O`dUp@ BCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCSBCS 1AY&&fB B&B* xNE@4g6<?<%NNTQ1‚@`1W^Hz*?< NA\4<1?<%NNTQNufUD3" Legends never die! -= ATARI LEGEND =- http://www.atarilegend.comMajor Havoc greets all the other members of Atari Legend! This bootsector was done using Bootsector Construction Set the 30/08/04!Don't rip this boot, lamer!O`  @`! #@%`')+-/1 3@5`79;=?A C@E`GIKMOQ S@U`WY[]_a c@e`gikmoq s@u`wy{} @` @ ` @ ` @ ` @ ` ǀ ɠ @ ` ׀ ٠  @` @`!Aa   !Aa!!#A%a')+-/1!3Ao79;=?A!CAoO`  @`! #@%`')+-/1 3@5`79;=?A C@E`GIKMOQ S@U`WY[]_a c@e`gikmoq s@u`wy{} @` @ ` @ ` @ ` @ ` ǀ ɠ @ ` ׀ ٠  @` @`!Aa   !Aa!!#A%a')+-/1!3Ao79;=?A!CAoqDESKTOP INF MATHS_CMB_R @fMATHS_CMH_R ]MATHS_CMEXE 5x NOEXTRA EXE [83MATHS_CMPRG `EpNEWDESK INF [aoG "#a0 #b0 #c7770007000600070055200505552220770557075055507703103 #d - #E 18 01 #W 00 01 12 07 0A 09 08 A:\*.*@ #W 00 00 0D 08 15 0B 00 @ #W 00 00 0E 09 15 0B 00 @ #W 00 00 0F 0A 15 0B 00 @ #M 00 00 00 FF A ATARI@ @ #M 00 01 00 FF B LEGEND@ @ #T 00 03 02 FF CORBEILLE@ @ #F FF 04 @ *.*@ #D FF 01 @ *.*@ #G 03 FF *.PRG@ @ #G 03 FF *.APP@ @ #F 03 04 *.TOS@ @  *.APP@ @ #F 03 04 *.TOS@ @ 9`f#f#fA"H* `JNq,|2Nq.yf/yfM*oC i -JgёBJAg<fC``A\G+P А+@+hШ+@+hC Np%QN"M ) ЩTC$I"Sf mBeN`[2YP` Efv*oM&( m HPHUBg?<JNA(m)m -2:gS)@ -OK1PC#HN(Hx?<HNA@)@l/?<HNA)@h&@)@XЬl)@d)@`ARCpr Ѝ"QHNFALNHz2?< NA\pdAxr0XQ)K\NNlFJrBjNuHz?<&NN\NCAp$L Qp Nܴ9lrBlJpNNܴpMNܴ9@pdAr 0Q0tr N9lNupealp`NuaNJHz?<&NNBWNANC2A@p222NrҌ0<NB0,rNurA9Ar`v C9Cr`rt9@9A9BNrrҌpsNB0,Nu9@N`rDҌpsNBNuC2 @ e @}bA@p222Nr,Ҍ0<NBNu    -pa2|a>:><|a4g RGj`a(0GVfA1G<ap??<?<NM\Nu??< NMXNu&8*:EENuHn 2$4BBNuAd RdQRB BbABJk 0NuJBjBBXNu 0Nu 2$NuE`B<gJEgEjCDEDF Fe( F dF8BCHC` F0bFHC8v` HD8HDkDуdQRBNuDdBDA@kgAр[SBk0NuJlJBk&Nu0g H@rB JkЀ[` BbNuJBj prtNuHPAJgPpr$< _Nup _NtNu&8*JEgJBgJjBEB:HC҅H@:|ۆ҄ۆ<HC>H@ЃdHA@B@H@хk HAҁHAрSB BbNuN8pNNuCDEJEgJBgJjBEBQ*HE?<>0rHGGdHGGdSWDуdi\?<>0rHGGdHGGdSWDуdiN?<>0rHGGdHGGdSW2 H@N?<,>CEdGH@0r`?<`JBgVB&8TTDуdQRBNuDAр&AdRAрAрDуNuprt|=|L  g +g -f .g20  b 0e 9b da`RF` .f 0e 9b dajSF` Eg efX +g -f 0e 9oSH`00  b&Hz0  b E Do`HJjDDDS4</NJFkSFk&aQN`Ha"FFaQL8N6.LJgtBnLNupr$<NuJBk4<rpAC v JBgJjv-| Bb BkH>aaNRFBdL8?N<JBga2SF Be BgQRB`ApdR e <rRF&0xafEv+0JFjDFv-Hƌd0BFHF 0HF0ANuprt|`2:HQ A dGe GbFGNu G0dFGHANu~NuAd RdQRB6Ce0 C/jC C@j C jr0H@{0DH@Nur{0Nu{0NutNuJj(:,af AfBfNu&<x*<NߘHnFr$g4jDk( b4<J@`@[H@0Nu4<Ѐ[Nu4<NuNuAd RdQRBBkBjDBJjDNupNufJj fJAkNupNdRdRrxaAffBWHNuJjDBDA@JBfprJjDEDD@JEfvxNuaغBffAVHNuCDEaEf fDUHNu]HNuCDEaEffDftNuCDEHHNNL8NzL8NߔNNNNJjtNupN&Jf`CfSHj-D@Hd0H@H 0H@0`fSC\fS , @a"C]fApNNNܞHP?< NA\NuH@aa/a a Nu@0 9c^Nu| PC>$Erreur # ][Arrt]\f.B &lX)K\)ld` lp ,BQjNup(NVYp-KNu _b@gGHpp 0f NuGNp @"l`Yd&-KNN"l`YepN&#k"C-KN"Cփk փk2##`փk"`2`$Y8gHRDD*D%H8#$c2g# HRDD%H`p"l`Qd&&| NuN"l`QepZNpr`&AdRd QJBgRBBABJk"l` d&6&|0!NuN"l` epZNC ҳfHP0(N$W$RR@H`2Q"H _$l` dd" $X&0BP6Y&|Hg R@@%E ҳeHQ0)NX$_$RR@H`2QNu$Y 0P1@Hg R@@%NuN$l` epZN,jJj `BffAgb Jj 2$NuJjNu)|( 8A(NA-LNA-NNܞNۚNNܞAN4AXN4A@N4N\BgBg?<NN\?<w?<?<NN\?<"?<?<NN\?<W?<?<NN\?<p?<?<NN\?<W?<?<NN\?<?<?<NN\pNpNprNT <"<?NpNpNprNT <"<?NHxUHx2HxHx NMATHS CMHPANHxHx)Hx,Hx7NEcrire une fraction4HPA7>NHxHx:Hx,HxHN"Oprations sur les nombres entiersHPA7>NHxHxKHx,HxYNCalculs sur les fractions4HPA7>NHxHx\Hx,HxjNPrimtres et aires4HPA7>NHxHxmHx,Hx}NVolumes4HPA7>NHxHxHx,HxNSuites proportionnelles4HPA7>NHxHxHx,HxN PourcentagesHPA7>NHxHxHx,HxN Symtries4HPA7>NHxxHxHxHxNFin4HPA7>NHxHxHx,Hx&A8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgN3HxHx)Hx,Hx7A8NNA퀊N2&<x*<NDgN3HxHx:Hx,HxHA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxHxKHx,HxYA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxHx\Hx,HxjA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxHxmHx,Hx}A8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3HxxHxHxHxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN3N`rA퀊N2&<x*<NDgN3rA퀊N.~ Nf3z5:.>C}\N`NNܞAN4AZN4NPlacer un point avec l'AtariHPA4NHxHxNHx <r$<HAQNHxxHxHxHxA8NNA퀊N2&<x*<NDgN5N`NNܞAN4AN4AN4pC톶N:pCN:N Ecrire une fraction avec l'AtariHPA4NHxHx2N|Premier exemple:4HPA0vNHxHxUN Pour crire:HPA0vN <r$<H <r$<H <r$<H <r$<HA(NHxHxxNTape d'abord le numrateur: |3HPA0vNHxHxN Appuie sur la barre d'espacementHPA0vNHxHxNPuis tape le dnominateur: |54HPA0vNHxHxNAppuie alors sur |Return|.HPA0vNpNHxHx(Hx,HxZAFN <r$<H <r$<HA,NHxxHxHxHxN SuiteHPA5(NHxHxHx6HxAENHxHx2N|Second exemple:HPA0vNHxHxUN Pour crire:HPA0vN <r$<H <r$<H <r$<H <r$<HA(NHxHxxNTape d'abord le numrateur: |334HPA0vNHxHxN Appuie sur la barre d'espacementHPA0vNHxHxNPuis tape le dnominateur: |1154HPA0vNHxHxNAppuie alors sur |Return|.HPA0vNpNHxHx(Hx,HxZAFN <r$<H <r$<HA,NHxxHxHxHxNRetourHPA5(NA톶NANNNܞN"Oprations sur les nombres entiersHPA4NHxHxHx,Hx=N Une additionHPA7>NHxHx@Hx,HxdNUne soustractionHPA7>NHxHxgHx,HxNUne multiplicationHPA7>NHxHxHx,HxN Une divisionHPA7>NHxxHxHxHxNRetourHPA7>NHxHxHx,Hx=A8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgN=HxHx@Hx,HxdA8NNA퀊N2&<x*<NDgN=HxHxgHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN=HxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN=HxxHxHxHxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN=N`HA퀊N2&<x*<NDgN=LA퀊N.~NfFRj]wN`NNܞ"_AvNLA N:LAN:AN4pNpNpN p NXA 0AvNxNAN <r$<ANNߔ&<x*<NzANNߔN/A N./AN2&<x*<NߘH <r$<ANNߔ&<x*<NzL8NߔN/ <r$<A NNߔN/AEN <r$<ANNߔ&<x*<NzANNߔN/A N."NTHmvAvNxNHAN2L8Nߔ&<x*<NߘN/p""_NN8NN`NqNNܞ"_AvNLA N:LAN:AN4pNpNpN pNXA 0AvNxNAN <r$<ANNߔ&<x*<NzANNߔN/A N./AN2&<x*<NߘH <r$<ANNߔ&<x*<NzL8NߔN/ <r$<A NNߔN/AEN <r$<ANNߔ&<x*<NzANNߔN/A N."NTHmvAvNxNHAN2L8Nߔ&<x*<NߘN/p""_NN8NN`NqNNܞLAfN:LA N:LAN:AN4pNpNpN <r$<AfNNߔ&<x*<NzANNߔN/A N2&<x*<NߘN/AN2&<x*<NߘN/A N2&<x*<NߘN/AFZNNNܞLA N:LAN:AN4AfN4pN $VHfNB@pNAfNN`BmjA 0pNpNpN p NXAN./A N./AN2&<x*<NߘN/ <r$<A NNߔN/AENpN $VHfNBpNAfNAfN2&<x*<NpJBgp/AfN2&<x*<NpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp$VHgNDNAN2&<x*<NߘANFAN2&<x*<NDfNDHpNAN./A N."NTpNRN8BmN`|AN./A N./AN2&<x*<NߘN/ <r$<A NNߔN/AENCfA퀊 0NNܞLA N:LAN:AN4AfN4pN $VHfNEpNAfNN`BmjA 0pNpNpN pNXAN./A N./AN2&<x*<NߘN/ <r$<A NNߔN/AENpN $VHfNEpNAfNAfN2&<x*<NpJBgp/AfN2&<x*<NpJBgp$VHgNFAN2&<x*<NߘANFAN2&<x*<NDfNF~pNAN./A N."NTpNRN8BmN`AN./A N./AN2&<x*<NߘN/ <r$<A NNߔN/AENCfA퀊 0NNܞAhN4AnN4AN4AN4AZN4A텎NANAN4NOprations: additionHPA4N <r$< N"&<x*<NߘAhNF <r$< N"&<x*<NߘAnNFAnN2AhNNߘANFN\ <r$<H <r$<HAhN2N^HPA=TN <r$<H <r$<Hp+NRHPAnN2N^"_N*HPA=TN <r$<H <r$<H <r$<HAANHxHxZN|| : RetenueHPA0vNHxHxdN|return| : ValiderHPA0vNHxHxnN|Delete| : EffacerHPA0vNA C텎Np NRCNBmAN2&<x*<Nz&<x*<NߔH <r$<HAANA퀊N2&<x*<NpJBgp/A퀊N2&<x*<NpJBgp$VHfNJrA퀊N.NRHPA텎"_N*C텎Np NRHPA"_N*CN <r$<H <r$<HHmA=TNAN2&<x*<NߘANFNMA퀊N2&<x*<NDpJBgp/A퀊N2&<x*<NDpJBgp/AN2zNpJBgp$VHfNL HmA텎NxNH <r$<L8NߔN"_NC텎NHmANxNH <r$<L8NߔN"_NCN <r$<H <r$<HN HPA텎"_N*HPA=TN <r$<H <r$<HN HPA"_N*HPA?,N <r$<ANNߔANFNMA퀊N2&<x*<NDpJBgp/AN2&<x*<NDpJBgp/AN2&<x*<NDpJBgp$VHfNM <r$<H <r$<Hp NRHPA텎"_N*HPA=TNAN2&<x*<Nz&<x*<NߔH <r$<HADNA퀊N.NRHPHmANxNH <r$<L8NߔN"_N"_N*CN <r$<H <r$<HHmA?,NA퀊N2&<x*<NDpJBgp/HmA "_NtpJBgp/AN2&<x*<NDpJBgp$VHgNN N`2A텎NpN^C텎N <r$<H <r$<HN HPA텎"_N*HPA=TNHxHxFHx@HxAENNzA텎NpANNDfNOA 0HxHxdN |Bon travailHPA0vNHxxHxHxHxNRetourHPA5(NNRRHxHxNRponse inexacteHPA0vNHxHxFHx6HxZNRefaire4HPA7>NHxHx]Hx6HxqN La rponseHPA7>NHxHxtHx6HxNArrter4HPA7>NHxHxFHx6HxZA8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgNPHxHx]Hx6HxqA8NNA퀊N2&<x*<NDgNPHxHxtHx6HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNPN`A퀊N2&<x*<NDfNPHxHxHx;HxAENBm NRRA 0A퀊N2&<x*<NDfNRRHxHxNHxHx]Hx6HxqN La rponseHPA7>NHxHxtHx6HxNArrter4HPA7>NHxHxFHx6HxZA8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgN\"HxHx]Hx6HxqA8NNA퀊N2&<x*<NDgN\"HxHxtHx6HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgN\"N`A퀊N2&<x*<NDfN\hHxHxHx;HxAENBm N]A 0A퀊N2&<x*<NDfN]HxHxNHxHxZHx,HxnN La rponseHPA7>NHxHxpHx,HxNArrter4HPA7>NHxHxDHx,HxXA8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgNpHxHxZHx,HxnA8NNA퀊N2&<x*<NDgNpHxHxpHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNpN`A퀊N2&<x*<NDfNpHx HxHx6HxAENBm NtA 0A퀊N2&<x*<NDfNtHxsHxHx@HxAENHx(HxNVoici la rponseHPA0vN <r$<H <r$<HAhN2N^HPA=TN <r$<H <r$<HpXNRHPAnN2N^"_N*HPA=TN <r$<H <r$<H <r$<HAANA 0 <r$<ANAN./AnN2N^HPAN2&<x*<NߔN/p""_NNpAhNNzC톶N <r$<ANNߔ&<x*<Nz&<x*<NߔH <r$<ANNߔ&<x*<Nz&<x*<NߘHAN.C톶N2N^HPA=TNNN`Nq <r$<H <r$<HAN2N^NxNHAAN <r$<H <r$<HN HPAN2N^"_N*HPA=TNHxHxHxHxNRetourHPA5(NNAN2JBgA톶NNNܞ"_ARNLA N:LAN:AN4AfN4AN4pN $VHfNtpNAfNN`BmjA 0BmAN./A N./AN2&<x*<NߘN/ <r$<A NNߔN/AENpNpNpN p NXpNpN $VHfNuJpNAfNAfN2&<x*<NpJBgp/AfN2&<x*<NpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp/AfN2&<x*<NDpJBgp$VHgNwjAN2&<x*<NߘANFAN2&<x*<NDfNwdAN2zNDfNw:AN./A N."NTpNRN8A 0Nw`AN./A N."NTpNRN8BmBmN`AN./A N./AN2&<x*<NߘN/ <r$<A NNߔN/AENAN./A N."NTARN8CfA퀊 0NNܞAN4A N4AhN4AnN4AN4AN4AN4AZN4AN4A4N4AfN4A퀐N4ANHx pC~NA @0NA퀊N2&<x*<NDpJBgp/A N2&<x*<NpJBgp$VHfNA N2&<x*<NߘA NFA퀊N2&<x*<NDgNN`&A 0 <r$<ANAN./HxAN.C~NHPHxAN.C~N"_N*HPHxAN.C~N"_N*HPHxAN.C~N"_N*CNAN.CNHPN "_NtfNAN.CNNpA퀐NFNN`0NqHxpC~NHPHxpC~N"_N*HPHxpC~N"_N*NpAfNFHxHxHx@HxAENNzAfN2ANNDpJBgp/A퀐N2ANNDpJBgp$VHfNA 0HxHxdN |Bon travailHPA0vNHxHxHxHxNRetourHPA5(NNNHxHxZHx6HxnN La rponseHPA7>NHxHxpHx6HxNArrter4HPA7>NHxHxDHx6HxXA8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgNHxHxZHx6HxnA8NNA퀊N2&<x*<NDgNHxHxpHx6HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNN`A퀊N2&<x*<NDfNHx HxHx@HxAENBm NNHxHx3Hx,HxJNFraction d'un disqueHPA7>NHxHxMHx,HxdNFraction quivalenteHPA7>NHxHxgHx,Hx~NTrouve le numrateurHPA7>NHxHxHx,HxNTrouve le dnominateurHPA7>NHxHxHx,HxNtrouve l'intrus4HPA7>NHxxHxHxHxNRetourHPA7>NHxHxHx,Hx0A8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgNNHxHx3Hx,HxJA8NNA퀊N2&<x*<NDgNNHxHxMHx,HxdA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNNHxHxgHx,Hx~A8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNNHxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNNHxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNNHxxHxHxHxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNNN`A퀊N2&<x*<NDgNA퀊N.~NfN`NNܞAN4AN4AZN4A`N4AN4N Fraction d'un rectangleHPA4NHxHxHx;HxAENBmpNFpN`Bm^ <r$<AZNBmd <r$<A`N <r$<N"&<x*<NfNpNpNFpN`AZN2&<x*<Nz&<x*<NߘN/A`N2&<x*<Nz&<x*<NߘN/AZN2&<x*<Nߘ&<x*<Nz&<x*<NߘN/A`N2&<x*<Nߘ&<x*<Nz&<x*<NߘN/AFNNpNpNpNAZN2&<x*<Nz&<x*<NߘN/A`N2&<x*<Nz&<x*<NߘN/AZN2&<x*<Nߘ&<x*<Nz&<x*<NߘN/A`N2&<x*<Nߘ&<x*<Nz&<x*<NߘN/AFZNpNpNFpN`AZN2&<x*<Nz&<x*<NߘN/A`N2&<x*<Nz&<x*<NߘN/AZN2&<x*<Nߘ&<x*<Nz&<x*<NߘN/A`N2&<x*<Nߘ&<x*<Nz&<x*<NߘN/AFNAN2&<x*<NߘANFNN`NqNN`fNqpNHxHx2N Quelle est laHPA0vNHxHxAN fraction duHPA0vNHxHxPN rectangle4HPA0vNHxHx_N colore ?4HPA0vN <r$<H <r$<HA,NAN2ANNHAN2&<x*<NL8N4NJBfNjHxHxN |Bon travailHPA0vNAN2HAN2HA("NA퀊N2&<x*<NfNdAN2N^NxNHAN2N^NxNL8N@ANFAN2&<x*<NߘvN&<x*<NߘN/Hxxp=NRHPA0vNAN2&<x*<NߘvN&<x*<NߘH <r$<HA퀊N2ANNHA퀊N2ANNHA(NNDHxHxN|Rponse inexacteHPA0vNHxHxNRponse:HPA0vNAN2H <r$<HA("N <r$<H <r$<HA퀊N2ANNHA퀊N2&<x*<NHA(NHxHxNMme exercice ?HPA0vNHxHxHxHxHxHxHxHxN OuiHPN NonHPA5NA퀊N2&<x*<NDgNN` NNܞA퀐N4AN4AN4AZN4A`N4AN4NFraction d'un disqueHPA4NHxHx(HxNAN2&<x*<NߘvN&<x*<NߘN/HxPHx,HxAENAN2&<x*<NߘvN&<x*<NߘH <r$<HA텈NpHAN2ANNzHA(NBmdA텈NpHAN2ANNzL8N4NJBfNHxsHxN |Bon travailHPA0vNA` 0NAZN2&<x*<NDfNhHxHxN|Faux !4HPA0vNNHxsHxN|Encore faux !HPA0vNA`N2&<x*<NDg NXN <r$<HA=NNN`6NqA`N2zNDfNHxHxxHx,HxAENHxNAN2&<x*<NߘvN&<x*<NߘN/HxPHx,HxAENAN2&<x*<NߘvN&<x*<NߘH <r$<HAN2ANNzHA텈NpHA(NBmdA텈NpHAN2ANNzL8N4NJBfN$HxsHxN |Bon travailHPA0vNA` 0NAZN2&<x*<NDfNnHxHxN|Faux !4HPA0vNNHxsHxN|Encore faux !HPA0vNA`N2&<x*<NDg NXN <r$<HA=NNN`6NqA`N2zNDfNHxHxxHx,HxAENHxNAN2&<x*<Nz&<x*<NߘH <r$<HAN.C톶N2HAN.CN2HA(NNN`NqBm <r$<ANAN2&<x*<Nz&<x*<NߘN/HxPAN2&<x*<Nz&<x*<NߘN/HxxA8NNAN2A퀊NNߘH <r$<L8NߔA퀊NFAN2A퀊NNDg NXNA퀊 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HPA7>NHxHx3Hx,HxKNAutotestHPA7>NHxHxMHx,HxeNRemplis un verreHPA7>NHxHxgHx,HxNConsommation !HPA7>NHxHxHx,HxNComplte le tableau...HPA7>NHxHxHx,HxNCalcule le taux4HPA7>NHxxHxHxHxNRetourHPA7>NHxHxHx,Hx1A8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgNHxHx3Hx,HxKA8NNA퀊N2&<x*<NDgNHxHxMHx,HxeA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNHxHxgHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNHxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNHxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNHxxHxHxHxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNN`A퀊N2&<x*<NDgNA퀊N.~Nf:N`NNܞNPourcentages: rappelle-toiHPA4NAψNHxHxN0 %HPA0vNHxHxNRempli HPA0vNtHtHALNNNܞAN4AN4pC톰N:NPourcentages: AutotestHPA4NHxHxHx,HxAENHx <r$<N"&<x*<Nߘ&<x*<NzC톰NHx <r$<N"&<x*<Nߘ&<x*<NzC톰NHx <r$<N"&<x*<Nߘ&<x*<NzC톰NNpC톰N2HpC톰N2L8N|pJBgp/pC톰N2HpC톰N2L8N|pJBgp/pC톰N2HpC톰N2L8N|pJBgp$VHgpNBm <r$<ANHx AN2&<x*<Nz&<x*<NߔN/AN2NN&<x*<Nz&<x*<NߔN/AN2&<x*<Nz&<x*<NߔN/AYNAN2NN&<x*<Nz&<x*<NߘN/AN2&<x*<Nz&<x*<NߔN/Hx6AN2&<x*<Nz&<x*<NߔN/AYNNN`NqBm <r$<ANAN2&<x*<Nz&<x*<NߘN/HxAN2&<x*<Nz&<x*<NߘN/AN2&<x*<NߘNC톰N2&<x*<NߔN/AN2&<x*<NߘNNRHPA7>NNN`$Nq <r$<N"&<x*<NߘANFHx2HxNQuelle barre reprsente HPAN.C톰N2&<x*<Nz&<x*<NN^N^"_N*HPN %"_N*HPA0vNBm <r$<ANAN2&<x*<Nz&<x*<NߘN/HxAN2&<x*<Nz&<x*<NߘN/AN2&<x*<NߘNC톰N2&<x*<NߔN/A8NNA퀊N2&<x*<NDg NXNbNN`"NqA퀊N2&<x*<NDgNN` <r$<A퀊NNߔANNߘA퀊NFA퀊N2&<x*<Nz&<x*<NߘN/HxAN2&<x*<Nz&<x*<NߘN/A퀊N2&<x*<NߘNC톰N2&<x*<NߔN/A< NHx2HxHx,HxAENAN.C톰N2HA퀊N2&<x*<NߘNC톰N2L8NDfNHxnHxN|Bon travail !HPA0vNNHxPHxN Ce n'est pas 4HPA퀊N2&<x*<NߘNNR"_N*HPN mais "_N*HPAN2&<x*<NߘNNR"_N*HPA0vNHx&HxHxHxHxHxHxHxN Mme exercice4HPNRetourHPA5NNA퀊N2&<x*<NDgA톰NNNܞAlN4AN4NPourcentages: remplis un verreHPA4NAψNBmpHxdHxNRemplis le verre ta guise...HPA0vNAlN2HtHA(NC퀊Al 0HxHxHx@HxAENHxdHxHx,HxAENHxHxPNCela reprsente %4HPA0vNHxHxdNde la capacit totale4HPA0vNA C텈N <r$<H <r$<H <r$<HA>NHxHxPp|NRHPA텈NpN^"_N*HPA0vNA텈NpAlNN4NJBfNHxHxN|Bon travail !HPA0vNN^HxHxN|Faux|, c'est HPAlN2N^"_N*HPp%NR"_N*HPA0vNHxHxHx$HxHxHxHx$HxN Mme exercice4HPNRetourHPA5NA퀊N2&<x*<NDgNHxHxHx@HxAENHxHxHx@HxAENN`PNNܞAlN4AN4AN4N Pourcentages: vide le verreHPA4NAψNBmp <r$<N"&<x*<Nߘ&<x*<NzANFHxHxHx@HxAENHxHxNVide le verre de 4HPAN2N^"_N*HPp%NR"_N*HPA0vNAlN2H <r$<HA(NC퀊Al 0HxHxHx,HxAENAN2&<x*<NߔAlNN4NJBfNHxHxnN|Bon travail !HPA0vNBmNRHxHxFN|Faux!HPA0vNHxHxnNVeux-tu:HPA0vNHxHxxHxHxHxHxHxHxN Recommencer4HPN La solution4HPA5NNA퀊N2&<x*<N|g2A퀊N2&<x*<NDfNHxHxHx@HxAENHxHxFNVoici la solution4HPA0vNHxHxZNLe verre est vid4HPA0vNHxHxnN de |HPAN2N^"_N*HPN %"_N*HPA0vNAlN2HAN2&<x*<NߔHAƾNAN2&<x*<NߔAlNFHxHx}Hx$HxHxHxHx$HxN Mme exercice4HPNRetourHPA5NA퀊N2&<x*<NDgN2HxHxHxHxAENN`4NNܞAN4AZN4AN4AN4AN4HxpC~NNAdNAZN2&<x*<Nz&<x*<NߘN/AN2&<x*<Nz&<x*<NߘN/A텈NpN^HPA1vNAN./AZN./A텈NpCp~N:NN`NqNN`\NqBmBm^ <r$<AZNBm <r$<ANAN./AZN.Cp~NHAN./AZN.C~NL8N4pJBgpF$VHfN"AN2&<x*<NߘANFpNAZN2&<x*<Nz&<x*<NߘN/AN2&<x*<Nz&<x*<NߘN/AN./AZN.C~NN^HPA1vNpNNN`NqNN`NqAN2&<x*<NDfNHxNHxHxA텈NpN^HPA0vNA텈NpA"NN4NJBfNâHxxHxN|Bon travail !HPA0vNNHxHxNMauvaise rponse, c'est: |HPA"N2N^"_N*HPp%NR"_N*HPA0vNHxHxHx;HxNRetourHPA5(NNNܞLAnN:LAhN:AN4AN4AhN2HAnN2HAƾNCnA 0HxHx(Hx,HxPNRemplis4HPA7>NHxHxHx,HxNVideHPA7>NHxHxUHx,Hx}NValideHPA7>NHxHx(Hx,HxPA:NA퀊N2zNDgNŞHxHx(Hx,HxPA< NHxHx(Hx,HxPA:NA퀊N2zNDgN~AFNN`HxHx(Hx,HxPA< NN`ZHxHxHx,HxA:NA퀊N2zNDgNFHxHxHx,HxA< NHxHxHx,HxA:NA퀊N2zNDgN&ATNN`HxHxHx,HxA< NN`ZHxHxUHx,Hx}A8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNƪN`NCA퀊 0NNܞLAnN:LAhN:AN4pNpNFpN`pNAhN2AnNNfNǢAhN2&<x*<NߔANFAnN2&<x*<NߔH <r$<L8ANVN~Hx*AN./HxvAN./AYNNNH`NqNqAnN2AhNNfN8AhN2&<x*<NߔANFAnN2&<x*<NߔANN~Hx*AN./HxvAN./AYNNN`NqNqpNNNܞAN4AN2&<x*<NfNLpNpNFpN`AN2&<x*<NߘANFpNAN2&<x*<NߔANFAN2&<x*<NߔH <r$<L8ANVN~Hx*AN./HxvAN./AYNNNH`NqNqCA 0pNNNܞAN4AN2zNfND <r$<ANNߔANFpNpNFpN`pNpNFpN`AN2&<x*<NߔANFAN2&<x*<NߔANN~Hx*AN./HxvAN./AYNNN`NqNqCA 0pNNNܞLAnN:LAhN:AN4AN4AhN2HAnN2HAƾNCnA 0HxHx(Hx,HxPNRemplis4HPA7>NHxHxHx,HxNVideHPA7>NHxHxUHx,Hx}NValideHPA7>NHxHx(Hx,HxPA:NA퀊N2zNDgNHxHx(Hx,HxPA< NHxHx(Hx,HxPA:NA퀊N2zNDgNˢANN`HxHx(Hx,HxPA< NN`ZHxHxHx,HxA:NA퀊N2zNDgNjHxHxHx,HxA< NHxHxHx,HxA:NA퀊N2zNDgNJA@NN`HxHxHx,HxA< NN`ZHxHxUHx,Hx}A8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNN`NCA퀊 0NNܞAN4AN2&<x*<NfN8AN2&<x*<NߘANFpNHxHxHx6HxAENHxHxAN2N^HPN %"_N*HPA0vNpNpNFpN`pNAN2&<x*<NߔANFAN2&<x*<NߔH <r$<L8ANVN~Hx*AN./HxvAN./AYNNNH`NqNqCA 0pNNNܞAN4AN2zNfNπ <r$<ANNߔANFpNHxHxHx6HxAENHxHxAN2N^HPN %"_N*HPA0vNpNpNFpN`pNpNFpN`AN2&<x*<NߔANFAN2&<x*<NߔANN~Hx*AN./HxvAN./AYNNN`NqNqCA 0pNNNܞAN4p2C(N:p2C.N:B <r$<C(NB <r$<C.NHx <r$<C(NHx <r$<C.NA 0 <r$<ANAN./ <r$<ANNߔ&<x*<NzHN4L8Nz&<x*<NN &<x*<Nz&<x*<NߔC(NAN./ <r$<ANNߔ&<x*<NzHN4L8Nz&<x*<NN&<x*<Nz&<x*<NߘC.NNN`NqHx <r$<C(NHx <r$<C.NHx <r$<C(NHx <r$<C.NHx <r$<C(NHx <r$<C.NBm <r$<ANAN2&<x*<NߔN/AN.C(N2&<x*<Nߔ&<x*<NߘC(NAN2&<x*<NߔN/AN.C.N2C.NNN`dNqpNp NpNHxAYVNHx*Hx(HxvHxAENpNFpN`pNBm <r$<ANHxAN2&<x*<Nz&<x*<NߘN/AN2NN&<x*<Nz&<x*<NߔN/AN2&<x*<Nz&<x*<NߘN/AYNNN`LNqpNA(NA.NNNܞN Symtries HPA4NHxHx(N|Symtrie centrale :HPA0vNHxHx-Hx,HxINImage d'un pointHPA7>NHxHxKHx,HxgNImage d'un triangle4HPA7>NHxHxsN|Symtrie orthogonale :nHPA0vNHxHxxHx,HxNImage d'un pointHPA7>NHxHxHx,HxNImage d'un triangle4HPA7>NHxxHxHxHxNRetourHPA7>NHxHx-Hx,HxIA8NN <r$<A퀊NNߔA퀊NFA퀊N2&<x*<NDgNHxHxKHx,HxgA8NNA퀊N2&<x*<NDgNHxHxxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNHxHxHx,HxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNHxxHxHxHxA8NNA퀊N2&<x*<NߘA퀊NFA퀊N2&<x*<NDgNN`HA퀊N2&<x*<NDgNNA퀊N.~NfV, N`NNܞANANAN4AZN4AN4pC(N:pC.N:pC퇚N:pC퇠N:N$ Symtrie centrale: Image d'un pointHPA4NHxHxHx;HxAEN <r$<HAON <r$<HAONpNHx+HxNPlace le centre de la symtrieHPA0vNHx# <r$<H <r$<H <r$<HAQtNN -NzNpJBgp/ -NzNpJBgp$VHgB -NC(NB -NC.NpNpNFpN` -N&<x*<Nz&<x*<NߘN/Hx( -N&<x*<Nz&<x*<NߘN/HxAYNHx# -N&<x*<Nz&<x*<NߘN/Hx -N&<x*<Nz&<x*<NߘN/AYNHxHxHx6HxAENHxnHxNPlace un pointHPA0vNHx# <r$<H <r$<H <r$<HAQtNN -NzNpJBgp/ -NzNpJBgp$VHgHx -NC(NHx -NC.NpC(N2NHpC(N2L8NߔN+@pC.N2NHpC.N2L8NߔN+@Bm -NzNpJBgp/ -N&<x*<NpJBgp/ -NzNpJBgp/ -N&<x*<NpJBgp$VHfNHx(HxHx,HxAENHxFHxNL'image de ce point est4HPA0vNHxZHxNen dehors du cadreHPA0vN <r$<HA=NpNpNp NpNBpC(N2&<x*<Nz&<x*<NߘC퇚NBpC.N2&<x*<Nz&<x*<NߘC퇠NpC퇚A퇠rNA퀊 0NA퀊N2zNDgHx(HxHx,HxAENHxnHxNPlace son image4HPA0vNHx# <r$<H <r$<H <r$<HAQtNN -NzNpJBgp/ -NzNpJBgp$VHgHx -NC(NHx -NC.NHx(HxHx,HxAENpC(N2HpC(N2L8NߔHpC(N2HpC(N2L8NߔL8NDpJBgp/pC.N2HpC.N2L8NߔHpC.N2HpC.N2L8NߔL8NDpJBgp$VHfNHxxHxN|Bon travail !HPA0vNBmNbHxHxN |Erreur|,4HPA0vNHxHxNveux-tu:HPA0vNHxdHxHxHxHxHxHx1HxN RecommencerHPN La solutionHPA5NHxHxHx6HxAENpNpNp NpNBpC(N2&<x*<Nz&<x*<NߘC퇚NBpC.N2&<x*<Nz&<x*<NߘC퇠NpC퇚A퇠rNNA퀊N2&<x*<N|gA퀊N2&<x*<NDfNpNpNp NpNBpC(N2&<x*<Nz&<x*<NߘC퇚NBpC.N2&<x*<Nz&<x*<NߘC퇠NpC퇚A퇠rNpNpNp NBpC(N2NHpC(N2L8Nߔ&<x*<Nz&<x*<NߘC퇚NBpC.N2NHpC.N2L8Nߔ&<x*<Nz&<x*<NߘC퇠NpC퇚A퇠rNHxHxHxHxHxHxHx#HxN Mme exercice4HPNRetourHPA5NNA퀊N2&<x*<NDgA(NA.NA퇚NA퇠NNNܞAN4AN4ANANAN4AZN4AN4pC(N:pC.N:pC퇚N:pC퇠N:pC퇲N:pC퇸N:N&Symtrie centrale: Image d'un triangleHPA4NHxHxHx;HxAEN <r$<HAON <r$<HAONpNHx+HxNPlace le centre de la symtrieHPA0vNHx# <r$<H <r$<H <r$<HAQtNN -NzNpJBgp/ -NzNpJBgp$VHg -AN -ANpNpNFpN` -N&<x*<Nz&<x*<NߘN/Hx( -N&<x*<Nz&<x*<NߘN/HxAYNHx# -N&<x*<Nz&<x*<NߘN/Hx -N&<x*<Nz&<x*<NߘN/AYN <r$<A(N <r$<A.NHxHxHx,HxAENHxNA텈NpA큪NFC큪A 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