Cambridge Secondary Checkpoint Mathematics (1112) Mark Scheme Part1: 2022-2015 U date ti till October 2022 Table of Contents 2022 202 2 Apri Ap ri l Paper 1 1 2018 2018 Octo ber Paper 1 193 2022 202 2 Apri Ap ri l Paper 2 11 2018 2018 Octo ber Paper 2 203 2022 202 2 Octo ber Paper 1 23 2017 2017 Ap Apri ri l Paper 1 212 2022 202 2 Octo ber Paper 2 34 2017 2017 Ap Apri ri l Paper 2 222 2021 202 1 Apri Ap ri l Paper 1 44 2017 2017 Octo ber Paper 1 233 2021 202 1 Apri Ap ri l Paper 2 56 2017 2017 Octo ber Paper 2 244 2021 202 1 Octo ber Paper 1 65 2016 2016 Ap Apri ri l Paper 1 258 2021 202 1 Octo ber Paper 2 75 2016 2016 Apr il Paper 2 269 2020 202 0 Apri Ap ri l Paper 1 86 2016 2016 Octo ber Paper 1 280 2020 202 0 Apri Ap ri l Paper 2 99 2016 2016 Octo ber Paper 2 291 2020 202 0 Octo ber Paper 1 113 2015 Octo October ber Paper 1 302 2020 202 0 Octo ber Paper 2 125 2015 Octo October ber Paper 2 313 2019 201 9 Apri Ap ri l Paper 1 139 2019 201 9 Apri Ap ri l Paper 2 146 2019 201 9 Octo ber Paper 1 154 2019 201 9 Octo ber Paper 2 162 2018 201 8 Apri Ap rill Paper 1 171 2018 201 8 Apri Ap ri l Paper 2 182 Combined By NESRINE Cambridge Lower Secondary Checkpoint MATHEMATICS Paper 1 1112/01 April 2022 MARK SCHEME Maximum Mark: 50 Published This mark scheme is published as an aid to teachers and candidates, to indicate the requirements of the examination. It shows the basis on which Markers were instructed to award marks. It does not indicate the details of the discussions that took place at a Markers’ meeting before marking began, which would have considered the acceptability of alternative answers. Mark schemes should be read in conjunction with the question paper and the End of Series Report. Cambridge will not enter into discussions about these mark schemes. This document has 10 pages. IB22 05_1112_01/6RP © UCLES 2022 [Turn over 1/323 Combined By NESRINE 1112/01 Lower Secondary Checkpoint – Mark Scheme PUBLISHED Mark scheme annotations and abbreviations M1 A1 B1 FT method mark accuracy mark independent mark follow through after error dep oe cao isw soi dependent or equivalent correct answer only ignore subsequent working seen or implied April 2022 Page 2 of 10 ©UCLES 2022 2/323 Combined By NESRINE 2 2 0 2 l ri p A . n o it n te .tb n i u o rk d a e mh ,) tf 1 o 1 t , fi e 4 ( n d e n b a d ) ra 3 , w 0 ( ,a h d c e l a u r e r f t i u s re mu s e n n i fu L I n ito a m r fo In r e h tr u F e m e h c S rk a M – D t n i E o H p IS k c L e B h U C P y r a d n s k r a M 1 . d tte lo p e r a ts n io p a r . tx ts e in fi o e p l r d u tte s r lo e p w r s n fo a f s r o a b e t ic p o e h c c c e a t th o ly n p o p D A 2 1 v a ir e th r e w s n A 1 1 0 1 f o 3 e g a P 1 B .) s e lu c o e S r e w o L 1 4 1 1 3 9 2 7 . n w a r d m o fr T (F ts in o p r u fo g e ls a F e u r T . E le g n a s a e iz s e . H le g n a s a e iz s e . s e l g n a te a rn e lt a re a F 1 5 0 3 e n il d e u rl 3 + itn t lo p y lt c e rr o c r o F x x y 1 0 / 2 1 1 1 n o it s e u Q ) a ( 1 2 = y ) b ( 1 ) g k ( 5 .0 0 1 2 .6 0 3 m a s e h t is C le g n A m a s e h s it A le g n A le g n a d n a A le g n A 3 4 4 2 2 0 2 S E L C U © 5 3/323 Combined By NESRINE 2 2 0 2 l ri p A 2 ÷ = n , , 2 2 : ÷ , 5 n . 0 .g × .e , 2 ,s ÷ n o , i s × s e , e rp lv x a e h c i . r .g a e b e ,t n lg le ta a p e v iu c q c e a t t p o e n c c o A D n o it a rm o f n I r e h rt u F e m e h c S rk a M – D t n i E o H p IS k c L e B h U C P y r a d n o c e S r e w o L s rk a M 1 1 1 1 1 1 1 1 0 1 f o 4 e g a P r e w s n A l m l 9 1 2 1 5 3 1 5 2 1 1 4 + 1 0 / 2 1 1 1 n o it s e u Q 3 3 3 3 ) a ( 6 ) b ( 6 m 4 + 2 )s ( e g n a r 0 2 = = = 1 4 2 8 2 5 ) (c 6 d n a m m 0 1 9 8 7 9 2 7 3 A 2 y b e id iv D 1 1 2 2 0 2 S E L C U © 4/323 Combined By NESRINE 2 2 0 2 l ri p x 0 1 A + 9 – d n a n o it a rm o f n I r e h rt u F e m e h c S rk a M – D t n i E o H p IS k c L e B h U C P ra y d n s rk a M y b d ile p .t im lio ts p e s k n c e a r h b tn f e o e n s io 9 s n – x p a 0 x e 1 t ro c e rr 9 – o + c . x e 0 i. 1 x 5 + y . d e l u r n u : t p s l e e c g c n a a ,n tri f o it o n e e i t c n i o h rk c a a M fI 6 – y t 6 p – e c + c x a , .5 d g e . fii e l , p t p im s c e c lly a t fu o e n b o t d s t u u Mb .t s r A o d w e ll e e h t b k a l ra e n ,m o l e e b h t a l rk o a n M fI • • 2 3 1 B 1 1 B 2 B 1 B 0 1 f o 5 e g a P o c e S r e w o L 2 1 – x r e w s n A ) 2 , 1 – ( ) 2 , 2 ()– 5 , 2 – ( t a e l g n a ri T 1 0 / 2 1 1 1 n o it s e u Q .) 8 n – o , ti 4 n ( la ) ito s 8 n a l a ,– ( 5 n s rtl a ) ta tr 5 l n – a o , c 4 i iz tr ( r t o e a h v t t le c c g e e rr n rr o r o r ia C o c o tr 0 1 ] + [3 e r w s n a l a n fi y e r w s n a l a n fi 9 – 6 – d x x n 0 5 a 1 e r w s n a l a ifn y 6 – x 5 e r w s n a l a ifn 9 – x 0 1 f o t h ig s r fo , d e r o c s t o n 2 B fI 2 1 3 1 2 1 2 2 0 2 S E L C U © 4 1 5/323 Combined By NESRINE 2 2 0 2 l rp i A n o it a rm o f n I r e h rt u F e m e h c S rk a M – D t n i E s rk a M B e s o h c y e .) h t s t fi e k B c t a u rb o b n a i g g n i n i e k l b a t B s t i u t o n b e a m s e t t n a t e s m e m h t o e c me u c s n s e A h ( 1 ) B r fo ( r e A h in g i g A h in r fo .) is n B s e in r r g g a o e a r b ) b f( e e B 2 e v h t /a tt te s tim a e a e l l e d p e r o s r m th o a o /m b m c in k n r a i e to y o d e h d o o te ig r( b /m h e o lp g n e n n o a r o e a l is e p k m e r o e r e e e to e ro h h t h T T I T M t: n e m e t .g a t . s ,e t e p h t e r c o c • F A • • • • ) B r f(o r .r e a g . ig b a g .e b s d t, ie e p g ip p e n k c c a s a r y t e e o h h n T T o D • • 1 1 1 2 1 1 0 1 f o H p IS k c L e B h C U P y r a d n o c e S r e w o L r o n it . o s u n ib o it rt u s i b d rit e s i h d tf e o h t e g p a n h ri s a e p h mt o e r .g tc a p n e mn i mo n a e t c e y a t a m s me d il t h t a n t v e e r m d e p n t r a a t t e i B S n r e w s n A 1 0 / 2 1 1 o 6 e g a P B n o it s e u Q 5 1 2 o a c 6 .4 1 3 o a c 0 3 ) (a 6 1 ) (b 6 1 ) m (m 0 0 0 3 7 1 8 1 . s k ic td e c la p lty c e rr o c 2 r o F 6 9 1 2 2 0 2 S E L C U © 6/323 Combined By NESRINE 2 2 0 2 l ri p A n ito a m r fo In r e h t u r F e m . e c a l p l a . m i n c u e l d m o 1 c o t rk s a e r m u y ll g if a t t p e e ro c n c g A I e h c S rk a M – D t n i E o H p IS c k L e B h U C P y r a d n o c e S r e w o L s k r a M 2 2 0 1 f o 1 B 1 B 7 e g a P y c n e u q e r F s r e w s n 3 3 4 4 1 A p u o r G n ito s 1 0 /1 2 1 1 0 2 . 1 0 .4 1 0 .6 1 0 .8 1 0 0 . 2 ≤ ≤ ≤ ≤ ≤ h h h h h < 0 0 . 1 < 0 .2 1 < 0 .4 1 < 0 .6 1 < 0 8 . 1 . s p u o r g n e iv g o tw e th r fo s ie c ls n a e v r u e q t e in fr t t c c e e rr r o r ro C o c 4 .tc e rr o c s g in h tc a m r u fo ll A 3 7 2 7 × 0 7 2 7 0 7 × 0 7 1 7 7 2 6 7 ÷ 7 7 × 2 7 t. c e rr o c s g in h tc a m e e r th r o o w T 2 2 0 2 S E L C U © 1 2 0 2 u e Q 7/323 Combined By NESRINE 2 2 0 2 l ri p A n o it a rm o f n I r e h rt u c i a r b e g l a n a s a t n e m e v o r p m i d n f: o t h ig s y e o b 0 d 0 ile 1 , s d o e r h o t c e s m s t n n ito e a m u e q v e o l rp a in im ig r d o n a e la th tir f o r o n e g o in g k r 5 g in k r o w t c e rr o c in r o g in k r o w o n 6 × ,8 a l a rit t p e c c a . t d o o n h t o e D m F e m e h c S rk a M – D t n E o i H S p k I c L e B h U C P y r a d n o c e S r e w o L 1 s rk a s n A 2 1 0 / 2 1 1 1 n o it s e u Q ) m ( 0 0 0 5 4 2 2 × m o fr . 3 ly = n o y 1 d M n a s 4 e r = o c x s 3 o t g n i d a e l n e s e d o h t e m c i 3 a ) r = b e y g l ( a d t n c a e rr 4 ) o = c ( A x 2 M 1 M r e tih e to g in d a e l d o th e m ic a r b e 3 lg = a t y c r e rr o o 4 c = A x 3 ll e a n r t o e n s s r a s e th fi l k r y o t a o a c b . c a in e m e d g . rr ig h n e t r e o to o i w o , o ti .r t s o y c l e l d o n in rr r in h o mt fo d ito e a l r e x o fo a tu r fr u tti 6 a o itc e e q s 2 u q n e n n e b e o m th i io o e u )= y it h e t g ti th s 7 r c r g la a n u i o f r n 3 a n x e o fis – t b 1 ita a v y h e t x f u n d 0 o s n in e ta o n 1 ts t a d s m h il n s g a (2 n n e t t e a e n t e e i c i r r n lu g e + ic is o o s n j x ff n o f ti a a 5 e o m rr b d tiu v u . c o o t o s g o a c n , h . s w t b t e e e e e h t e u . s r th , h ti m s .ie n ly e n t ia r t t , io t l io g p ,w c c c t n e t e b e r s a a ik o rr e i r rr lu a u r r u a p m p r o o a q o a q c c v e c v e m a te • • A • 2 3 2 )(a 4 2 + ) 6 1 × . × ( × r o 9 r o ) 2 × .5 (4 fo 8 e g a P e o 6 1 5 .2 0 2 fo t h ig s r fo 2 0 1 1 M 1 M 1 8 . .g e , d ife il p im s e o 2 2 M r e w in o = fy w y s ti o d a n n s th a s i .2 e w lu n 3 a e = v v x o e . w 1 .g T Me p = im x d 5 o 2 r h t o e e mo t 5 c 1 e rr = o y C 5 8 4 )(b 4 2 r o [ r o ) × ( × 2 ] ] [ × ) ] [ ( r o ] [ r o 2 7 6 f o t h ig s r fo r o 2 2 0 2 S E L C U © 8/323 Combined By NESRINE 2 2 0 2 l ri p A 0 n o it a . .g e , . d ir g e th n o ti f y e h 0 1 × .2 7 , 7 , , .r e rd o t c e rr o c n I d te c e n o c e b to d e e n t o n o d s e in L 2 1 rm o f n rI e h rt u F e m e h c S rk a M t– D n i E o H p IS k c L e B h U C P y r a d n o c e S r e w o L s k ra M , 7 , s tn le a iv u q e e s e h t ly n o t p e c c A 1 0 1 f o 9 e g a P 1 B d n a r e w s n A 2 9 8 .5 0 d .7 5 n 4 3 a 5 1 0 / 2 1 1 1 t d . e n d i . w e ra o rv ld d p u r y th e tr g b e n o m le t m y y e s n v a f a h e t o b o s n n ie a o ln c d e s s r e e o in in n L L Ig n o it s e u Q .r e w s n a t c e rr o c e n O 5 2 y tr e m m y s l a n ito ta o r h t iw s e iln 3 m o fr . e .g d e a , m ty r n r e tte m a m p y s y e n n A il .2 7 6 2 7 2 2 2 0 2 S E L C U © 9/323 Combined By NESRINE 2 2 0 2 l ri p A . k n a l b s i , e l g n e a h n o it a m ro f n I r e h rt u F e m e h c S rk a M – D t n i E o H p IS k c L e B h U C P y r a d n o c e S r e w o L s rk a M e n il r e w s n a fi m a g r a i d n o e c a l p t c e rr o c n i e b y a M 1 2 M 8 2 8 4 × 5 2 . 0 , 6 2 . 0 , × . .g e ,r tte e b r O 0 1 f o 0 1 e g a P 1 M − − )° ( 8 4 2 .1 0 , 2 1 B n o it s e u Q . s n ito c a rfr o ls a im c e d t n le a iv u q e t p e c c A 3 r e w s n A 1 0 / 2 1 1 1 t t c f e rr o s o e l c g n i n . a D y rl r C E a o . e ri , l e m c t E a a n i B g r e s A a i b a s le d t m o e n a g r n h a t t g s a s n i u i a n m d d e 0 n le e 6 o l s e d e e n b b b a t la o r y o a 2 n t s 7 m , s n s 2 u o e l M .m g g r g ly n o . o A F e p . .g e , d o )° h t ( e 2 m 7 t d c n e r a ro )° c ( y 0 ll 6 u f h t a o r b f r o o r F o r )o r )o r o r o (° 0 4 5 )° ( 8 0 1 ) ) (% (% 8 2 5 ) f4 f % o o (2 %%1 5 8 2 4 °( 0 2 7 )° ( 0 2 1 f r r o o o )° y )° n ( ( a 2 0 f 7 6 o t ro ro h ig s r o • F • t c e r r o c n I r r r o o o t c e r r o C 9 2 ) (% 8 3 0 3 ) ) (% (% 2 0 ) 5 5 f f (% o o 6 2 %% 0 2 5 5 r o 2 2 0 2 S E L C U © 10/323 Combined By NESRINE Cambridge Lower Secondary Checkpoint MATHEMATICS 1112/02 Paper 2 April 2022 MARK SCHEME Maximum Mark: 50 Published This mark scheme is published as an aid to teachers and candidates, to indicate the requirements of the examination. It shows the basis on which Markers were instructed to award marks. It does not indicate the details of the discussions that took place at a Markers’ meeting before marking began, which would have considered the acceptability of alternative answers. Mark schemes should be readabout in conjunction with the question paper and the End of Series Report. Cambridge will not enter into discussions these mark schemes. This document has 12 pages. IB22 05_1112_02/6RP © UCLES 2022 [Turn over 11/323 Combined By NESRINE 1112/02 Lower Secondary Checkpoint – Mark Scheme PUBLISHED Mark scheme annotations and abbreviations M1 A1 B1 FT method mark accuracy mark independent mark follow through after error dep oe cao isw soi dependent or equivalent equivalent correct answer only ignore subsequent working seen or implied April 2022 Page 2 of 16 © UCLES 2022 12/323 Combined By NESRINE 2 2 0 2 l ri p A n ito a m r fo In r e h tr u F e m h e c S rk a M – t n i o D p E k c H e IS h L C B y r U a P d n o c e re S w o L s k r a M r e w s n A , n tio a c n u rt r o g n i d n u o r t c e rr o 0 c .3 n i 8 t p 2 e ,1 c 0 c .2 ta 8 o 2 n .1 o .g D e .t s il e h t n i d e k c it r o d e l c ri c 7 t p e c c A 1 1 1 .3 0 b y d e il p m I 2 ) 3 . % ( 1 t 0 p 3 e 1 c c b y ta d o e il p n o m I D .t n i o f p o e s h d t n f e o r n o o it s i e s p o a p h s e f h t o e s t e a c c i i rt d e n i v o e t h t t n . y e s i b t c if n i d f o . e u i p s l s f t p n i o n i m i s g o e i n ill p b e n e a rt y o a a la e b x m rl s e e tt r r t .s e o o n i e e n n o n l g I g I P il A s t n i o p t c e rr o . c ) o s w t u t b o a s m e l rh t a a r d o e e d i l v g n o r a p t ,) c e r a ( a n i ,e r s r a e u w q s s n a a e ir d e u h l t n m ic d o l rf u T o ( F c 1 1 1 M 1 x − r e rd o y n a n i 4 .5 5 6 r o .5 5 1 r . y lt c e rr o c s t y n i o 6 ) ,1 9 – ( 5 4 3 r o 2 1 6 5 4 3 2 1 0 1 1– – 2 – 3 – 4 – 5 – 6 – ) 5 – , 2 1 f o 3 e g a P 1 d n a 7 2 0 / 2 1 1 1 n o it s e u Q 1 2 1 , 0 1 2 5 .2 8 2 1 ) $ ( ) a ( 3 0 1 × o ) % ( 0 3 5 p e e r h t s t o l P .5 5 − 6 5 .5 r 6 o 1 – ( 2 – 3 – r o 4 – ) 3 , 3 ( 5 – 6 – ) a ( 4 ) b ( 3 ) b ( 4 2 2 0 2 S E L C U © 13/323 Combined By NESRINE 2 2 0 2 l ri p A . s rk a m r o n o it a rm o f n I r e h rt u F e m e h c S rk a M – t n i o D p E k c H e IS h L C B y r U a P d n o c e S r e w o L s rk a M r e w s n 1 s n o it c ra f t n e l a v i u q e d e if i p l m i s t p e c c A 1 .6 1 ÷ .6 1 1 , 8 ÷ 8 5 . .g e , e o 1 2 1 M .r e ro d t c e rr o c n I 1 2 1 M e o .6 1 1 0 r o f ’ o n ‘ . g . e , s rd o w n i t p e c c A n r2 o l c o f e ) h t m ( f o 2 3 e h c 3 a l 1 p r o n i 2 . c t :3 e 1 ,t 0 , o d m , a h 2 s :3 a 1 d t , e p c e c a p 2 c s 3 a t t p 3 o 1 e c g n c . o A e D ) m ( 2 3 h 3 1 r o 2 :3 1 0 , m a 2 :3 1 m a 8 :4 1 r o 8 4 1 0 t e p c c a b y d e il p m i 1 B t o n o D 2 2 1 f o 4 e g a P 1 B :s l a v r e t n i e m it t n a v e ] ] s s n n i i m m [ [ ] m p [ A × ) h / m k ( 8 6 2 0 / 2 1 1 1 n o it s e u Q ) d n o c e s e r p s re t e m ( .5 1 r o e 0 o 9 0 r 0 3 o ÷ 5 ÷ 0 5 0 4 5 r 4 o ) b ( 6 ) a ( 6 5 ) s d n o c e s ( 0 9 ] m [2 p 3 : 1 5 .4 1 r o 5 .2 7 ) $ ( r o 8 2 :3 3 1 ÷ .6 1 1 d n 6 a 0 8 7 5 1 e r 4 r7 1 e s r o e o e h s o t e f t s e o in u u t y n n mi a g ] 5 m 2 1 n i 1 s e s n e i ru ru s m o r [ o o 9 h h F 3 2 1 8 :4 1 r o 8 :4 3 1 g n i e e s r o f r o 2 2 0 2 S E L C U © 9 14/323 Combined By NESRINE 2 2 0 2 l ri p A n ito a m r fo In r e th r u F e m e h c S rk a M – t n i o D p k E c H e IS h L C B y r U a P n d o c e S r e w s k r a M . e c i o h c ri e h t f o n o it a c i d n i r a e l c y n a t p e c c A 1 1 1 r o ,t li o p s n e h t n e e s r e w s n a t c e rr c ro = o f 1 M rd a . w .g A e 2 2 1 f o 5 e g a P 1 M t h g ri s e o lg n n s a a D C , n o ti c a rf ,r o t a n i m o L e n o le t s g a n e l ta t h a ig s r a H r e w s n A A s e id s l lle a r a p s a H 2 0 / 2 1 1 1 n ito s e u Q B l lle ra a s p e o id n s s a H r e w s n a l a n if .2 3 r o ..) .( 7 .1 3 1 1 0 1 c i a r b e g l a e l g n i s d e if il p m i s n u t c e rr o c a . r g o . F e ) a ( 2 1 r e w s n a l a n if r o o n e d n o m m o c a h ti w s o itn c a rf t c + e rr o 2 c . o .g w t e 2 2 0 2 S E L C U © ) b ( 2 1 15/323 Combined By NESRINE 2 2 0 2 l ri p A n ito a m r fo In r e h tr u F e m e h c S rk a M – t n i o D p E k c H e IS h L C B s k r a M in rd a e l c y n a t p e c c A h ic h w e t a t s o t .s d e e ru e g n if y t e c h t e r , ro e c n o l h a ti ” w e .g g . a r e e v it, a l “ y t p p m e i c r c o a t e o g r n a o e v D a 1 1 . n o it a c i 2 e h t e f d o ro o s n m n a tio m e a h a ti t e e w r h ( p r tf A e t o A s n i n n i s r o l r a ir o s c e s a g ro n p g i rf o m b e s ri o h h t g a c t o p c b ih me r e o r e r c ro a a . , c s e e )) t g d a n a n o ( e h ti a r mn m i ta e w if d d n n 6 t e a a n s g n n a t n t a h c a . a e r e e r g rr t d .e m m e o n a , e e c a n h h e r e r e a i T T g o d d n o e • • g I mm 1 B r 4 s i n s i s e t r a e ll d il a a v s m in e n d o it o a m t e a r p h r ti e t w ( n i r r e o g g n i o b s e ri r a a p s m e o u l c a ,t v / n s e g e .)) m e a t r a e a ( t s .g v n a i t c .e e 6 e rr ,k h t n o ra ll a c A h t n i m • n e t A h 2 1 f o 6 e g a ra y U P d n o c e S r e w o L B s s a l C r e w s n A 4 .0 4 A s s a l C 6 4 .4 6 4 n a e M 2 0 / 2 1 1 1 n ito s e u Q e d o M 4 6 n a i d e M e g n a R 5 n a i d e M 6 e d o M e g n a R .t c e rr o c 1 y n A n a e M ) b ( 3 1 ) a ( 3 1 h e g i h s i s tl u s e r s ’ A f o n a e m e h t t a h s t n i a l p x e d n a s A ’B s n k c i a t T h r o 4 s tl n tl a h t s u r u a s e h t t s e e r s r a s r s ’ s ’ e l A g B e f s f s i o i o n n a n n i a i a i id a d d e d e e e mm mm i e ri e re e h h t h t h t t t t a d a d h h t e t e d d i i s v s v n n i i o o a l r l r a p p p p x s x s e ’B e ’A d d n n n n a a h a a h A rt B rt s e s e k h k h : c i g T i g i i c F T h T h t c rit • • S P 2 2 0 2 S E L C U © ) c ( 3 1 16/323 Combined By NESRINE 2 2 0 2 l ri )f s p A n ito a m r fo In r e th r u F e m e h c S rk a M . g n i rk a m n e h w e l b a t e h t n i n m u l o c l a n if e h t e r o n g I 2 t 2 s a e l t a o t s e u l a v ) ) ) ) ) ) 5 6 9 4 1 ) ) ) ) ) ) ) ) x d 2 5 8 2 6 4 9 6 5 6 9 4 1 4 e t .1 6 2 8 4 1 7 .2 .8 .5 .2 .9 .6 .4 .2 + a ( 5 7 9 0 ( ( ( ( ( ( ( ( c 1 .4 ( .( .( .( .( 3 4 6 8 9 1 3 5 x n 6 2 2 2 2 3 6 6 6 6 6 7 7 7 6 6 6 6 6 ru t r o d e d u n ro t p e c c A ( x 5 6 7 8 9 .1 .1 .1 .1 .1 .1 .2 .3 .4 .5 .6 .7 .8 .9 6 6 6 6 6 6 6 6 6 6 6 6 6 6 5 t a .1 tlo s t 6 2 t a a a l rit e l a t ri e t a t d a t n ri o l p a a o r rit .2 p 6 p e t t a a a i l e r a n p ri o o , rp .t d .g e p a e d r e , a n n w o e a d e e n s b o te e b t a s c s a l u rk p a l m ma s e i c 1 m a l Mc e p h t d l o 1 a b t m i r s c o a e F e l d