I thought of a brute force approach but did not work.

For each character, I tested two possibilities:
1. Being a leaf (the leftmost node) and the next character  is the root of a
subtree.
2. Be the root of a subtree.

After testing all possible sums!



Wladimir Araujo Tavares
*Federal University of CearĂ¡

*




On Tue, Jun 21, 2011 at 10:55 AM, Tundebabzy <tundeba...@gmail.com> wrote:

> Hi guys,
> Can anyone help me solve this (I mean explain to me how to solve it):
>
> The following text is an in-order traversal of a binary tree with 1023
> nodes. What is the sum of the digits appearing in the leaves?
>
> bDq4i3eFNmjh2oMgjNsIFkRWsonRl=tz9kf8gOpED2gVQrfx49GjR9/
> QNqTEJkSzM30p4RfneDc7EmdusIYdxxZ8KKdND==YpLlmN/FkErS7uqVHYIyGEBIhIRX
> +mbg6FjVGqfYjobX3F1lSmPpLXXxhux1lV=EzIgGct9pd=ogzAdJU4/
> yZOj9=njfvbSo11bcE/yUDHg/J=6DAtmWt+P/VDvE4GyYHlKVGUoksn
> +Lzm6Y1VVF6qw=onnKZS=CQQUPeMlUGtMobJEeyIyGBMFj5kHml1waI97qgVt/
> yeKWSXxhJyK+As0M0UR2KL+U7klKMlWlxgbIJ2beN0gaMHbIClKrBuroo
>
> +L73CwnbFKRiyKOx8Ke=PPukm1BWYd4Do5nikrT0dgPWlmItCzyZrEiOBgBtEB9FG1qdQJud182qYU4Xwry=bR7R5PH=Npab7JQ7gY=MYHW24iw=m2+XayIachr=QVt4giclLluUEu3Dx/
> 5y7R0GlINqoJc9O6QwEP6a9PRsdt86nZYQUF/
> b729lzilkM1PB8mDPACTOGobXSJJQshRQCoJoC9TX6ERou/
>
> tlMWNQTaaU0YmzIFh8t72lgOeIMu4W2S9V8Y5jO8T47ZPRGxeQDWRQlpx1tc3AC4+x2zJxZaYV6d4+rxxWgYnYC1ZwUvXNF2YLaRw7ldRXCz9/7xZ3mKBj4Ox51L3PqGXAIB
>
> +OI4pgkUc1X52tOPdRPgpsfi8wNpynfylwjITvNKq93iViQiyiEVGBgazbHQ7boh5tejStBE1SCk1fMe1=ycNoxJzhAH4x/
> YlQSUOz/2qkl+JxFBt8sqRYXZjZ6R=Gh87ZwS4B0Meo56/WF+40bf2mTgG05KQ/
> qR89NMyttHdwwnzvkZuXGrlt/yuStJaXJNkqQ5atDPWqLJy4Q9iylEdI3qmTe6Wmou/
> umQG7Q
>
> +aiOXorJde3Z4CzMyTYnCWvudFDZvgEZsuKRiSOurstnxFRlqVQ0LC7WRuS=qCsDcxoDT5dl9NHusV4kZ/
>
> I came across this @ www.readyforzero.com/challenge (problem 2)
>
> Please help me, I'm already tearing my hair out and i'm already
> getting bald. I'm stuck because I don't know how it is possible to
> figure out a tree from just its in-order traversal
>
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