000 02374cam a2200457Ia 4500
001 on1017964835
003 OCoLC
005 20180722230004.0
008 171221s2018 maua j 000 1 eng d
040 _aTOH
_beng
_cTOH
_dOEM
_dMDK
_dNFG
020 _a9780763699215
020 _a0763699217
035 _a(OCoLC)1017964835
092 _aOxley
_bJennifer
049 _aNFGA
100 1 _aOxley, Jennifer,
_eauthor.
_9133832
245 1 0 _aPeg + Cat.
_pThe camp problem /
_cJennifer Oxley + Billy Aronson.
246 3 _aPeg plus Cat.
_pThe camp problem
246 3 _aPeg and Cat.
_pThe camp problem
246 3 0 _aCamp problem
250 _aFirst edition.
260 _aSomerville, Mass. :
_bCandlewick Entertainment,
_c2018.
300 _a43 pages :
_bcolor illustrations ;
_c24 cm
336 _atext
_btxt
_2rdacontent
336 _astill image
_bsti
_2rdacontent
337 _aunmediated
_bn
_2rdamedia
338 _avolume
_bnc
_2rdacarrier
490 1 _aPeg + Cat
500 _a"A level 2 reader"--Cover.
500 _a"PBS Kids"--Cover.
520 _a"It's summertime at Camp Niniwawa. Peg, Cat, and their friends Aki and Richard are in the Gopher bunk -- Gophers, they always go for it! Arts and crafts is a welcome distraction from homesickness for Richard, whose love of patterns helps him build a red-and-blue Popsicle-stick ladder. When the Raccoon bunk challenges the Gophers to a friendly battle of the bunks, it's on! Winning a contest earns a bunk ten points -- but being a good sport is also important, and that earns five points. Can they get the hang of counting by fives and tens to figure out which bunk will reach one hundred points first? And when a tug-of-war lands the Raccoons up in a tree, can Richard's knack for repeating patterns solve the problem? Can Peg and Cat figure out the winning pattern? Friendly competition between bunks at summer camp leads to a hands-on lesson in counting by fives and tens. "--Publisher.
650 0 _aCats
_vJuvenile fiction.
_9836
650 0 _aCamps
_vJuvenile fiction.
_97349
650 0 _aProblem solving
_vJuvenile fiction.
_94654
655 7 _aReaders (Publications)
_2lcgft
_91137
700 1 _aAronson, Billy,
_eauthor.
_942144
710 2 _aPBS for Kids.
_989746
730 0 _aPeg + Cat (Television program)
_9299964
800 1 _aOxley, Jennifer.
_tPeg + Cat.
_9353575
994 _aC0
_bNFG
999 _c269367
_d269367