Re: Req : Philippine Flag |
EasyNews, UseNet made Ea .. |
Herb (Herb@the.herb.garden) |
2010/09/03 05:17 |
This is a multi-part message in MIME format.
--------------040302030209070005040607
Content-Type: text/plain; charset=us-ascii; format=flowed
Content-Transfer-Encoding: 7bit
luvsewing wrote:
> Does anyone have a Philippine flag approx 3" x 6"
>
> Any help would be really appreciated. TIA
>
The original was created by Carol Sansone 2x4 and was available free
from BuzzTools as part of a large flags collection. The attached
version has been resized (with Artista) to the size you asked for.
- Herb
--------------040302030209070005040607
Content-Type: application/octet-stream;
name="Philippines3x6.hus"
Content-Transfer-Encoding: base64
Content-Disposition: attachment;
filename="Philippines3x6.hus"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--------------040302030209070005040607--
|
|