LDR |
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001 |
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2943636 |
005 |
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20221011084601.0 |
008 |
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220128s2022 nyua a 000 1 eng d |
010 |
|
$abl2022006060 |
020 |
|
$a9780736490122 (hardcover) |
020 |
|
$a0736490124 (hardcover) |
020 |
|
$a9780736442671 (paperback) |
020 |
|
$a0736442677 (paperback) |
035 |
|
$a(SKY)sky305365489 |
035 |
|
$a3210801 |
040 |
|
$aNjBwBT
$beng
$cNjBwBT
$erda
$dSKYRV |
050 |
|
$aPZ |
082 |
04 |
$a[E]
$223/eng/20220128 |
092 |
|
$aBOUC |
100 |
1 |
$aBouchard, Natasha,
$eauthor. |
245 |
10 |
$aFriends are the best! /
$cadapted by Natasha Bouchard ; illustrated by the Disney Storybook Art Team. |
246 |
1 |
$iAt head of title
$aDisney Pixar Turning red |
264 |
1 |
$aNew York :
$bRandom House,
$c2022 |
300 |
|
$a24 pages :
$bcolor illustrations ;
$c24 cm. |
336 |
|
$atext
$btxt
$2rdacontent |
336 |
|
$astill image
$bsti
$2rdacontent |
337 |
|
$aunmediated
$bn
$2rdamedia |
338 |
|
$avolume
$bnc
$2rdacarrier |
490 |
1 |
$aStep into reading ;
$vstep 2 |
520 |
|
$aIn Turning Red, Mei Lee is a confident, dorky thirteen-year-old torn between staying her mother’s dutiful daughter and the chaos of adolescence. And as if changes to her interests, relationships, and body weren’t enough, whenever she gets too excited (which for a teenager is practically ALWAYS), she “poofs” into a giant red panda! Girls and boys ages 4 to 6 will love this Step 2 Step into Reading leveled reader based on the feature film. Step 2 Readers use basic vocabulary and short sentences to tell simple stories. For children who recognize familiar words and can sound out new words with help. |
650 |
0 |
$aTeenage girls
$vJuvenile fiction. |
650 |
0 |
$aFriendship
$vJuvenile fiction. |
650 |
0 |
$aMothers and daughters
$vJuvenile fiction. |
650 |
0 |
$aEmotions
$vJuvenile fiction. |
650 |
0 |
$aRed panda
$vJuvenile fiction. |
655 |
7 |
$aReaders (Publications)
$2lcgft |
710 |
2 |
$aDisney Storybook Artists,
$eillustrator. |
730 |
0 |
$aTurning red (Motion picture) |
830 |
0 |
$aStep into reading.
$nStep 2,
$pReading with help. |
999 |
|
$bE BOUC
$c0
$g2
$h6
$i2
$j6
$k0
$s0
$xBOUC
$z0
$!2 |