobYi0LJqeIkz0Jp4s8YGIcsHIZ4EoQEpqhBA jG2VrCJGR4wnAr4MQQTesgDvEQQ8rHTQrBEBrFc6wBxmY5AvcGc3sQAjQM/o279j2nyf2I4jXIdA DAHfixFSnD3pC70bsAEJ8cpNurVCwSZkyMC5SHa3+RDn/MkMkQGqWRCcOXwOEWc60DtB8KAWvSO5 axC8o5wwgMVXcLEP8ITbDIRI8EYuPRH/9kjQf7oBIxBJXZnRhlrSPuWki3ECEiACpqLJoiytuXkc EUABNFK/ZWwQaNy8xJNcyeLIVzAD6fwQU4ABJCMCNmuVEvGJHukCzgzHuoyT/DsQO/Cg1CwQusgv QL0vSOCs3OQR1jwsG6AARBBZDEsQb+oQ0rsATGCnZ32jR/3DpoyKYC3Q0vkCg/iXBXHAamG/BVGx NPNpg5gbPdut4Bw1DQJyBlHYHFHTqREgir3YIvGJ5NfKGCDGi1m9BGHZPdPYnR1BfozKAYsUPs2u UsTFqK0SVkAEEkpKFznREUHaBmExOHY1jXSJU8rLJtGpIzEDGpAvF/l+v30Y9SkCt+gChpTYu01s EOSp0kfTyeC4ISzbSLh6EiWc2kVkNpVYmK6d3T8BlTdsEQVM2xDVBAQwRcbsESfA0B9xQhwyAL5N 3zIzBZnNPIX4RFbAA4UIAgXAPLUNUQpeiE6YFfO74fPbAafG4SBuqtVhzfL7tgjuM9t9kQcuiQwQ AxV+4jAe4zI+4zRuNAEBADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit15.gif R0lGODlhEQEhAff/AAAAAA8HDw8IDw8PDxAPEBAQEBAXEB8XHyAgICAnIC8nLy8oLy8vLy8wLzAv MDAwMDA3MDA4MD83Pz84Pz8/Pz9AP0BAQEBHQE9HT09IT09PT09QT1BPUFBQUFBXUFBYUF9QX19X X19YX2BfYGBgYGBnYGBoYG9gb29nb29ob3BvcHBwcHB3cHB4cH93f394f39/f3+Af4B/gICAgICH gICIgI+Hj4+Ij4+Pj4+Qj4+Xj5CPkJCQkJCXkJCYkJ+Xn5+Yn5+fn5+gn6CfoKCgoKCnoK+nr6+o r6+vr6+wr7CvsLCwsLC3sLC4sL+4v7+/v7/Av8C/wMDAwMDHwMDIwM/Iz8/Pz9DP0NDX0NDY0N/X 39/Y39/f39/g3+Dg4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAARASEB QAj/AMsIHEiwoMGDCBMqXMiwocOHECNKnEixosWLCcOwAJAjjEMoHSA4wUgSIxMJGqY4HEMEQIku JWNSJEODo8eGWEoAQCIT4xQAN2Xy6NCzqEANPIp+ASDFaNEsQIsekeC0IQueVQFkqYoRCwCuR1hw JXmVq4aRBEkAWAuggIUtTnMQlfkz6NiLS5n01CD2bskgEsbI3KLVr0SQLoNY+UJwCxQeEGwahMLU sFIeACTQcIKFYBgsSNSmtNyTDAkJMCfr7KA4tUAvjyPT2Eq6dkPKTW3r3o3QNGrewHnjDk48pm/X xZMnH668ucDjzqNLn1xZ4JeaLDovDDNVg5XaYpAA/+gAhSEZKSGxQp/Ovj1BFn1lUmYcc6pgmUtz u9/f/Mhcp2GR5NV9RnnF34HKTUVfTCyU0JNX2tUXGIIUSkcGZhoQgZxnUGyUXUE5VIfRegORMRUE PHx3EBlWYEZehTDGWMZXFoWo34qnbSgRjTL22COPJPkWg4glAenjkQga+RCJDNlYkZJIRglcGGod QcZDWWggARRMxuTkhQDQYNd2GwUh5ZlGkQGASj2NIYFeMSFlFAtJoWnnRFZAWV98Fi0VYVEG3iko RF9IcIRMXqxZVAl8jijnoJAu1OVAU2wEAQtHcJaFFUjINZ6VBYlRAgReCHSSBnA1NIZ4L5XhxaVi HP+UBWYAsBAEElhkAVoQOknQ0UFORopmBQAYQMMXOV6kp0GPyiQGkQot61CIP7BVqrDYRstQoAA2 ipC02R7oFZwFVQFAFYaBO1Bee9XZkLoYcQEAFQAsIVAKPQy0BACxhrsfFCixue1GNIh3I0FfQBYm Z0F5YQURogk8kKikCtRFev0ulLBLOvrrcYaAAvAnRjk42JMYhnqcLcBgeTtRFwAsGLLK2ULY7skp y0TDfzTbSfG1CGGxEWtWECgQFk7UBAESRpO2sa9TyFxGF1PwIAEAPEj9c88xdsAWAALQQBK8yZFt EANfr7UB1x6bTZzbEsm7YBITrFUCGAJxkcJaL7LGLd0XJpQguEuCA91cDyWQgIJLigtR1BMxD5QE AC8QlCi6ZTxLhd+cd+65U17pBEAKXFh8rs3NQU5FouUJBARREwAxEGV4f2777bjnrvvuvPcuURgo kvQqERUeAUDHEuUggdT7kaGByRe96u5uATpFmHsAqDgnVuwxwXNPiY6pVgtjPhi5UTyI3R4N08sU RmHtLYU8RhATt3VFmOULY57tR9SFBCS4UoVM44AHaG8imGkdtpjjO79MqoEfgRYEIfLACcaEgRas /6AFa4NBv2lwg87JE7kqIr2qFEp9FjFNCZoGwvZkryoQkJhFMFUVOrXQPW9yyvtogxEaoLAoGuDe Dd3DgopVZAwlYIDhSnMBRVkEMzIcYpTgJpBgUTBZO5Jiz6iYkGB9MCJc1OKRwkiQB1rRImQUo4y0 wsLeYLEiZ2TIUpinRhipMGMWMd7IvPSbrgDgUHV0DszoWJKykEQCB5NJEFwWyN2wzyl5EiBGnKAB p6jpgI0kjmke8IASELIhmBFiUV4VAQns8SFSAAACEpnJ2nzxWxABzPwgorxZGoSLcWzlRWCWtgU4 TlnvOmUhRQnLiljBAmkjwAh1GRx4+VCH8FtIGv+ZeZASpMAgXPBAC2pjNsrMAEV49B8EGJCqh0xz IS1IGwA8UIYU3EBf/KLmQ2Q5IhKsEJISnEgt5QmcZwmTJGcpSQkAaZQc/JCflimBmYySqCVWpH5O EQlCbQPFMvwELRT5XwC5Ir1wQgSJCMDcRHvyBYyKigQOhcg5LUPFrXVhAQDA6Eh5s9J0zVRKNfVL Tg8COTr2gF9MAEDtyuAB/d0UJ1+LonO8xrejuieoXysIvf5JGizsbTzaEcML2EKuIrDlBh51qm5q MIGBgOFcBEFdcLDggQ4MtQwTKMJAUiDXGlxTIEWAnlj3yte+brBSa7EVEo4wWBpoAAAo+qSPwhD/ BK91oGCEPQIRNuISKUjSTlOoSa1yMNjCqgVFVC3OT3jQxoZsAQL3tCMLJIDJJeUSQa9iQWkZ8qrU EieVtoyIYRHUAUZSJFFKnY5aSUIECFy2NmN4oVEU6h6IFiVP5YvOlpzyTN0Y0ikAKGd0uGWU6rGH BcTLCibVspYCYCC0FElfVaAS3eQkF70VqS57vFsUNWm3DOSFgWIxwoNKFmU+7lFTcC/Sgf5JBwkQ KNDxguOEaF6EBR2YbXScp1eLjKtCeRqwbifUnJawYL8FmQIEOgCTVCqQQl44zTK3U5OFDhCL4mFB bgliBQiYEkZd2EKusNBeg5gYSWPQsa7uG6NXKA4kxzvuMc1+3Fcj35DJE3VyIKHcSCnLk8ottPJR scw7Lfu1DFzunJf/v3yQMFsHYmxBLVskkKLijMEJlA3s12gwhbCOmcwNSaUOOHJch4i4BGHtiUaV nBAvaMkBM8ZzfDXQ54dCgNATEU9KKZInIiv6IkTwb1EyHRPoGsXTl/YjV9Q7NvhSRApUCfVFuFsU 8BbJ1BM5QoVVjaeotNrAM3FiT5CgaVpfJMMlQdlBSwI8XE+EBYz2dVEwQwQJH8QKKPFCAuubrAZ/ 2H+j0rCylTKFI9DgUuA9gqULMu2KvHIMVjgCD1gwATodwQqB3rZtyFhu87wxi/J2zkrrXaJ7Pynf +u4JZjLQx5jsFOAYqSmJ+A1MhJcthf42CMPx7fC3SWTME39XxZGL/2AAkAAJVsgCY3LFhG+H6b53 PkjGp3DYDEEhCzDpQhak0F+Pa3vjEHkVDZytEMrEYCw7mAAJEn0QjTYa5wphV0yAR0yMPLYnJPAt 0t+TA3weXSK8tqRyp34QVveEvhWRX1W8znXTEV0iHy9JDp2yyLL3JoZKyWdFSGBsi3Sg6m5XCITj DRGrnR0ixvs7Qsyc9zKshwwhEtNKEExiJBqxIGFQnks4G1kkrHY8TOhzbe8TVBLwkCEsn24ZMs51 LbttDCRgAARgbZAQqYDiDiG9qt9cxoib8yFPj0miZCpN/AFAgVtobV+DkLafJ7whzu0JqHtvkZ98 7Xt81UkLpsBzlf9u6+AFAXsxSWKFG8C08AlR13ur8kiGYJ+aX5hADcpArySU4QspgH5WGiJgoxTY IeevJgDcD2YA6MUrcsU78mIv2LR/LLUk9lR9DCFC1scVNzAXBjgjRtVTu+MVJ7Yv6zcW3MFU7jZY yIZYPDAyqYR3rnIaBNUQGgEAZuJ4KUUGUCA6JEADkUUD5EUDrDQ2/Gcu/xdXeEYGqyV89Gd7CCFk PLYSJdAAf+R7JwZ+B5F7JVFpy5ZsxLY0TEhuJOAUIhYTP3F1FtFQVVgGZBcTbVdqVZEnX+gVfPdg TTcRWycVUjd1ifJ5McEaMkGFy3aFXzgQN4AAdQcRF2YU9pSGK6FhGXk4ehAghzXWAaxHE1hjGSm2 dg9hPAHEgoVHiRGBBYQBclsAYruRY7ixBTNmifJGBgkANqu1UQ3HH2E0Bh8gAF/DiTOlWWyRACVw gw2oihYRBkzgAQAwADFViAWRf0YhjP/ASIw9kX894AE1cD4POBD0QgUwgznysjnKZowyQYwUiDAT 8E5lEFRDVVSes1UCsS+dQY610WBfMwCyIx1jAFNfswAKCBHZWDdp435stRYTYItfFgalKHi6cQMA gAPAOJBaBI4HkQJ1w3pO4Y0C8SxyxYMCwYM3cFdlcAOzRpC94X834AGxMlzEEX9XAjP68TpwtY79 91YYSRDosRYvIDUe+Y/qtE3wxxYBWJFs8QKCmJI6uZM82ZM+qUZkcAVI4AIsQJQuwAO4ki1e0AQ9 UJROSQRSAGlREpRIQANO6QIFo5DFsZI9AIRlAAZOwAFhIpUHAgY/1QFN0GNXgBkShSb/VuA1NmAF RwcGU6ATLDBpyXFaKICXCSEePcCF+xFKEuEFJTABXnkgr6KIEtFgLgCYtkEYRvVbEOACMcIDE+CP BIEZh8kerxKZE/EqKOCYhsECoVkSPzFu0uEVTVASZCA4FUIDEyCaDXEFbbgb9ycTZ6WPylEXPdED HIAgWFkaE7CGo+mZxAYAfFkcMJOc6XWR0cEDlFlfulYbtFkVSIAC7lEC4TWMukkchEGWEtEEZRVi WikRLvBLRnFWmOkX4VMVk+UelscVIlMQi3MACUCcGOEC+Jlw6tSf/vmfABqg/8kVSECPAnqgCJqg bDGcXOECB1qTMaGf8lmehnE91vmG/8RRftg1MouzFgoAoTKBBL/pFFIwnuwBd07RAftJHD8xdkqS AheAmjHRlkVBo9NRok4hnvwBMkbBAdtpG7lZFLfpHr5ZFITBnMURpD1BlBehBf5XBjBAI5TjEExn HBDwo+4hBBOAkhYhHlzKHmQAAcZpbhwwbLvRA4+HPxOApM3RmRjRBRNgpvsxBMjJX/OpHGTgoLzn ED44AT/VndJRYyjwpQxRoiUgm83Rmmv6Uyu6IjUBqLuxBWLJA8y5kkQgSakEqc5BBi2REoBpllhV ZIWJHISJNTIqEFLgoH8JW0LQoWkTp05wdZnaI+dhA5GhTtq5me2hqHzpBa3qnyzgBGmEii2zemmK up62U6x+xauZpKxOdazU5KxRVphsqkXSykzQelPXGkjMulfbKkXZ6lffukHdqmjj6jvhqmrnmjvl um3r6jnpCnDvyjXtunHz6i/xOnX3qmNTgAQ6Bp614QVYIJRWgAXMWa//eXetW7ARGSKXBbEFTVAT w4moPREGbNkDUVkQXiAFaIo1dpGvTDirVjABHHCqBUEGNgAAY+oUXYACNtoQ4uECYUCtOvlTq0lC EFCaVeEFE8ADFHuyozKsTEgGPVsStLmnAnWoJAE8NkCQhGGyFDSkrGmHMWEDI5qHZ0WhC8EBjYp7 Xatb0fmF2smyQlUSROCcJJGPX0gYPwsREjo2V3ChX3gFCSa3GNGe1mONR2WhThGfI5JdVcG34Pc+ UEsRKloSXFsVTZmHPNC0RpFKMYGj6blgeXi44AO4VYuhF0e1X+g8jvuEd6ozHdC2CQEGDEqQxVWt CUEGKMABpNsQP3Fz/w3xU6pbei6rq72BAjClqRGhqDXxtQbxU7L7hU4wYpC6sGEiQJjBu+YxqgMh qROLgphRArWLtSK6FkeJBNoLYQDQs+O2vCNCsytSl2uBAgWjvTQgOnT2k7f4EOA7ESDLfOxLEWH0 vnwqvrA3v2D0RHJXRs77b/rLhnZ6gwibvwGMfyVhv4b3v8d3wPsbE8tbwADswLcnE0S7E0Wht1WY U8yqwA1MwQgcvpdJbv37wCCscSmEvxJXwiF8wuZnbgysEB5swi6sLRenwqDEwuFXwy9MQTEcETPc wzxMY5OlTo8lrL2Bw+lVwl1geQaKj8GKrFVYoEsjtGDmoDZQO/Hre7U38pYqm5xY8FMooLVlB5rV CyYYsKZVgRlRUJi4axBNUCuvi3NuehGpdLNpIjhzbDFxmpIFasUQAWF7jBB58sYwS7mFWKS7Zlx0 YWsx8bSFqKPog7YSsZyPCwCDTGvTeYyGvBCu5hQugKV5J7hFIV/KUrgTQUlfiASUjBF+exGk3BOx 7HazHBMaespVocpfuMnGUZsVwQIrSxIoIMoJG5voE7YYkbWPa6Jf6JuZXBCKrIWObJrT/7zKdZq0 CobH9LOlGBkGEqC0/Mu8ESEDBXdqjUiQvDqzhvk7G8EBaXoQW4AENnCVwJyWCgGaFovBvdsSPBDE hRevWACXhxkGVIwEAtSaaQqqaNlj0jYBnFtblwUGDooClrW6TeA1PfBW/jx1EmxWVeMCt+oSNoAE eMm6ELAFghkR6mwEYiopV0AELnBYa6EB+rmZG+1wW7zDELEC5YxAOhyMEnHT29bR8nt94pwQrlnB Qf3TfcXPz/HDNKwQvCkTxSWbaQS+P2EBl8ZLvQgBapyKCgEzgIxArTwQ57QCbHEAwMtPFKBOLjbB ClECa61SgJpGhKFOAEtNxMcWNhC3Y/9DW9VM1Zp7Tl4ABMi0FiBAZmHwzLfEELVcEq9sw4hCkOry 2CQR2To9xNunEC8rE5Zb1JqsTuXY1gBgAnmNRnlmzEUhyUKsgRNALsazFjgQj2yDA8aMA/9hLiI1 FmQTzdJMlnpbBG0NJxM5EDhgAr7zAux0ED4AALSN2g7xxzEh3S3sFGMQAnL1pCU5EKl02v5iPOXz BRTAjTb1EEqAAMH8EP/Th41dFUF1LdodO9wd2J+TXCC6L5XjF2EgBVXZbqGclIPXiKA51nAMADNw Au9sECyCBNA5AdnrsFlB3BR5BBSZO5DzJ6T9NQRoHGdJBJNGlx6SKqlETOJxFoDpBWf/GSEIvUQI 1rN+reAtAgAcMLwqRS44wBYw8Nz8xGw/S7cOsJ/n4Zv9qZ3zY9IbWyt5TZjrzJOwiaxEbRJMnRBC XXhecdQHATzpbW5Fi80DKWLerRBM6j6+fBEIxtihlicEHhElkOUUFOUQQQTyl3ccgLQkocwkQWr2 N9fyZtn5iZ643LeaW3FhSaCBvhBsG7gaPFN8jmmFLk2oLBEtusuPHhFqSxJyXRU2wN44JwRx7sqd LhFo/mllm4dh3shfjhBlXrG8zISCPN3cvGtfLSBjDn4/1RJ0DhFwqumSKacUhALgnIfCSykqS7qG auaFlrNpbjkhMQIJ7nY00ewpyAImpAsGjNfJQdKpN0cGLHe6C9zsOGfkDeGrrvrNaYaxxREGTeCg bBFnYVLRK+Ky1atoKw7X2NO7owI0XqACyT5TmNG0YODrg5zoH9zrEFAF7vjp3moAaxEAqg3W9f6Z 7rgWA3DrYpUo6mSS9O5CpyYCbfE1+y5PG3kD/mrmAu/wFIHuHUDMu5wkmp3Z+1HyeQfzGR8TXNDW N2Eu9gIG8ScQHmDaUIrJ/9sm8/TrFCEABt39bNljLkOVhNXI8lVx9AUxgGWwLwvSARivakIvwE8/ zdmU32VgLqUTkSdIZqTYnx/vF7SSNm9dElC/L+Q9Vz4fpcYeSE3EFgsw9zIRx19j5T0JAwUwOvtx 15jb8pSy4QF2A3hP+Iq/+L1T3AcBBm2tBcQB+fkdpR7xOpIfVN+RSv/H9D6pJivWjfkYusmhJkeQ XE8wEC9wTSlgkvui43kXVLmxBBQwBmRg9WAIAJKvHGPgAe/kFakvED4QAjPiAwMBOWe/y/uiTsZP HGMQfzeRXBte3O4ET7DvdlU+jsSfVrpPHPIyutk3AZn/QgyIBRMw9oyf/gvqv/7s3/7ubxEBAQA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit16.gif R0lGODlhuwDLAPf/AAAAAA8PDxAPEB8YHx8fHyAfICAgICAnICAoIC8oLy8vLzAvMDAwMDA3MD83 Pz84Pz8/Pz9AP0BHQE9PT09QT1BPUFBQUFBXUFBYUF9XX19YX19fX2BfYGBgYGBnYGBoYG9nb29o b29vb3BvcHBwcHB3cHB4cH93f394f39/f3+Af4B/gICAgICHgICIgI+Hj4+Ij4+Pj4+Qj5CQkJCX kJCYkJ+Yn5+fn5+gn6CgoKCnoK+or6+vr6+wr7CwsLC3sLC4sL+4v7+/v7/Av8DAwMDHwMDIwM/I z8/Pz9DP0NDX0NDY0N/X39/Y39/f39/g3+Dg4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAC7AMsA QAj/AK8IHEiwoMGDCBMqXMiwocOHECNKnFhwCQAPVBoSAVCCokeBVDw0gNIQSgMHGT9SnAGgiEOW Q1Q6VAJACUEhADI+CLGwxAAAQIMKHUq0qFGgDToalPKAIY+jUKNGTRgFBYAfCKFAjXHFQ9OuTX9c paHDyQMLC5EA2AHRSgO0Mtu+TemwBIApcSHafQKxCAAeeQMnDDlSsOHDBp84aIAXsePDQwDMeEyZ IUuXlTNrttLBAV/Ncf1iBE26tMAJSgtaAQAjYYkGEzvANWjWA0KWVkzr1lxigscOqV/Cpthi9u7j lX84kIwk90AkLB1gvSFZYpTFJJEsLzHEuUDoQNki/x9/PKhDk54Hspz8ECj59+TNMzQ5muD69gDg 66+suEGThU00cAAARFCkmAIMNIBZQlBMQOB+EFJkQQsM/WDBVwTJ4EBEJQRXEBU2AKADQjvkF+GJ DckAQBQIPeEBACYUFEV1EpVoE0RUOOAhihFKkMNAQdCYkHwHtVDTQ9d1oJB7CbEUBEFFSEASj8dR UQSLERFJUIcIWeHDFVTEdNBTCDGJ45VUCvYAVgTZYFteWhJExQUcPcQSYEOa+FAPPF0BQEwh9CCQ hWkeV2KBBVnlgRQHqSVeRI4K9ABQUxrxwANHFETTDYV2KtCEBz3gAZsJachhcJMCJagRAGB6UIme pv95mUAslYDlQVHYxZ5KOVx0I65GlvDUrrHGN5QEt+app2ZmNprAUH0WK5ETrHUFAKuCPoBCXlEs QRNQSjSRrGFUeNsEuE38qhBfAAghIwBOhPDlFYRKa++9+OZ1gQ8PsIiCDYhZ4cGIq93ogg06bHsF tePm6/DD9z4xg4NClVBEFRBa8YNdQnlwQ2P7DdFCA0JZIMMSuwU55RU0tXawQiOTRoWQV8AglLoF ifWZZh74ZtARFgDgAkJVACCDQFA0DNZARwCAghNXWHBBzcYZ5ACFE00BwJOalYgxQUYovNDVoNGE hEGsAhAC1Aj1mpsKMYDsmBUsNcDDuEgY6cDZV8z/qlsRJMvA90BQ3LAcnqZF1kFuDXJ0MUFTWMgR XRE7sDjEDhG2MuaBqYiow0ESy3lpUChwgH8AnrSzgYsNnlUHACSw+ujlcXrQaq0lBKteO17RA1+i 6r4s7bo9AQDWDxk5u0NJRkSd68RDGKdqsIuJUEgtMdRs9J5Ov5BfF1Hu0PbcF+q9QJyltxD2Cx5k /PDlvyfbRBb4HFELDnzdZlCMGvRa/KbxQO8EQhMdaEVsAykOh5REEeoAsDSXqZXSBJIrySguN3QD QANmQIT/QAEJOSBZCfDSHyj0ygPLG0gVjLSB4z0QMSIYSgfEdxDvRWZ5PbBCFOjkHYIUzXYGId9B /2JAFBrGjyk/YBXUcDLBLAnReJ+DiFqsVxAhNsQqMbGQFOY0ohd6pHEykNtApsASA2RPTjwgGUc6 pMYZJOspLIBdCzY3xhI1AHperAyXDGIVJejgSAcpwZse0puC/JEkh6RWFzMEvzweBn9NvJ6OJqKi FCqECvVzZF4sAgANEFF0ZbKiY0QpEBXxAAGk1KRgzjfKRqrydjQQkUBCQAMpACBTedGaUOiIGAwI hWvjc9ecYjQQLXLxlQmxQe4IIhaACUYHFsiNDdDigm1p5QjUsgkMooXMbnrzm+AEnAN20MOBNMEu JSinaarwohYoLQossYAlScMSD+BsIIB7UGmo8/8rIkxqUa5xQCQPoxVQLuQpeKSMW6rGkCkkhVlA HMikLNC/Lv0FNA4cCBW66ANnJkSAoNnIPUESgkEaJEh4CUoCeEAXrwikB62SZSxNEAIjJIQmOBOL 09RZkD1mxqcEQYG7DurKw+zuo6SqCAD+I5QFkOpSLwWAD3TwACs8YEQhYChB1NK+h1iAgaCZpERU pL/MjIynC6FJUhXamSh2yUg0I02vDGqQYe1mIxcpa1ZOMtDKTGEIPOiQDHgwUnaecTdI2MEMStCC HSBBr6RRzOUMAoUd5KBDOwhCXwtVwldepzDf3Mhky2fYroJTPUaj3X1O2xDO6NNefhkga0uiuis0 VOEpAOgAD4awBCLwAHYAyIERPZLG3ObgB70NLFBmkBH6QHa2ExEJLxPiUJNyCADT7dIEUP8CXV65 EncK2WBEniJGpNUmIajprkfWghCaINAgR60L8kJlXWYWVb0L0dqPJELeiKyGrt8DQELxaycARFR4 FPjIEwqQWoaIFq0E9ogSggSUIIyUJWtNCDtBW5AnBKFEfxlphA/DyoGkL4V+0959R7zKVBaEPj6I a0NczOK4lLggosGYXwAcyhpn5sbomWeKl7RiH0ukCr06noW9FQS4CvcKrnXrQja8suLqVglMhitz jTwRu2T3IFqRLUN6NeCDVJfLDemvRFaz34f4hZffsgHbDiJeNA/pUQf5oyXj2xALHFgg/HLXMg2i ls3W+M3tleUDpkYQrQDTIVzNWnDtvJD/GPO4IL2al0GikK4lWBIIMk6IX9pMaYOsViBT0BBQOsQx B8xAbhs5gANEPBAXxW5zVtjBcnLboaC8eiBztTP4OHKRGVvxNeoUywNsepAJaFUgqSztsOc72/cB JQEy+DJBvAdUg1yA1jMYThCLfIXISQAAAQBKhksNbSEq0CAx5h9CSgDWKpL7mzPC2Yzm/JHzBanM WQl1uyXCFCheQV6Deja+foChOb2XIlUIAseCUgLNCqS09Mrtl6egq9j6sMm7XvXdslQgY15gkep1 bkM05xG3qG99L/oPuxt12IFcoCmxHGmkIeJoguj5Cht5ArWGSritzbyKeC4IU1BeED4z/8QBR/M5 APgS9KEbZCOGZjFKJY04h/gF4An579ELwhKBj+miFNmxm83O4tWd2sQ7CNqq1ThOCFMk13LnCN1/ jdqoQznryCw7UKRk7HvDacVFGFBQTDtbmmggCM9VVmlofIUo5CAChndYCExgPKzS4JqGuXHoMy+F F7lLiVdgosmZXqym3RwFrPqStvKi06EkXTDWFsoI2kP0K7hploKil8K7ywEAbECuAFAA4MfOfHxd St0CGZUJPHoYfxZMIDBAmMIY1vyD0IRFUejXQKZvGK0kFQbbMh42j+QCbnb//fCPv/x3k67ynkgK TZjnfqyQLghxXIM0AATpggQ8AAKtAv8E+lFcHkBY6dJkQJEDdkcaSOAgFZADSJAuRTADk3IC+kcZ olFRCAFqHhCBjyEwNXcQAfIAHUgZLzBpCmEFdkFqmbFQJDgQoNZ1oNErjBdwJ6AbakEDEOEVIFiC QqI1XJEB1FcQ+gVBVSURFlBflAFqtJYQT/FlWtEqjWYzPgAFIdAqAFcCVfMBrBECkSRSoIFoA5F3 w6c1OPgYWvNo6OMuVsFvBPFuQBE3BRECX2FVXCEQEIAWPsBoYHaCIYAEMTZoBwEqmnECAxQCU9g3 GFIZZHIQRQMAKXBTRzIUDIAoeigQKQAAVmAzNmEVApYQ5yJzBCRgUgABiGgQJ5AqUhH/i1HxAL0j BEl4drKYi1OhYayoLEQhAf/RiVfwiV7SLrdUMwAQeavRhu0hg49xAlAYia4BAqDxFMlmAVBQBRkw hM+RibHDA85xhUABNX/0AGeDBJPyAdqmgRQBaiuYFzsXEVqxg4exGkA4ERUAhYdhARUgEX5Bj4jx FI+4FGx3GDTBjAtxAg1Qg3FhJFL2UVPngwBwjw3RKwhJGVOgACDAkPRhGiaIAxDWBC9CBLFEkaVx QvNkBUZikqSxERbjhQoRJA+gbZWhBCeAFIz4IhoEjgQRSwBZgjyQKiXAiKnCd6axESNIEEAgdx7A iEwJdihigj/pRVAgKgyJOVZgARymqkpP8ABb6UhVyRiaJDBf+Uo0kZQPZAUGOJWO5JIAdJNs+Up2 RTyxBIf4dSecU5JoNpIO4xcsaWQm+I4QIhpXiV8mMZMEYQVAoJBCcQJAUJgPYQVE8AJqBBSOKTcm sZHdRx9NEDS1dBBSEEvYGBdQ8CIvMF1S0CsPQAQN8ADcOHZPwAAVYH8GITAq2HJeSZPo8yIDaWdB 0lU61YoCkQRoFxHEiZBH4H4CcS7O/zhzavGQRSOc31GKEGE8CHgQ/qScSAMA18l8Q0k01ZIQ0Hg/ zyZ72ikQNCBuY1ecBRGdCjGJD9EAf3kFRBQUrCcQfgGZBFYB1DYoQQEBCZGeHNKDCbETVJh5IwZq r8kQtnSRCLERUHk7BYlmCkmbYdcABBoRsaSbqlEBw1dqT+GgBQFqOOARG3FpBHGi89c3HGGh/0cC E5oVXskCF4GKBjEFwaKfdmYFxdUqJZAqDZADFfV2DKGWHMajFQAUtCh38rmgKzoQJcYSD6kaL/KT lPekfpJKJjilVwCXxoal40NjVlABt9mTRhemYFp4D3GYjKKXEHGlTyp6LwYUfvemCP86f3KKTwAA AjhBjU6Upip2b/ThHU8xn3kCqAshemx6ELEkolB6p/JXYg5VpgmxliqGqDdagEPhATggN7bJoVBm gHSkmAZYMp0KqFDgma8ZmgBgASL5Wg/BFCNRegDwAq/Jo63Sm6VmVWUJZg2wAE7KEEuQIBxqm4LJ Zcc5XifoEMxpEDgBFJo2EMnafdY5Ee4YEbbUnDWQFrB6dILkESAgZgfBjgZRexCwoC/Qj83HngeR AmtydhHRlAthA9FKEPC5ng76ABAAANtYVwj6nYQ2KSgAYfd6dORKc1gBAdIYNf1JVDraFeLKZWKH EFITBRDAdCwRrAhBixPxFMdaYw7/laEOcZMW+oJvUZhGYqPNdwJmZKiYBgAGgJYCEZqViRQtoC5V OSAuCyUAsAAPS2CNKhBBQDIzQEdQUHZcg5RO4CAQiBBB2QBAkJv4SbTQY0KTAhh+2XxuahBJgFt/ 0Ry1qQCU+oIewADT1QQ8EEtfq05b62PfAoRZm6hWdJARAWpcmko+iZ9A4ajIlGRKWoPes4RzChQZ gBBoOG5FqpNBIQEENhQCgF2ByqjqaRDb9FEiu23kxgBEobKndS6WGJft1kiMmBCG+J6uBKdNEAPP 0pzs5j2jexCkCEj+2mMRlgFDcQV/BBS9129CZI0UIZ+0ax0Q4C5V0IUA8AEliy82/6Cc3UoR5zMB fqqhCxm8EPEDXSho4qEDfTg602QQISCdEsFK/FiYQnioEYECWNEuUcMmQlC4o0Mtc1YFKfABPztu jaSWAFADkkGCZaSZ1NsQnygURAAD4uEDlzg6PhAttQcUXPqCSQYCPFAESlAEPKCTOTAFVfock0ID 0PME6cmdenuPQbmnOSDBXXuT+8t7lWe7x5u833SYj6gED6AASYAQBNgCjMgDYGsQLUAAe7MQpbms zecVx8oU+tgQexGZWlm/6mUBO6IDEFAFF/AB87awDdEzUgc1VTC8DFdOuNF9LBEqAFoiA/YAKFoQ TwGCf0SO8GJ+BuHE3eeCMmK7N/93oANqSPCCu218FbO7rgjJcAfstP9KbX1kW8NrfScFqfgFhh4B UhBxsBJxAvYzdrZUovwFABpbm2Y8EWbYfVrzAvcDuWvWANHrEL3CuTPnk22bEL2ysw2xyggRJAOw vWMXtEBCMi2ww1CWBHVjlx6BBCJUBD3Ey3tLKzEKXauhAbkBy40GakABBKD6Rb71zKjMoiUKBQmg ASzmzMsVporsvEUWu7KLXywcFArgwnl6eApBnENhyfjluUDBAjWspqShpUUQQ+nMZfksE3DqSFHQ hQcsBV24biqxzwWNoFmJKLmrvsULFMiLL0Z4BRnwAFqTsNvaYt88EXAKAEQkZQR3QsACob358gAZ ULzmyMcQcJ4SYbxE8RheOxS62q3fu74C0b4PgxNHUNFXAAEXHRci8LhAIQDHRxkvnXwuDKWIIr8h 4BwgfQUGjC9akQK4dAVSQCcETVxBwbcy4bkBELFVVHJDQQRRwMIP7WNQQAIfqxJWsAINjKl7bq0b 8dYsIdDTeSG/QDGaVXmHAqG/APBtWPoBa1WVSPgYNLGKuCQv1vsdVryZD2JVSvDUKUDXgjEFa5Jv AmEDmK0wWnPUzGcBCwwAt6gSXOhREIBLKeADiX0FTJDRNRZvEKAukW0YNiMUUbDaQHHApPjab73b vN3b4BQQADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit01.gif R0lGODlheQFiAPf/AAAAAA8PDxAPEBAQEBAXEB8YHyAgICAnIC8oLy8vLzAvMDAwMDA3MD83Pz9A P0BAQEBHQE9PT1BPUFBQUFBXUF9XX19YX19fX2BgYGBnYG9nb29ob29vb29wb3BwcHB3cH94f39/ f3+Af4CAgICHgI+Ij4+Pj5CPkJCQkJCXkJCYkJ+Xn5+Yn5+fn6CgoKCnoKCooK+nr6+or6+vr6+w r7CwsLC3sLC4sL+4v7+/v7/Av8DAwMDIwM/Iz8/Pz8/Qz9DQ0NDX0NDY0N/Y39/f3+Dg4ODn4ODo 4O/o7+/v7+/w7/Dw8P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAB5AWIA QAj/AJkIHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3KjRR4iILl5w1OiBB8QkEZaMvOhjRMQQ Play9KAEYkiZFpdcIAIxCAacFz3kKOhhxoiYAj9E0CGwhYUcLpkE4ankJ1CFPjDUHGjkQo2PAn1E GJGESZIHJkz0EMijLA0aVxN6QDqQQw0OdD1MMMlkBAcdYH3wTHIhrtyhBE0YpTsiwo6mT61OZVLV MEIaUQcS+dCCxcAZD0qEffDiQlkmbZmU4Gl54ZEHZX94FmikgpEUEBIIzCFDIIzMQh7AKIGitUEO MASOEDJwRIogFCiArTCQwpGBH1LAyGDE+EAkFATi/0gusId1Eg8QCGQBRGAKsFIfyAiRwvv3B9eD 1BcI/ggKCOoxoQN582kmHwn72cdEBkEwYQQHBFGAQw4PQPAYE+ExcUSGAlUAgwwZKNiQCYgJ5IIJ BiXRmUBLibiQBQQtgZdBPnjQYHAuHkbQTQUlkYILLK6V40ElMDVQC8X16MJ+H5Q4JEFEeEDQEByc RtAMNDHhQ4hPQnmBSkBJadgLLVzlQ4I4EfElUJXFVQQGVsr0gWUwXaWWZUdssBALP1BUAHkJjdAn Rhx0pxAIFKXwwEJIQHiREaIpFEKDExGAw0IhsGbREY4m9BxFBPSm0KcYzamQfhSBoKdCR5AA1BIP DP/xmZgDBZHZQ/AJlIQHtB7UQg0V0WAVZRjQpVycDt3KRA4SGFuQTmBGdBalTNQQ6UBC5JpsQW92 epALcE0EK1059GqWsg1pu6u5BbUAJEUhvGtWBshqFVEPTjLhQgTIEhQEuxGNsFVBXyGEbkQcREsQ lygeRMTB5yI010E5GEnRwxR7lsOFxzFnUAgKD4QZQmhOdLASE1AGMcYHhdCvlqZ+HNTACwt0bUFq ItTDDAcR5nFBJUtUQ77KDYVCEQhN0O8I4SI0G0EtWNwjBkgnlAQHGvBMEAo0K0R1YjVW7bRBESSE QpkK6XABjAQlkSRDNRLkwwNEE4Suywgl8cHLA+3/ioHWAz3NEJcDmRDvqAa5ULdZFxiKkBIeZABs YiEntBNBdpnAt3sFPaijQi9wEDNbUoM+uUAmaKqREI0XVFUJSUCFtkATLD6kCbMPtMNSRNRA70Ap 1KB6lz603jYGsJeb+15dFsT68FWFYITsBDXZfEHWF8TCBT4E4UKvTG9+vUIZrJrQDnyNb1AQC1CL kLbqC1T+nvG3zCFCOQhZ/0AwJCCrQhDbnwAHSMACGvCACEygAhfIwAZKrGsQSVnzdlWRF3BsSPCL 4PUSVpGyNY8GgJPI6LqUrcQIJFMAeAAAAGClFQJgAX0ZCHwa5p1euaBBOshKAQwAALYxIQQuTIEP /0TChKclQXCGsdVAipCkENQghSs8TQ9cuCj4ZOZmrRldpFhABCiycCAuZAATCqOcuihIggJxVA2C YIADDAAANFThCnmAAqQ8bQYX7NKwBOIBDJjgZ337ABFmg8UhESFXzilK5XJgAkf5oGlPuhUdL8BF g3SFCPsBmIvIiJ0LoMB9uvLAIVE3vqgRJAQfCEHpUHcXgRxtf3uDEgcsEIIdVI0IULkABhZHQRGN ckcXyEALOJYDF2TAA9JDyK9ExC8oaeACI8jBaXoXAgxkwFmBdJEH4lQED1ggmoYqAmAwcIFV6spe CqIBEQMXgQ/MgFwoyAAGWlC5NGLTMEnIIEE0IP+RGwRtIITjCAsch5CAOsSgBNnBPzelz4HwMyIw WCgSqDOSIwTwhPpziD8TgtCMFLIgUJFIR5WTPpxMAILNqQgPorIihcyoIiFNSEMHJxAlPACl2PKW RB5KsooAxkQLHYiNLHLSQKmUpRdlwksTZc7d5BEiXBKCBxPig49uBAMlJcguK3JNgn1UMVoBzDOT yq1FHSQIaJQIEXxYUwyA0iy8yoERWjACC2zVIVhFSF4p0lWCWOsgiplTLjEwU4Pc1SDRrIgHIFkt nQIVTj0IwTOz5JCCHSRuFKkBJwXCun7VSJSDDIEElrqQW1Ego0xIwQgQUAG8MSQ7BKlYQVylEPz/ HIQFdZNkoewmhARQoAK28xeDTlkQGWS1ID0wX0E6mqsKlBRfI1iAdMQnEE69jQnoa1thbWsQ3B7E tKVTLQKkg4SGwHYgG5vtQh5AUN39U3ApKFkIcMDa4TIEBiAgqLKUe1tAFcSsA0GB7XbgWIG8IIQD SatCruWD4DpEwQSB3D2ZwFOCvKCpPXqaCer5kDvhj4YFMcHpCDLVhdDKB0+NyIUTwgNNvoCxLHII DR+JEU3ClW8dJUtDaMCXJYC4fkmwAFIKrKsZaMDBOfpeeRAsNxPEMn5SHbLVXnBY9QVZyghZgpGR rM39sGBzPeDAjx14hAWgKaYK/M+gBEKB9haw/wcIODMSDWgEBlx3B4XdHwUyUN7q3s+BgA60oAdN aIUQYZYhqKs1/RJNH/DABd8kYAu8OYIQWOABlfZACnZABB3McsJditIEEh2BRXsgmj3wAaTJmqNu ftPSugwBMnPYgxZgwMbNa2QGZG2BUafyBTkggrAu8D8C5nciMvDvk5AwwoeMVEQU6HNEUCCq5n1A 2hD50PhyMOeDDpCiwIvOsdfzgAe0jyAAflKyCXKEDFSAAtWuDQUKMDrvdglRp3z3CBw3Agcw4AHu c8D1/pyCd4+7iA4wd8A3SFDoREd/P4DAvNH0bBftcT9RMQHXCJKtoRIOj2YZs2Eejd617GcIqtUs yAsqLT8z9kVsrdkjWDKOxJZsc0EDqYFJkmDVq9zKy6jbOLZk3aAR8GVoZiHyVXbQtKiABc/DK8EI yvRTJiwBLHvMUbojpYMZCGCFbMMlC0rNRJin1D4vLpyhEu1CI+WgBnqhZwY/aR8Ae283LHChmDpt ggmE6JWIVVBAG8aDGgQA7AIRZwom0LjUHWSzrRGwUIEnxwEY6u0ZqN3ODpL1LpkLPsPDu0BoAGr7 JOFWQ9TMQQDcc/v8mJOhX9ZsWlB67+g0M7HHs0BqUHvjID3AlFrCy1j/P0Ai3EzkmFMJB8e3poG0 3ggf+WXzahBCXCtVJXn2jvFN6NKyLP96JaZxQpD+ewGm4AY6MGgSNgABAnDgOgLRQX2Q8JsH4HtI D0LCA7KKAwocwAHVhiFlwRsU8AA38CQlAAQ7YFB50n73J3tMIATzAQHZFxfntwMC1zYbUAEDwAHS pntH8BsO8IAuAhVHkADtxQLzBgHUsiG+oYKxskFcFhFV1xrJJRNtZhwccFwYIX/eUQIzCBGR5R07 QFsjUXFAoTkbgVkGMTE4cTUcsVfOo3QYoYQaYVlN+FYbQXcdoUlOKBM7kDsXASv1RAPychWYtBA+ MhHpZhAXgFoX8X0I/2ECbsYQm5YQaLURNJBibdNtDNGGBSGFGJGGCpFPbKgQF8CHFAF5B2F9BaUQ WLgSumc2ZvcQkeUDbHVZrecQgFgQVLgQ/MQB64QQHFBsE8FtC1YReKZZC1EDYigRQ0iJFHGJmUgj m9gQFUYjZxgR9BIBcBhhcCITuTh6I8AaPYB8XlMrsFGIJSY0o4gdgNNsDJEDTXM4CtECyLgQb+Ir I1A1xygRwxIEN6UQOFIRw8gEmMEa2xcRw5IEEiA+KGERQ9UjfZUEnccQsDMQXrEQibgSRCBwH4WE CsEC2qID0ige1yUR8RUEytZyE1Eb7UUBPCgQ5+gQOGKE+1QRiQY0Qf+1URUBAUrVMr/YEKoFUiRI EEZwkhBxWlwYW6x2EEAAbrTxANj2X2NIV6cmdRuJEM0YMEQjFFolUwmBcsg0AiYwAuyFPwkJESiz Pje3e4vjh0rgArIWAobDcghxkA4RAnDIARnFiGd3ECt3alZZTQnRkxBhb4nhJPfIOQjhEUV5lBl4 W71nNeziEYnBNy+pSUEAGKOjBDr2EGRSEGeCEIfmhzj3XXyjAzlgAO7TdSfxlAOBlibiABw2A8+Y RgghBDmgASB2dRw2h7toQYb5FAlRkUSGSyNgLlboEIMpNwt1mGdZT1YVOzVgAAoDcg+xGWSTEGMn F6WHL4ZjJUFDVij/VjFodnfLMmKpxRCvmVAlYpshAEnFuRBKwJg7wEiaQkM6pQMTuU/9QkMbI3VW gi5BNRANlp01OARow5gFQVYvsIvLwjE8oANHaSVzlmcNhp3wsYbYhWCIiZ7ockSaEYaJFTgFUZ/a qJ5oFpJWpy1klQRFRRQUuhD/dJAVKDiQExGYYZVEcHULIWwGUQMwVkQPgSYvUJd2EwIokAKOCD86 YTBbGSOfmDiJljq32G2a9JIl85LomUqp458J4QKV6AGVaKINkT+JYYoMsSssWqLiER2/FR0NeRDO ZRDRZhBIQAIUQB75RQEHqBFbGh3vJh1aCFJ/tiwHkwPlwxofIAMU/0BdDwEDZCqlAZgQ1mEQHXVI XdohRkAB7aERC1infcoQV1oQWVoQY5okXxqmGREEIUCoJFCTB4ECd5NidBoC5cUbG+CjLgJc/lKl FXk9PPBn/OVQA3RaBAEEd+qQAgQCThIES9kX39klOzBCBdagCoRnI3CmBAFh42OPebgQMyCf1/Mj IQBIEjNAvNp7wHo9RFA7s+qJsYdAH0BkOgCl9SMWEwaW9aMTmpQC1Vo/vII/zDlAM9BMnFdo7Nqu 7vqu8Bqv8jqv9Fqv9nqv+EpoRrADixFoDYYCKhCaBUQEO7ByKro/01MDIxCoDrQxI5CZBYQDFQB/ DCEDndg8G1ClPf/zAIqYIxIrpwIBIvsDHZSKEDhwsU9yBBVwKQ2BBBBQsurjExMhkPZxFBIBBNlo H0DQlgqxBM/qIkPAswpxqk+SATilECbQsU+SAxDbEEbgiMaBAQKrECIwta3BHhcDtZbBtBTxtNdj j4o1QB0gj9fzdjCltK2RsyZ2PWMbts0jMBWhtiLCAkZ5As1hA2M7NzEhAj4wA1oBcLSxACNgtDmi NybgVgIBBB4QhkvAAloBBCMAK0BQA8MiArwSoHEhAiMwAvIiAjsgJTvwADHRjUYxLYknuFKbI3Rr AnarHHirJRzLBHzrtzaFFEYguITrIj7wAYe7FTZgAlzUTcVRAy7/YASwMXX6aLnn6iLaFrICoQDi SlMCkZ1MIAMsax/gBgQxwQLIwRDMdnZpahjWCzwCkQAsQLEJYT45EBMyEIQbgQPVJioVEL0LsQGs kV4y0KqWETMroBywWrEJ4hJQ+CQbOhAqUEYZUAQDECACgWkDIAFMQCu0IrcjcQJWsgNr4RlEsAEm AEe6wwAYAAA2EMECwZ6J17Q4sQTgIxAiwAQPQAQDAEMCsQQGMAIB8BMSXDgKciuz4RkJvMDoNgIP LLv/k8P20QHREhUuMQMnMAEAUCJ1tQAAMD1J8gJV0wIMmyPKNRsbsAMuBAARskITey3mo5JxoQLS FhWYJEcAYD5H/+BCOFAl6wF/O6CxQNEpPXAhG5B3LkQQCbBC70fGA2HGV4GRs0ECXtzH1SHGnDIQ 5iOTrRGYsisQQSADX/w0MOBCSQBuRriwesSwjlM7UzdXnFEDCosBGzA7guFKI3kVRoBGS7AVOyAC dAsEtrK4LRADfZQB0TI5SyC0OIG4iQdQO/CwSfA9IVHMF9AB8pIDVWMCB7sRnkwbCSY7c+UBKmDK I4DKqswakmcf3bREgVMDGkewlltMKtBHozM5Q+CpVwEVIyB007sAwGJWBTsQGGAoRoABNdDKhuFj I+C5yyVKLUE7XDEsI8CvdWgZCkvLBTEDCzAUZoW1ApHPAkEE/LacxfYBFSIgz9hFzy48veuEAayx z/2cI0agud34XyhwRIiBRsQrVENjtQrShoRswAJx0xt9KyIwrmWU09cTUIVJPxgyPm2olWeH1DXr JHIMQImLubdjiiygBDOwARjwAB0wAd8kAkYAcoOkPnuEwTh7ARMgAR7wAKdWJlaBxNejLGQRAxhw 1R5QaiJgwUhnA+4bFy1ZREngO1e9AYy3uUZAfUxQBAd8PThrN2p6aROwAZjmuQUMzP9dElBE0MJv WR9BQLRDkr8EUQLoWxD4lqgTJJOQmxA50L9AcIv2QdkBVJgbHD+lSBA3bSqarT4vMI4DAQQZEKgP 0wHPHLp4fbSmx8EFgQJVKxBVjTYqHNA7EM1XgQIPoDA5UCwlzCuGcgLMsjHC7R23rTA+sAFIUQSr yRoh8QA1sAMgaxlF8ABZvCuHvQQtsAGIobicwWn1I2ECYQMTcKR+tZQ9gE4i8rv6+IrPYgIazQQm YKyWsSuUot8LfSRLOd3b/SoeEKg+IAE+zQQCTpgAriDZrCvmrY1w2zYf4NxJOMKX5QIi8ADfNANW +y8KgtEotQRQkXkZUEcjYuIXYbP/MKkCSHkBIoDiCwHjrifkhKniDzABI+DiTarUMtEDmjTYIkDW 2MzfRMGk3qE3GV4R32wYs5zCP8sRkGPlO07mG7Er/mwRXa7XFCwRQ9C2WQ7JFiFNBwEDaHsRqKgR GqvTF7HJ74sQK5DXElHbEkHnBiEDd24RfKsRScCHTs4ROWDkBoHCCSFIEuOrQSE+lN4zms2EkC7p KicRE1CtTzYSYQiJD56V1TqPI7EEcH4QRcBkCwEElp04BL4StZ4QrcuOCWEDt14RRYC5SnDYaTmu pZ4Rkt3mQalMCl4RZKW1gdjrv55ZDlZ+DxFAehMXjtjhDwHGCuEByzsRqjbk7iwQ/z6OFRuQ3gux 6wmRuhLh7ZUu6xOx7TRtEPBuMMR+ETGQ4cA2EfINie4+ErqKM1D9OH0ksBKaESirHKmuECfgLgsh YngeoGY7EeuyECqMET6Q6wYR7BTh6tz+LGH+EITOBJKdECbQAQf+nmY+EY2cEBwPEQU9N3uivxDx fk7NVwLx7woh5xBxBK2X7xFRzNi18H1h8w6xfjk/ET3gEj1g9CyA9A6B1NRLEavysqxi9BMxA6B+ 0RPQR+Vu8gCF8BPQ8AvxsxAtArUjEZXEBKWtECpeESdQrUUwFhgQ9sOS7gqhBLxcEVxvmF+PAWzN 6xWN6T5r9gnRJgYBmBPwARiw8v8LUetnU1qCvid5lAMkGL4LQdoPcL2XFfMQcaoUYCwqgOkH0c4E IQIVID4g8NnXni8ywPE+vxD3EwQsqBAD/xAqcPkk+OgFIZND0PlYEfb8MUJnESc9HRGIvjBJRbO8 qBLFZBCgzxA7gAFIVC5HW/ILkRXKAUHTb2IYYIqQYzuJbfVlcerveYoXgGBEn74WEf5MQARjZgJY Po0YIPSfG5oWTRFIUtEAsYTJwIE+UBBEmFChEQ8YBBI0goGIQoIoZlDEmDFhjgcvKNowoVGkixoJ Y4zI+MCHSJEfHmDckIQlxiUOESb5sJLiCxEzMe7oSLHGQZ8KW9hIaAIlxgdDiir/7PEgpMIiHp4m dNEiIc+MG3ReJXgBA1MlYAcO6ZCwSIayFE2wMKtRRI6ucZkkeZmQBV2EO1QwCUJBBkEcK4rizZgi iF0SOxRmUFhB5ogPiwdC9jkCR8YSdhEnVOEYYQ64OCoMHpgjRdERqClysMuEgsIdcPv2DGybyREQ RXvAxkgiNoceCZHMvjk7yYYRTgfmZYlzYsKlFK3aLTJW4YiSTHZMVxiDr0IXfxPu6K5QSU+7EhUC scnEI8YPFKVvzzg1bpHqCHMOrAG8rcZDaAkPviJIO+tii4giEZBiIociMPJBN+pcUEiECSnKQbS4 MDvvOvkwSkJBkTbICCiZEDoC/7iZErBwIBgQJKwCrzDKwbWEYPBQIQpWS2gDJHySQQHnEHIxoQxS QI6iCmBKsUmCkBDOpwZgUKgzimSoIIMhOdQRIRQpfGBFgpJIUiQYFZqRItNu5BBIharEqAICB+rN JxIkSygJ9hR6gIT+EpJSpP6UMAGDEUzo8AEgBiIiJrBEJEg/ik64yC0zERrUBw8yGOGFHVqQgKAW LPXJCKIIGuEh+ySlaNCB/mRiiURFOKFDAx5lItJNfaKUiR7So6gDYhEyoa2EaF2ihQtEGKFRXonA wLKngmUC1aQyVaiGOweKcYZPR5hhBw+WUmIEra6ygUZsEfKhPvveVSiJ6mo4dv8GGkXKwQMjgBBx Pb1EIkJbYXskiFJ5EUqrqCVGcEEJFNILNod9qTsSIfMKrM4Fbgc64aocRkgCYIKU2HggWRMqmKIe EGYiXYLwTUjfp/r9Nz57QROpKoxiHMjShQeSuSiGcjCiA16ZCHblhOKjbssKKABBhl9TVvlXhJD4 oDUZYAhTSCZoZQIJoGO9szPeKKiABZixZiLNjSoAWwYZiiOICJSIwBLJmZJ4MiESVmBbBKujFlyj SEeoO+zJNvo2VrwJ6iyHqUGA4UuCgCY5I64ZtztMEoYcFAm4KdorobuD2GBqGZbePKEewkwohQ0a zzgIuGQ4IiG5KeItoSMGzeH/WIW0LYLshH2yICEg1p3JwIr6ZUlbDIygyIePM1ICxKyLQoEvIxaA OaGGEbIB+oToVWgB543PCK2KTIAfWaqcZj+h5hEaQn2RlJhARWZgsJsADTp60ZpQYkRAjGBgQz2Q 1ZhSdLo84WcmFWTC0MyyM43wSSEYjN1MgrAxKg1HJKGhSKFY5RMpgRAsdPoJBTHitA8iRAQCAssR znamwG2Edkw4HUVWMLkdyCk2N8GACb4zkCXkwAUWwFBGPAAzEZRPIbZhgf/iUoMJ2GA8Q+hXBjZE kSB44FdLCOBM4EKEDyTwKUqAItKINqoLaBEhHpgcq/KYEZRIzI5XqUm0xuhE/wyETIpUtOLAmJDF I4ILAzuYHBBqgIEOYA8jQ4EKDUezkpE10pOPUU8ExsiEGYwAezGgH6jc+Mmn+IU8wcLARZaQASCY 4AKRY6XD0si/B4xyBieQyQtMEANFKSuXZpHgmSQgoBqYMkLk2oAIXHVMsIxgXxiIAUIispIiTMAH IrgADql5RCJcYHtMeJYLLDkQL47Tk080JhN8IIERIEx57rxKESxgPAuEypg1SCQ+Z0ItuGHAA+pE SBF2KNDoiQAD8URBIWlkIoZ+cgLr7MA0CfICD5yzokUxF0GWcL4gmWCUHy1KBlzlAY0OhKO4RKlI LpqwBO4gA/WLqUZYkJ7iUeSEoC3NKViSoAAUHZApAQ2q6hRgMU3K06hJxQgSEtCZpwJqj1C1TwJg U9WEPACmWCUICB5gOqSyoKlgzQgLpMISFFwVrQlRggcMYK2M7PKtDlprS+6qERU8IH8DaeteMQIE C5RJJEA4q2Br9gC3DsSViqWJQeOJEK5CdgbLTOtXBQuUi6VmoYpNwgUYyITKQjYjOZhpQlCwTtNS ZKSrOlNiBZsDWNmvtadNLUJWe1uMGGECMOspb4uihBpEYAQd+MAfhUuQIYBzBBjQ0HJJVNwRgEq5 y13CDCbgAe5GUbouw4CiCrkTyu+W17znRW961bte9rbXveUNCAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit17.gif R0lGODlhRgAnAPf/AAAA//39/QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAABGACcA QAjoAAMIHEiwoMGDCBMqXMiwYUIAECNCVChRosGJDjNWxJgxQMWLERla7NhxI0eSAkMiNKkSpcuX MCmyZBkT5kwAMnEObKnxY0+TD0c25PmSZs2jSJMqTQp0qU2jIk8qbbpy5k6pRJ16hLpQaEqdMak6 5Ho1a06vZzemBVtSKlKxR81G9am16020dfPq3cu37967fofePEg38Fa8Y90ytRqUcVmncsuqJXwy 8tLBdtke1ku2sVvLKOFmRoz4Z+HRpQ8rFpyasuOCp9vGzsl6dmLNUyfHXf20de+anbX6Jhg88F3R hpMrX/4yIAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit18.gif R0lGODlhTwAxAPf/AP8AAP39/QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAABPADEA QAjUAAMIHEiwoMGDCBMqXMiwocOHECMqBEARgMSLGAVWtLhwY8aPED12rAiyJEOREzeqXMmypcuX MFeanEmzps2bBVHiNKkTYc+dH38aFAr0IlGCR4uGJKm0qdOnUKNKnWqUKVWHSTVavXpyq0+vXBNm DTA2LFmwQ9GazakWadu1Wil2lQtX7Nu4MfPq3fuyrt+/gAMLHky4cNnCbukSHnuYK+O7ax8rHiyZ 42LIja9WRrzZMGbIZjtfnvyVdGDRlD+bBoxacGW+sGPHnCu7tm3QiHMXDQgAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit19.gif R0lGODlhUgA/ALMAAAAAAK5NTf9zc3p6raOMjKOj1v+ysszM///l5f///5mZmZmZmZmZmZmZmZmZ mZmZmSH5BAABAAAALAAAAABSAD8AQAT+MMlJq70464S2/+BVAMCBdMlADoiiDkUxzINLKpKyomE/ qQDKiBQwSQ7IpHLJVAIHB8Xp4NMgSDfTacvtdg0ErFImw66AisCAQJCCArfEMMA5mQ0G7xdvCMDv ADYAT2UABA9hZoqKBgoEPEEphngClZWUlpl4fn9mf3ABYTYBaYumiw8GG1cAfQCfAp0CJLMAAq6K oHADnae+ZkZVFggqBqZgn7xrCgqIbGyIjo4En6YFwtjZH8RZVAWJAAUdQyTB2iEIfzgT4FNN7/BI 1+cerOV6XNSDBzH9/jFI9i1Zk4AED2HkSDzCx3CPgVhhCBTopQgIG4qmBjw4eA8In4/+CPCc0JHq Yx9OpxINOWAREcZfzA4esRMAU6ablkBRe/nqlZ9X05gJZfagKDUgitb1sGfsV6tYueB8c0qVBD0P BwiYZFO1q8GrYMMeMTNAVQcdamSKzTaxxgR7Cg5gETSoERYUOqis/aAjEI++ABDE48fPHxA1CXTs HaaOAuB1gyM7CTdvcQVydOpseVWgSb8xAKOQ6IykbMESarUd6CSu4Zc/pP3JK+ACBg1egV7ppQeO hWbXDfGUU9ZT0ZBlngjW03ENcAK5CoF74fPTZzikg1aQYzM0laNdZpRKGHItkRQ+JxI8IIJ+y0eU i4zNOCOI1LNnatQUx1I0T4UwJqj+UJNJJt1C3SbwLaITZXNMswZxPN2wUQamkWATThgGEMtL1YRC BHZekTDhNgCkgiFOGhKxYS5E/EQAiCF+5cNhD3zSSYrFEQBVVDfkp4yP+WVHxCKpYQOHjr48ZKMf pcR4SpFhpQMGLSdRw0yETkJp2VtTpDfTTIJtYUIBBpB5gAFnbqlmNm1QkJUba265HmedKHWYeHFm A1gUTzCD1Dpz5LlKGCzgJcaLgF2HRXN3cYCnoBy84CV0hiDwTwwuKBAaPzOcZRWk4x3Jw3bPSZbE pqR5k+eckUhgTxGlmjqYC1rSsycPSB0ha2TambNXIG+Bg8NIce0qW2mDkMZCGrv+LSasFl4kcups lyobzhJBDFErNoAVClwiAXT2D2GcnupCDKj5tRY4RUj3RSIwMBEDDYO8YIgovmqTUAfu4jNlOTLQ W5GAOkR0yLYZUOpXv8HhASCMWOB2ry9wvjHkDQw7tOB8i8ywXSmJmgKrEFhI0BgC4OThLh87KlTv wByXWGNXiIwoQcmnocYFFgMyRF11PEv1RLJYcOWVUTL9wcEKJnXBnkgfbcjhLkDww58jITaiigXQ LT1J0yF9FMZ7nEQ4Cw0siahPiM14aQEcXpuoCcuWiJ0gi4aU05cjP/akH4RmpLKBC3K88hBOh594 t4LWKQRxVTZrQIBoWp14oi2XO4nc4h8X5Y3lIo9m4OmFlu+oI09l3+CCfvpU84vbIBSz001l/1EL MnhX97hXI/vwh5JYtAxVdSdd7BN4ThKJMAZ91URRdZ0Uvx8cRkW0X4jLf6BQLac4HzQczXze1WJZ 2cIhLj7FnLwi2QvTQiu93KITKWmo0Pr6sKu52ia33Ld78u0Dywn40Dme8UxA9rvPfYpSsS1FAAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit20.gif R0lGODlhzQDIAPcAAAAAAAEBAQICAgMDAwQEBAUFBQYGBgcHBwgICAkJCQoKCgsLCwwMDA0NDQ4O Dg8PDxAQEBERERISEhMTExQUFBUVFRYWFhcXFxgYGBkZGRoaGhsbGxwcHB0dHR4eHh8fHyAgICEh ISIiIiMjIyQkJCUlJSYmJicnJygoKCkpKSoqKisrKywsLC0tLS4uLi8vLzAwMDExMTIyMjMzMzQ0 NDU1NTY2Njc3Nzg4ODk5OTo6Ojs7Ozw8PD09PT4+Pj8/P0BAQEFBQUJCQkNDQ0REREVFRUZGRkdH R0hISElJSUpKSktLS0xMTE1NTU5OTk9PT1BQUFFRUVJSUlNTU1RUVFVVVVZWVldXV1hYWFlZWVpa WltbW1xcXF1dXV5eXl9fX2BgYGFhYWJiYmNjY2RkZGVlZWZmZmdnZ2hoaGlpaWpqamtra2xsbG1t bW5ubm9vb3BwcHFxcXJycnNzc3R0dHV1dXZ2dnd3d3h4eHl5eXp6ent7e3x8fH19fX5+fn9/f4CA gIGBgYKCgoODg4SEhIWFhYaGhoeHh4iIiImJiYqKiouLi4yMjI2NjY6Ojo+Pj5CQkJGRkZKSkpOT k5SUlJWVlZaWlpeXl5iYmJmZmZqampubm5ycnJ2dnZ6enp+fn6CgoKGhoaKioqOjo6SkpKWlpaam pqenp6ioqKmpqaqqqqurq6ysrK2tra6urq+vr7CwsLGxsbKysrOzs7S0tLW1tba2tre3t7i4uLm5 ubq6uru7u7y8vL29vb6+vr+/v8DAwMHBwcLCwsPDw8TExMXFxcbGxsfHx8jIyMnJycrKysvLy8zM zM3Nzc7Ozs/Pz9DQ0NHR0dLS0tPT09TU1NXV1dbW1tfX19jY2NnZ2dra2tvb29zc3N3d3d7e3t/f 3+Dg4OHh4eLi4uPj4+Tk5OXl5ebm5ufn5+jo6Onp6erq6uvr6+zs7O3t7e7u7u/v7/Dw8PHx8fLy 8vPz8/T09PX19fb29vf39/j4+Pn5+fr6+vv7+/z8/P39/f7+/v///yH5BAEBAP8ALAAAAADNAMgA QAj/AP8JHEiwoMGDCBMqXMiwocOHECNKnEixosWJqEpkQoXq4CtUnkB0uriQ0RppDd3hwUOypcuX JNtpgTkQBgAZS6BAOYMQlE4dDABwowmvCc2jSF+6g5F0oA5vDmG4a/qPA9WrWAs64vLPV1AAAJKu QyERCdIICMACYCTwDKCscP/ds0rSEsuFozIkemjJwyaktK4YeziuSiyHf/aS5HAvbsFxX5p2muS4 ssJJI5N+GVfZbFI9rSyLNthKT1PPox+03HN3tGuEePa0VP36nxNRYP8h61K7t29aemQAmFN1NDcA IMDuAWDCt3PnAAQoB/CWptGXf/4+304RXguaZB3S/03aaib38wppTbk6PuErKU0voJ+fcMrhpFJe RaQEA1nFL9fRJ6BDRMxT0TC8JYXPEpbkFkQ7A0YIk325dSFLbQBIAIAn/2Qg4YcTWfBPWsGEYYtv WHDW0hVDgdgUN1e4NA4Woy0DR1O0VOdiS4DQ0hQcy1RGG1ImQLhjS+00l9SQomEx2EUAUPDPOkSs cRAXPEnkBlc0hcHlQ1w4kdAoQSBzjVokGUPjkQ7VE0lYSPEjQ0S5mEfTJLFIcwY6bL621FU88ADH oIQWWigA/VDVXp+vwZAOTfioMNEaotB0zRCMDkhOF1VMsZ5BXExRxRXXXKWIFJ6yZZB6nrKR6auw xv/q3BL1kIRaRciseVEcmcj6WiZWJqUICIKYYeyxyCKbW1Ie+FrZKXCeJs9DcyaVAwBulOpsQk1U odhC3JgBgBbGqOXJPE3INtAQjbVEBD8W/YFJS74kOBAtXBRSAFgDCNREE1+0uFAiVQTYWwhIuaHd tg5t4gZSCFdmRJBNbcBwQxY3tYwRllVL0xn3XcxQLFnS5PFoN1ACFiBJ2KtQLjecAZXILnlzxg25 NBTHvmFVceFrU1yRmw+10rzjEI/kBgeHTelDBEWAUGa0b8Us4chEe0AxUTBVJAXPDVNnFQcoTVUR DEMRJ4WKGGFTlcunTaW9kBY+wgRD0W1jhQrcLnn/2BI5jmxVw+CE51CII1Lnjd4kjhSSA+GDIxH4 iXFRAwcSADC1S4yKz/fKGfDkNgolvu3RwrIPKVIDOZ1HRE4NikR0AQDy9eY3TXM80jpBjxB31O1x TUxVxq0Tj9TGlmES7EuRRgQMR9DnnKkK+NC0xrzP1XBrQqJkMAxBXHRShVrV/BPCwy7tYVpFXAhs ET9GeGDGP0GodbYZ2RA0TAaVMoREDXmDx8mQwoNvOKQGj4rb7lziiDo0JRMAWIIE2XaQTUiwfk0R 0QKPkoZbXMQYX7KIESxxkUwQIYEbTKEKV8jCWEEjFzCEoTIsA0NMhOCGOAzBH2DYQrg0gWMSMQIQ lF0CDTtJpA7966G7jNSSevygIibg00uYpESI3GJ5R0maWrbIxS0uCiZPrOJD0iEpqtRgHQ7JwVWo KMaE/IkqT3FIC6bVlGa1USE1IE4s1IWUQvARY015QBAE0gkYPCNv97jHNTbAyEZuwBGJJEgXShUG tdTDGJm4hdZgcoWfSQSAMCmjLObgA7VM5R/bS6QjHNnIa0T/kj6x4FtEnAAAX8xhgATZXlnaRRJA kI4ivAiDQghBBEGAJQ0VsU9v+rEEeL3EDb5wCBw8FQYxWNOaYfBUybDiqStc85ta8JQUG+IL9LmE H0tIlGUY0JQalG931QAlUtjpGOFVbIHGOwrygkexpOQzb/+EyT7jwsaX3CB/u8sG2JY0Gi24jyRd UFEKx+EyknDDiMYBQA7gQZFO3lEWnJsIAGjgHApIITcKI8gKVsrSFYTmjg9pRUtZOhB8QEEPuZFA bU7Rh9M9TEowrcwUoBUWaRisMmoJhyx0FFTHGIMMwrHSJq8SjA1EwhzmQAg8zBGODIRhnE2FiTnC kIFwmIOj/wbBKjA2gAk67uoPLaFnWCdSjZBaRJcMeQYFYaKMbc5VIZg4BFK0cEiG4Ksp3/mrQsTw UqRwoW4KkdtR1qZYhLztKpI9SBUMlJQ+6KeyBkGHrpAyj64xBAulQAoCQKsQoB7FE6NtyBC0dREj IJS1/sObRXxhV4pgAQTvZAg3BHEBFOJWItDYgCAeipBqQMEEvGwKmopRiOM25RWyYERuSjAaXxwA LMLUoHU5uQmwkOEfX1DnaEqApjRgb7wX6ccKdgGWTOChn6+hhloi8Q8AZGADPEikgBNJCEbW4bZz zUYdGEmIAQuYBxsAgMr8C9vtVIG5EJHCzJToDfhUZBxL6P8NPDz8kkSkVoWl+JZLpIDWyiigncHt XDyb8uJ64vcoAQ1bjl0y0KzQgLZIacAChdyUa5DUMZu42lGyUdHOdQHBL3HEwiojBhK+pAAN6YQH UMFDgwAjF62wKlaWcUMixPDMXLghKx4CiGi1xBJ7rQ0Z3guRYUwBEH1QS3V3YQb/oLIlSWiJKDwA VolcwA4DaUch/qIW7hYjAkT4nkQwcV4J/eDSmP5BMRYCDZ6MAHUwwbJECHEjmBwHLINJRK8WUoxM Y3qDmTDnUfpQ3YdEoCkgsO4bm6IDzjJEB0xEyhcVi1eYpKWLyAY1Ump8XBqg5CjoUNJD4DDDo2wK vgJpRaD/XaKFVU9EGiG8SB86gm2DLAML1IjIN65wY5IAQ5gSsYO3y03vetv73vjOt773XZk/WLNT nvJUFayJaKwwAlVTUFVBWDUFWfO7KxJYX0MKcQHIvuQaFOAvRHLBAU/mOwm6jQg/ii2RYshSImPD txEKTRF9DHEi14iMS/Tg8fE+gwc0WYJ+3MFzd2gDBKxkJCt6fg89lPollvhjs6GBFHT44B+USEMa zoCFqlu96mSQukB04Ngk4raBTYHWBoJA9rKb3ezKhkkInIlbkrvkC5gYhtznTne6F8DiNDHHVEG7 66TEsSFSUdRx+46UvzMk8E0Z9lz5oUaqHPSAxj2KqEELgw0oKACuSflDrR1y66QgTBs1mHdQPayh +SUFD2R7SJ2Qggq1pFYfYth0G9OwlzSoBRQAyGxLyMD0iBCiNS4ZxgDYMFK1QOgQe98WNfqwUhIT ZBQrDUNq12AO+oJlE974Q3VuoN6WLHQih4idS4I5EFmwwRNqqbFnQBGGlY7iIFJYaR/S/00fKUj6 IdBwBFikUAwYHcTtD7FtF6EHumMRtxBuA0EIfYB7/vUKeHB/DjEMzucbc4CAEaEIG6IQzGSBDMEF RuBWLZEISbBhYHJ0ClEHa1Bw7OM7tRFiLoEHqpBlW9ZlBfFlYaZxTfEDOQBD4XAQ/ABDU6B7CKEK wHcRLjgaygMpZfQQzwM9XOYaTgg9E0E91kNncZFkSMFkKfRkSCFlllFQLlEkC5QkgVQZP0YVRNY6 aYgURmZjw4NPVNFjWGFP/gSHGvNyWKED9JcUOrU7fZgU1MB1jtF5SKECkZc3ZNQUhBgXuYBMRxEM lbZAZHA2HCQ9lSEKGEUS7hAeKYQCp//0ElrgdZYxBZ94EWTQDC3UDJF4Ee5wcqJBCT7QfRLBA8nH QlCAcxWxDjVgZb2BG2ChZA/xCE5QWHf0DE5QgA+hCgzACw7nGmdQCrnhC4XgC4wUYA52DwW2AXUA ZGF1DQu2AQ12jRAGAnNQApgzE7j4GsagBWChNVhQPQ/HEHVgB2DxB8igYpYRC3VwOufFifHYgeUF APiwDDInGrmgFiyxhP+4EGbQCWAhZGewh47BD02AgWFROwvZEC6VG2EQMkilNLKXkQ3RBA0SFgp5 FZ0wOGfgCZnACqrgCJ1ACTxQA4IokgahAzUQBJ2wCawwCo4gCoAwOKsIEzyAhwuBDC3/IIr8Rg1x UAN+NnEvAIwWcQVC6BCTsAEgiG/L0FtlYRFOwHYWcQiiR2/UMIEVwQ9PExElwHIXgQIkiG2AIJUt AQXV1hBQwAvCVm+KRxK8UIsHkQtikhS5hm1dQG5I4QSWmBBMIRlFyFrGYFpNsZiRRRWUNV6XRRVV ORCZSRKVaV2XqUALIV5IIQtmCVrvcRWiiRDDkJZHoQ+DCV9kwDRIEWkMMSNJwQsmaF2lIAhNkSJp dBSCYIXjRQ7wRhOxxRBfgIouAQVQVm5J4GskoQxx9hCZwAUSRRHGIE8fRxLBwIEQoQWUExFVoA0L 6QPp+BDyhUUt8QNhsAd7AJYD4Qjq/yMDmWGT/9AJMqAHeyCXAuGecPADPYgVxaAW6AACzWifBgEA NwAW5gAAIekYCOABACAbqYmgBZEBoQMAw2AMDiQacxACyzICFnoQV4AMhKA09VkZm5AIKzCh/3CS I/oPXBAMuXENg+QaUqAKYAEVVZCVCBoG7fBdVyNXrmEGS5Abp0AIMfoPwTAJbhAd//B9tWELaGIO BTlTK9VY1iVTWCoQdlAMtAAW4WB6viEPdQAWB6AFQ2lZKhCDc6UKKpCYCTEHYAEPjxBN2zEFARoR 5qAFEqlE1KAFWSURxgCjr9EEg2oRUNBuKbQMfsmnRyUaVaCUFrFaLGSpLiEKkGkZj2IgcS+RWCkE qi9BgKJxCKeAFOuQiYqjBWh0FKcgWELSFGK4O2TIUI4hA80JE0SqOLtKE9mAS1RBh0ixY0ZDrCQh h1chrDhmh0mBrFQBGZKROJ2DGU2xGZXRqy/hTgs0Y0mBrf9YsZkUkVIb5DAQMxr98KgV8aXSRE3f JAbZNAV+lRUBN6/B5hDIoILLKYuVYQZPQhJ4sDkKwQ0PgI8KYQkUQIw0EQswsKkJsQce4KYKYQbF MArG+hDGQKa1cQV4WRE6ABbcpQ+C0KEDoUwUEUvRdRGkMhHMdLL/sAl2cAvVoBZdgK4NwQtc2Rs/ pK8KYQdNMA9zIAb0CBaTBAxDYAdcwLIU4QRI+xD1gJEidBjekARpoF1g4SF24GFNgK8M0Q9GEKnc gQyMdAPVMLZkWw3feAj6YBA+YAbsqBZxYD29JxFkwKgUcQ8vMD5oYgsjkKgDoQ+HYGBlS7Y3wEhP OTXeQAP/ghABjkgTkSCtDgGAFPEAUOAN1NAChqlYm6CeMEEISvoQFVsREfB0x6UI4ocUmaB0CwGs LkEEfFtZ7fACV5EDGHYQc0QVwFNZhHcUPOAGsdC7vvu7vwsAaZt4x5WIVIEEDAADyru8zMu8bpaX xwUsTcEICkAobkAG2Ju92MsGg2IGlOoSr9C5uHVFTbEHfSBg4wB0QRcLiRQOAlBHw3tc7eC1JCEF 19kQ7eCPLyEFeHdcVVCKF1EPrtgQ0BCYL3EGn1VudbBm7nagEGELBmwRgoC6CmyUD2EEmlsRcZDB DkEIV9C6+DYCV3C5CaEKXyCiSCENKAAIz7YQ7uAIJUDCIfHYDDBUAzkUAjBAC7lQuFdRQzd8Qzsk p0s6xERcxGEVEAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit21.gif R0lGODlhTwE2APf/AAAAAA8IDxAQECAgIDAwMEBAQE9IT1BQUF9YX2BgYG9ob3BwcH94f4CAgI+I j5CQkJ+Yn6CgoK+or7CwsL+4v8/Iz9/Y3+Dg4O/o7//4/wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAABPATYA QAj/ADMIHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNiBMBxIEcADj+KHEnyo8aTKFOqXMmypcuK JgXGZDiTZkeCJXPq3FkSJ8+fQEUWDEr0p8+iSEkeTcoU5NKmSRNCnapz6M2HGAJArFlzZdeuBykQ IIhhgdkFFxZyvZpwwtiBFxY0cHCgglq2YAtGGACAgN2CFrQq/Mp2YQUHDQr8bSgUYd6XR606fUhh MmO8hRUmcCDQbcjCjwlWHthgAMEBnKVitoxwgmUAFDqzNrh2dlvTom1H3o01YuODoSFnIKz7ZO2X xJGvVv46c8rkLn8Pnim0sXTH1IPLjHkd+83utAEw/2gwvjx5m9+1b0/vXPJk8O7XF18qH/179dbV D+euP3v7zz0JJ+CABBZo4IEI7nfffLyhl+CDEEYo4YThLQjgQ9C1dFx0oP2n0YYaLscha/pZBJ+C D2bIkAMWjIahiA0lMEBpBWBwYYMIuZhBAKkJ1IAA0zXHYAauEVSBADw+4KBHHg4UgQARDHRYBjp6 J5lECygJYHElssQTcwGGWNWIYXo5ppg5gakaVWwS1yZQT725k3tyzslknV/eieeZ8u2ZJoWABiro oIQWauihiCaqqHdKLeroo5BG6t+WSEVq6aWY+nZViV12memnoCI66WVD3nnliDiqpKJXMJopJHOn ov+pqYWkvkhikxu1yuqtpZqoq6q/PtdhrzCF5imwvEI0gQPEomjqQxDUuNWwDOn4AG4CDQBBkKka VKRHEgiEAZDcPotQuAJJINhAC0DA4KoK8UglsSceK2yyDR1gY5VLrodhbBmUdqO5CekoL2nkWklw a5ZVUMAFCQCA7prdHoRBAUAuYIFA/FYY60MTk8olrmSW2VDHQZq8EAQJmGXrnwk5DAAEG2dQ1lk2 ptxozAUA8EDNGLS8QAI5r6kyQRYMMKMEExiEcpwjRTTAAtP+Zy9K8N5bsXHUorowslt/2LWsjPpZ KdRmr5Z21Gin3bbZb/tJ59r9qS0dfmr362zKYdeN97XHeuqNN77l+l343hT3jfiJBA/+qkRnwnzX 0cBRXvnODJk3XtVsi8x425R2avncnI5OOr2mh6r66qy37vrrsCvKZ+y01w7qqLbnrjukuE8e1e7A B39R74dPLvzxyNv69+XKJ+/887GWjjqvdNdW/bDXC5l93HuevvasywNeK/d4kl+n93Dreb35cqKf /37ziBdf/NVVKz782K7a7+vjYn68a7N7kx78/OU1AvZPf8XiX/7CJzbCuWpk2TMKAikCogUyMCMV 3NUEJ5I1rBkrghK8oEEW0KwMMsQCc1mM8fomARIOBAMEQJcECFA05l0wAgywjAGiRKUCrNCAB7EA A2xGgLe8sGc/BOJCFCAQBxjgZYlDUAcRwoBvDSx+CqkAAGo2QCw6bTIGOABBEODDKHqxIFUyAA0z 4ACqHa5EDhjiQB4ggactrEsVsNEDjGgfMxpoioBpwLzqJ8KBCIAzGBhAAq54RoJYEQA9YuN8TPjF gkxAADMTHK4kwAC+bAsDTCTSu/DnkEj2UWFSJP+l0TjyxPEpUSEDaNogXfnKSgrEAIscCBnfiKsq DQBdCMAWKhtpEAmApCSttGEhRVPDUyrzQIAMSwmDlaO3MMCUflSPFWEIMLE082PqSaMgMxCtJGoH YBlgQMhEmURiHoQB24LiMP9oJzRh7n+pu5/k8Nm5B+ZzfxBMkSq1tswE+g9sBaUgNbnmwP/5sUDR zJUCNbhByC20gRUFX0Y591ACRVSfG+0i/QY40iuWlJbulCgEQTg7lrLvTe7rnvqq99I2xVSmvguc f4b0m88pyCk+DaDjApfTWorPpz0dqlHj81NnIpV4jDJc4YIKzjINjj7mJBklmbrUxmn1ooZ7qvZW NMnTrTaobhO9XFo9l599li2o9dRZPxVCnrpujq1wnd1b0ZrPuK4yr25V6z33SrK3VshTg/VdYWca EfNwkKqM5RwAEyvXWSF2rvZZbJ8ACL3OetYlAQEAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit22.gif R0lGODlh2wDNAPf/AAAAAP///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAADbAM0A QAj/AAMIHEiwoMGDCBMqXMiwocOHECNKnEixosWLEwFoxHgRAEONHjmKHEmy5MaSKAmGNLkypcuX CVvCnBlAJk2VN3M2tKnzJs+eCH8C7Ti0qEChRhciTYqTadKlTndGrTn1adWRUE1eZZr14MmtBrtS /Pm1pseyZtOm3XiSbUi0R9+ebfmWakWxbeeqdRt3r161cW2WXXk2plawVhHPFKtUcVHGju9ihBx5 cmWfRC9nBIlXM0zKYRdzBm2UtOfQHE2fFok0b1++a/8OBsz5qF3Iqr2unpq7am+Fv3ez3h3cYXHh wxEfz7jVNd+vrocujzgdK3Kw1Qdmz7n9ukTT3a/C9fXek+d48iTPo7eofn3z8Cnbu59Pv779sKNJ 54d/36l8ruzx1x9q3glo14AQGViebwMqmFhlDlqGoGHIRfjRhBfOZ6FtGErVH39kQTeYW3nJBZJ2 J3ol11q3JffRirDFKNuMKqJYV13Axddhgjs2lVqPxgFJoGRCNlZkQbltiN2RurEHYW3cMXkgkS+m CKSSOhWHJXFBrRibX18ChuKY0Gk3JYWHSUllhTRtiZ6bGQIFJ5Iw6iViX1mK15ya1uV52pzkHQeo i3yumWOhg2qWqHD/uddooVxB6dJokFZq6aWYZjqZlZgFtqimnEaF26OajvUpklid/8rldeGp6pur QZYHa6f1uTlrnx8umWuHqt56aI+++sqhkMKaGVmxuLKqq5TINukforU+qGazcUYJKbWxLkZogHSV aKyESgUnH2x4FjbskCiZpy6e7L5WZ7vsPseWWUka965z74aJlpV/GWsuusnSSRi/d9JLo8H4dUuX Sqphy1ya1x4pKKYOG2oxnxU7CW7E024M7ccXM8txyBhSeq7IGldo8o8ok8ydpKIy2dtvKzt6ZXL5 UezfnfMSxuO2pX6LX7lzpUhpdAyTuTBVXU0cdFDRQvw0wIy+lHFpbGo79a+K+rk1mopZeDWAe5It Xp0nFkxqwI+V/TXX1jo2ttlWr2L6NtTpvnk32C4ruzfVRvL6N6pwSzz4sHOnm3h8i8s6bePKLb72 4aZOLprllO+83+ahZu7556CHrjnnm4vOKsyKd266rJizLDDk9rWet72rBxi2qbW/CGFqsIsaLEuh yy4t8P9/C0+31b2zXbXXOmvY9rWJY2l8gbs+e3P1vAmO4KKwJ3+ynvR5//2y1APrGbbi+3gZsumr f/6fhi9/rMyByt2y3+DfX37MHTtvff/+wxrIAiinkUVtQQY8IK0wNiEBta9a2KtbpbKyL9D8J1Te Gt+ZdLQp3oGpZ0Lrm42iA6WVmQx1YwqMbXCEt0nVSF7u+iCNkJa0L5lLXLSzYb5kBCaBrdBETDtP dkL0Ok/1qzb4ghfRxHSjzOhOhzHU18FSaMSm/AtwTqQTFLcIQykmLYmI2+DPdlJCE3mpRGh8XbfU p57pPNBD11Oe/nbkNEu9MYQpmyD9gAbAIuHwUnd031iwmrfHLA4wfnlMICIHaUdFUgeQjhxjJIll yD5a8jvQI50mN8nJTnryk/up5IdqJshFPsxRKHxIIEspyfWlko/mS+TopifCCJ7yZapjECU9xrtc wi+WoqySL21GR9cljJb7ixTDgKhBvt0FmdsLF4kGprARFrFdN3wkLEEFnDP2C5teqqEOCzNMVjLy bUTsIbx4qMUocuiKzgxm0NblKRst05pDs6fQGuXGwY2tOquU52q5hni4im0noLz8pQsp1yz4IDSh 9lugP9/HvILuroCeO9WGHgrR42H0PQQzYz0RmL3/vSqG5KKhRAXIv5OGKV7hJOnzdMkbb8b0lSuN W/4yKp35gc6BXftpmwYavIXajadSO2rm/rgejnY0W+H7nH4aKNVWRnOpcIyjRVs4R3QSzo5O/Q40 7xNWqG6trM4qaFjHCj0/ohV523sr697E1uDVNXW5a1M5kXfXvFYOp9IErF8HS9jCGjZTAQEAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit23.gif R0lGODlhjwENAff/AAAAABAXDx8XEB8YENDY0N/Y0N/f3////wAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAACPAQ0B QAj/AA8IHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmypMmTKFMSHBBggACW KmPKnEmzps2bH13i3Mmzp8+fQDXqDEq0qNGjSE8OTcq0qdOnUAUujUq1qtWrCgeslLr1gNaBXwtO xUq2rFmkA9KqXRkWbFuxAn6mbfmSbtqzXg0UMEBAL18Db/EKjggAQMHCO8finOuSZePAVwf47bu3 L+TBmBsa5rgWbFevXA8qvsm47mO8kitPBpy5tcXNF9vK9gxadFyfpR2/vFw19V/VvBPbtRvctUTE AmGTvt0zN3HUq4Eb1U29uHGIhbNvhNxZKu/RNp2f/z7rm/Jf6+GHj79+fHP298hjf6492yB40dSf c87/OPr5qOWthl5N/O1GVIHUJXSXdxgpN5CDNN1nH4IDPiTebv5ZBmCGrBVF4YHqmfbShApWiNJl by1om4Uf7hdiWhya2FyM070oI3sIwRefRSjSFhpcB7TkVQAHxCUkTBeupVuQWi0ZIpMjqmVjjE3W VWSVMEU55JWgqeXll0xuaWSTRI7ZpZkwqiZdmVUGyaVObHpl5W5f1snmkXeSeaWNeqJZZphfMWec jtotJuhCSd6IKIU0ctbodo8KFSlELeJIEYQHYCqThGJVKhSjav7naKgajvqbqJCS2qFEnuJm3qt6 oeEoK272iTUfWIdm1SpGiU7Kq6+xAcujsAztytMAsKo5K0IqlsUpWzZ21KuqimZFLEUBSjcRqKeW yuqU1FqK3Y7h5VpitC42Rty127KrILjdrhoRt7BWS6+A4m4631f1AelQotLeq22q8doLb73YHozv tgoPnK9Tz7rVMKqUCkwxixN7O2/G8lLKscHq9hfuw09F7N3H21qsMcYhYzjyty2nWXDCMWd7sYUo kwyxucyq3PG/Pis67cwM1+wusznDLKLMCDfVWL4m6yz11FGTx/PUWGetc9UHEQofR+Qmp3V7mo7/ TTLXNHn9ntk5EvqRpmWzndjVr8V90dcheS333mSh7ZDd4xYqdkcOkgv4Q3YfTljYYC+kON8x+Q35 5JRXbvnlmGeu+eZBDeU53ZyHLrq0oI9u+umxlY766qw3JHnrsK/+euy0P9wvfbdKpXrtvCdl+OMk zR4SwOQd3TtJjM8tl7FW2bzy8WYF1uztuC6PbvTGQ5+328rjxnxv2c/0vdnuEQT8SMKDRDz2L3d+ vfaibTV97nJaXzN07QM1fvPNkq32+SKJ2vo+lTSIhW9T78PNi+zSs05lBG/dc93+WBW0DeVPLgkk n3v0xitb1eaDIKwe0DIYmwpCxXk/U+D9KgfA4ZQIcILzMiHBmjbDhdXQYR5bIQt1dKzdeQWGFStg RlBYLQUdsFhHlAoJ4fejWoGQOz4c4BBlKKkLBsuKw8JisZa4mGT9RlZ16o7VWLa0IvZMiL/SIraS OCSjqTEraExKGMEUuOlEEYhkrA4bjfhGVrGRijks4x7PsraApaiJ/GLWHbmILUCmkWhK02MfkeZG SG6skjTs3SGf2MSVLBKTNgwiKHE4wlHe7F9xdF0qt2jK5zGRVZ8U5CQntEpd1RKOrUyhKnMJMlla 8pXbiqUkf1lKX2Yyj+uapX1u+S5e0syYof883dIWGDNqTrOa2LymNhFkTW5m05vb7KY4vznOcJLz nOZMJzjXWU52otOd6hzOddIHzHqezYc4ghtVkmdPtOCzazlKTgsTwr2N/E9wBg0o4QopEsP1k0f/ /NvbMAWbgQI0U4cB20E9os+HeiiiN+GhQXeEUI3wk58atWjXKKrSfkruoCgdaUtXqpySmlSkKf2f THXq0Z769KdADapQh0rUoho1dKY5qlIxgycuLfWp5CESVKcaPalS9arNsypWt1oyrXL1q2jxKljH 6j6ymhVEZ02rAtXKVh7174ckQlpb58ojRNp1mXTN67+cGBrqKXF5czRj5wIr2KlCcDFiJQ2QNgsr l3jthbFKpahwlndNyM7Ii5aNLEMRS1n+ZDYxjtWlWmNKoMSGZ7HQwaxeBVrQuvoId68Fi2kJhNri qXa1ahvivu4qljjB6U1GepOYsOTbOeVnT01KS2Ud00Y/wYlMzz0ToOp3JOoC101RCq6WspTc0GrF T0UC1J/wFF0nQXdM2YVSmxj42/QWF7tNEshs/9kz0+3MV3y1xd5tD1TZs8LEe/21rX8+m5MAUw4x NZ0sgD2b2gHbkcE7xKhAFdyc/DrLuw9WD4E1t8nd4nXBGm5wqDZMOgg/9HaJjO1fQRwyEhMIwx81 MXmSe6D+vfWtsmWRgT9VWRiXzMed2zFuzNlAtjQooxQuloWn2OP9GtDJ+hNyc4g8ocDW7TD1Fcp9 2SLlEjbZwScEcpRlPGRvOlBXgvmvBLvs1i+PeENQlgubmSi9D/p1S0CbcyPdfCoXB0/MciZzPcPS rzurWcl6ThmfzeNn9AG6zCGOsEfEGFscr3jNgvayZx89rDgHy9OdBjMsM723LKtvy25JNAUX7f+X z0oG1BV5taglBWtEqRqqh17UrSvG6sdKi9OxBvYaa52VXU9NspzNM6ljvVhht4vYfoT2vJytIGNH jrCWxnbdDtvIQncFRaj2jrUxrWFqT1valDJ3utFtn3G7UFWVWVZc/7bB1saaWa/lTrh/6G5db5rd /1K3hQQecIB7ctmkgTdf5M0WE8G0viimDbh1jHBF/3vWQyS46zTuljlyXHeeJexptY2fEiGu3jhN D8UjvZ1mGxyJL0fUx+V08TcHs+Z9xhpMk+xvlvMY54z+dcytNXSXY9xCvRbtw2yabHK3OGBJd/XM CTv1qGPL6hokrUpyrat+dx3orRb60f+F9VHEl7voZdfZzjuYb96uZN/Krfiqwe5rR6Gd7kovNt7t lXbeRZyTeHXvdeOuYWwbV55JVUvUzyve8mIbw4KPPHFbDHnxhrep6N37c937tM1rXrvxdRNQuV6i viv77GNH9N6vvvqbo97mZqf80O1J+p6Z3ummkTXsed362Oe+6r2f1+2NWnv8DL/nsk898n9/99fn 3PXJ3z2ljk/U4k+I+qUP/sqj/3zfO0b33Re+9pE+/qNav1PYt335Ve/8oEOf+cq39fqLlf/+oJ6f y/P/evvDPvf91937LQF+7geAMNJ83DeAXdVozbFvq1U5I4Ij99eAEsgjDDiBFohKctNRFyg1EcgT 9tYgG2UV3LaBOHM3CqV1moFshKNQjXNR24OCJJhjd8M9pqYSNUhQPBUVGjhVHYiDHMRRSJYpNSg4 TGeCLphQR7hTm8WDFYg4HPU7E2ZSg/MgQHgSPwiCrPWBS9WDbZNykBOCNwWGSgiDQ8WF2LFQhXKD EmY+9YaEBPWCapg4WGWGTjhRRbhtUWg+GrVSKVUScnhVdBiDgjiIhFiIhniIiJiIiriIjNiIjviI kCgTDxiJg9gYIEWJZvUSmqiAmChUgRIZKJ1IgpMYihs4iqRogaZ4ihKYiqq4WqzYiv959YqwOFey OItsVYu2mFa4mIuZyIm8+FC7+ItgFYzCyFXEWIxYdYzISFXKuIxQ1YzOuFTQGI2tQ2jfdo0HMY3U SDsp1lf0o43bWI1tB3gFAY7heDodBludJBDptV1x4Y7h1Y6d947zaIlYQo80R4+bqI9tson14486 gY8BeV0C+Y/xFZAH+Y4EuZDw2JAJeSXyGJH3CFwImY/CVZH9+JC34YuY4W2AdxnmODz7aI/QYQAm eZImyZGPGJLqM5L+WDwoiZIq2U9aOBMsWWD2+JLYE5MnOZP1pII2cZOT5pJPA5M8mXdmBZQ1IZQl RpQleZQ++ZNeuJRRSX85WZQ7CZWH59gQTMkZRNmVoHWUSElWZKgSYCkUX1mVjiaWaslEathJXnJm 2diW1XaVZ0kaYjmWY5VbbHdXd3aXvJKWT8mTdDlWm2SNKuZUU2aXhZkTedmYvcOX8oGN5EgQgJk6 jDmYMQmZr5Rlf/eXnHlwTmmUhDkdVhY6MyVGcWlkCHGZEJWZpLmZpjma/5tTliLhmrEmmLEpk7N5 lZZTkzYZmrgCm1lZmh5CnGOFm6xHmxfGlr05kpdDhG9JEcp5c8zZN4/5nCTJQlO4hkEpnCB3nVgh Gc55nOJZat05nRNRnaN2ns2Tnebpm785lTTBnuLnnuBTnjWGn9BDaSGkjuUInvkon8Upm/EJnR6V jm43EPY5fciJnfo5WPzJPwLqQQxiZ98ooIzZoEoBn/tJoDMGVwfiYaBpkNIVJYTFjwaZXSRpiRDJ mCn6oivajwxJow55ohpJkOSplRmJozgqkTNqkSwqkHHnkhdZkAP5n5OGbd9xF/5Jb1k4gtviQfUB khWyoa6Wlh5qQBGqP/8PWmFp2aRu0RrHiKVNeZVb6jRp2lkI6qVhWmRj6j+S+Z3kN6HtiaZdyhQ7 apwf2qZsepXcIXIVoZT1eaW6uR1amqdytKYL5qeNCqhVhh9FRKjBWacgOkSJqpVhpqhgeqmdSpTS I6aDSp+VSnZfiplEyahooarHcqqJwaRyCadmUaaHipaMyarTgauL4arJaKi8upx4qqk/xqmtaqd+ h2Pzo6SKaZXG6qCpSqy5Cq272qx+VyuIuY7LKn/UaqrPKqxc6q1u6qljgxxzem8+cq1KSqu/ap3B yqff6q7h6qiD1nGrWaLcKq6v2a3wqqe6qljbKjVXaK58BaCW6av/yqyd7WqgkCKtfsSw0+awxoev bKOeGqGuB6utCcubjgKxA8exAeex+Cev6EkUFiuxwDqS/fqw4PorIItELStuJjuuAVuoliqy+Zqx PflrL2stO2tEO1uk20lWJWuzuXmrPcssKZtuRysaSXt9MZt1tjkSQxu0tqqvCispS2sfTfuxK6ts RKtBWLYTU6uTVYuzKamzXTssWSsWWxuyVNs3c/9khEFIp/f6teyKsmu7Em3rsmkbbD+7ri+Wl7qE rJbGEFDYl94RqgkxtlhZtnjbt2uUt2CxtzL3txfboYLLcKx5KUvoWn6ZoTX7toFptJDbLpIrFZTL s6WbfXYbuKpKuHKhIAvKjgb7tPdptnrZsaursvsaLJZru+IjuIMrqCcXpZ07pQNrr65Tq5hKur2r trurtNGru8+req0bIcKruZu7GBY6jgFqoj2KpSqKkENaj/xotTI5vuobjza6p7KJkeD7jzqaneEb v+SLJY85pBRJpBt6pP67kX+WubIaq46zdm5FaHR0oXMZumTbvOibsxs7vVxbvf72uBT8dRZ8tU7/ o71YwbhgiaWp67MSvHG/m8EaO3cmDMElc5rjYrx3aJa1e73OirtSd7p5UcL2mLpAu4khXE8enKXO q8EsO8J8e8Gsm8M4zMM2rINiSJUM3LgOTMNoa8S8K8Rei8REDLMpfLZZ88J0u7yAe7tbnLsTbMXQ S8URO8b2EsQnLLMUS50xLLqoKsURjMZOq8Z7RscojMV2bCnHW6pgfLl1+cBcvLBZzG96HEOETMZu q8SHPBh/7Llxur3fW7dyfLN4XMdmbL18vMkV3MltzHuZDLBRayEkCrqW3MCju8g1fMg73Bg6zMYq rMiJXK3jqLwIK8NP/BI9zLRJDMu/zMvB7L6h/1w7n4nKgQy8u0zMs5xxwxzLrJzHo6xJp5yYP0y5 IPyy2ezKslzItDzNogzKzcyNNqa4rRnHjtzHwxnNdwrOFOfOV5zOnozB4uzN0ojOwJzF26zO4VnL 71zPjJxq/hzP+czPwIjPwqzPmWrQ+zzPRyzPxUzQCW3QiAzPRnXN2rzQDm0b3RzQWgzQa8zOewzR 43xUGK3QHS00Gh3RmGbRnEzS9vzPMO3R/XTSDL3SJZ3LIC3NO21xLv3JM12he2PTG91uKX23PT3S BV3Ud5zU3+zU97zM2IzTMZ3MP03PQc3TWe3TUK1URM3SGHvVinTUXL3VSj3RTI1+A33RCM3MVS2t 02Y9w2KtfnOdxl0t0W5N0/b01Tkd1ncN10sN1kAd2H092Ggt2FhN2G9tFJr/GGhp+djiG9mQPdmS XdmUfdmWndmYvdma3dmc/dmeHdqgTdnXwaFbSRKm7cSn3Typ/cWr3auvbYxCHduQ09q0LTq2fduc k9tEsYO6HRO8PRFSOoNN3BTD3YghWdzEHbZViBmRjIgsCSFt+ECUemRJKIKlPIHJfYJZVlLZrRC+ /UAsiIbfjYqCFTYIVt4GcdyjmoNhWK7UbRLe/caxc5OkOrJWyN6vMd7PONtYptwz+CBvGd5YyNx9 yIawvW3AOaouaGoINrdSeN3Wvd5wSN+0A5hxqIIO3p3eCYLwHd8GjtwkNp0FNYSGUVHqbRP3Ldwo t+JFldwzCxX6reBefNvBZ42HMs5S+Z1TC87WIEHiz8258eHihOE4I1Hji4ODCd7cHk5STC6EEL7f 4G2HJG7kV4Xh5F0+K4jgenhTSr6HR27lzFgtD9dQMx440pniAv7hDO6HBjxVN/7blhPnck45dF7n eK6IAQEAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit24.gif R0lGODlh9ACtAPf/AAAAABYWFmZmM5mZM4CAgMzM/////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAAD0AK0A QAj/AA0IHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3FgRgMePIEOKHEmSo8mTKFOqTEiyZciL LmMCWEmzpk2aI29CzKmzp8+fDV8CdSh0qNGjOosiRah0qdOnGZtCFSh1qtWrC6tC1Yq1q1euTsF6 HbsV5FixZNMeRbvWrNqaAuLKnWtyLt2TbI3m7SqzpV0BfQPLVGg3qlu+h88Klml3seMCkAsEiFjY ouPAfwFfbml1s+fPIiEHiBw5wIDTqGc6rAxzL8LMhhPXBE37swHSklGn1n0aAO7JDFlPFHnyLlXX A4nrBE46gPPnzgcwbw49unSB1Kubnl5aO+/ev5v//15tnChyyuUNKB9+/iGA79/fD5APf3fv+rrl 08e/H3zp8KXxptpDwhnE00oFJtceQetlNBp2uIXHXYTdFXAbhdlBiKFko/3n4XMD1nXXgTT9pRCJ HS1I0IMb/jchhs5Z2KJoD17YYoei5ecTigiml5WKBzW402naVTefetIV+Vxv7ykJ3XzyOWldiECR CBtGV6Yom2FvdSliZmDGhROQXpZp5plopmlgbWwKRgCVasaJUpt0CibnnXNuORWZePbJoJ5lfeTn oK0J+hWghCb6o6GIMaroowzxuZKkkKZJaUqXVmpmpnghqmlDYYYqqo+dOnoVp2Wa+JOqsXmkmKlp 1f/WWJ0kAUeemIWiahmPT9HqK0ndVYeeXK16RMCxm2XW17HMNuvqnr9G65Fkv8UX360CYCSkRaxt G6muCkr7a3PWxidec6CSGhS4wnm7rqcb1Vjtdy/mxput8+omb76paQegaONhi+ui8GLpo7vmFSxR f/wVwHB9HuEn4MMQnwswdalllCCvKKl7nMIEP4sRizOOVm+EMdq4Ycoqw2ixZOAOJBfHHXv8J6UI N0Tyjde1TGHKM3Jooc8o61ilSAlylPS3ILunoktrclYQ1FNT3SWYBGZZLJyfdu3112CHLfbYZJcd kcgFMStuSAQwhbbZin7k7NrLNvsmrHD3SXe0eScEKvVSf//3rXfMub4tuJyEa9v04WolXjjjg+Md qOGQo+n4rpJXXublWlKu+eaL/8T55yqNzl7mpDce+o6rpz4516+7bnnrSdEuO1KmL2z77XrtPpvv vIsO/KTDfz2q1j3lfnbxfR4/MGHHl858nqh3jTVcrBb7qudeevbX3ngvrXv1uE9f+2ez7p0usYXD DrjynYOWfrSiDZtt++YvXxJZ4NdJLbpZY1+K7tYmZYFGbe5rS//YhKMAGU1gv+MY1mLCNPJFcIG0 IVe5HrgQ8TkNeMiLXwIxhcHaBOtJ5gJgB232LgtCpDw5c1v+qlZC0FxMg/nxlwqhJ8DxudB+9/vY D282xIv/TKiBObrOv5J4xKLt7IZJzE8KoSgZCOqviC+EYQxZcrkXmUZAXrTWQHCYQw1F0T75WSIS bRUcFhIRi1nsoXq2yMUZUuVeX5yPgPQ1pT3y8T5S5OMXH+YbDxnyfyCK4/NkaEeCkIqOJ+IUxcw1 yYlJLI2VTA11XvY/0dBuaTRTmrogGUnmvUcgeISOb1STRyI9KWIGaGWSlgTLWKYyOoWE4ho5yC0t cs6DpCwlHA3yRJed7DfF/Nm+bvQyWY6wlzMLJjTlGCSckSmZKKsi0ZApo5Itc2XZ6Y1PNDO67AmT ez5E50KwKSEzwoidm3Tnz2gUgGeSMCSLTIkHGanOK/bzkCDwDNAx4xm058gTmVCyJ/XcYk6N7fOc Cv1gETOZMYoy6ZIVxeiRymKQ600khKdrZPCw57xQLXSYI02pSlfK0pa69KUwjalMxzYgttntpjjN aU6FgtKZ9q6G+1OQTzuDLKAGRm1DhVZLdHqsjjCVgEFNavmMahupTpWqm7HqVUN5Qa5qdUzSBCv8 virEfx5NpP9kPef2IppWjow1YWZtq1vR+ji5Jo+umIurXbV3qJ7u1Z9r/etN3tpCtgo2foE9rFgN yzq/KraCjL2rYx+r1r7qlbKAtWxkMVvYxHLWJISF7GdLddnGlna0IfMsavnaqNOulp+qfW1eNztY vAo2tKmVreImKz3evha3ldXtbGMr3HQSt7g7sS1FgJtU5sIWuctVbkhpi1znVtO3jyqp887n2tpi 10/aDe9Dh6tZwUWPIqK6Z3dtYl2jhEklHtVIe2m4XjnFl6TUJG9rqfs6wXyvfwUZL1z5u9g4oW8u C3yNGwd83LfID8HgW2F+00lg9db3rAeOS4StONsLk/a7i/X5HoTFpU0OR9er3p1vHWU14nHVT5G7 rZMB26Q6rDpmjYoM4nTpNGPavIl/Nn5MJ18sMB2zZ24Pnp9jEFhhCwe5L2QUZwDzKUK56fQg98Vp 4ObYZPk+WTBDPuNGTYw5mNx3x2H5cmBOCCL4KFTAIeMvSCmsQDXHpIGyBCQvE7JgyFaYVdIM69bs PBIq5nk+1bEnnFfsYYF0K9CjIzSUHYjGNO6Qz31mdJcd3cOwCtqfkg4NEu1Vaf+UZn1UlmijHWkc FNN31VELdaHpaaQphpmNmJ5wYTctM1/C8dMW4WQeJ4MuMmqI2DhEdv2irGdNHrLEPNQ1RPXpa9cC /zsiTZyXsg1NJDOOejvdfPahAZBoYZN51/BNz6ev/ZAwStHd9jmiteDdbGcfEseoTjU/eR1gdT8t cd8kdb/kmWd8MTvgAtejgNQYsHyrmt/9piaw2b1O7iyJXtu+OB+PbR1Bqkzjlja0uads5H3jt+TX pjhTLkmfTO6nki9nua3XGE4pT9nPNnlkylFlUXL33Dk//7kqhU3GywLzcqAkk8qTo9H5OKzpEdNo 1KXeTAkZ9CJJt23Wfbd0JFHdolCCOtidfm9+/flgv7QZxZfuHIFUh5vMeXtzyE1suXeH3Nixuyer PvfitaucapeUygMKsIFWaJvxRHzZg5WxmtGl6+1tlHZZK0xxwlPL8DQK98oQns17C6hHGoZ8tPUd Lt6y2/ImOyg3FZ951fP96joJfdr7vPRro16bBUU959W4567CevQl1/RGgH17zAuN9cdHPp4TCnGI AiD4xcn05Lv8ad0bH2jeHFrucflTkEjeYN+/LnYFjfqe5V7z79R+yXrPXqQtOsfQj/Omw9p2b+Jd 8UCv/+braXigN//hqjFnH/V+sfZ7gQZ1XodRU8dyCciA72MqAkhy8fdwnQFzrrKAbjYTHyExgoKB 8fF/otRQkUeAwgddWHdmvfZecyVdjyVeIuhlLPhZ52WCNPgQAQEAOw== ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit25.gif R0lGODlh2QDZAPf/AAAAAC8oLz84Pz8/P0A/QE9IT09PT1BQUFBXUFBYUF9XX19YX2BnYG9ob3B4 cH94f39/f4CAgICIgI+Ij4+Pj5CXkJCYkJ+Yn6CnoKCooK+or6+wr7CwsLC3sLC4sL+4v7+/v7/A v8DAwMDIwM/Iz8/Pz9DX0N/X39/f3+Dg4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAADZANkA QAj/AGEIHEiwoMGDCBMqXMiwocOHECNKnEhRIYCLFytqLAhgo0eBGAF86DCyJMmTJlOiXKmy5UoA LGO6nCmz5siQHQ3i/LgxJ8+KIWkKtUlUJcyhSIsS3akz5E+gT4FiTEpVqVGrWKuaZMrRqUYGCC4y oOgTogmMBDF2kBg0q9ukR9/Kpck1rdeIJhAYnHBRgAqIZR+eBaBX4IsDFx+wnTq38VWtjmvWHTg5 qsPAli8zhsxZcuTORu/axUm6tOnTqFOrXs26tevXsGPLNn2wcuaFmG/j3vy5cVzQvW3b1o0wN/Hi vIED/927s3DRxxMaj971ovLgzSM/R0vdYvfd1rM7/xfvGzpI898pp5eenDxc93K3Z1yvk37t9tch M88fHz1O/svBpx939qlX4GjzVRcegPEJ6BZ6602XnnwiOfgeg84RaNZFCPxF0FkgAHYggrn9Z6FS +53oEoQKhQWAADxJ+B2FGDZY44AJHihjdzSquJSPQ7E444iU+dfWjViliCRdGha4I3U9LokikEs1 ad+T0UVJ5WNbxiQkRB0I8MJEWB6nZVJ8XaQBSgtgdEFVSnb5JUMOmCDQBhh5eBmR51kJg4lSBtnl in5GyOefRuIn56BeFjrhoRTOJumklFZq6aWYnnboppx2qlGmoIYq6qikznafo0PyeSSjN7H6UqI5 Ov8JqaKBvuTqVrCWmVAKANhJFl6nMSACWbRSGWetuPo5XEMbrAXDYACEGJGuA0ErkAppOjDmtMUi 28Gxxuaq6qwLugqutxSOq2q3Pp7brrhEUnvbqt5yWW+jys6ZJbkV3muvufCOKG9m9DLqbq3pxsuv v17eelLCAi/s8MEnQqyjxAxv5fBNuZbq8ccghyzbqeVm/O3G36LKI78lFswwxVLqaybLJPdrLsoy DzQCRhvESHNT7CKMs8oKqdABYmI5O+3PCtpsMswO5qzbwJadafDQsV7JNIkma9z1w0Tvu26+QVeM NdVPoZ12rpClCcCaI7l9wYNne3QYRhiwtXWRZZs15DbcHVzgJt1fc5z1QxxcYJAAFzXwkNo/Wf1y 3QqPfTigNxee8uGGWm6cyKCHLnronpZu+un/NY+u+uqsT1qzuvH2HfXZLYc9s+WaQ42kxbLiPjHt r1cee8lX5x7wxb5/rTt8vEvUAuMCtPCrRNYKBG0KixE/ufFkc+7QBSO84CaZE1XPAeMI+Mqt9oty f7nUH56GvYjUc0gQBrYjmDvwQHuPEAghUVpp9IQbYJnGAUpbn9OKN7Hj9W54C9xeA7sHuY9U0IKy 2x3/mgY7gWWQeRskUQd19MEaLc+EDtRa8jI3wfflb2oYY6HyUkifC3rEZe1rYe38t7IVPi2EfOMh lGL4Q/ft0IafIiIDZ0jBETqphOQ5YRRp2DkI7s+IwYuYD5cIsCYKz4Psu5cUGdS8GipRgkx0/2Hr 1sjGNmqqf26MoxxZV7MrttCJV2Lb79yHxxrqUXmU0yIEj2jHNGqkAxLACAM6oIIVSGtPnqvjHu8Y EcG9CCEveGRDkPipP8qwi9QC4EU44LNIwrGQoJxIBRpnEBUgQHqP21ufwmisQCJvkJIEJB+/SEIK ovJpL5yXLBEFRTLa8oFgVOMcl8lMkOXyk8AUothwecpJGpKXT/SlNVOJzTxqU5eUFGQyCekWBmBk TRcowEUiYKNwamQwitGbKZvWtnOiRJ0ACADh3EmRV5IAIyFY2jy55pa/3fMi+oTTMSOyOZzAKJYD DWIEiWLOi8xNAxVlp34W2pBVYsRX0MJIYT8KGNFZTlSMHK3iOJ9ZRH6qkJr03GY0OTk9mBIUnNcU Zy+V2cye+hRTqAuqUIdK1KIatSc/TapSY8OepTr1qav/SR1Up0rVLN4ymR3wQFa3qtWucvWrXg0r WMcaVgCI9axkTSta15rVMqp0p2qNK1vnClazyvWudJ2rWx9lObz6Na91Baxg/8rVvaYKgoQdrGDt qtjEytWwPURsYyerVsY6lrJnhewQ+4rZywbWs50tKxX5KlnQmtYDlg0taDU7TayqNrSpPe1lWXu7 0r52treF7WgP61rZYja2uf0rbRUiOAtARSIa4I4IGPc2MqkluJMFrm+Fu9uGbG5Y5KtfjjBCSgVO 97fQnW11F2ICCnAAIyjIbkROQKB/AmAABNTMRb6LW/pGd7wJOYxAKNCXbdHPgDiBgPq8G17FSrfA lcUv/0I6NBCkOU6g69WQAi5iXALbV7gINrCC91ICgqwAbxDeEAAOQJDkSlNBFzZwhqnrRbMo4MEE YW/jXADRiJgYACyAQQoe0Lj4bvK5KcbrgYOc2Q3DkLNEfuyKF2tkYSJ5yZWFcl6He2TbJnmtQ5Zy W5tMMH5dWclf1iuXq+ZlLWPZzAlu8VXhiubMtpmsVHayld+MWjrXdcxRoSmx5mvnrmY5zHHu8pPD /Nk+b1nNyGQzod28aDjjOW1lbnRZDe3nR0cu0n3+s5QDTeZB01nTV+Z0njEt6bZS+tDK7GOEgJzp U6PW0qWcs6RBvWRRQ9rTs3a1rS+N6zbTmsi7jnVvW5ddatEi+qXDLvavMxxsC5L607qGtbN7vehl p7jZN3x2rotdWGlnm9pmtnaBsd0Tbfs62sc2I7gBje5Ud9OPfOZ2neWN6iOqekKsVna77f3uVceb 2JQmdxLXvel9WzXR2YRJwA0Ox3vPKN/QpverKUjVij9VqhbPuE9rJnFx2xd+grapRDvebofzKFck 73gwQ75SOKY84Cvv/7TITfpyeYNc5i1vWs0zHfNRl5SY/9a3yk9MHD07l4I7V3bPbz1zoCvc5iUv 34QH0N0X4A8A2IVk03GS9E+vXAUDuMiAB8KBrG9ymFxf+NCpJb6LUEDYOz1i12cdTBGoBe4Jl7va YU50gfDK7Xj3pjLn7uuVi7JXB1GBf8/+87RDfe0UuXoDfPUCDiggvf/NOYkIX+2l83rrAdy7zT0f eHgPXvQ877ucNT9y1Ctd9SyPO8dd73XY41z2Lqc93W3vc9BDfNt8N3qIca9z3Ree90xnPc2N33nk f175Tud8uEk/bd8HPeLBNzmUUM786Tu/9P4+/eOz3298I737gKb+t/+t/3SAj/771Ye+492feuFn nvibR/+m1V/uxod+/O9nfzUmf/+XVxFgGgMQARlQX+TnEYihSQOIf633V3+jVRtAABeBQCoGeR7B XxeRY8OXd7NHgefUVeclFhvYgBXBAR2QJgMgT+yXWBW4VQmAEQu4WFFXESWgODAQdgAQTxEogrlH gmriVW1yETcoZDk4ESswUixwTvcnhMVHhG/jVQGAghjGgRQhJgRxeCQQhIKnd1SoAV1lABmYWB4H XTcHAwCUNwWxOTzIEAL4ONyHVwdYGgaggAwYgNqXJXVIf683h4wXg/oXavw3cIQIgPXXh2byh0Kn gggXhiMIiLUniHIxiHYF+Ih8WH4Pd36KGIiMWHSOiH2bqFNSSCIal4rNhHGq2IptdFSwGIuyOIu0 +B0BAQA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit26.gif R0lGODlhmwCbAPf/AAAAACAoIC8oLy8vLz84Pz8/P0A/QEBAQE9IT09PT1BQUFBXUFBYUF9XX19Y X2BgYGBnYGBoYG9nb29ob29vb29wb3BvcHBwcHB3cHB4cH94f39/f3+Af4CAgICHgICIgI+Ij4+P j4+Qj5CQkJCXkJCYkJCfkJ+Xn5+Yn5+fn5+gn6CfoKCgoKCnoKCooK+or6+vr6+wr6+3r7CwsLC3 sLC4sL+4v7+/v7/Av8DAwMDIwM/Iz8/Pz9DX0N/X39/f39/g3+Dg4ODo4O/o7+/v7+/w7/Dw8PD3 8P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAACbAJsA QAj/AJEIHEiwoMGDCBMqXMiwocOHECMSBEBRIkQAFiNSBEDDRsePHkOCHCmyJEgAJlOSXKnSxkaM AzdmdAhzZsONLHO2ZIlSp8+dIV9OrPgQBZIeFGMwrLlwyEsAE3rQpPiTBsUOHx1QhAG0Z0sYFB1U TSk0JlGbCpmiTYgT6FiebuPqLCtQ5lq2dxe2fSs3aF++J+3WPZu3oNrCQzn+XewVcF+6SAQr3EHx B8EeGvQy1AAgg0CnAEg83LuzAAAUHSEAKBC3ccsWYR1DlrwwR4aNLY4sVYj06QSlF6nuRPH0Ktef rkF6wG2DxEsDY2cTRlyX+kHSjpEvli0Z+/au3wHT/6Z+mHx34dlbh/87HnF59+cV63TxFAFq9VVP hLCxAEAA9tMdpANVEr1HEGeeCRQDRTncFF960a33VnuFGZiXdPJJ2FJyGq5E4YXWGfZghxuS6NOH d1mY4og6gUARah1QBAJ+bqEgAAAdeIQCAhnmhCJC/RFQxG4KOQecVQAIMRqLLbkIwAg0jCAjjT7F KMCMNOx434kBHiTERjcMtpGS16VVHAlABEeYdxCSZeJOP6Kl4loYFmfnnXjmqeeefPbp55+A4ili oIQWauihiCa6ZpcVhjhom9pB2lV8ESGlAE0OAUGUcwBItRR6cOLYkZMgRLoTDDduINIMArRGaUMa hP85kJOeIjSnQJoCMOQNFLXgYI8mxfgUBFBSudMKFGz0QAvRverorXKCKilJHE4blLMhQmsTm29W 2y221mk7E7fWelsuuAISqNFmnQ20IAA7TAXsSqahNgOPDhi70gUdLRcaXxg6Wp3AYloLl8Fkxafo wgw37DCfiSFM7Zs+MgoiwRj+xAJFHlnwor47aRWCeBYTRBkAlg2EmWYLKdDuDxNANeSvTJEb0sYA zECDkxqAPFIKBIgEGwALyBXnQLbhphvLCrkMARJFcDbBzJ8uOm+3FKt09LgER8akxC5l7WHJdHad sdh+gT3S1hmJa9HZOhF32kcUFWBqTi9QREF4bCP/QYNlXwLga1oLGSkQcQuQSXPEaHdkrol9F2j2 11k/Pm3k62Ks8MOcd+65oYlh3LXXV5fb+LVWiz556SRarmHAArv9trSVn+44uu6NbjMNwr7kQLF3 7zTDBhthAIOqyOGe0BEkEHDaTQ6BNpDzg+tF+9hYeaQVAMeV6NONYn0He0OcvhQE002dBRsBv1Z1 VUdylwqeTydQ5EFJyE+aeuy6X4+12qirGdnk1D/WScp1bRpftgoIQMfZziXKu5jmDPi6ByowXAw8 HQLXc0HyZBCAG0xPBxMCBE4RYAZIAA5eEtKblywAhWryidyekr3g5SQEAdAZYyI4kB+o6yIMuU1m /wQyA4rEq31uqRfvACAAFvisJBQACwAwsMP9LWRoikPCEGS1QoUIUSBHcJ5o5FUVJdrASVvyXks2 wCyPXGArj+Fh2VbXwLDVcYSNoqMGLShHAuoRhHy02ucGSchCFodxgKwjkmQHxAkKkIIJfOAiVRc7 yiEshHwb4EBKSJETphB92bJkSejjlRv1zIYtwQBnBAegOfmQI5JbyBcF4qSlWc9qPyFlSDjTKlSS ZGgvkcCENIlFgmwRlAeZJRJquTizQJKDksRcIyuJyz0qUpqjWd0j7xhNTXLNkYhEGyazg01MgdOZ 3LymN9umzXCCbZzbKSf0zlkwa9oOc06pFeHYcmwmWzaznnF7UUdwpgFfQpGJwXLfOgUiGqcRKSHO QaEO+tOgJVUzoHOzAUENChIe9TKe6+wBDQaCA4roYJ8QzdlnkmLRbdqzgfJ86LNEaTp1MjKb9CRd Ou+50FhS85GGDKpQOTe6ohr1qEhNqlL/kzrUpjpVUaHj3+pqQAOqWrWqWL2qVrPK1atyZKtg7apY w4pHCVIzrGgdq1q/qta0uhWrZU1RAd9K17W29a51jescJ1jXvnKVrX71q179yFe8Gpash03sVge7 rbkq9rGAfWxe+9jYqUo2sZENrGEZWxAFjHSeC1nkRhTAA3m9lZQdqMEIblSBzRo2BTdKLQ1SwKPN UpYgctNnFxcSuOkBoAS/outVrHqjBLw1s11NlgC26gHbWrEhMwiC3Pxpq+hVxAjEmYARgovX4VZ1 ey64K3KvKkUKaJaqnEVCEGDYAKjIVCG9Va/zYHhL4eKIuAAwrnjx6tHzijaqDMHuQIjQ/ytkIkR6 AimBJjdyWopooAYsME1rj2vY5QzgA1SlbQqc+8iG9Od5SCAemHabENFSxLOmvWxeVYzZ27LTsv6l cIw5DOAFwpjFaR0vjv/q4rc5dsY53vFxe+zTswrZrkAW7+aeyuQm66nGGLxxkhd75BwTOXOFnbJY dazl9PpYylWGa5jJeuVpGlnLVEbzlsuM0yyPWcxqXiybzenmOFvlzXJ+bpTr/GYuH5mzVinAEXNA gA0YuCD9MXQQIgAV6poJAHS9EQpq4CSsyBiv7cUwZCnrMhAY5LMkPgjxDC2QEFBku9x1qwFOQ1XV JMC1b90ABrayaT0fJAcU4WKbEzLqgf8gSdePpuuqN3KlFbtVBCSggVYGUOsOL+QIMioyQnpd6lOn WNWspoEIKMKCS4dVii95gGBvS7yoCCQHEyDCoQnSnwkg4QhSczQ/IY3XG42gBigwzau93dUSHCCr KojNZG2dOzCr2c9J9rK0Q0lvO6MXzzwmeB75fHCIe3XOoD0zxBG+Y4VjWeN25viM6+Tkkpt8ySdP +VMT43A4W7yqMV33heLT8ofXHOY9/TjDH3lzkeM45iidqdV6/nKrAj3U5hn6y30e46NXN6cMXnrR cX5TOgud523t3UYKcG9YH/YDA4BBYLcW6EEXWuY+KA6KW8ryu5ISq6z1+lul2ICxa7L/05+WuUCo DRqj/JN0DeZIDDyWgBjI/a4XGNoGFBsnXAMA2BmfNgBI7Tcj/j3qaX07hG/EgcOj1bw0MDUARNDX OEEbAJ7Wuagn72vLVw3rmacKVSsg+/2+1QMqsGqyACCDw26t3J5Ct7qDLnlSG6Fe8oL9WLVeN9ny e6ui595sX1IA+1Y98gVp4UYmAOrLU4ToN6+B08sE9e9LPfzjN8j1vd/wjU9d/Dk3887b3nKmqzj9 hmmnM8FfdPxPRP9ionIC6FT0537oF3+7Nn/7d379h4BWp4Biwn81538xAYCAx4AT6IDYl3TKF3Lv R4ED81MF6IEHuH56Ryc011bb8xIV/9BtnqdWMdA7GuACztdWmFNEwPVeBmFqI9UDLjNEyTeCYmUC LzJ7FPECzydWLhBbVxUDy9VdPcUDQ1NRxGcQxPFZRQQA8mYrKZhWRJht8KdfQfZWN8IA97dQRvAC lYcyejdDR6gRXahWXzhpOCeGSNZW7yIW59U3LvMS7FOFBXGFAmEEP/R6QrhVc0hVHHCESbhV24Z6 WlWDaLU1Q5A4A2EE7WWJT5cQpqaGRMAZBDB87OdWK7gRGeCCjTiEHkMREKACvqeBOsiBhxhm9reH sHiC0aJ09feBtwiI8KGLBtiAJuiLFRKHJCiMlHR1s9hlvDiMSPeLQDWA0mhIiTGN1go4SEuVjdp4 FwEBADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit27.gif R0lGODdhtAB1ALMAAP///0ZGRuXl5S8vL+rq6gAAAJycnPHx8YODg9nZ2dDQ0Pn5+bW1tWRkZKio qMPDwyH5BAABAAAALAAAAAC0AHUAQAj/AAEIHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mix I4AAAjgO6DhyI4GSHg2eLDDAwAGMBgYUQJAAYgAFCAOwjDjgJcEEA2QWmPlwAcqCC4YigAg05UEC CBg4tYlzY8+NRjk2nZqxgQODCQIEkDmAwMObBhUUcCCggAGIVws6ECuzwQKHWcEiUMr0KNeKXg0+ CMqygF2HaAsCNaD2AVyfBA0UlmngLsO8BQ+oNUzAMsOtfy02kLoxgFmrJDke8BtaYmCECAY4PluV 4AOcQxs8RrigwYCQeFkvkNq2wOyGoFtPfK0xsca4GTFnTK48IvOBBxoMDVCTNljtnHcb/xSAIIDu oqwBCGiAgL3nz+mrN7wOIDvpAgHeL3QuMEEDx22d5xB0BdVVkAADfHWQdANpB4ADaz1EnXwUVpgQ UApaqOGGFmLI4YcgckWATkMVQFqIKKao4oostuiihQtINhNkDfE30AIKtMcTjQIZVWIAPCbEIHYP 0LfQhAxBhYABSyLQ5JNMNsmkUCVuV5tDBxjQHUtBJmTjQDrFlxCB6o020APdXSYmXxKKiWIAJ2YE kkipbbTaiwIZOVBMcTJk42YPHDDUWwN2medv6PHGpkNIqqhnRV9aRKZFQ1rUaIpGKmAeicDVeGVB kgnY0KQGmCdTfsEllJ2JbeIJgJEPVP+Jn35efkpQbuIRtFeVhKp54VB9KnQpimaW1mlGbk6UbEQn uaonA6dm6OlBMRl23KiGGphoQbs+OFSaRy774aMURVrRpMImyJu4rbrqbkQevitviKvJWuK18+Zb 4QIB4KvvvwAHLPDABBdssEMECKDwwgw37PDDCT8s8cQMR0zxxQ5bjPHGAhh68EHmUoQuRZVWNCxH tFaEo0CUUaXSYDvlOlB7tvqaVqxEtSvRAQvw7HPPQP/MM4KytnQaRTgvhVjNH8X80Mj9sdpQyUnl zCi7GAlAIn7+MtVAAAgcO21B0IolVrBjBulfAIxBVGl5dM2JHNYaEpCAAnjnrffefPf/nWDfgAeu t2yCF873YIYnnjcDATgrLVISmbtAyguNPHlEJVN0MohGQjaodwTxa5ygA4BbOY+XA6BW6akitOjc jh90AAKPj32jdoGyJLZC6K5nus0GVa301bGXxrTIHkuU+USbjxsVA9BHL/301FPfUvXYZy99gtp3 T70DA3gvfvSlFh98ZxGFDEDPMhN0wNGtq0r5Qc1zSF/qAAxVe60HCcAArk9DnWVW97t1ISQBu0Lb AelmIT1BRYEKsRHOqjQ8hqDLP7tbyJDAU6UC0o+BFSLXRNQnEagpD4TpclYDDMDCFrrwhTCM4QCW FMMa2rCFLbmhDmW4wx62sDzmk9Px0pSVPMyh8EJHrI6RThOUrvEvdKdhiQcRMqkDEE1UwBsI0QDw PyymEE/kSgAAbWeQ/7klgFQ0jNtYY0ZvAYl4YKzdAhxAu/nlxFYCYJITeRckBjgpSmmKV/DiA5U9 LtBZYHOSIhfJyEY60jCOjKQkF1mAIipGXa6bpCYd6ZuPyUuQngylyTApylJKBEH7M6UqB2kvQ65S lSMayhBfScta2vKWuMylLnfJy1768pfABKZvgkLMYhrzmMhkCTKXycxiKrOZ0DzmM6NJzaDkkoQ7 wkoSP/8osPdFboh2PAi63keAcm6LN+FUTOP0NccGgMeLEcSjjBg4qRy5s1hTS0+OXgcf5awHAel8 iALwubScOK1QSCFRSwLaozVZDTnrDE0sh2K0iyiALBm8o0Hp2aUFECAmiMqnoh7az4hctJrGtBdF K4i5zxUUZAfF1kIQ4MobxUd4TInoX7Qmq/9M5ABjecBgakqQL2mGLIFCI0Euypm7nZMg/suNAhha v6zVBYKtwWb7KLVNsOiUKwwNjVaV+hytdDU0vjGbWtfK1raaDT9ujatcdTLXurIVrna1qzXjyJGx IlQjy5NIVTW0woNoyjCzLEikiiRCcQZpjpTJ6IJumqP/VB7wqywqbOgYgBMC8DOeBtHOVGdFVoEc wAEvgVABEttQw6qWpeFyVq8MQrqw/mkoD6jabE+XkFjB04AL+qywMLsizYKFlC8diBiNUzXLGmRk 0JriZEcK2y++yLgEgd5AFCDdotpqL7nFz1ZjlKakZjF0wr0QcR212wXEppjV1eh4zMNagpCJAMMk Zn0rld+gSPaSsu1rff8anbP+ZL2Ycm7kusuTsI6KIwhy1gDymtegUNiueL2wXDOsYbcamCvYxYhf ZQrYD/fHxE4JsUAYZxisGiRkQP0tFYOUJZnQ5KnH3e1wAxw6NAHAsyQF7UFwJmPHZoYBLzHjfsWU QJ25/0jF2GGJbW01xytudSD/i+90x+OAzbj4wDw+7pcV+yn/LMlKpSUI+P47SIM4YIXvtOSJw5zd E3E3uT3K23bkzLLHagnLch4SAfCmWpcwCsHEam+p1KrjJx7ka41OW0Hwu9YlJ0Rr/XJyi6AMqQGT uMBaQXSIGps+BsOlThqJMBjNc89Wu/rVsHbnhGNN61prx9a4frVhcs3rToIx0uXytAX5LNKNDLaB kX4AatPHNOg5GABQs+IaecNZeImac4o2APjEC7qBfJSF6Z2xYHZV5DaHtgDeGvOcf90/AzRA2JFK gLvh9+kCqRHHXJSJG/kcFjq7DzwDNhdPWUdge5cbKbCs6ZZqTQ2AY4dQx57BbbdvJBDPyibNA9HW jeAEXKjqu4sSuva42qudJTWA4QKx0Yhm2B5687YgD9iVWzqFoEhXKiztOQwcrwvsEQr75QhDbuhQ 3G++lgbl9U5SSzqekWbhKeabjLoioyT1qPf8KUKPTNWlru5gauQkV/d6wE6iYLEDDOxmDyXZ0+5J tLN9YAhkj3bA5s7cvv1fqu3ps++OoryPke94/xHgByYZkcsnIAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit38.gif R0lGODdh1wB1APcAAAAAAAAAQAAAgAAA/wAgAAAgQAAggAAg/wBAAABAQABAgABA/wBgAABgQABg gABg/wCAAACAQACAgACA/wCgAACgQACggACg/wDAAADAQADAgADA/wD/AAD/QAD/gAD//yAAACAA QCAAgCAA/yAgACAgQCAggCAg/yBAACBAQCBAgCBA/yBgACBgQCBggCBg/yCAACCAQCCAgCCA/yCg ACCgQCCggCCg/yDAACDAQCDAgCDA/yD/ACD/QCD/gCD//0AAAEAAQEAAgEAA/0AgAEAgQEAggEAg /0BAAEBAQEBAgEBA/0BgAEBgQEBggEBg/0CAAECAQECAgECA/0CgAECgQECggECg/0DAAEDAQEDA gEDA/0D/AED/QED/gED//2AAAGAAQGAAgGAA/2AgAGAgQGAggGAg/2BAAGBAQGBAgGBA/2BgAGBg QGBggGBg/2CAAGCAQGCAgGCA/2CgAGCgQGCggGCg/2DAAGDAQGDAgGDA/2D/AGD/QGD/gGD//4AA AIAAQIAAgIAA/4AgAIAgQIAggIAg/4BAAIBAQIBAgIBA/4BgAIBgQIBggIBg/4CAAICAQICAgICA /4CgAICgQICggICg/4DAAIDAQIDAgIDA/4D/AID/QID/gID//6AAAKAAQKAAgKAA/6AgAKAgQKAg gKAg/6BAAKBAQKBAgKBA/6BgAKBgQKBggKBg/6CAAKCAQKCAgKCA/6CgAKCgQKCggKCg/6DAAKDA QKDAgKDA/6D/AKD/QKD/gKD//8AAAMAAQMAAgMAA/8AgAMAgQMAggMAg/8BAAMBAQMBAgMBA/8Bg AMBgQMBggMBg/8CAAMCAQMCAgMCA/8CgAMCgQMCggMCg/8DAAMDAQMDAgMDA/8D/AMD/QMD/gMD/ //8AAP8AQP8AgP8A//8gAP8gQP8ggP8g//9AAP9AQP9AgP9A//9gAP9gQP9ggP9g//+AAP+AQP+A gP+A//+gAP+gQP+ggP+g///AAP/AQP/AgP/A////AP//QP//gP///yH5BAAAAAAALAAAAADXAHUA AAj/AP8JHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmypMmTKFOqXMmypcuX MGPKnNkQgM2bOHPq1Ekz4c6fQG9CDEp0J8OiSIU+TIp0KNOmS58GdSoV6NGqVqNi5al1K1eHXr/W DJvzKlmlYG1WRDv2LFuza9Vqtfj2YF2qeBPaApAE4V2fcuMCyFtwm6SbtvwGbotwr80kie0uVjz4 IBudkQn+pZxw22POcxd6BpBZ8+SFdUfjZCO5clrXBC/nlNQabmucmgxurn1wW5LPvF8z/A0gt+7T CuvK3vbvcPHjsG0T1GST9r/l0KUTHM08OXLA0QU6/waePXTj8aUH7i5PcK/10dZNh/ce3vnA0en/ rdeP3HF38IQNNB55Be0nH302/XegeQjhxx5jC31T3YOgFWQfat9VeB9fvvGloXYWPmZTfvzNB6BC 2BWYYXB6jUghi+qJSNqHGIZnS2S/9QVjjQ3yBZlNxqloIo0C3qRgjEPuWJiRLza5E2tNnohQjkRK WdBv22TpYpRV/jNefAsK19lNUAoJokBbOpefgUgqRKWSVhZpnX9wdimeTWW2yeCSf+1nIJ5c1vnP m4E66ZqDhZq50IVhQnjbkXrS1xBxiTZqEKGKiknQYZk5FqSlPC6aYKaOXsmknWiuOBClpJ5JEKag Sv8q5E9HsplqeL/FJ1ulkW56KqolGkRnqnneGuClHgr6IlG1qtpqicw5Vmywe/6jGomxPjsalLKt 6Wy2AsHaq6t8kmgrte3ppOOzsvq6E5jGhhribMqyu2qyvMarkKf1xmoYYsCCChS86MYpIHGQBTzu sfKOOWO+BUd07rmJUmyvwv0uLPG3GmtaqkR+coxxxAy3S9HEIkNsMbgde0zuxw1PhHKSMddc8sUw m7wxzTjnbHC1Ou/8ss+UnUWVWzzLZ3RXSyPYdFtPm4X00WRRXXWNblntldZhcY2V119jHXVPZJdt 9tlop6322my37fbbcMct99x0g1RZynXnPdPdSetd7bdMfP8teNqBD2442YUfrnhMiS/uOEuNPy75 SZFPbrlIlV+ueUeZb+45Rp1/LrrMqY5u+kWhn656cqWv7jpYrb8uu0HdpT676mwk4Vnph91++3hs yAao77KrphPB/8SfDhSkyZvunFjNqz4gmdG/LiFm1b9OHE7Zv/78yt0fbjwAyIf/eU7Mm++58H2r /7hzSazr/ujwlT+/5gmmf//ll+0v/bT+8xy2AkjAAhrwgAhMoAIXyMAGOvCBEKwb0vCWkgmmbIJg qwrUxua0rr1makzz4Ac5CJ2shXBrIyRh0a6WQhEG7WYrdKHNYJixGpKMhi0jmg17li1bbI8N6ZuZ YG7GPiBVaj2jsuFdtiE8bNnqLt/7FcsKdRn55TBKO/FW0najppHVZXoAAOATT7OtGFlRXzoczRlv +DNE/YxL4wniBU8zPMdosVr/+s+uVLaim6xRiMJy1p+Qw0ScOP9xjtGxY4ymNcak7ZGH4BrPHxF5 EEa9kV0ISyIfeUYgNM4wXeRT4neMN8n23dCPWzoicn5jC+o8bJOiGd4UWYaT8gHSIJfpUClL9qR+ QTFamoTkFYlzR5fNSneinI9nWCMuNhIpTam8oifL5cUVCa+GBkrRLGM1qmbe0juM/NZuhgVLhAiP eY1MC8G+eSfreJOSw6GjOFfkykOa8i9NxBibZClNS43mXrsEGrLCM8gkkVOY02wOwPR5GsdsZ0II jRgYqbfNhZGTnwkNlBsj+sWFMtRGstRmP8c1UYyy00vDk82nMoqzg1Z0mjexH0ubVMRojnSmg8LX S28YxVCqMkmY9axmIn9yxnQeZEBAFOpC3nnP7/jwMSvt5ziDudO39LSTzoRYMpeq05tmdWheLafM RAY+r5b1pDjE6Sd3+NKyqnWnHKXgNt2KVmNe0q53XatWIUlXeI61fW79akTjasqfmhCvOpzVYTco Q7GxsIONhexWThhZ8KjwNpdF0mKl9ljHdtazk6VsaMuGwQia9rSoTa1qV8va1roJ9rWwja1sAxgQ ADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit28.gif R0lGODlhpwCUAPcAAAAAAAEBAQICAgMDAwQEBAUFBQYGBgcHBwgICAkJCQoKCgsLCwwMDA0NDQ4O Dg8PDxAQEBERERISEhMTExQUFBUVFRYWFhcXFxgYGBkZGRoaGhsbGxwcHB0dHR4eHh8fHyAgICEh ISIiIiMjIyQkJCUlJSYmJicnJygoKCkpKSoqKisrKywsLC0tLS4uLi8vLzAwMDExMTIyMjMzMzQ0 NDU1NTY2Njc3Nzg4ODk5OTo6Ojs7Ozw8PD09PT4+Pj8/P0BAQEFBQUJCQkNDQ0REREVFRUZGRkdH R0hISElJSUpKSktLS0xMTE1NTU5OTk9PT1BQUFFRUVJSUlNTU1RUVFVVVVZWVldXV1hYWFlZWVpa WltbW1xcXF1dXV5eXl9fX2BgYGFhYWJiYmNjY2RkZGVlZWZmZmdnZ2hoaGlpaWpqamtra2xsbG1t bW5ubm9vb3BwcHFxcXJycnNzc3R0dHV1dXZ2dnd3d3h4eHl5eXp6ent7e3x8fH19fX5+fn9/f4CA gIGBgYKCgoODg4SEhIWFhYaGhoeHh4iIiImJiYqKiouLi4yMjI2NjY6Ojo+Pj5CQkJGRkZKSkpOT k5SUlJWVlZaWlpeXl5iYmJmZmZqampubm5ycnJ2dnZ6enp+fn6CgoKGhoaKioqOjo6SkpKWlpaam pqenp6ioqKmpqaqqqqurq6ysrK2tra6urq+vr7CwsLGxsbKysrOzs7S0tLW1tba2tre3t7i4uLm5 ubq6uru7u7y8vL29vb6+vr+/v8DAwMHBwcLCwsPDw8TExMXFxcbGxsfHx8jIyMnJycrKysvLy8zM zM3Nzc7Ozs/Pz9DQ0NHR0dLS0tPT09TU1NXV1dbW1tfX19jY2NnZ2dra2tvb29zc3N3d3d7e3t/f 3+Dg4OHh4eLi4uPj4+Tk5OXl5ebm5ufn5+jo6Onp6erq6uvr6+zs7O3t7e7u7u/v7/Dw8PHx8fLy 8vPz8/T09PX19fb29vf39/j4+Pn5+fr6+vv7+/z8/P39/f7+/v///yH5BAEBAAEALAAAAACnAJQA QAj/AP8JHEiwoMGDCBMqXMiwocOHECNKnEix4kMAGAdizGixo8ePIEMS3NiQpMiTKFN+NDlxIwCV MGPKZBmSpsybOB3aHHnwZUGfGhVyzEk059CLP48Cvbi0qNOOOyv6bAqV6tOrCI/+sypxqdakXDUO /Yq1qE2rYXvq9Cp0bdmbZIMuRGvxbFqGcd9GdJm369a+e1/e7RpVb8+8gA8LDesy6dySXrk2Niyw cOWsjFsiHqy2bWDOKC0TTgxxcs2tNUVXbQra88i0pg0qTQybNWDEYD3GlitWJ9OfmN125ilcNnC8 ql8Phm28qmOoz6UqXU25uvXr13dj3/5We+XW3MM7//8MXrz5w+UXpz+fXSvphDS9s28P+vb3tevn p0w+N3L+7+/ptxJfqQWI338CYrbZaPDdRZeCCM5XGGMLBvbYZwmqF6FyBvaHGkjyiXeWbrapdyGA /VEIFH9X7TZicR7yxlt9VEnGWYf70eZab3XVOJ5Y/+EoHYsHihQiRURCJmSK8CGZWXPEoRhck4pR aeVrU2qGm2y1EbaYlzsi1WB5tC3J5X0g/rVhb2vyZGZ0GWoZ55wnkZQknXgqh16efKbYZZ+A8ohf oHneKSWh+hm6J6IiKtogo9tx9OZxR0KK0061Uchlm5aWZh+EWDLZ6UwBskWpp6OqtGRUqzqaKpBr Sv86qZqcEupqlgW+Oiia491KnK98khWksCVGeVxuusIaI4y48gqngrrOFteN4GXEV3yoWmqZg2jl h2mrteql2o1ADijjkIVeq+667Lbr7rvwxstuhiy1Ketpf4FobbgwsdpjlceeO2FWz35VKVaVknnb n+cC7HC+Y9In2ZnLQoassyVx2Fips1IXprGhMjichYuS/BSwH2Ls5KHQqTwav+iFi3LIudasqkn2 rqgvy3U1jGS5RhIrVbOXBawmwTFfqefHRV/co4MmPwqtoFKP7DOUVqcM6ssaZ421kgAS2OGDLn95 InIcQ43011FT7enEP5ecrdl4nZ0zz0NDTOJUA3YLK+/fgAcu+OCEF/7/brKIJ654nwcvniiBjtOJ 88yRExVb45VTJl/HmZOqYufhJUc56PrSCDPpcs6Nelk4Yr56neCe/nrSQ8o+u7Lm3t4v50frDrvh 7vpeIOWQC/803pqFbbyTPkZM9Oidezet271zuHyRRI/cF/SLJ8yw1s5fL7fdzVVre6dJToemgdyn aui26bWv7Ztkc708sJHtLbzrZuMvf7q84x/aZge8AgpudTjDV632Rbp6xWoqnIPg+c5jlx9V71if w133hJa8tWGsW7RD3JHiV7fsbYZ3FHSP15RWNfAZrYXoiw8ILeYbvT0sfPOr39JYWEK6gS2HHlyh C2uYPVEhans9BBmG/2gGpkCJZjnF6hnQmDfBS3XsXmmyYe0AuEB+Ee9/nuuiF1FYNvNc6zRfHOLT qmizK07xX03rFRl3R7G8vXBGfnMaBoMIxp3d8IdCNNr3BMaaqXEHfk38o/KYyDaHTauPWmpeGQOp RCiRxkaUFKDnurZDpiltRaD8zdXUuKnqIFGPz8rY2ZhVR0Ai7FMrBFcQRVnKRJ4Mlq0cJREZyZQa eWuOrAykCnXTydTF0ZiWuxvxjumcK0KSVr+DXWhQCEkDWvOa2CxcTOzEKcEEkJn/imDxpEm9RLqx nEvUIg95Bb1vwfGOcYRbKnmJtxNicp7oymVpTPi1gYWwkReM5fik44BDV+pTe0ls5MI+dkISDdCg s1QnKeHpwks+CZ0afNsM31hED16UhoKslkdNZ7+w6ZCStVyXRJmWP9VFdGvBrORKhbStuHW0oPQ0 0UM9qc5JnfRtqKQlRndqSJ7a8Jy6pKX/hgpRjhJ0pS0JaDjrBNW2MZU8QRujzAJol2x69atgDQgr G8VH1lEFBAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit29.gif R0lGODlhJwFAAPcAAAAAAP///w8ID6+or7+4v//4/7CwsP///4CAgP8AAAD/AP//AAAA//8A/wD/ /////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAAUALAAAAAAnAUAA QAj/AAMILECwoMGDCBMqXMiwocOHECNKnEixosWLGDNKFBhAI0IAIA2CBOCxJESQAwykHGmyJcOR Kg2MJOmyZsGZN1m25FhS50ufNi+OTEk0poGYOINinHnUaEyiQJVSjKqQakWeFq1G1Cr1IMinTVMe LUpWJdeuOQGIBVt27dqzXZNWlDsR60m6HvEGnUmzJ1y/fyfqrTk4Y+CCdhcOZSsz5EIBiqs6Njn5 Y9+bHy2DPXp461e3Zi8TFF2AdGnJprPCLNsYIWSRpNUyLox4oGWUjMeGDd2w8sPOsFO/7C1bt+6y tH8COL7Z6QC4wlFHR13UOOPn00u33X3cqt3V3K83/xerM/vd6b6X5rS+nT3Y9MFls3aeGylN+HPx l17sfj7olffRx1x7RiWVWEt8oSVVggralFyDSwFXl22ASQahYZ85JeGFaS33n34cKpcaiBQdOJWE JHLI1HagPXghfwKytaFSKJrXkIm/pXhXiKPhBlp/482IIW4D1vdfayrquGOJFBKXoZK9wbZgZTYS FxqUJy43FpaR9VhllvZ9qZh9EeGY1pHV4WdadkJ6lWJ6VIE3X5sd0kcWnCPmqNFiLHJGmgAjollg dCZm6N9ud64pppSeLSpSQj7G2B5wX4lXHX3wcZmWRJFeKih2ihqJ6FPpYcXXqaimquqqrLIqXauw xv8qK6qvzmrrra7ehuuuvOJkJo/ABivssMTe2CRlLGla7H6NKUvsUHQGm6yjD/2qmmjRJimfn9Ty CKOLy9IF7kbHRhhdtnFpaSe6NPLZnLMNQtctQtaeZ964L8JkJ6nsIuuhpdwuG9x5HtXrpKPwulRp nz82Wyx47hXZr1AzJlyAwYrNu5/GQwLccFETnyhqkSBbbK651GLsJsfxQQgjw+EhZzKnco436qQz E4wglyp7iZ2/OYt4GtAsW9kvg1P+DDS5HTmk76DEDbeyg3B2OZpkboXs83t59mj1pjsvHDCkmElm nIv11tyWcIoKnRd6+uF5aM5M7ftcxtiCiO5MBN7/baGbAJ9l5oo3a7hmZjnCi29fbHcaZJt1f+rw 0FU1SvG/ffpZdlV2G55aoU9Lrlvc1wrWrZqYi8celxB3nujXjX4ZOsCjxx2zqFQl9nLhc2O7p47Z 5u367QDea6ikRvrGsbyVDt8flepK7mmzfZna6/W81or99qtqz/33tOoK/vinXlyuwOinr/76F/XM /vvwxz+s+6YH7a3W2srvpFL0x25/vvhSX/n0J76g9E9PXiJgcAZAACQpsEfcKlq+vCTB2jQtbAN7 YPNA9cCNQQV/e/FJAKt1vpNNTX9DIUDJKpiuf23pfyFU3sQOmDG8sZAwGToOAWCIQw+pUCUNnNz7 MfQWNBpCCm48fJvYdAiqGwKGKD9k4Aud6Ben5cyIJ3Rb+loHxQ8mcUhqiWIUmwLCISX/rmAlpBmU ypifJT5FjBxEH5/g6JwRttByGcHixrIUrq/QUYrromJ+psdEINoxhHzECBYV98VGIY+BXQzTs6IH xEj+6JAYbGO3jGgxNlpxW/3549iARaQ3WjJmnlQOyixCw+A1UjmVfKQYa0dKfYnlj0H8zw5fKR0w XiWNqlSiII/oozGGEopnG6Z0uIPLY6Yyi79bVP/Ih7QWUvOZG7umy67JM2DexoHR5CVOKljNEO5S guWkGjjDybTYqbBojmGjCOG5HE/qa4dVxOR53omsc5bJmx16y29+ksEeukk5r+EcLWOYppcAKmoU ZCgZowOocxEJXBgDiTHN8qoaQrNC/5Yhm1cg9SEYomSjhxtpSD8aTfekNCfffMtfDCY2SBqSdEf0 KEgr57SPxFKm5KSkAaL4JpbCFDCiXOdK12PJBpIobZFyKey8ZsMqBjOngDMOUemp0VNyBm9GBRsY BfTDxlmGkFdiiLUgltSuMUqLmjzj5jRj07pONJzH5Oij/rY/c5nyp1/d6xH/aleuDO4zG9WlaRK6 x8RRK4DxBEBFQfIaAOSSmV3EpKGSSqbSTFYAD90PHvMDxIiJsS+fLU8Y0epFheBojqytpEUXpSk7 6g2QP6KjbbXUVELiU6ej9QwyyZpZK9nVmaYB3Um9apStTlVnnqEY1mQZSdYVk7ktYsRbXBt1XDtt lW11vWwh42iQA8EWsFot7kEvB13VfKS7urTkYeTEWcUuNUvGQ2xsw7uSlf1UvIQ952V0l0PvYlcm b2VvXzEkEkTV18F/maNpscs4kzGvOAHeb4UxHN/S1tEn36Ekf4n705AEjYjovM+Bx2tMruxuxB+L JUmO1rj/7leUM15OMw0MWMdYj5vaJCaQwee9IWNPyEb+nvku2MEmO/nJeeSIlKdM5Spb+cpYzrKW t8zlLnv5y2AOs5jHTOYyjzkgADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit30.gif R0lGODlhmACFAPcAAAAAAP+AQP///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAACYAIUA QAj+AAUIHEiwoMGDCBMqXMiwocOHECNKnEjRIQAA/wIE+MfxX8WPIEOKDHkxo8aTKDVeHMmypcuJ AS4CSEmzpsaMFwO83MlzZEyVM0FuBAqgp9GjCP/lnGnzJ0KdRQUwbbpRKdKrLmVSpcqRYMmtTTvq xEq2YU6BU8E2ZTozasWVZ8vK1Zrwp9qYaWsG9erW69iEK+XyjAl4Yd6hd1PK5EsxsOC3Mh1XBCpy 6Ui6jxfiRSjZ7Nq+fCXnXMvQcUyTKCNnRtu54F+ChF2PTowXtEDaN/cW1Erb9uDFlWfjpil8eEql h40Db9laanKwh5W+Rrt7t27YB1Vnz37dukHfyyH+1v6r0fl31DQ59o5avijU8hanSx3YXWFszr7x a64v8ad644pJJd9E2pHkHkiWrfZSgQo26OBXeuXn4IQLPmcTgxRmCBNvAJ5klYYg2sdhavJ5xJp1 eXUkYYiZWXhhaAPZdVdzLB4VWYcn3YgjUTX+Blpxd0lHImj3zbddaCv2uF9fRbWG0VboQScAYWzR l2SMNCrp3UdPyoije1maFZeS4Q34kHBZbgZYaiuOKRtbbjY4JobhbTejXyeiNeNf+bmYY5g+cukX jhmx5udWcQGZGGYvqSkgoahdadhYdUbkmKRmCmioUI7SR5BSUdaUUajHTQeepH1WV9qU373Gn5X+ gFqZKXWcldrhh3k2xhhkuUpUqZbABivssMTiV1uxyJbWJZuSJtsjXog266yGI0Jp4rRaykRqtNJi W5aiw8Xp7WPjiaTiuJlBm5qI+KHHUbfoQgYujU3CJ9W2QM0ar7yH3mcbezPCu69C4HLbarixDvxU wUEGVS1t7wocb22RVWzxxRcjh/HGFUessLIx4hvkn3UleVanHztHr8jEWRjmdEWGpm+y4XXmnlr9 MlnYfvv++uqUF4YLWLcYEosynkOz+eWuvv5Kprj99btowoZBDSJwMftKWUgm/WzRkxJjVWnYitr8 nczEcce0c8chR+GxrlkZn5QE33boqd9ZqLH+gk49ZV2mUuco4noETz1zo1bT2urfyv0LoM0M24Qr Uk6L93DjkSfmUeCfUd305cN5TJLbIh29oedfm3pretdW16TaMRqpH+ywLpwqbF6faSaEOLuYu6vs HpR1mPT+OLTEBTbZmZd6Tc1qWwJGJa1t9/UNctz0zQytQ6Z7mp2oHf6LuspHWipf5bMfz9CsXbKs lolwIWieUNKHbfepHOePscb69+///wAMoAAvdriUGZBFcDtgsSymQGFpi2INzJZw3lXACAqGd4qx nwV5gsG2VXCDNsrc+ECIuCB1hYSPyRyzNIjCqHEugS3syXgw98EYWkqF0bLhTnBoMB1eZoD++xOd D7lUtImoqIZDRBv6SpObESZRXR5SX3ZC5UQbQlExMDtb9i7Ewg2C7iT4uRTLlujDK36mbo+CUu50 yEPd8Gk+zFtL1p7IQ+tNyS11rOIBv0gV8IQOI12MFx/B4hX39XGNCjSjct5jyEOysYOPWxakCoXC iv1kJji5pCbbckkdUWk+r/vk625GRoWJkVBg0yOtSinI1+wIPVlKHNxUOazWxBFniEEJJXslO+/h jpZPoxduJJlBztAORYG8mmhgtiiceWVnwevZcrJ2Guj0C34SihWjsLW93chnhs1rZuHOhEgJDiiW F2pkjoZXzvshkVrZbNOOmKWqpk2LePr+YgpyduTGj3SvR9ukCKjmSZQuBhSgi4GeQqnE0HpRrKGP GiUoJ6q80Ti0XhiNXkTnJ0FWTgqYKktmETOENRZOJXENgSWCRgXSnRzNftE5J5beFKXJ+XKismLW O43SHDsq6zk0YiiW+mgQUzEpQu0M4avmGEZ88QcqTBLZz+plt85NqE41a0g1c3gbLebMeEW9WzIp Ui4tyq1kzqtdVRcFK0tKDaUyJN4xtwixXTKOrcJ7oXQu+LK85u1xef3j+V74Tw5eCXCu3BHaGjeW WwZsp/YkosrmCReCVhaVHnWhSOuIKIL+ybMtDesDRzUU9YANJ6gdimokylqKUpQ3rY3lrWu1Itva gjKz5ATTPE1yQi69x6RgQlBFIStaV3l2a6LNz+TQx9QiwRBF5WMNcdeWU4glpz5E+lt02+q3v66p qIM1aH4cuxanFhV7ehrawgxi03qadaZzjWxCGklBoh7sqIZJ3230xdTrMPWOcE1u3n4ZrYDd9Jla FR911bsljpZMYMupmPD6ODW4MNBz1MPj9EwmJgy3iTuiUmcTjWkpBj/Ep7xc0k/ZtzBbPc64ZJUM isUku/+K6Gczdu/Bchk+qBr0jtM9C3Dxx7WuifhFII1fZWz8Ne4AMYhPjrKUp0zlJCopIAA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit31.gif R0lGODlh3QHWAPf/AAAAAA8IDw8PDxAPEBAQEBAXEB8XHx8YHx8fHx8gHyAfICAgICAnICAoIC8g Ly8nLy8oLy8vLy8wLzAoMDAvMDAwMDA3MD8wPz83Pz84Pz8/Pz9AP0A/QEBAQEBHQEBIQE9HT09I T09PT09QT1BIUFBPUFBQUFBXUFBYUF9XX19YX19fX19gX19nX2BYYGBfYGBgYGBnYGBoYG9gb29n b29ob29vb29wb293b3BocHBvcHBwcHB3cHB4cHB/cH9wf393f394f39/f3+Af3+Hf4B/gICAgICH gICIgI+Hj4+Ij4+Pj4+Qj4+Xj4+Yj5CPkJCQkJCXkJCYkJCfkJ+Xn5+Yn5+fn5+gn5+nn6CYoKCf oKCgoKCnoKCooKCvoK+nr6+or6+vr6+wr6+3r7CvsLCwsLC3sLC4sLC/sL+3v7+4v7+/v7/Av8C4 wMC/wMDAwMDHwMDIwM/Hz8/Iz8/Pz8/Qz9DP0NDQ0NDX0NDY0N/Q39/Y39/f39/g3+DY4ODf4ODg 4ODn4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAADdAdYA QAj/ABEJHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmy5EhCYEwAOEIHDA9E h9gcAYCBSR6TOHPq3Mmzp8+fQCGiVMnjDUWXGAVtEQEAhhpBQaNKnUq1qlWdh8wQNaqxS4U8gPqE HSu2LFlAYQAQwkkHCoaVbw5dnUu3rt27CrOqjBGX4yEbTaOA6TJ4yxELEbgiAiNisGPCkB9L7nKD AIDLmIXQGZkHCgALW6AeBICnYB8oFgDwgGMIr+vXsO8eehMDAN9DeAAwdSp6ZI0akYNPdmwFwB6B SwDU4DIcCQArw4UHL94HISC3FqBU30h6oyE4M7Nv/45Nvrx5mLRt952YuyIdJm+PsHkIBwBz6dHB wFDh0IoI/IRZYUMEAEBRGlDdGSSIBxYIBqAVHkQASEaEaAWACWCsdd6GHDo0W20mmCGXSGwAYIRZ KALCRgUwFBJSViBaIYcVO6TGwhBwuLjQUCuNB1SJRoCVolhxeNCiQAkKtEMVQ57VJBchOFQIHDCo BsdCYXzgUB9L6bbFdh2GSSIPF4pIFQBKAJhfFwxcqRMdQgDwQA3QRYZElREsAaZFNTSmZnBRAGAG QR4E8Wd0IhxBJmjVLZHBmpNx0UMFqvm4URhRlsQlUyJ8KeZrbJCJoYYiHRIBD5BKJ8ISBQESgQdb AP+4hQoLOBjdE0lOBIgVFACgQpqpBnsogFHAwAAAmgnEmLDDXVYTITb4KWxx8xVUSBhMHXFTUJi6 JogaVYrg5qcR0THTqAvxEEZChDTx1gAmnMEdsMNKBoMQhaBgA7OR8VDDQoWoocJnQsTK78H1Jozw cDSm5oERLwBgqUKEWPGWgeZ1W1CfzDIhMUaziWrmQTyULKa5NFlBKkfqghQIagAEsMKgBhUCAwVn ODlWHskxYZBXQurchxkzVWBEHEIn3eTSSjfN9NNORw31GYsC4EEYohUn0LfherpRIRbwAHUfcgAA BkPp8eUQGDJIfVaJA/FYVEclv1QVHp5hoPJIJcL/cF90UWRgQRdXERL4ZSYYYQYIvhqh8OMLQy55 5JIV+8ACDxR4IEVTAKDRaanxpqy0CntsEB0rBQvYhAYNwUAUVLTQK8ZB1S0S3imv/BEYAJSwhGRX 8MAACGAC8MTk9y72XMId7ECRUtlOfNAH6zJUsQYFAFCBDVFM7j3l9VpRw7EZlDkiTp1HFdNMVjNw PpL0TqbECp+Fdp7tGyFVUFuXMSG9RbmZAsJsUAMZkC5YxYGDIADQPYQhywI12ZZHqEeSthBoAZ/h 3vfUxIUgOKwBNWEdXdj0t3rNRHcc+U641KAjclXsYpsLif4+1yUY5MggRxiC28RSBwDsiSJ0IJPe /1D4kRuoYGxhuQMAxjUVNuzANitJDQSs8L6eUOkyKkDBZWCgGIEcAgYVkMPTtgAAPe3QDQBoYUIE gS0rkWsgelFNtawyQ6AErEobiMIPCfIh8+WEdyVAAvCER7zFeEByUBBABq7ALwwI4SFsqA0P/qeQ XEFkfXKqQRchYgMWICyLCCvOEvDTAwgcCwrHeaNAgnihDH2qjudBmXg6EkCE8QAFM6HCoVgAACYc kl9cGEIHVBPDj1jSJFwDQAREYIXH8SAC+blT7/amSkSALoTVhMi1urbHbBJkV2+5zUGEgIKDdY6S eVmc5j4igxIkjAsMOBsijikQOAwMABlgijKXQMnEj/RRnNW8FlNW40268AhdBTVIhWrDgR3w4SCH AMPFupkTM4QAiSjag3EKBIhCCAqjZFGBFayXkh4VFA5kEgELE8rShmyqKU9pKUFkQhP/WcQGDBCk mpbwgBXIxQwr2eUxc2OwP0FBBhGogHYKugePgaY3Mo0qUNoSn/XIlEupOcERGPk4CMyRPinFWkF5 xBKpmtWsNO0lOquZzC2ypqD/tOpZ50rXj0xpUbTbkOdeg4eZDLGugA2seRZ6ISuI8Cd73YlSUoNK wTr/9rGQHchLRZeRxFbEEGrYDRMjy9nOelYj1wmnVS2LCJSJQKyfTa1qV8va1rr2tbDdUUnLmhBY IuQ98WFDFWPL2952SG6b9NAKHhA/4XChSsEF2RuECIXD+va50LVIHOc2Eiu0DaRlUSJFdfLSYVKq etEN71zjCNCQ5OZ4whLBv+pTJ0h5DFXDqtJ2F9KZzyw1IvRklxli1E/x+tckcd0tQdqDkJgIkQnO rYjxJHfaeqZUDa0hyIIX5gMEwNAk+f0I3lJzhBv+1799DJGAL0Jgj0w2pgTJAwD29acoMMAGESlE BzZAoLxexZJCOGB8/5UU1DwLERp7aafm++HzhMqP/zupgBR2qMSvssUzBaIDHVRCW5DQoQIVqEId zhIHIwBgByMOwRF2uIcK8C6GS8LuWKrAglZ55qkU0RhGhOy1IoPkyCLuSIlUUMLJRMEDHhjxaBzn wLVWJCuMK1SfJ4eFIHjAambo70BQFzkjUGAgKtgBg8FrECUgyzFLqEHvXGmSLEklmUPuLZ5daYMO BAAADEgCkbmDXsj5SyBD+A+/RKACyQAGAit5q0LgBGsNgu/Y3zvCwBZg7D8xQA01UwEDmJCfOD2B lSqN8FxMjRA1fIbQkBEQAFYAVRKdK2x2KyjKEDqRllFkDiqwDASUEAiIGPBg8KyeEnoNORjAWBBW IP+QCnSK7IJv0OBrWgKemGIC3ZrEnpi5TJ7KTZGKVYABIbjoQIgKOQI2BEbqEXRC8OcalP01J+7e CRpeYJkGHGHWBbYBsGEVNDXbfIc4v/nN2eBlBkBAAvdViNZc2qVUO4RRZAbAG65JTS/6J+K6AYOg YXAip91hCRw2NMtMxhPcnTwnpoIvvyzwhFZF4AFGwIJkkDBMmn2EjQN1EwURsYYVHEB7zUb4wfe+ MCvAIHOp4YGTN5K+krSFUjDYKqSYSRDUtbdezklOdmD+E5JnRCbFJEk7E0aFJaJpcsz0gKYP5rF+ LraXEpzI3C3yHcAgAO8N5DvfaVS+YbI7KE4QwAP/Yh+dIDzHJ1kRAYFOS/EOAUIEV5C0RGy7kKbm VuQGAYM7EeaZzGqPAULIDxYGtgaC1GfRgwn1ZxDsEW97gOCECR4DDiAFoOyqBACAQPYWAIPiSgYL Rnh0BxpQoFSSZ1mSUxyZp03WZ0Pa9ilkpXUiwXwgwSMZkABrADVDYAGUJxCrpnwisUBwkHNVsAIC kQchoGR3kFFSgGUK6BAo5UajMYBbAy74ZATFpxEwgAJ7ADV5oAIjQAE1FzVpsWVQcwSZsjVbkHXV FGJyhRcMWBWYhE06oQLTNyxasGI6BilNwEALEyh7AgcDdYIMkWEXAQhMkBolQEUHkRuTUyCPgyvJ /8GEquR1TVdQSfgpbcFhm9UQ0odIpEUHWlADNiAD+6I7UNABw3EFR6ABK5F6FQFIvxMchxEBE+OF PTEbMxEBNYB+M7EHbFAlJRBp2XR6jeVbcxhsB9hScNcUPLAAugQpvERkAoV6JtEHVvg4QhAB87Q5 ghABMFAvLjZSFzFdg/cpKtQUHmZnHjEl4QEFXCgmd1U/Ffg5CAEFKIBzKtYEBHEDS3Zz3QFO6+RN poVaxNghfaQ3CZZQVAUXCFEfWvA4UciLAtEHYSAEfbgEnMgQVsAAzTQ/9RODYkII8LGN38hbqGY/ UVUx8FcCPZCOk0FPwahSaqRKvviPEMkRu7IX8wnoTaR1HsuFZBH/uZGwgTcE0mGjeGNWcU3NxZEm mVr8Y1IlcZEcUYpVdpIwGZNw9AZ+hYwPwZLn+GANKZM82ZM++ZNAGZRCOZRESRKCQCYRIGxFuZRM yRAuOTHMd1AV2ZRUaZKlSFBrk24P8R141YxV+ZWCdZV1uBB4EAJWUwNCoAQ8YCxlFJLuATMdtpNg OZfZhFlxdxFANUrCogIV4JYbUTEUiYF0OZhRYZcq2BGw2EwIAwM8thPLyCiEGZkkYZhYCVpsEAZg EAZ4sFs1IHaQA4kk4YakskQu2Cn6KJmSaZg2JJcgA2hFFR1eNh8LxHuHMhPMhB9RMEzJRRGi2RBe uIQ2hZpEqZrD/0gSgAAAbIBzNWAEiEBUT1MFFVCDbtNDY3kQp0ETJWkRoKkQYPh8wllkwbiaBVFi pQWXSskRAOAGNhcDnCYIUEApKlADSyADHoAATJJzgHAEztOOPpadxsSCGfEtnOKN3xlZ4VmcZImT BwGYtjGVEJFpkoM4pIYQJpIwUYBU/ccTXqgGw8cDRqCfAwNN0kWT2JmMBRobC4mgvKmgERGMkFlb D/Caf7IDffkQp/IYVnADNeZ/UnFM9fh4a7IFGaADHpEHRUApy1RnJ2oVC7lSH9EHT2QBaKmWIQpt HpGSPnAYXwYBHlBrjoEFT+RTDnF6L6lYyZEBnUmlDxABhCNhMf+kBgwwOY8yEWSVedxmEHTmlUsq EVfEkCZhCCCgAvXiMSZaERPZoP31lCGxB5mZmWYwjgahAh2giwBAOLlSRpNjOgnBSnnmEHIWEXm6 pwyRgn76E0ugawrjHEEBB6IGACAwoRxRH9n3J1sQIboTBpN6MIHiQ94HAGoHOQxgBp7IoxVxp4hZ dEr6laTqpBhhCLiSAYm3BEywAwNjZhKBqQjTYCPxHaIWNoo5LFGAU8hSnQshBIKKb0s0ENj6ONra jl3SS2tyBFokLqypEZ+aEwGpp9BFqgSaQiIQAxh1BxXAjgVxCMnhAUsQBmxgBkvwaDywg09SARvB RmZJA2GAn2r/RjXawwTdBAY1gLHHeSBaEAEZCwAiRwhHAAFKpa8ZYaxUka+8xa+n+RGKgo2KYQQg IJ1PswcgALA6UwUAAKkKgTdYZgTJqXMgi0R1sAWMAwFbALFOA1QFcQQS4INNkxbbEhO1EQO/CBQu exDf0aiaCRRxaFbdSHEphwhckAKX4QFV4JckZjaTc2uUBjkLkAGPVkYrA5w38QY6gE87AKSyp3cI 8wQwgEEwgH6FkQGskhAQxwAiELmXcQK58xr3KhBlkDpqggUdUAH1ahEyOxCW11JnCxFpuxB8EAQY dAAycAcVYQW5+jjFAQJmQAOeySw8IAMKBQaPJgJpR7iDG7ypGmIYTOEBVkBxlFmoV+GyufY4WCgR Tfq5ost1/29UuhlxuhZhBR9wGSIwBdD3BK8jLF7mI4mpMFEQb02hl8K7vsBbaUxBIFo0SyPxBssk uIPhe0IAfTXTRmX6UhYwhYeiqQZBnNLLEKMLG7IkkCKBvSDxB0DwegRQAx6EAc21B3GiG5GbGhFg BXALVPFzBEzhrew7wu37OPsGAAsQABfwhgMxdApifUZHp5orLBbQuI1nm2FQwAaRGwtjAxxwlyFx wFWRwDNbEYJwpjVwBNJKrdozKAy8E4fgBfqUAVRQr9+if0cgoyW8xSQMIIYLa6dErAxReBJxYjH4 Bg+wMDzgAQOIKzygxV0wK+lqEKbCYpIxBTsAbGWKE0K8E/9NlY9/GqgWao8J8R3iI58OShJZAWyw 18Vc/MiAYiwMIAEqmRFk3BGhKAFCIEAKcwS0SBBgEKMWqnQEQZJiXDvUSxJ/DGcg8S1LsAM7EAZ0 sFtGIDY5p1EHAggVMGZPkxZdKxFy84urx0decALZg7BilLTKjLQ2d3WUMkziORKXnBMooxpkUHND WBA7YEZQswZJkDJCexV9XBGrrMAjkRZksLMxYAGCkBsgKwU7gDpWi0QgQLAUYzGV7BDD/BDmAgGv h8zMvMw5dwdV8Gi9C2E/kT5mEHhbwAZuwAZVMDA7wLKHRlM1QQdpNhZm4Hu3tyE8sAJaiREuAT0w VcQWYQT/AJwfgcJ2khMoG7Cu/PIxAtGd/ogR+xygtYrCGUSbkFwYQuAwgGwVQMXTAFIDEWDSGhEy GvkpJBnOiRjSCrVfrSSYtfWE/OIZiFCPtjKjCQIChhIsTCAD2hN0AaoGVUBACisXNz0SfYQAr2cB efc4hjFMGjABBULROwGLRJ0qNcAfG6G1tuFwb0SmiEgSZbsQXMmMCcpV/GIDJ1AQhKAEBJJP+nQ1 bhnKBoMEYs3KH1EfR7BLFIDXmAwzC5AAsFZ/RzBMFmCIe0wXZgCfQcAES/xoDXKGAIoQFbIV1USZ 5LoTh20RJErB42EkCROFvT1sOIzUGwEFG2BOMt14YCAE/zWgA2BAB3BLIRaTHb2RK+ABazuwmyDR BxWwAakoHH8mIYgw1AkzPt+aKipgw5BtBVSmvHcxJVVigHfx21YGM4n7GIdBAQoYuiXxLUiA1oIt EGaQAXiIOrmYKlVy3GvkYyy8gg9xGpQiAmRw3Q8RdgrDAhUgOTXgAZACTzzABRxwSre9Icuqw3Sh 33kNl2qwBlXCA8z6R0GlihRQH5zMLyVgAQuzAfAN2fBhAf0KEdvZEISVAT1QbwwBizueMJ7BBZ9p lrrhAYa4stlkvark4lTBoDGQyB2hKDjXQ+qFUXuQAMSDsXSSN1LnEUd+Ed8xEwwQAzjwFr5ncxq1 dE6jBv+LYs7ksspQoNyvBNUdgmpFHhEea3NvwKueAQTzHBZvgAIWMB+wuIFPMwdEoBs5fBHuOASw fARgXotRAToAAARhoLM6swbKVHV9QAZiTXzZ9EI1LVhcHiYhZlgMkRuMnTC3NBE28EviVwJtrhFp cONqwkub8+Y+USFN0SvZFuuMkc+wZcZmFef2RQcW0gDnCoUMwGnNZ5s17hFP0NwKcwXIKeoEQb8d YL+EESc2oOETETCaBe/m8ZAwybdnlZIjUFz/DaB9dSFHWBISJTlcAAAqdiAaRW0KIwK6GxFi6U2A zbX6O5TOJ0cTTy40DQTzCuE5AYtNgDCz2EahltJ/khzDB0Gm9O0aGYkhF1+gMCtVJ8bi/Ix4QwAF UwAFd8IAFeB2NmDVfwJPbToQ+7YwTUArruhNvSmqH5GSrT1WFhIiVI06iqsmzkEHFWPXvjMZ/41O WIcf4pcdTs0hTa30XS7fiCpVmMVNSOIF+DkGLOoQsjTh5DKsZN8h1i6/MiWJnzEEev40NSBPC3GB BXWVKV/3HYJVwijzYZKSlcg2fo0eWzsydamFiW/4sEVYJoDrUvX25rHils+RuLUSBy4mnE8XWv75 /0xZiiol6D1qF+XM+qg/l8BZ+CFR+sbZj2Qd+7rPEIf65S2PnjiBEvFB+7tf/ArhosnKHR1h78bf /FERinFJEbZfsGkT8M5//XiR24XVXyy68pKP/eB/Uvx3GRYNq+F//uif/uq//uy/lIfw++0f/+Rh B+HhSJdhk/Kf/+ZBB99sAgARhhAiRGF4ECRI6EwMACa2AEIYUeJEihUtXsSYUeNGjh09fgQZUuRI kiVNnkSZUiVIO0cAiAgziKLBi4C2mABA482hlT19/gQaVOhQokWNHt1IJwmADFcGYqTJEY5LC1Ho IMWaVetWrl29fu3YEoCFLTI7RgU5SA1DEQ/Bvv+FG1fuXLpHlTJ12nGPFRseANhYceJpyT5bLACI AYdnXcaNHT+GnFUsWbMdoQDgMQdQH0CdOZcJYeFqyjdLM0CxE1n1atatW+OJgnfwxyUPqIAB0wV3 7t26wcAAgMenQhoNr0B0nVz5cuY991ymXPJQhRq4ffO23hvMlwdWhgK6kgHxzublzZ9vDlu2ShBA sL+/Hh/MgzNIp461il7/fv5dn48t6yc1MpAvOwPfUwIArtRiqIQtijjCDIOQ669CCy/cSL2mZgPK hh0OLBA+3ADYwytCwsAJiDcQAQDAPjCEMUb+/osOpTdWAACCEkzooEUoKkPEhhpCJLI3EgHZAw+J Coc6RA0RMINjIhIJsunJGNQAUkYtt6RLQyiWPAkQC0LQbLPOzATkCQCgIAiOCjw7kzM45wQkDhUA AEKMOzqrI4wgAIDhRZUOOSPFFS+akiI6ojjsiCi5hDTSo2iMAkyVjHhgCxC1A2MHAF5UIQZORcTN JR1IxQ64Q0Vq0spHN0oUo0PeYCgDtyT/xTVXkby01CcbSth008tKDEGFInHjwgIVUC2whBU8IhSn GMgDKdaObMKJhjM41LXbXGlMQoYtBCUqjAyYHbULIxREBAwAjCjygR2OFZEGD2SFg6HEFiPJWpHs uAyAJEbztmAM+2D0NAr3UNCmw/YFKoIj0qUYtwzqI+gNCjI4QtNUTaiY2Q7CkGjW4qblFyV/TWqS rVsNhlk5QKDIoKpeEWGYojdcOo3gk9ZEd1MTSEZoEMMQU6KIMNQAYGJ6C9zBhkPyRUyxoFZeqbAS EMMyZq/rQtgChTXKGSOFGHLoZo6ADhZVD7Ywt2nhKGI7aN6+MGJrE85IWSisJaJjib4i/7BhCatD WrTFI1L7unGsZq650o/KvnYL8VTsOyMoakCzczk9fwOANTTaoQrP4zxTDBteUiPzov4+hAcAqtiz 8zyqqAAGtTcitDgTjnM8eJXCHnskykOamqr8MqrgQ7t1406NpADwOD4jXmiI769WPmSFDrgIuYst QKDA9ZDAk/YMPuoQvn2NIAcgirlPOt4kBl8KcKJDROgBdTrlnAMAMLYRMFQgD4Aow+pE0Dq5+Ith Z/Df6TwTuvlJ5w0p4gEItvAkB5HLfY4L25pK1BNAKMEAIPjLElaFkhA6il9UQEzFqPCAFZivIm8A AgBKIBCtnMgGd7JBEagVEWsNAgBKaP9biC6zu4zAQXYlYCBBwiACiVRJh+P6YLfgJz+gaKwDUODU FlZXBBuOZFZLoYAS7ACI1VlAB0Zgwg5U8IAKEK2JsoNJlpBChwpYYGIG2gIPHvACfllrCct6Gqdg YAOPaIiHM6FiTTZ4RQ9msUIhhMIIg4IHQNFLCgwwglAUgpOhccsidynlV/pAARjQiwsZeAFBrCWx 8KXrMhkhRHjiV8mKTNEjVuygJctDCMvFr4JDCcMDwJfE3cQABJOiWdOGiAix5NEnhyggADywoxI8 AAAhWOFE4AAAK9QSNzyIwCGsBYIiPI9Tt9TfFJvms434ciTAxKIwH2O0w2RSK3QAgBb/mGkgGBRB K8nT5hLY9ZNxqmALRKIC+SzVh4AOFDs1QKEmEWEFkFk0PiowaMZOFs6P2BMl+OSlPntYTC56RQXu SaR1thCcrJwIhR4wQhVqIJ4dTJMkgADAqZ42vmdFxAZCNSdvFrCA5SHiEBSAV1J145IivCQMZfSI SX2CUpUWhZ8iPIlCeFCBFonACIfzCADYEMHPtfVMNbCjUAahhcPwQA0S3MwevnCnBeqRI5ycg1v/ F6cqYICIax1sYgEBV0TcTwRUqEAW8Pq5OCShAhjIS0+0+p0wNCifXTUJMcXT0pPgoQIcGxUXPFXD jgAtprwBQVxXAoglkJUGUHhtfJRw/6cKfIkj6kSiR3ejAiEgxLVSBcPQKAIIFSygCvDRQhAoYExk RlIr9wsmaDfy1SNolIWsHCoIWGsRo62uRSXQgRViCkMmfiRwOYKBFJBrUSnUwJtCvEgYOiDc7FQB AE8Rgqj46y56SsRdHqDBBqCElM12Bbuf1a5oBVZglcynnB5dl6UAQYEHGAFESsgAA+SbxA48wSRw EAJTbCBQdw64QFsQAgYAoIIoEmQLJcitke5QqBYpIbcwKKrOcrg3rAalwXB5cEq/xl3GDSV01Uuq S/h1iAi8jZkqYMCFRQQCRoJkVjjKQBC+0GIy5xgMRuCtFqwArDKDQQsAKMNiGIbERP+qIAQSoVFM wHLkugziCAfxmoSTwAEIKMG7QmFnm8FQAu8ggpNgfN5lcKudpYyOI2rxSwc6ZmZFd1o3VYCBN1Xg 46TaoMsI6V4HxlykpXjnq76VC58TotCG7KhHIJDeUU5kAiEAuluDCEOjmowIIJCMCyoQgDarYMqT AmDEZY6aUwVG5gQJlAtGyEAEonSXNQ07IVZAoQqi6uL5ejp8WijCYTT90HSty6+H8FQMqGA9FA4B J0egcFz4fBmYjkoKHXgTUJhMbB74GlK7nrBFij0RQkQhBC06ARgGBYA3TJatnanCQcJQA8FafLE7 CAMdbKgQFQRAAe+CoGI7vvKLq7z/5R6HeR42/s0n7IkzR6hAkQGhhjCE4QgnqFqR4dJgoH4h5iEw eEkEXWAgFHxLwN7a4jaycIwE4ggQAIABVjCHkqiAB+XuQgdikAEIOC+30a7IHhT6AHmT2+3mfnuI mBBqAOwg3xHBw1KGJnS6bJaT805qDIIMEkweWiJNTzp/ED4wkFC9I3iwAQIAsAAg8OEjQH0Dywdb hXshggdV0LwEMx4ROrikAjWHeehV//LVu9z1qe/MHarwcBhYDXJV8WtPDpGkPbT3I1MrwTOJKAbW +y+216JZVY6JEcTzB+pN83bjZQsSNaxgAExZQiDIdsQWqyDnUrSAizuQBBxZAAhaNOB0+sG+/riP ygr2BcAADO+TPuAoBsHtghWKIGOJi4QOQy4nONiatti5cykzI6gAjOAVkWj/vmFCkYRLCcc7iUOY JB2yAvM5hBdggOc6lnVpNITwgK9jpi8IAvEAASNYJrhTQfVrP4+yAiCQsenCtzdbCxfxCU5qJRl6 gOLaiJkBkNwjiD7YARybL3iKCBp5GZJoQNd4Ph54lZ6QQBKCgsMgABgwA1SDAxEIgIYYt9xAtwyg AJJyKuooECvgARkrgT9aQfZbwxZEFy3YAfE4DBWRCCtYKIJIMpN4ggxIwWPxlNx7tfnrpf0qswRB hLvYECh0OtVAODokiigUCjsAggUAAAQAgjtANTrouZ5bPoqAAtuoL1HDPzZkwTY0xRfjAfGIgAWz iDfDCK7yCJpBrqVYjGjB/xN6AgQ8SBJmQzXu8yglAA5rCool7LMw2BonHI4zsIHpAgAQEILDgcSj MAMYIICxgDWNwAM1gQAYAKNS9EZSBEeL4oISBAAZQ5mNsMNfmqQrAUIqqajcsrOXQCuCUIMIyIAd eLb6ggAKyLc3gAB22xQjcIGGeKSiIMa3aEQxRAk+Qq0DUS0AWIEfmL6tOARwKyswSBk7WBcG0AH0 C8dT/MhvlKn9GwsAIIEa6whXvKd17JqIMEYzM8SJuAynoZiqekKEGKduBIMtOAIU0CGURIqDpEg1 OMabvMF3Ub09sLO6CIQlmC5xq4Pie73Wg72plMqqtDg/IIM76ZFUIol0TP+JRXkYNbgCzsHKPgid kukt2KuBHaAIQhABGSMysBBKo7BFRyyK+ejD8PkTPToELZguE6gBHuimulMylUgcWwkBI6gBSnQj wHNDkQRJ/uLJHiGrCsgflFDJnxBLQDmCKzAntEOI5oFHt2yZoJuLugSKJilKrfBHKLOoI6AA0psx 2MQOT2ETxKSKzESEHZIIM0iBanxMySTOkGw3nCCrRPwJsCyKzoSBz0wtABi2MPAAqSLBHjnHxlDN lLhLhQyTNlKBHdCBJ4kAjIwICmgnMxsZgliB6hyoHaCAdtSI0iNIXvRNiyAELugA4dQByJzM/0yk I9iaCoiACpAcothMrJj/FZcAgBf4TMvpP4R4qTcEgh5BxtXYTjMiSlYMissoAiLRAoCDCKB6trNj JBAwu1paIo9wIh3SM424zx6MAg4wgLHoz+KMTHParXJkALDCCrCcGiEgqxYJgSUQRN3bGaaAAoLx RezQghvoEbx0jQz9CKbJzqFgmA8Nny/ogB1QJ53kr6g5pDILAuG7CByqT5CIUZZIsZMbTuPMUdzY UbGZJ694s9XZgVXTDijYmgGyyyTVESWwgh3AOnw7jxxKvJEIg/PizZ/gpCiQKsHzOrBbgHWBNDKj qYiYGrYASjWdyJBQCxxxzBuF0zKDgjt5gLq6O60IAQa4jaBxCaMciqVD/49ZYQga8L2z8DVAYJSm mUeVKQOr7AwP8C84oMqbgwGGEVYzgatNzR6+44g1HZ4tkIAcaUYoCKyrPFbUAdTLkdWvOAQLMJ2q BIHcDApe7acjdQ2qgSJoLalEdSo0LR6SgAMGaDMEnLMWK4E7Y5FLHaokcBV3/QhpBQo4WIoF6NE3 bUEoYAgI8AuIaQwQQCrhshUpHK1OXA40nUtkgteJwJac0J6SkgFtPRM2UJBDOIEI0AzN4wIAeJUj CIKs5IInoYFf/SlPoY4qgAIZAADMDIFPFaUzKA4IkDwQOII0oMo4wLkIIIFnVQ032dbOMNnSio15 NY9qetGjQAuPmIymwv8INQi/HDMCAogOO+SYPqQCHaAjepqOFN1JIfALJxTYjeA3IvmCbsLYo4Cf B6BEBqABUrMOKqABb8IJYWSMIB3Sb1oCJWAzM/ubjKCUXFUN+syAgtSKrRUJtRjAlqSbUbSoDtCC tDuDnoOD3ZmOFNiBKP1WlCAEPEmkDoilt0AoB7CAA5CxJIiAGLDc69oDTmS2Q8BTPc0OPgWAIHCx x50Iyt0CXkwOJJRPBuvYkehMR4mI0NGyp4mBzgNVY+RQoaAoJohU7e0K1myaEpkSOoACGasBM5hb +8Ge+8MOYPyLwbAB2xgol/ijRCqC2bwI+nSQ52UNL2HersBcJPWdK2j/gyNKpBKI3Y4gJpxgPKzw gHYiM9BFtS4gKxCAASBgAeTsgvZVwNjYWOM6tKmRHQgwAnU1CUCoAFVrmysgn0CgALcNGgwQsKB5 swLT2N1tjts7UMcoYKEAD7kcgjGDjy9Qle06GqnjCoZps1tqKNDclC24k9XlHR4jLbpRYSsKgSgA 4I4AAwZgMXqJjRRoswwYkpC5DAiwihbtK/0IxNYIYru8Dx0ZAfH4EbNhqbydLU9hABMQT/I0z4IQ gXJjAgDI3ZiKgQgY4InYA5dYIL5D3opYFLJagTIgiddssTfL36Q65LaxAg/4ALQJ2fPIpYtljjm+ LpYEksJDitj4gpXb54MawAAkAYCzBAQzAIAwINnQYaJD4N5rbC0VxheGeIAe4GO6UYNt5YIKiFoo gRM9SALstFnmeD4mNg9V/orEaYg7nBQA0FJmgl1aIjMGoODcKoIIoAg8GDKf+ohJvrwbU1ztswgn Pl4wfZ4jiQLsdGfmAGZDqRBtjouzaYjlJQqAut7wiQENICepKo5OA4CrAObROsxqIeaRAJjDUIEP nJo7UTQAAF+LmoIiEI8LrVUn6V4LEWjGeA7xSIJ+NommGbAOSJAjqDMMKGQXAzF5/Al45k6qWYAr mZ0B+2RmgcMo9U7lMJnxAP/h5VhpyDBhAJFcjKjXJz4vBkiCIlEVJ04kKwgCrIOCRo7pi6Y/eS6B IvBIcYaAvYRDBTNU/XBWEahmLXnq1tAargHhKTLkhbIDFOoAINgBDi7pykDPtkECHNGJktiDNqKB wEYBsNYjn27O2GhQOuMUE7ABgHqBZazT/dDYUu6WumaO0lDS6LMIsLXqj/je3tACHaAA3DsJD7Xb JCZhuugdAOjSL6iCBJiBdOUPOniirI0ZBPRaDBml7GFeALgrrJQBc3Vg6lgdkw4TAIjl4gOCElgM 5N290aWDqU6JmenRLD4PVOLh4NFc/Pniq42mCEaIL2hojwICde4IflLOleD/pJB+nvjmiZWpP6TJ jugSjwi9waoV5vNwXu2qol6VWxk5zQqIgTtgmDJYvRoogY2gFTxJapSoAKPDSh44AhbRKIA6gtCL AwdPCUqpaOUQYATnCNI+DdO+pKOpgByQ4iOm7YoghOQTbqHgauS6pVjZAQ94LZcg6+TlGYPeDx/2 bhZ/y4Uo6CVXakANgRx47DUxHwHEDBivLrALjkQRgo5qsctI8YiYjEY1j0HoVX9i8p9AH8TYFhnJ pfR5CjRnivJGih4XrlsKNm0CAHIDAhU40yGzc+Y4Zepac6wAGJfOcP0Qi/hZVayIgHNOKhQoAAvQ syLIwQGTgv+KiBbdofRe/w1ge5K3PnSwiGqbkRHH2vGfTrEWaREbQKv7lir9Nioajinq9h3QNuUH BIJHL/W3MBoO4lwMgY1GmWuPOOQa+IIC+YIaAGeeACogqLMQ6BvqfK0rOAIr6dTyaJWU/vXWmN5j h+s3OOAlh4IKWNmXK/HchGVZXheFrIBgXTk/mNmcgGl/viB7b+pvb4wFVVJfP4+P1QmsKhYyYwGy Gho+YGzHhuyLMKJOfhAFW/D9cFaI5Xc4F1rjgPLkuI+qoCchMJb5ogEeJIlDUAEJQOoK+ex9v3j9 sAnx0BaWV43ni4GZGmPrlOyJEPXO5g9Pv6qWbx/65HkM6cwVAFy7gQmOoJ7V/qBPrwR6lTrN7DJu J++AjiwSC8i1inAYH50R6DDzp2fyu2bHGJkZGaMBI1h23LiMvtmiZF4ODUFysJd7ggh3mYfq+6gA CuACR0uYAkcPJZ/7wL+IMyptsg+DMVcONO+njRf8uT9up68Qb1aOQhfvxrd8kYAfzNkPyZ/5PSf1 ywf9Qen44k4OzmcMhPv80Ff9oHCsJFQN04eLbpfu1f+nfaSworF/DNjnCltM7Nr3fbBouCn01brQ /aOoeHH//eQf3wu32q4ofqFYeeWXfka8AlJ6c614/pXw9G2f/u5XjUQXmHvviewviaYfdO9Hf9dA KI+/Gp945B9M//i/kDxMCfLHxqqNe/nXfxkpjLEEiEOIBhIsaPDgQAAIFyIEBCWDhSiAGFKsaPEi xowaN3Ls6PEjyJAiR5IsafLkSDpHAACAQoejQo19olhoORElzpw6d/Ls6fMn0KBCER46QwOAiSs3 KcakSOhKBgBR8AytavUq1qxat3LFCWiLCQA0zhA62LTgoDA1j+zp6vYt3Lhy59L1SOchgCNvDsUk FCYhbJKXdQcTLmz4MGKUJQLBYckDTuLIkidTrmz5MubMPQMCADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit32.gif R0lGODlhFwFgANUPAP///5mZmWaZZjMAAAAzMwAzACIiIjMAMzNmZhEREQAAMzMzADMzM4iIiMzM zAAAAGZmM+7u7ru7u3d3d2ZmZqqqqkRERN3d3WZmmf//zGYzZv/M/8zM/zMzZplmZv/MzFVVVZmZ ZpnMmWYzM8zMmcyZzMz/zJnMzJmZzJlmmTNmM8z//2aZmcyZmQECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAyH5BAABAAAALAAAAAAXAWAAQAj/AAEI HEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKrBgggIABBAYUGGAA5YADKwOILInA ZQIDCha4ZNDAQUgHDQIwsDlgQU4DDyAEiABSQlCYCRK4NLoA6QSRQSmoHJCgAEyoAwJIGMmQwoSh CRakJHCAqgEKFRo6YLCSwUMHFCgwOICTas4BAyxQuNCwgVoIPhtWyKs1LYOcX7lacJi3KIYMlClo WLm2LeQHC2QyxLu3wMMLeR+7hVwgAQMKiRcKHcAgdkYJFhikhcyAwYIDc1naPrjhggUHDi5cSL6c Q8IAuf0uYNDBKwUPuicv/FD7A3Plypki/wShWyVMA70ThABggWWDhRcWK3fgffnyhA5yg86poDfX uQs8IFpCEVyggQjLfWDffc+1txZtvimgFF0PiJeQggws5wAHyW34wUcjWAdRBL65FsBZ2kl0gVED OkRCTq6RyNNEJRQwlAkRUUAVBRL0NhxlaaX4EEy0iaCXXRO51GJDJ5hnQAa9vUcWRBAgoAEFIOQF wpIjkYAlCFlmidiUA4UApmZfUkCmQBCkqUGbUpLpwJlgggCBBj+uqadGKGyFgAc4NqSWmhg1sN8C FKTQ0AdecTmRAxCkRYAHAozFUABcBXpRjywxkEKeB+2lgkYpcHadQxywSOYKWq3EQgsnGP9ko6UA bBBTQQ6w4IEBaXUQAKgDOYBdSgyUNFwACZBAEKYJYLbsBK0eMIGjBQXAAleILlWQVgsUNAIBIxhE QQgdmPdrWVEdIEAAKBiUEqECfZDSkg6cBVqxARCmUH5cGVDBuQQ5wBWtDtQ0XAUTTBBVAnBRG1EL DKRkAHIfElRBS7EF0NpwZn5rmYXPecywAyADIBRwBFFQgJACgUnXAQ8AS9AIrFXwIwUEwCsQV+sF rIIGC0iFQMX70vWfA5oK5IABC7SrtG60ChTAz0EjWjJCAXyFWNQCcbvsXuIi4DEBLawZwnkLMdVb xCjpixHNEDQEMQMG1A2CRsE5nHJvBBj/4MFGHqTUkIwpKSBzREzrbBBTc0XY256QRy755JRXbvnl mGeu+eacd+7556BTTqJ5cT30m+IUcUbb1QilqoDeDwWQkmsQBYCUcxipQCQGENEdLkYOzF7bXSiV TpYEAeSEpEErDDD0QBEoIGBBF0gwV13GIxSB9Ztp0LNBASzA+0CYEkC00g7IjtIISR9UvQOuUVC2 uBvPDK5BEkhAQUtvjaZ+hghpCQjcZgKYLKl6HisWQyKAF66gTiBNKgCtWLWA4TiABE1KyQgO5xDU 5GRaCEFB0DIGE7el72QFGEFPRqOb6XzqIJzKXgemYzGTHAAl42qIxtrSgRCwLgQEOM5A/wpYgDhF oCQQUMBNPDA/hURAKwZQF0IkEDRaZYACDyjBQC5QkggtQIgsDBoDlHUQCsAkYHQjCAlK4pUCXId1 IHHACB6wPIWoDCYTaCJGRHi30ThoACLgoEMcABM9Pmco4BKkQwQAM8pA5oEVoQskCZKBGfKHjKGz 3AZUkBvP/MZGI2AZSKYGNBh9cgST7IhmjPYgA1ggeyEZgdhU0xJiWcBZIsENCFxSS9r0sXIROKIX 0XMAAiQAJr9kSOBoMyIAjEA1EKJKWmBHELaxwCHBBIADpsOSaLblmNjcZk4UyRQRHMA3LelNG2+Y ym0x4AEjeuJeqDKUutUtTgzxWDsj8v9E6RQLaAzL2gMaAEeBVAAEpbPSnRDQpgvVZJ02qhFtAoBF rpURgCiAQJ3EBsuALcwlA6BA+GozFAAqhDyEosCdfvazgp4kJa3hCc4GAAIRgIYCBdXmM+MSATDJ EpUKWUGIvpJCoUynATO1aEFSoILaOEADLIUqNSeimn0uS33HCQAGPCBSFR1zqgRBKkzUZJaEKXIg IhiAAgaQU1yJtJ6/SphV6XeAUT2kBSI1ygYDwFWwFoQqfgWADyfQEjVhgAICOCtZSqKjv5TksSsg SwZKYoFajuCxJZnSCXWSkmk9VrEkwcAn24LZAOAyJIz1ynRKm8nWuva1sI2tbGdL29r/2va2uM2t bnfL294aBDnIaatIgAtajngHOW6DHHGFG0fgyjY4a9kgyQrCAQjwKm4dacBaCWCUECDnt15JQGAb AgLpxCy5SjOMEpl7l9J8RQXTpWTBltgRFLYFNj8ipBiVGjkSVOC/AJ4APh1CxWQ+BMD/DcC/YBOR 8IlXRQj+lwNKQIHTjmZ/CWAvQSSAYAU3QMARaRxFIvxfDIwXAEVRFOTMKEYDaCsCNxlQ8B6Mn0+W gLn+UQtwxIMsBjjriCg5X7VoOUhEQiiyAplhylCyEK28yyHqrQoDrmKCCDQPXhEwSiqh9JVYNWSe /BnLClqQkowtoIIKCV9bDEAWXfkk/2tfBBhClpkTChx2AD0cyidF6jAHYCAE+qJAQHPqAN15RQAp EIAFErDMXpaEvwCoQAPe8wEEGKUBHS1ICarGAF2xgAFcBQ2R8IVegiRaiyLYS7FkZi21hlRXFFBh C4nEZ4SYINEpwFHgLqu3DczUKyGY1muupVoFhOBfkK4IA43MAAu4DVkJIOECSq208iVAlAe54FEY MIJkJrGOKqsjriy5gAFnGzXmUcH4BkLHAcEYpwhZzk4Ox8C5wITbWlRaXfQ1lwdgElfp+4u43eeA Jinvd12r80AawF38CJoq5hZJTWCzgSZzhQEf0AtMxqak77KQV3Iezw0ZnWoHWoBIvP+qzQksjDW6 1IbaBFESAAgLobodigInUCQE3pVsADCyNRnYJEp8Q6TZ2UyQAEqAzRTCnZTgiTzr280nuxM5CuTk mnIhgSW/dxHaZBohDmhBAdDTc4eQeYN3Fa1gMrLMqyzqBC1YNAUiLhHdMMBpo/nvdL5+uQi0Zzpr Czx/pqOgjwjMMYEHs1EGcBkNx2526Ek8UZHigAw4njJFSfzaWIOeAnnEdYBPfEu8gpMQcODyvk29 6lePOUypbm0/OsvKOuL3rTimAwMHwFAKcGKFENElXlk7/tCCeoVUQCpthFCmzWgAmFPkiSmh5+MM os/ia5YBJQCtaIeHkQCM4AQVf8j/zsOSkSd6QLFz4ZWQH7UXEijWdty/yIsg4HyErIQC7bs+S+r2 mooXQAOaYkYJQHcDsUxZ0hDIcxNrlRfvoTF/AwBPpAJc4XwZxx9cpxAekHyvgV9DMRAVQDcDIDPp hx7/hh+b0RcbaDJuVIApgQD1Fz450QEEJnUKkBefMgATIB6VVEVMpzLMpCcSmBI+lBBNEngAwEWB FyBEpUjbBBM9NwEQoiYbIFSBtxL8AQHMZU6qhWQIsQERkxs8lR/NBoLJB1Y6Mlbhl206sTYVZwJC sTZFkRNlNjhehHcH0QAQ8hoAwAFHsjaqAy5cyBGt9i5BIRAXoDuJkXGt4XyQAhMP0rhAMwVyDWAp JzB9ANAjNJQQJGB3JYgfqsETcnYtA7Ir8XcQGIASA+QQyGIUSqFivmYUiYEaybIvPoh1DeFkOBgA 8wMgy1MCj1E0jiECeiIBrmGHB3EC33QAAPABO2SFW2GJOkQsZfEXZGUjOfEARQdqD+F3aeF2CsE2 MpFl57RWyUd2pyEVBNCJ1fIbGQYAaYUUSlgX0HgpF1cWSBE3GTdah9Ib67YnM4Vth2QjxXUQ3ZUj dbZ+EtEk0QYRcjQvGEFYtFM7vlGKFBEhF8gQICAh9f9HObYzOwuDjtjCH713i1aoE38BefPmEahR T9gyFQLnFQamERSlFi4xO0TxMiPZZB75kVuBjTRJkawXlEI5lERZlEZ5lEiZlEq5lEzZlE75lFAZ lVI5lVRZlVZ5lViZlVq5lVzZlR4IK7BiHm5UAsJIFvEBlicBIxVQdhrBYbBSAQ91TiSAOyNRAWAJ dzB1ABSgjh7xAXAHd8hiLmX5WvozFIOHARxmlyIAAl+RkwoRAlgEGGvRAiLQAihQmTCFdqo0AUPl FQwgAmSJAi2ALLRmfQ63eyyhl5WJAnZpdb8hAB8xkwrgFfNClpYJMcTClqJDN1RxAdmkPa5zkSRB dP//FwEs51GhsRFnwUtLkVP70y0b0RsL4BUkE4gGwR0GgAAbgYlSwQARQJcHsT1S4ZgiQVhvMV45 QZ4Q+C2vcVYCQza34RsdMFcCUSoDkBGYUjdd9RB0Q4AQMQLTwSPb+AAEMEaVAxQNcABRsRWTElhO UTfGeCkh8ABEUaC6CBEpgI3wNSJIRaGqowIB4J8GgRqg0Y8McQGThpowUmsPwSnjJWkesKCqEwB8 iTUscG0DmREU8EcpcQKbBgLE1Z189zT7J0h+h5or4wBn8ysOgAJt5J1plkBpqBAS8Ew0eH4+ghz7 E1LokgCTAmUeo1rAQQIjgxzzBDsXsHsLkG8MER1t/8GKyMKkDlABagWU1ZJyGwkSGXhOU1YQGWAi A5EBRUEtFwAT/VGjBEEiRmEBFmBIyGIbgWmd5GMeuZdtXdFs6KUV4jaR2gMCquWNaRYVzRaTD2AA oJoq5Dei7+QadloQPeUYFrAkNYIySnMAhjNFUVGglToTyDcYXXhTmdVPMoECj9UYA6Arg4kfoMEw oRoWogEgHFBa5cETHgCe2RYiLOEwH3hOAGM7AbACpbUfiKViCiF2gIEAwIIS2cIU8uQAyFOsuxEC 1BQBCiMiCCF20qJg2oQdb/ZYNKMSPJGjsZMXI9AVJWEANkJRh3MCjXVmg6c8+TOl2xJr1AkAENBu FP+VU37pRdsllrDBl6iRF+kEAAZHUXO3EAbHWVwhMYXkcQaxGColFQLwga4Bs4czATSJEl3hSRN2 Agg5cxQLM/UiFa+SFwV1QeQGI3GIKCeAqBuxIqNmAOGyAjFqAEwhAQhLqwgRAiPrEBfDS72xFFDC pbbDEgxBN3pIGUzTFr3RfNrEEu0ine0kTgygmxFQN0P3OEd0E2ymX1q7tf2xqy/rF73xN0KlcCnw G4ILAFvap3tyASCAjnnBNXRqPuRTsQWRgF1xJaMhAeT4GtbaODpzcgMXAUYSh/sZqruRF+DDpdAz niO6iV7angvBKluRF7BUAjcRNbKTXxIVP/sUHMD/m6m/4S1s9rIKg0Mnqyc7eKyh+hawaTJG8QGI FrNp4RpIR3TpeFI2MgFx8YFragKJwkijBW+XckOAmBAbABpgZEYgeh0soBWQkZyQGK8JQYwHAAHj 0ycV9GETsEvhNR3Z+xWQdobr0jUxkjD28hJuJLAXsXtT9UTR1kKswRIT8AGSui8qYUjaYwISggK1 BD9BgxPJ8bMHgSk5IbG2ljVG0hIIkJ+dkgHWuhCMyayQyBIroBv880gmsAH5lxBpihIR/Dir+LCh sQIfYJoYkaakdRq6cQAvjBHHZ6APUQL3AoAXUT4AqT0sNp8XcQEeY4sNkaa/EcUWIcJ1Wzu+BAEz /3ygnLpASIWO6ik1NjwaDfDEaYwRtutll9IAvZKnagud9XtoG1FYY9wAi0YbEao5M2WiAiEBENAB d6JajowRrgECbEo+K6UXVLHIFeEAoCHJZfRT++OZP1wROFuD2RbJKxWHQxidXnfCIABV9WQUTos5 5BF9yMcSgGfCGpGmqgGSnskA2DUTdEMk0gR4c7wQCKCgS7sTveHLGeEf0ccavbHFXpnN2pw5MMsY DLYn0OLN9Pm04py6a9LNjOHAE4FU4qzEk3MkyUwsv2EAKYHNFxF530QbfLG23OUphhd5TOOZTIMe VcF/6owQd4weUldSTEM3EfkRa1NLv6EWDB2gmf/kFFFhAFeyvAhhRhhXfvkTueiRzkCcnr/si6m5 ganUAF6xnUXcJnmhN76hARqxPVqhvBSQyQZRWfTLOeEDLvkCEfeFETB2X35FSLyHnyIJEX58vBdB swWqWDOto9ZhWg/hZBwsOXrxTCoQSgsQkwuRymCdNs2WG2YdthHhkydWAWZ91r1xyghRuQOQwU3G qHb9TCsIEZG7uNpj14zqH+PMHjBBro8LyuZxbYx6RCPQ1XUmXArDioOUgTu7ALj3HrFGNybtRMFh ACIqEAwkaFGhPE2VHAzQVDDBQRdAof0hSPIGkgogGA6wAQEAAZX1f8dZEH6sEgi3EOmzy2OnhxP/ YAHPxCudLVRP9rhdZBQMEAK5ZoiBERsmIMRxfSJp4asLgTxUEVIERT56yYXJswBtfEQ+yNk65Jp6 WYgJV0c0C5Dps3t5TCBIdEzltkI7Y6pLRgCOgjyGcl8beUIuAQIN8D0iME7BshmgwljHlNR7UrBs QS0fkNlHKN0toxeUKgF5mqYpMQA5hzUJ0AG4tENIJgFZ4hewcdtfsz4uSxAY/ojsgWYC0QBgUpMh lxBY9JoJMXQTFFJu4zL716q44kX8dXwEEBstkBaxIeK7d1/SjBEcMLYOOU9p64np5B8rwT986ijB tD0u4RPwI17fnBAhAILSiXKdMo/QE0xQWKAA/9ACyjMXZ1sUfBpFYmojUV4QPuyFKPE3kXtO5osf WQt4+zd1vZFpwfSeKFF5a/Vn2nJIEy2d8t0WfArIUpy87zItLM26FqBaMhMfCoRNBwWSgnHBdOO9 H8gSPYe1Pv5bcm0AKmAWLADKw8NwOMgQJ9Hnl5ICUhfTmIIojLsZf5ttNeFXsp1Eyn0dc/JVpJGJ +FEB53TQE7EYaIEogZg1BUBCcx2eWALhYd0YC/Aq3mIjBFEuAFmYrlF2V7SjcTgcH5AAmgmBjYI1 OjIyDKE/ywku4EkCD2Bsy7KQZTQBGsBofKwQSOWpbSHGjJsAtzoQKiDIboVIMz4lWDsAJLACcP8E g5oCZ/rSI6ohIXtYGMqdAXTtd5Q9M1Y7EGeR5M3ZEBbwLiugwkqTrQPBAXnNHnCYEk0uXMFxACuH ECmrL2QWgk9Dzc7j8ncoRr8pLi04EDW+cP4hsxFA9MMlAXR0yyZDHkpBLIgUoKn4EBP6GoCMJQwg AFpxABEwFfNJnwyURPorF99iM7oBARVAFVeyJachAb6k0zBEHqZB7b1xb1iiWBjt9QwBLQcQFATq PHHYbWN9zhOJ92nGtgetIx2gWE+EQ+5sO+ITYt/S0xTBKQwwpCesoKneEBlK2ZKu9AmwJe78EZoq 6VVaUs4OAA8AAlBvEJx5f6tvMi62jc9EAN4XlRFpzoQWAAHvlBwZgRMQUPthtdg0Rdfql9P64AEe zBG52MIAWX0R1mECzNEh8xEVw9wR8OMVgWQf3J8+HhoYgT34h14f89H+IEChjqGb/Jn60V//aeqh fOpa5TNaEKWXABEiAACCBQ0eRJjw4AYQBhYoeBgRogIGITCQUJhRI0IHDAgMIHCgAMgBBgocsOCB RYaNLTUGIHmygAGRIg1QSDHQ5c6DFEhKfOiQgAcMIRzwRJpUKYAIJUickLBUKkcJVY9OxQoAqgMJ EbJOJYHCQdivUh04KCHialm2bd2+hRtX7ly6de3exZtX716+ff3+BRxY8GDChQ0fRpxY8WLGfgMC ADs= ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: image/gif Content-Transfer-Encoding: base64 Content-Location: http://utenti.quipo.it/base5/scuola/olimparit33.gif R0lGODlh8ADEAPf/AAAAACAnICAoIC8oLy8vLy8wLzAvMDAwMDA4MD84Pz8/P0A/QEBAQEBHQEBI QE9IT09PT09QT1BPUFBQUFBXUFBYUF9XX19YX19fX19gX2BYYGBfYGBgYGBnYGBoYG9nb29ob29v b29wb3BvcHBwcHB3cHB4cH93f394f39/f3+Af4B/gICAgICHgICIgI+Hj4+Ij4+Pj4+Qj5CPkJCQ kJCXkJCYkJCfkJ+Xn5+Yn5+fn5+gn5+nn6CfoKCgoKCnoKCooKCvoK+nr6+or6+vr6+wr7CvsLCw sLC3sLC4sL+3v7+4v7+/v7/Av8DAwMDHwMDIwM/Iz8/Pz9DP0NDX0NDY0N/X39/Y39/f39/g3+Dg 4ODo4O/o7+/v7+/w7/Dw8PD38P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAEBAP8ALAAAAADwAMQA QAj/AMMIHEiwoMGDCBMqXMiwocOHECNKnEixokWKACZA0Mhxo8eOID+KDElypEmOAC6qPAjgpMuS MF/K1JhypU2HGWfqjMlzZs2bK1v2HLqzKE2gNsEMOTAgRI0kS6BKjUp1qtWqWK9qzcp169UaIAYQ kLEF6cEqJAAgeAGkq1uvb+PCnbukyAwHAB48MSuwCYAYdAPLHSy4MOElMQAskRhiQJHDhiNDnhz4 gQMwEmM8oMxZsufObzmoSAgGwIzPqEGn9iwEgJaGAHSsVk17tuAgrg0OsWC7tu/eWk+EYBjbKowO AJJf8AH8N2QUA7DWiA0ZwBXdvJ03T20jOQAFUXV4/18QecXwhcUVAOhwFQWLJCwA0IDa4cL0Dkta DLiwRMEACEdMJR4KUbGgwBDfJUEDBAoEAQMAA7QQlQL+BTEhBFHRAGF0U/3wwADxoQBVEAPE8B9V EFwAAHNUFaHie1FZh10IALjw1gfgSSVBS1OZsGMLKlwwlQoAtAVVYwAEGFUN+wnwwwA9JDFABy0I QISUFVDlAgAqLGHCAg9cuQSRf0lFxAA1UgUEAFkGOQAOUO0wgA1RmUecbNrluV1nMha0256A6gmZ nejhGeihgnrVJ0F/JuoooloRqlBxcf3E16URKabodX5mp5WlmIY6aWGSJkQpXKCKCgASohqkaVeL Dv/U6KetCpQDAFwINF1ZoQJA6nmTGupWqrUWK9Crn3LKqKdZEWuWdwAUAS2rmPpKWKkInTpsQTVQ MBAKKBj0A3I1hLEFAEwIREG5BFFxKwBlrUrQDyAAkEMYSNTkRErdGjTBvebmkAC6LL0Vq0CzNktQ DQkIJK0XCzEBbxgSl9WBE8aOei2wpgq7lbMWeZHDBAVhgQK7TZBcK7LNKisrs1aBnPGl1gaGLUse c0UsFwBQMRAFPwj0g8oDdVuEX7mObNC6tqrMdBhPgxtGBwlAHAYIMIQhbxgTIOEFAOy6arDLCMNc Vap+DeQFCBBvPVAUrp0b9LnpEkQ3z+ji3QEXEu//TUWSYZgQrhYJgCCxvWEIHAYWCWARBgxVD1Sz XDe7mvNVMs9M89jYKaq5sZPPVXlB2n78ecYsx0x2GAnHfPrKv94J6aO0S3Uw62bPrrt2oxNUeu3A b3d768EXb1vvA6nAwe7M51kCx2oDcIPx1M8mrc8NgXFACdV3X1gKB3zB0BMACNH8+ZQdEcAQKiXW Avrw58el1RZpcYACPHhPfREPELDX6wAMoAAHSMACGvCACORLTojCQKP4BIFCcWADJyiSzCVwgRLM IAUnYEHNRXCDGixKB1uVmBLED30pkM9KtHCBAUzvhMUDQv+qoJIGhEB/MPQK+OiXEPJFCYdAtIr6 /9jnEBYsL4hI3MrzsvXCJDoRKteT3ROnmITh5Y6KOETesWSjIfa8BQUQGEISfCACCEkHAAQKgnoA IIIlMKkGdYEOdaTig/UkYQhoQqOCvBOCqTAJP1LCEFRaMMeo1BFGI3rABcSoIiXZbnWNQo4MqnIE G+UQNEQyUlQIKabYFeqSoORcp5KgImglBzBLWJN3njKm5LwvKgMQgCOpskYAmCAqPxDAepS0ps1A RT10gooJvKMAInTHlBcwUikhtIMlVMA7A/hBERZgygVM0ipa1NrlsHhCK4bym1nJ5u/ACUpvcjOJ 4tzmVEa4Ep4BDHSiXJbnEhgUTwaLLuy8iLS8g/+6eL5snq3K10COkE+M2LNj+DQIEhLwmobQTV3l +sE7A5i6s0HyilWkZz03JkVUadQmFX1k52BFkCI0LAy7Koi7klOWilFsYvOq173+hr0wUGE6uAoD CkxgKxPwDGMEQZpAjoACAHjLVQfNljqpsrOeCeShYYBbFgjChIGBrWlLK5fISGayGtyKAlt4UOP6 MrAEsIoKHUBCUSeQKzBsCY2k82fZAPrUWxkEDF1bSGkINpC91g10ScVZQj+qkpDG6KJ0FUi+MEM6 ag1koWBgXA1+gAXAEaSyR1gc4DCr2cx+LWhU85ngwvADAGCmtGD4297w5bhjBdZygyWsRQxbRcSH klS2BuXoJyuF29nKFXfkpGI6g0tOcxIXndAT7DkviZuGynO5QcxmGGJAAeieUDSkMc1xc0gEAEhB IvlC5XZpJx4iQgQDD3jMeCHFgQMwFildmAEAAhCCH6w3Lj8oAZpiwKtQVYFGDmCLdd1iFwoAoAH/ 662CF8zglZnywRCOsIQnTGFoNfjC/wDEIAg3vJOCriyEHCaKhwWoYRCbGCYjVtWJV1ySFGc4xCx+ iYurFWMYh2TGtdrCE2KAgQr7+MdAnvAFZtCELgAwC0QIwQGCzOQm+zgEPviu5rKwAQCkYJb3/d4A HkBDpCDhAAj4YZYhQwQD6+C9N5nBAJY6Zsn8IAAiqIgWCpDeAW+HRlKuCAnq3GZHUQADD8mCle1M uxt4VyIPAEGfd5eCAizkb/lbNO2KMADzLuQKALCQpHVH0DwXZAbV3TTwSrAB2LBS1LMTz0H+hurg WcDSSm217gDQ5efK+lHDJXRhlgmDQXqnjYWh9Uhvfahc8+9AHWLRpgcAbKpcQAGREf/2KKmyg6Im RwKW1HWLuERJALzytaSTjXrE6BYF9DEqeERjVUr5gwtISCodyFFUHpCXqVibBSIQUnxyoIARwMde UlHREIJQVCFFBTnQpkq+AUDuJDyo1yhQwAM0baAASXtZlJb3VmQwgEkWQY7BjApBJQCVZ/KICAp4 pQog4G2rfAAA9k1LcgK0zE4SQZFteaZ6l7AfqwwgS1OpgDVbec2qDHcItSTmD6LyoOQ06ODfiUFU bvWAq+DGO/ORHwAQSaOsJ4Y/UISWiOJjSkC+KzmAzGNeinB27ywyZrV+GY00HpUY3LA7t0xCC4oJ APLU4AELAEJaJBByqAyA5EuQkw3/WP4DIKgITgsYAHmWsCUFkAAqW7rmBZ7ZTKkc4ZlBStKRJKDz qMi8Sz1aj9GTC1ttn+/i/3S98XJN7ETBfq6yZx7tc1+72wOX97rbfe2FF3fcD19PwtcZhh9CW98T z3ZOjr70pw9u37F5CTiWbfOL/3taLR891Zfc9bMPEbcVa/vDVtj3NWYz1oc7titz7PkNxv3nx6hY AnUY+cGv23vydv3oQX/p5zq1kn9hIC2tEjpvkXyYgxBNgBxFoBB+NTVX5QIgQEDoN23eB4AsEX5b BH9hcAQJkC4E9VdRFTcwZy589TQCAQIugFIA4AUGFi5hAAUAgAU88wOHcy+KswUJ/5BZ0wE1iPMD DSMxUFAwilJ/GAUqTTcBNYUQcAMvUVgWCRA0JOaB2gSCXpAAPOVSj5UAkZUAk8VZYZAANHgsETgd RQA3ACOCXpAFCZADP4BapGVa50KDTeA4CZA1O/VSRSB/xyKAGqh+j5UcJtiCWTMdEONSXliDN5iD 57I1HZA1twIGOIUxFJA1P0ABXkA4SHA4XPA1ETgBF4hU/YdQ/8eB2SKItkaIMOgzBNVfWgOESUIF URRFQ1U1cCiHcANU8nIrSEAFINABLUiM04E9QZMvWUBTYNABQGOK7ddR21IQpeVUZKUFPniIB6E0 BcGC8JSEA3g2qtiBpxhrqUgQPP+DPTQlEOtoEPuSNETzM+zCjWIIUQLRhzBQilv4gltjVl8DLcQo OawYextYiAVxBPkCiAcBVQPBkOeHheOEFalyOJYFg+anKxmRLzmAU5bCQWiEUxTgkSOTHDlgbeGS LxmBiclRBAYWLWBgkjyUga1IgASxLwKBN9ASj0JDLip4iA/1kwQDVdHiF+qILvmXNv1CjtG4Wx41 jkgIK0qYWE6pgF7BgBLplE/5KVF5W1jpWuWoXE3ZlQIJjoNIk11JlV1hlesklr4zkMbniliJlpHi ftZ3fIDifBgFfLxDl+Jnl3qCl365HWqpl8ABmISJa3z5gYd5KIYZmL8hTqe2mHnGomoGwWqSCSiv xhCYpmmX+RudhhAzkAGd2Ryk9hAPYEKjSRspQABoZhBSUCSpmRqUBmsNsQFVF5uTQQEP8BB/8264 KRiGppARkQLR5Jhw8WYZID4TMWd89ptZQSMJdhNU8CEpEJv6cQDcpxJr4gBidplEkAFc0po5Nib0 Nn3m2WQNoAJI4FyfQwVJtmTnGZ8/FgI9IAXiyZb4mZ/6uZ/82Z/++Z8AGqBTCQERQKAGWqAIeqAK mqAMuqAO2qAQaqD7BxTyWaEP/9ZgLRGhGvqgHLqhHiqhEPShItqhJOqhEwo6JZqiI7qiCnqiIMWi MKqiHeqiHxajNiqjDUqjhXWjPIqjOqpiPRqkKfqjsyWkRvqgREpjR7qkLRqiOPqkQZqkNAOlVNqj UjoRAMCkWnqlQMEFmGahYMpPB5SlVVqmK9ozV/CEAwQGT9BjP5cCPfBDS0AVcwoVdTqndJqndqqn eLqnftqngHqnc/oDOmBEaIIBSXCfmMIFPbBkCTACLdADFiKofEqpf2qpgVqpmrqnRdADMXAC9HYA NKCmtUIEBDAAK4AEm5qpl7qqmPqqrrqpRwADCnAAQ6CoKsEFJQAAF6ADsdqqwP/KqsIKq8GKqT8w AgCwAaSKFPsSJsP6q89arNBKrMNKBAJ3E2BQRtVJrdw6rd4qrdKqHxjAnjahITPQreAareqKruvK pzkwAByAqw1hPw9wBN/arunKrvrKp0eArNFpET0ANvl6r/s6sAabqU9CAxMBBg9QZwWLrxD7sAU7 AgZArhHBBQcAAhJLsBx7sOwaHxarEGuydB7bsRFrstR6BCBCET6Esi5bsjDLqt1FBA6xZy97sjG7 scEKAu4VEftCBDqLs0IbtNSKBANAswvxACNAtDfLtDnLAqz5EFMAAEbQtFabsx3bXUCFECxgAVc7 tF/7sCWwmw5xABIStmiLten/qiGKui+P4bRgq7Zx26cLoAMNkQQLkLZzC7cFGyYI8QAwwrd6K7jA WokMEQJdQrh7O7iu2gJkWxCYpgSKO7mMu6fRQRw9ULmLK7foGrAHcXOaS7mcy6cW0AN3srmoK7rt ao0EUWapG7qMmwIkgLmwO7q2K6ysOxBE4LW3q7q+SxUrMLuF8rq9660dMARL4ANnywJwhASXt7qk 6rq/W7zUi6eyS7vVO72AigPeIQToxgDJwQLsmrsCsbu1S7x9OgPimwQpgLwucLYmULXQGrynO6dI cAEEACOEhB/aC7cXAAF+Gh9K0q3kGwbSe76UW0ofYKcagHbeer3okbmktCLF/woD4LseaXGuduoD BEAgS2CtAPC8QlBKF4ACBEACdyoECsC/Q6Ai7+YDOyJ1d2oEyAEADMAiSyAeMCCoA4DCgmptANBr gFrA5gsVaSECqjoDCkAA/du0AYsDdyoek8Su9Du8aSHDlQq1yMt0vOqn1AQDSLAA1SkhrYHFZ8LE e6oiKAwBKMC9MSAeJCAevmm0Piwe/EtKaIynBAAAEjynCoAhS3AEDJC3BYLCRFxd8SG+sLoDJEyc zzunRSABgrQEaQHISlDDDOAjkzynZeQDm2TDdroCACABlDpMyWEjdfpseXoBDECpLHDBbUSpEDwp mbvHfUypiaHBSyABaeHB9/97AR2Qvyhspwjiw0lAApWMpySwANxLnKpKAj0MwEvQQnb6yt5BAjRQ pzXsw4gxAAyQcEuAIG6nyP+GJ0RsAfJlzJm6A0FMFUNgANFxp0c8zRpQBDiAvJZ3pyw3PXU6AyoC BEpsBBDQyhqgACNsAHtqw5D8zVSRyOkLAC9guQSAvBNsPjnMAFBRxcFCyWhXtWrFAEe7BClUnc+G BOKsHB+cHFlXpxoCwPEhG9SUHBBQtYREynd0SnNKUHmbyOB7tjSAHAwwBNPxAW7UwzodzhAAAWnB wikkHwkdvRTwchHNqkYQwnZKAmU0ySTAAImMeHXK0FABA5KcJFEhXz0w0B3/sAJJUNXQfK4Be7ZF cMG8ur5LEB/jhiJpIb9JsMfXRiBQ4QMGoMgiLby0LHIyN9d+qiIXALSYGrDbmqcpJAErzacpxNgP 4qtUkUIMsMNRAcQo4L3VDCG+iQNoYswwwNcdoMt3es7yxatwUtcNfK7cS8ovwMdLINcS0BbqcUt3 SlADgAQ0ENgcnRxvYnhpwtGkHBUpNANAIMlpQdSp1NSTxHLNdAEG0NzlQ0oDIF8SYK/su9uAqtEd g75NXLyHPKcvkEeZrKpUUVQQAMWaeniWyr3C/apK0MNfDXZzagTq0QFKENYGgHangafYrQFtsQQC zatG8Nc7wqtTLcuEbSq3/4zAFJ6u51zh5H2z4q1UGZ69jHve5d3hizvLEo7hIT6+0cu7In7iJrvh OLPiJs6xIB7jHl6yJJ4tE17jMC63F67jLB6zLm45Oz7kTDvjPk7j7XrjLJHjRI7kmNrjTX7kQB7h HE6sYXrl5wmrRh7lXN6tSu4qTC6oXJphwQrllDrmn/Mq1Brk4RataH46iqGpW77a+BnnsfrlpBPm dDrmKJkcqFPmKS7ndT6/VP7iVo46mdVPcg7VuDvoXl7oYO6qb16RD4m7gd6qXDot0JLom5OubG59 bo7oMxPnmM7oT14sBGWQqpLkkJ7nkm4sPGMDow7oBlHEmTrmqa5YV6rmq7f66eIX6vlJ6rdu6nyK 6z9hgNXC6tg7rG+e5rReELZ+5sVyK7xyK0bWK4Rev5uKY04AAhijBSgwUZiSA+JuKlpO7H/a7Ip+ 563uO3pup8RyK7R5EF0AAED1L9PlARj47K2r4tLOlrwerL6+RcA+EPVeLwAg6wTxBU09Aa9R7/d+ L0iQWUywRrIujBHnGtZGAY5TWlSgHtQijDO3OClwL1iA8B5wn8J+5ug+xBaxUEYG861yLrlCHMr/ HsGvThDcWIYpgBD4DvECge/uCABGRukCYQH3kuupPgQnRRAUoPACAfSm+OSXfusEkS+vkQJguBD7 YmRdHwYKYIUUle3De+hXT/T3aGlYoAAwoAU/b+9BP1E2YAFH8PWWRTgxgAVPH4I1ITGsY1oFgfQv lQNaAPdis+i1Xl2nPhCv2fOGUxAVT5IC8fVfn/cvmRwcH4IUsFZOYFX30gUwcGXJgT3vAgK5cgQK kCvVyFdx9ejL/qqpovffoaZrby8RV1kz15JneCtdYy/ecS+Ek/Ba3+f74ueRn/BcQ5KHs1AgoJy+ w++66+95CipHkALdsaxhQPlo//UGIfjtOBAS/5MrKNDzj5MCX2D0jZg4OhmInt7uv272jl7qid/o A5ECNFj4W5s4FFD329//ANElzEAtCWJgoWAjDBUAVAbmmICECYAtYVCkeJjiC4AfAz1O5ALGAwgm ED2eBLBEZRKVS1iubJmCxEmaHgH0cNnyZc4lAGr+BBpU6FCiRX8C2Jm0p0OaRCzwhOrzJAwAACww oWkDQEQAOSZW/dqQYAIANlIkQFIVgJMwOQBQONLVLQAUc1GAQVGVAhYnarWAAOBhyNqaKZXChLli 5lAAOnQ+XimV5g8LTAemBXCE6GALNAHnMBq6aEqoO8U2pQA5p2TRrV2/Bkq6tGqZRG/ORszaI/9D yxOGDKRMNAeFmhNAw0aOVDXL0yed4u6JHKgTEGxPUrc+wbr00dCVKrbtGHFp3QO3nLZymvdJEDDC aP3yvjNN422thqFglUoX/WAMLgTACvukmGArLbjILAwYQNMCACRQGs80yzwiIrUIo2Ovqpqo0mwo /rYb6EPuXJPtMKhqYwwnE18qLwwEmeJPioFAoomKuSoarrjjcgyjvh6PuygMC1DwCAXiEhTyCBGP WnGpmp4zsbyJTsIihjCQ9OiLFKqaQIswlvRIROzCoA4JD+jq4kwQwAgDr6pS4CKMHxpSwMEZLQBA gQkNW+4x8BgTz7sWGYriIwW2KAjEKzXT6gj/KmBQIL6TEsBIQQUG+i+MTEcKQwoAMGLIio06GtWi BLk4biDSopxwoAr7lFKyg1Tt8Kf6wAyRMBEbZGtJB7EAoNAw0tIiroGMHUwtAGRUtc/xUBTqtiYx HLFaawtrsjkKn4qypikLq3UgLBSAQYtbCTtJRHV1RdfBKJD0tFipphxMoMK883OxaANdscVr/03u QpW0ddXC2XSbi2Asxa0zBxQUALaqWhGUWK2w4gJLLSXPBCCGL/qqCmSfmKhTAaxscvZEfYOS1ll/ AYZZNOUuJDgMKFV7OWadWcY3sZVj43e5nHcm+l7oan6V5qKXjjblnaBlWUWXmaY6tmxbtZlb/5yr 5rrZaXP6c1+nh+465lVxxjrpg8uuusSUoY5NaoHJZvvfmQ9OW+vx6K57RD4FBvvno4KOkO++/QYc aYOVMvxw2NwGHO6j5Matcccfv/pJvaNStnPPPwc9dNFHJ130ngMPb+zSV2e9dddDTzztxZ2mHfCv b6/9dNxVkrwwynfXPXfghxce1ryDt7345JdHvvnvBC+McOeVn5554plXnPrrq+d+exN7p6ll67Un f3zzg0d6c+/L75593MNmWfr1z5+/fexldz9/+vU/HXyUfudf/QSYv/TZz4AD3F/y4Ae0ADYwgQds SfYeiEAITpA20AsfAC24wQq2r4AUBKEDp/+3wMGJMIQcvJ4OWkQEB5jQhSjMHQV6QJQQsKCDJ7yh 8F7wgJ9cwUE4BOILZ6OAJRCFCESEYRJzaL4HEAEoD7DhEqUYRMT0AABsIsoBZkDFKQpRK1isSV+O 0EUlcvElD9CBUTxFBCGa0YFxURRNWDC7MrZRhCXgYWiIMIAjuLGOSkTCAH4zlAeMwI9kPCALrtia nvzAjn+s4B4HSZQN0BGRhwReCQ4ARtE0qASYfGTzXACAK4hGBwTgQShBybwiLEAE3KHBABx5SVXS TggDYMFrwHCAB4xxlbQU2AgA4KURgYEEA6jBL3/5gwFwgJOu0QIvi1BLSN5OmE+AGWeMAEygbibh CBxozLXAgAEAvKCbtcTBAB5ATJ2BYTALmAESzllHGpClB8+8lhZIAIALyI+aBgyCMCGAtaKBYQnk bOYKdMDGeQbPCD1wAQcGAIAm2otqVKDBASh6ghj0wJf/3F0PajDHqrCAWZfziBauQIWVtpSlL3Vp TGE6U5nWlKY3dSk7UeoRMODUpzYF6k+FKlN87tSoR0VqUpW6VKY2tTUBAQA7 ------=_NextPart_000_0053_01C90DE2.9C8A7760 Content-Type: text/css; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Content-Location: http://utenti.quipo.it/base5/stileb5.css BODY { FONT-WEIGHT: normal; BACKGROUND: white; MARGIN-LEFT: 4em; COLOR: black; = MARGIN-RIGHT: 8em; FONT-STYLE: normal; FONT-FAMILY: Helvetica, Arial, = sans-serif; TEXT-ALIGN: left } P { PADDING-RIGHT: 0em; MARGIN-TOP: 0.3em; PADDING-LEFT: 0em; = MARGIN-BOTTOM: 0.3em; PADDING-BOTTOM: 0em; TEXT-INDENT: 0em; = PADDING-TOP: 0em; TEXT-ALIGN: left } H1 { COLOR: #9f1d35 } H2 { COLOR: #9f1d35 } H3 { COLOR: #9f1d35 } H4 { COLOR: #9f1d35 } H5 { COLOR: #9f1d35 } H1 { PADDING-RIGHT: 0em; MARGIN-TOP: 1.33em; PADDING-LEFT: 0em; FONT-WEIGHT: = bold; FONT-SIZE: 2em; MARGIN-BOTTOM: 0.33em; PADDING-BOTTOM: 0em; = PADDING-TOP: 0em; FONT-STYLE: normal } H2 { PADDING-RIGHT: 0em; MARGIN-TOP: 1.75em; PADDING-LEFT: 0em; FONT-WEIGHT: = normal; FONT-SIZE: 1.75em; MARGIN-BOTTOM: 0.33em; PADDING-BOTTOM: 0em; = PADDING-TOP: 0em; FONT-STYLE: normal; TEXT-ALIGN: left } H3 { PADDING-RIGHT: 0em; MARGIN-TOP: 1.58em; PADDING-LEFT: 0em; FONT-WEIGHT: = bold; FONT-SIZE: 1.58em; MARGIN-BOTTOM: 0.33em; PADDING-BOTTOM: 0em; = PADDING-TOP: 0em; FONT-STYLE: normal; TEXT-ALIGN: left } H4 { PADDING-RIGHT: 0em; MARGIN-TOP: 1.33em; PADDING-LEFT: 0em; FONT-WEIGHT: = bold; FONT-SIZE: 1.33em; MARGIN-BOTTOM: 0.33em; PADDING-BOTTOM: 0em; = PADDING-TOP: 0em; FONT-STYLE: normal; TEXT-ALIGN: left } H5 { PADDING-RIGHT: 0em; MARGIN-TOP: 1.17em; PADDING-LEFT: 0em; FONT-WEIGHT: = bold; FONT-SIZE: 1.17em; MARGIN-BOTTOM: 0.33em; PADDING-BOTTOM: 0em; = PADDING-TOP: 0em; FONT-STYLE: italic; TEXT-ALIGN: left } DIV { PADDING-RIGHT: 0em; MARGIN-TOP: 0em; PADDING-LEFT: 0em; MARGIN-BOTTOM: = 0em; PADDING-BOTTOM: 0em; PADDING-TOP: 0em } BLOCKQUOTE { PADDING-RIGHT: 0em; PADDING-LEFT: 0em; PADDING-BOTTOM: 0em; MARGIN: = 0.5em 1em; PADDING-TOP: 0em; FONT-STYLE: italic } CITE { PADDING-RIGHT: 0em; PADDING-LEFT: 0em; PADDING-BOTTOM: 0em; MARGIN: = 0em; PADDING-TOP: 0em; FONT-STYLE: italic; FONT-FAMILY: Helvetica, = Arial, sans-serif } TABLE { BORDER-RIGHT: #808080 1px solid; BORDER-TOP: #808080 1px solid; = BORDER-LEFT: #808080 1px solid; BORDER-BOTTOM: #808080 1px solid; = BORDER-COLLAPSE: collapse; BACKGROUND-COLOR: #ffffcc } TABLE TH { BORDER-RIGHT: #808080 1px solid; PADDING-RIGHT: 3px; BORDER-TOP: = #808080 1px solid; PADDING-LEFT: 3px; PADDING-BOTTOM: 3px; BORDER-LEFT: = #808080 1px solid; PADDING-TOP: 3px; BORDER-BOTTOM: #808080 1px solid } TABLE TD { BORDER-RIGHT: #808080 1px solid; PADDING-RIGHT: 3px; BORDER-TOP: = #808080 1px solid; PADDING-LEFT: 3px; PADDING-BOTTOM: 3px; BORDER-LEFT: = #808080 1px solid; PADDING-TOP: 3px; BORDER-BOTTOM: #808080 1px solid } UL { PADDING-RIGHT: 0em; MARGIN-TOP: 0.5em; PADDING-LEFT: 0em; = MARGIN-BOTTOM: 0.5em; PADDING-BOTTOM: 0em; MARGIN-LEFT: 0em; = PADDING-TOP: 0em } OL { PADDING-RIGHT: 0em; MARGIN-TOP: 0.5em; PADDING-LEFT: 0em; = MARGIN-BOTTOM: 0.5em; PADDING-BOTTOM: 0em; MARGIN-LEFT: 0em; = PADDING-TOP: 0em } LI { PADDING-RIGHT: 0em; MARGIN-TOP: 0.5em; PADDING-LEFT: 0em; = MARGIN-BOTTOM: 0.5em; PADDING-BOTTOM: 0em; MARGIN-LEFT: 1.5em; = PADDING-TOP: 0em; TEXT-ALIGN: left } DL { PADDING-RIGHT: 0em; MARGIN-TOP: 0.5em; PADDING-LEFT: 0em; = MARGIN-BOTTOM: 0.5em; PADDING-BOTTOM: 0em; MARGIN-LEFT: 0em; = PADDING-TOP: 0em } DT { PADDING-RIGHT: 0em; MARGIN-TOP: 0.3em; PADDING-LEFT: 0em; FONT-WEIGHT: = bold; MARGIN-BOTTOM: 0.3em; PADDING-BOTTOM: 0em; PADDING-TOP: 0em } DD { PADDING-RIGHT: 0em; MARGIN-TOP: 0.3em; PADDING-LEFT: 0em; = MARGIN-BOTTOM: 0.3em; PADDING-BOTTOM: 0em; MARGIN-LEFT: 0.5em; = PADDING-TOP: 0em } DL { MARGIN-TOP: 0.3em; MARGIN-BOTTOM: 0.3em } STRONG { FONT-WEIGHT: bold } EM { FONT-STYLE: italic } CODE { FONT-FAMILY: Courier New, Courier, monospace } INS { BACKGROUND-COLOR: yellow; TEXT-DECORATION: underline } DEL { TEXT-DECORATION: line-through } A[href] { COLOR: blue; TEXT-DECORATION: underline } HR { COLOR: #999999; HEIGHT: 1px } ------=_NextPart_000_0053_01C90DE2.9C8A7760--

Olimpiadi matematiche per=20 ragazziAritmetica

Numeri

Quattro operazioni

Misure (lunghezza, peso, tempo, capacit=E0)

Espressioni e sequenze di operazioni

Multipli e divisori

Ordinamenti, sequenze

Frazioni

Rapporti, percentuali e proporzioni

Tabelle e grafici

Combinatoria (labirinti, combinazioni etc)

Ottimizzazione e strategie particolari

Probabilit=E0 e statistica

Olimpiadi matematiche per=20 ragazzi
Aritmetica