1. “Waybuloo”
Sami Garnham “A philosophy for a happy life, and is like nothing
children will have ever seen before“

2. Waybuloo is a pre-school British and Canadian children's television
series originally created by Dan Good and Absolutely Cuckoo first
aired in 2009 on the Cbeebies channel.“A philosophy for a happy
life, and is like nothing children will have ever seen before“, Set in
the world of Nara, a land of happiness, laughter and friendship.

3.  Nok Tok – Oliver Dillon
Nok Tok is a bear with a light blue body with a tanned face,
He has shorthair and wears a yellow t-shirt, he has a sort tail and big brown eyes.
Nok Tok is the practical one who fixes things.
 De Li – Sunday Jame-Ross
De Li the cat has a pink body and big blue eyes,
She has pointed cat ears on top of her head and a small tail with a white tip.
She wears a flower ‘in her hair’. She wears a light pink dress.
De Li is very fond of her garden.

4.  Lau Lau – Georgia MacPherson
Lau Lau the rabbit has a light purple coloured body and green eyes,
has long ears on top of her head and a puff tail.
She also wears a plain vest with skirt.
Lau Lau loves painting.
 Yojojo – Finley Christie
Yojojo the monkey has an dark yellow coloured body and blue eyes, he has a long short tail,
round ears on the side of his head, a short haircut and wears blue trousers.
Yojojo is a talented musician and juggler. He is the cheeky one who likes playing
tricks on the others.

5.  Waybuloo is set ‘Nara’. The main characters are De Li, Nok Tok, Lau Lau and Yojojo
which are known as the ‘Piplings’. The twenty-minute show features human children
known in the program as ‘Cheebies’ for the second part of the program.
 The Piplings practise yogo, a gentle form of exercise similar to yoga so that interact
with children and parents watching which they do as part of each program.
 The Cheebies a group of six children who change (every episode) who play child games
such as hide and seek with the Piplings and engage with them in every episode. The
Cheebies often help find the solutions to the Piplings' problems.

6. 60
50
40
30 Series 1
Series 2
20
10
0
Episodes