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~RatioNaL iNs@niTy~: June 2011
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Walking backwards. the boulevard of no dreams what so ever. Wednesday, June 15, 2011. A frequency that refuses to match all others. What brings one to a stop. The Truth, The whole truth and nothing. What comes and goes, and leaves all others aside. Statements and reverie. What comes of it. Evolution to make it better. What comes of it is far worse than ever imagined. Clustered reactions that make no difference to. Further bruised if you think of it. Saying it walks- it ran. You and I seized to exist.
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~RatioNaL iNs@niTy~: April 2011
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Walking backwards. the boulevard of no dreams what so ever. Friday, April 29, 2011. A reply to "those lines". Neither here nor there. Nor naive yet no fault. Neither pinned yet plagued. A possibility that will negate. The labyrinths of the mind- all alike. Neither factional nor separated. Blood and bone of an entity. Far away from reality. Neither here nor there. A journey throughout despair. Are you a mystery or just a mind game? Will you reveal or deceive? Neither friend nor foe. But what of hopes?
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~RatioNaL iNs@niTy~: May 2011
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Walking backwards. the boulevard of no dreams what so ever. Saturday, May 28, 2011. How longingness for happiness turns to fear. How one takes a look at the world from a window once where they dreamed of happiness. A rain washed afternoon turns into a shower of memories that evening. The sun peaked once. As longingness cries in a corner, lightening consoles memories. That home was ours. those moments are now frozen in time. As one looks back and a tear unknowingly makes it way. Roles begin to reverse.
renegadesinc.blogspot.com
The Devil's Paradox: February 2007
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Serenity can never cost too cheap, and Mayhem is never worthy enough. Some heeby-jeebies to chk out. Bling for your Blog. Tuesday, February 20, 2007. Didja kno dat our txtbooks r filld wid hell lotta crap? Here r sum of d chart toppers! It states in d composition of an electric bell, dat d bell consists of "screw S". Now tell me, y on earth wud n e wun in deir ryte minds wanna screw innocent li'l "S"? Wat can a part of a bell do dat it shud b screwd? Secondly, why screw S? Y not sumwun elz wurth screwing?
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The Devil's Paradox: Beyond
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Serenity can never cost too cheap, and Mayhem is never worthy enough. Some heeby-jeebies to chk out. Bling for your Blog. Wednesday, April 6, 2011. A distant tune set in the breeze,. The evening's scented memories,. The touch of flavour deep within. And imagined visions the young eye sees. My trembling heart- it sings a song,. To last all day and all night long. It rains in my valley, my humble home,. The night sky whispers, "Nothing can go wrong.". I'll walk the less known road tonight,. May 9, 2011 at ...
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The Devil's Paradox: The light burns on
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Serenity can never cost too cheap, and Mayhem is never worthy enough. Some heeby-jeebies to chk out. Bling for your Blog. Monday, September 14, 2009. The light burns on. Holding tears on a wrinkled leaf,. I stood by the mystic edge of the sea. Heard whispers in the golden garments,. That Autumn herself had shed for me. Silent winds rippled on the water. My hand faltered, I froze in time. Captured the world's essence in a flickering instant,. As my mind waded through Nature's intricate design. There he wa...
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Psychotic Ramblings: Chess Puzzle - 9
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Friday, 20 December 2013. Chess Puzzle - 9. Carefully analyze the chess position below:. As you must have noticed, white is in a very strong position and has many good moves to choose from, including some free captures. Though there are many possible moves white can play that will leave him with a clear material advantage and an eventual victory, can you look past all the distraction and find a forced sequence leading to a quick mate? 22 December 2013 at 13:43. A) 2 fg6 3. Rf8#. B) 2 Qg6 3. Ng6. I am a r...
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Psychotic Ramblings: October 2013
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Tuesday, 8 October 2013. A Simple Bijection between Even and Odd Subsets. Let $E(n)$ denote the set of even subsets (subsets of even size) and $O(n)$ the set of odd subsets (subsets of odd size) of a set $S$ containing $n$ elements. Assuming $n geq 1$, we can describe a simple bijection between these two sets as follows-. An Irrational Raised to the Power of an Irrational - Can it be Rational? The answer, rather surprisingly, is YES. And here is a classic proof to establish the fact beyond all doubt -.
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Psychotic Ramblings: Twin Primes and Prime Triples
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Monday, 4 November 2013. Twin Primes and Prime Triples. A twin prime is a prime number. That differs from another prime number by two, like for example, the twin prime pair (41, 43). Twin primes appear despite the general tendency of gaps between adjacent primes to become larger as the numbers themselves get larger due to the prime number theorem. Which states that the "average gap" between primes less than $n$ is $log(n)$. For many years. In 1849 de Polignac. Made the more general conjecture. When it co...
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The Devil's Paradox: September 2009
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Serenity can never cost too cheap, and Mayhem is never worthy enough. Some heeby-jeebies to chk out. Bling for your Blog. Monday, September 14, 2009. The light burns on. Holding tears on a wrinkled leaf,. I stood by the mystic edge of the sea. Heard whispers in the golden garments,. That Autumn herself had shed for me. Silent winds rippled on the water. My hand faltered, I froze in time. Captured the world's essence in a flickering instant,. As my mind waded through Nature's intricate design. There he wa...