Not just the twos!
But there’s no denying about the power of two, which is actually the basis for the fours.
Here’s the round-up:
How many 4’s you can count here? π
Quite dusty but still hanging out together.
Not just the twos!
But there’s no denying about the power of two, which is actually the basis for the fours.
Here’s the round-up:
How many 4’s you can count here? π
Quite dusty but still hanging out together.
Connecting the Americas, Bridging Cultures Supergringa in Spain: A Travel Memoir
Tasmanian Photography, Australia.
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I enjoyed your fours, Hammad – very observant
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Thank you very much for liking my fours, Debbie π
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Terrific photos Hammad π
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Thank you so much for liking this, Cee π
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I have never consciously looked for fours before. But having the good fortune to read your blog I will be forced to ……
What is once seen can not be forgotten. π¦
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I, too shall seek the 4orce
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π
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I also didn’t took these photos specifically for four. They caught my attention one weekend, so I did what I love to do π
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I can see. 3 sets truly and 2 more perspective wise.
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Thank you for liking this, Andrew π
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I do you use interesting thoughts and concepts.
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So cool! Have an amazing monday! β€
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Thank you so much, Carol. I wish you the same π
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