<div class="bbcode_quote_head">Quote:
<b>Quote from mdc777 on March 13, 2014, 6:00 pm</b>
36 INCH BATHTUB
105 BOMBS
http://www.mapsofworld.com/usa/states/ne...-long.html
36 LATITIUDE 105 LONGITUDE
TAOS NM area. BOOM! Did I just blow your mind or what!?
:0)
</div>
Pick a Number, any Number... ( from Bath Tubs, to Bombs ?? ) how do you figure those two numbers ?
Can you be MORE specific.... like how you get the rest of the numbers, such as <b>
36.441432, -105.295291</b>?
I will let you break the news to DAL...
![[Image: images?q=tbn:ANd9GcT2jXPziiq2jpyHcG6Qvcy...zdcxNU6mLu]](https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT2jXPziiq2jpyHcG6QvcyZFCflbq2P-aifcaGx-_zdcxNU6mLu)
[img]data:image/jpeg;base64,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[/img]
"<b>Well, It's back to the Helicopter at the Vietnam Veterans Memorial</b>"
.