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Flyingbirds_Snoodsnscrews
A mix of my life - my family, my work, my hobbies, social networks, web pages et al. www.flyingbirds.net www.snoods.com.au Check them out and twitter feathered owl or snoodsnscrews :) also my ebay store snoodsnscrews . stay posted. Thursday, September 30, 2010. Cheap - Decking screws. Jamie got a pallet of screws to move. They're good ones -stainless steel decking screws, 10 gauge x 50 mm. includes a free driver bit (each box of 500). Cheap - cheap apparently. Links to this post. Links to this post.
Gannets in Newark
35 Castle Gate, Newark, NG24 1AZ. Monday to Friday 9am to 4pm. Saturday 9am to 5pm. Sunday - 9am to 4pm. Book our lovely Bistro. Good food for all generations. Outside Catering and Takeaways. Christenings, Birthdays, Weddings, Business Meetings, Anniversaries, Parties and Funerals. Whatever the occasion, we can provide delicious food without any hassle! Why not pre-order your favourite Gannets dishes to enjoy at home freshly prepared for you on the day of collection! What we’re about!
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Gannet is a man of few words, the storytelling is a composite of his voice and others. We invite you to learn about Gannet's challenges and achievements, to explore his world, and sample his music. This is Gannet's Story. Gannet performing with his friends at EHC in 2012.
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Get to know us. What’s with the bird? Creating Solutions for a Sustainable Future. Controls. Motion. Vision. Solutions for lower emissions and fuel substitution. Making your worksite safer and smarter. We are Control Systems specialists bringing in a unique blend of the old and new – Software and Calibration, Automotive and Wireless, Classical Controls and Agentbased Modeling – to help you improve product robustness while reducing time to market. Rather than invest in ‘OEM tasks’. Industry is witnessing ...
RAND(Squawk)
Random Squawking - more of a really slow blog - various topics from coding to living. Lets just see how it goes. Wednesday, 28 March 2018. Technical problem to solve - Function over range using sum of digits. This apparently simple problem has been fascinating me for a long while now. The question is. For all the numbers n between 0 and 1E18 that's 1*10 18 or 1 with 17 zeroes how many have the property :. Sd(n) = Sd(137 * n). Sd(81) = 8 1 = 9 and Sd(81*137) = Sd(11097) = 18 Function is Not true. Creating...
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THE ULTIMATE BRANDING SOLUTION. Asi/55775 PPAI/133635 UPIC Ganne719 SAGE 60006.
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