tag:blogger.com,1999:blog-19056886521832838392024-02-19T16:55:50.551-08:00Labor Green"The problem" is in the solution, so things only get worse despite activists' best efforts. Two+ years since the dialectic was identified as the method of defective dominance with social activism, the problem remains. johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.comBlogger54125tag:blogger.com,1999:blog-1905688652183283839.post-23489159297001719392019-07-18T08:05:00.004-07:002019-07-18T08:08:16.854-07:00Chris Hedges better leave Bernie alone this time<br />
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johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-25351049731444447182015-01-17T10:15:00.000-08:002016-05-30T16:16:11.569-07:00Royal "knock-out" gene: 2 KO sequences plus high IQ<div class="_li">
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<span data-mce-style="font-size: x-large;"><strong>Protecting
bloodlines especially includes protecting two KOed sequences:
anti-empathy preventing </strong></span><strong>"pollution" by normal </strong><strong>empathic DNA sequences
(royal bastards) this is where high-end religion and industry
mutually-benefit keeping empathic </strong><br />
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<strong>sequences defective w/o inbreeding is
the challenge for aristocracy, capital families and perhaps the reason
for oligarchy esp hegelian (other than information manipulation,
perversion of meaning) perhaps the greatest "gift" of globalism as
defective sequences can be over-lapped with unrelated DNA preventing
the overlapping of other sequences (such as autism** components) // also
prevent physycal markers such as disfiguration (ugly is as ugly does)</strong></div>
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**anti-empathy is an autism component as HFA also labeled aspergers<br />
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permalink: https://www.facebook.com/johnbessa/posts/10202088507408792<br />
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<span data-mce-style="font-size: 18pt;" style="font-size: 18pt;"><em>but.. the anti-empathic are way ahead<strong>, as always, as you will see...</strong></em></span><br />
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there
may be a temptation to describe hegelianism as "democratic" because it
reaches into the lower strata of oligarchic structure but it is not //
it is auxiluary (I think they call it)<br />
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<span data-reactid=".0.1:3:1:$comment10202088507408792_10202088834776976:0.0.$right.0.$left.0.0.1:$comment-body.0.0">"industrial"
anti-empathy ='s pure rationality (no feeling of others' feelings) and
over-drive (psychosis, lack of control underlying greed) suggesting two
defective sequences a much greater "alternate DNA" to maintain // there
is no doubt that the cur</span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202088834776976:0.0.$right.0.$left.0.0.1:$comment-body.0.3">rent
core is industrial w/ highly-capitalized capitalization at its "capo"
// auschwitz as the defining nazism was "ground breaking" process
improvement, 300 dead per day to 3000 w/ modernist suburban housing for
Hoss, his family and other executives</span></div>
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<span data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.$author">levitt of long island is, of course, credited w/ the subdivision "ranch house" but, apparently, it has roots surronding auschwitz: spawning ground for defective </span><span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><strong>finally.. a clean solution!</strong>
-- GMO KO addresses a serious threat that the multi-cultural solution
to knockout maintainace solution preseents, which is that the genetic
diversity creawted by multiculture may actully "fix" the anti-empathic
and over-driv</span></span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202089158865078:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$0:0">e
KOs, which happens, racial fusion IS a reliable cure for genetic
illness, and further, racism, the most traditional method of obtaining
human capital is also threatened. Thus, carefully protected KO
bloodlines might want to go w/ GMO knockout techniques. For instance, KO
families can even adopt from the general genetic pool, and yet feel
sure that their heirs will never feel for another, and that they will
chase the golden ring (be it capital, medicine or military) with the
wild abandon necessary for success. However, the GMO KO can only
guarentee only sociopathy, and not the IQ necessary for the rational
control of psychosis ever notice how knockouts are such a pain b4 their coffee?</span></span></span></span></span><br />
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<span data-reactid=".0.1:3:1:$comment10202088507408792_10202099589725843:0.0.$right.0.$left.0.0.$author"><span class="UFICommentBody" data-reactid=".0.1:3:1:$comment10202088507408792_10202099152514913:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202099152514913:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202099152514913:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0">the
knockout (KO) concept probably can probably be extended to neurology as
well as DNA as whole neural constructs can be "KO'd" with trauma, or
mental programming that leverages trauma dialectic/didactic along w/
wholesale deceptions such as paranoia </span></span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202099152514913:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202099152514913:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202099152514913:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$0:0">of
other races, ie the Western Civilization of the original oligarchy, the
academy, as opposed to European Democracy founded in the open (marble)
structures of Athens -- a purely genetic model cannot explain the high
apathy rates nor guilt concepts such as "just world hypothesis" (to
blame the victim), but the genetic explanation easily lays blame on the
core control structures such as govt, edu and corps, that admit to
leveraging narcissitism, a serious personaly disorder --what hitler had</span></span></span></span>John Bessa</span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202099589725843:0.0.$right.0.$left.0.0.1:0"> </span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202103577065524:0.0.$right.0.$left.0.0.$author">mutt!!!!</span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202103577065524:0.0.$right.0.$left.0.0.1:0"> </span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202103757590037:0.0.$right.0.$left.0.0.$author">royal
GMO KOs having dropped-out throught processes conviently filled with
paranoia to generate the false fears of hate necessary to steal whole
nations: Palastine</span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202103757590037:0.0.$right.0.$left.0.0.1:0"><br /><br /> </span><span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202103757590037:0.0.$right.0.$left.0.0.1:$comment-body">normal
genes would leak into the royal bloodline if not protected:
BASTARDIZATION (assuming normally-empathic genes in the interlopers),
the restoration of normalcy that has happened in many nations, but not
Britian ("nor will it ever" --People Magazine) ie, fuck royalty w/o
protection</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVccArY71xxBFPXbK_9g0n0ERRsaNJdmx1YUgHE7eqsFXBoly7hpeDbK2ofdp4Ys1UV8ylH65YGY97B875_ynWRNaJOVNrJiQ5Rq13WsZLWPKovqmU_bbh8pg7hxI6xon2JiATpcibpJg4/s1600/jesus+vegetarian+please+stop+trying+to+kill+him.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVccArY71xxBFPXbK_9g0n0ERRsaNJdmx1YUgHE7eqsFXBoly7hpeDbK2ofdp4Ys1UV8ylH65YGY97B875_ynWRNaJOVNrJiQ5Rq13WsZLWPKovqmU_bbh8pg7hxI6xon2JiATpcibpJg4/s400/jesus+vegetarian+please+stop+trying+to+kill+him.JPG" width="400" /></a></div>
<span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0">nazism
was clearly connected to industry irrespective of religion, but nazism
and the KKK in the USA is the domain of backwoods defectives with some
rock and roll punkers, and also harley bikers (and thus cops) -- the
inbred cruelty that is the empathi</span></span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202107982775664:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$text0:0:$0:0">c
sequence KO that dominance protects probably has its roots in killing
animals, esp cattle in the cattle -> chattle -> capital continum
rather than the (convienient) tribal-fuedal model, war, it seems comes
later and is an annexation-extention to local property control (hence
property rights of the libertarians who are nazis: Koch), long after
animal/human domiance through genetic KOs</span></span></span></span></span><span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202108131179374:0.0.$right.0.$left.0.0.1:$comment-body"><strong><span data-mce-style="font-size: 14pt;" style="font-size: 14pt;">this man was a vegetarian jewish revolutionary, so please stop trying to kill him</span></strong></span><span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0"><br /><br />funny
though, how animal rights has so many terrorists rationalizing their
cruelty.. like they kno sumthing, I have thot about this a long time --
seems they are core capital KO (usually corp feminists w/ exceedingly
high intelligence), enough to figur</span></span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202108145579734:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$end:0:$0:0">e
out that vegetarians will ultimately win, so they want to get there
first to hold positions of power to carry out cruelty -- but why
cruelty? answer: they had so much success (reward) with cruelty in
corporate management (or academia) that it provides them with a mediated
glandular response even w/o significant reward (like obsessed gamblers)
-- the idea is so obviously unrealistic it indicates magical thinking
(schizophrenia)</span></span></span></span></span><span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202108147939793:0.0.$right.0.$left.0.0.1:$comment-body">another
interesting factoid is how uncontrolled behaviors (psychosis) are
controlled by religions obsessions (another pschosis, usually
introjected...</span></div>
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<span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0">a
psychotic/schizophrenic ex-gf you used religion that way, but hung
around the worst crack heads -- another example is the US govt, it was
too mentally ill to respond to reports that Saudi nationals were getting
flight</span></span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$text0:0:$0:0"> instruction
only in flying a 747 and not landing it or taking off... the school
that trained the 9/11 terrorists told the CIA and was ignored -- So now
the US uses the obsessive-compulsive disorder (OCD, now called
obsess-compul-impuls continuum but really a psychosis) of
customs/border/immigration abuse to control the problem its own mental
illnesses caused -- same is true w/ drugs: the US govt was the biggest
drug importer enabler in the early days, and now runs, this huge "war on
drugs" --corruption as sociopathic disorder is not a new idea, but the
idea that sociopathic disorder controls sociopathic disorder is new
(pict from 70s) -- this shows a (social) maladaption to a maladaption,
rather than the common maladaption to a genetic disorder (or trauma,
which doesn't really count as that tends to "blame" the victim, a
practice common among all including nazis and jews as well-demonstrated
by CBT Aron Beck's daughter, psychologist Judith Beck...) Here I mean
Jewish as a culture and sociology, rather than religion, because it
shows the Jewish talent for adapting Plato's Republic/dialectic also
called neoplatonism (gentiles preferred, and still perfer,
socrates/plato man-boy genetalia). Nonetheless though the current rise
to NYC/World-financial dominance (Judaism is NYC's current dominant
culture) leverages old-testament (talmud) strategies of mass
reproduction and revolutionlutionary sabotage (exodus!!!!) // it does
fall into the troublesome category of ancient empire that has lasted far
too long along w/ Romanism, Hinduism, and Confucianism -- The ego-cult
of he western empire is, of course, is best-described by Freud (I had
them living upstairs), who is said to represent current Jewish
philosophy and underlies the existentialism from which the ubermensch
arose: both hitler's model of a super human and the ever-desirable
"penis w/ a wallet" of the liberated jewish american princess, corporate
feminist and animal rights terrorist... all this can be found on FB if
you friend the "right/wrong" people, though this history comes down to
Connecticut's Kissinger (Yale) in th eend and his operation paperclip
after WWII, (housing tracts? super highways? intifada?) and bombing of
Laos along the Chinese border with more TNT tonnage than all of WWII to
force it to open its markets to globalsim. Vietnam: the war crime fought
and won by the numbers: empiricism becomes globalism </span><a data-mce-href="http://johnbessa.info/text/Empiricism_definition.html" data-reactid=".0.1:3:1:$comment10202088507408792_10202111913633933:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$range0:0" dir="ltr" href="http://johnbessa.info/text/Empiricism_definition.html" rel="nofollow" target="_blank">http://johnbessa.info/text/Empiricism_definition.html</a></span></span></span></span></div>
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<tr><td style="text-align: center;"><img alt="" border="0" data-mce-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7DVqfaSscAKBVvF7unsUg43y8DUTShkfb3J0Jk6X10qdzSKSJCxQ7buCEp6TUy29bi9yBbabVLN3_TeWd1wjh1q8YTDS0_quZsJAWORlPEv0K9mMhCmMXNYht-lr_WwKR5lYtmpxGuu46/s1600/aj+weberman.JPG" data-mce-style="cursor: move;" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7DVqfaSscAKBVvF7unsUg43y8DUTShkfb3J0Jk6X10qdzSKSJCxQ7buCEp6TUy29bi9yBbabVLN3_TeWd1wjh1q8YTDS0_quZsJAWORlPEv0K9mMhCmMXNYht-lr_WwKR5lYtmpxGuu46/s1600/aj+weberman.JPG" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">NY Left is the Israeli Right</td></tr>
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<span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202112260602607:0.0.$right.0.$left.0.0.1:$comment-body"><br /><strong><span data-mce-style="font-size: 14pt;" style="font-size: 14pt;">NY Left is the Israeli Right</span></strong></span><strong><span data-mce-style="font-size: 14pt;" style="font-size: 14pt;"><a data-mce-href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7DVqfaSscAKBVvF7unsUg43y8DUTShkfb3J0Jk6X10qdzSKSJCxQ7buCEp6TUy29bi9yBbabVLN3_TeWd1wjh1q8YTDS0_quZsJAWORlPEv0K9mMhCmMXNYht-lr_WwKR5lYtmpxGuu46/s1600/aj+weberman.JPG" data-mce-style="margin-left: auto; margin-right: auto;" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7DVqfaSscAKBVvF7unsUg43y8DUTShkfb3J0Jk6X10qdzSKSJCxQ7buCEp6TUy29bi9yBbabVLN3_TeWd1wjh1q8YTDS0_quZsJAWORlPEv0K9mMhCmMXNYht-lr_WwKR5lYtmpxGuu46/s1600/aj+weberman.JPG" style="margin-left: auto; margin-right: auto;"><br /></a></span></strong></div>
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<span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202112319124070:0.0.$right.0.$left.0.0.1:$comment-body"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202112319124070:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0">god created in DNA a perfect information system that consistently self-heals</span><br data-reactid=".0.1:3:1:$comment10202088507408792_10202112319124070:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$1:0" /><span data-reactid=".0.1:3:1:$comment10202088507408792_10202112319124070:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$2:0">:revolution (anti-theticalism) is subverting god thru (freudian) incest (for synthesis)?</span></span></div>
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<span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202112707813787:0.0.$right.0.$left.0.0.1:$comment-body">same exact problem everywhere, no exceptions except still-free aboriginal (gaels?)</span></div>
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<span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0.0.$end:0:$0:0">thanks
all for your support, when I said "same exact problem everywhere," I
cite this particular culture, after the Gritish Rex family, because it
is a) the culture that surrounded me as a child, and had profound
influences that probably cannot be chan</span></span><span data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0.3"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0"><span data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$text0:0:$0:0">ged,
b) was the Left of NYC that was supposedly the peace movement, but was
really about rationalizing dope thru medical (weberman who ultimately
self-revealed as an anti-black racist--crown heights) to ultimately
support the long-desired Israeli extermination of the Philistines
(Palestine) c) is the dominant culture in the financial center of the
world (having as many "pure" members than Tel Aviv) and d) most
importantly, gave us the wealthiest NYer who formed the anti-Semitic,
anti-Black, and anti-health care Tea Party -- if you buy the equation
above, this culture was the most successful at protecting its KO'd blood
lines while promoting IQ over all other mental functions to allow
neo-Platonic control of Western civilization, with civilization being
the verb of mass law-making over the masses, where corporate
neo-liberalization is the legalization of corporate crime against
humanity (puts my friend AK and the other Yips in a bind) </span><a data-mce-href="http://johnbessa.info/rattlesnake/" data-reactid=".0.1:3:1:$comment10202088507408792_10202122866387745:0.0.$right.0.$left.0.0.1:$comment-body.0.3.0.$range0:0" dir="ltr" href="http://johnbessa.info/rattlesnake/" rel="nofollow" target="_blank">http://johnbessa.info/rattlesnake/</a></span></span></span></span></div>
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<span data-reactid=".0.1:3:1:$comment10202088507408792_10202122876668002:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{" data-reactid=".0.1:3:1:$comment10202088507408792_10202122876668002:0.0.$right.0.$left.0.0.1:$comment-body">in other words, on par w/ every civilization, just most successful</span></div>
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Royal
"knock-out" gene: 2 KO sequences plus high IQ Protecting bloodlines
especially includes protecting two KOed sequences: anti-empathy
preventing "pollution" by normal empathic DNA sequences (royal bastards)
this is where high-end religion and industry mutually-benefit keeping
empathic sequences defective w/o inbreeding is the challenge for
aristocracy, capital families and perhaps the reason for oligarchy esp
hegelian (other than information manipulation, perversion of meaning)
perhaps the greatest "gift" of globalism as defective sequences can be
over-lapped with un-related DNA preventing the overlapping of other
sequences (such as autism** components) // also prevent physycal markers
such as disfiguration (ugly is as ugly does) **anti-empathy is an
autism component as HFA also labeled aspergers but.. the anti-empathic
are way ahead, as always, as you will see there may be a temptation to
describe hegelianism as "democratic" because it reaches into the lower
strata of oligarchic structure but it is not // it is auxiluary (I think
they call it) "industrial" anti-empathy ='s pure rationality (no
feeling of others' feelings) and over-drive (psychosis, lack of control
underlying greed) suggesting two defective sequences a much greater
"alternate DNA" to maintain // there is no doubt that the current core
is industrial w/ highly-capitalized capitalization at its "capo" //
auschwitz as the defining nazism was "ground breaking" process
improvement, 300 dead per day to 3000 w/ modernist suburban housing for
Hoss, his family and other executives levitt of long island is, of
course, credited w/ the subdivision "ranch house" but, apparently, it
has roots surronding auschwitz: spawning ground for defective finally.. a
clean solution! -- GMO KO addresses a serious threat that the
multi-cultural solution to knockout maintainace solution preseents,
which is that the genetic diversity creawted by multiculture may actully
"fix" the anti-empathic and over-drive KOs, which happens, racial
fusion IS a reliable cure for genetic illness, and further, racism, the
most traditional method of obtaining human capital is also threatened.
Thus, carefully protected KO bloodlines might want to go w/ GMO knockout
techniques. For instance, KO families can even adopt from the general
genetic pool, and yet feel sure that their heirs will never feel for
another, and that they will chase the golden ring (be it capital,
medicine or military) with the wild abandon necessary for success.
However, the GMO KO can only guarentee only sociopathy, and not the IQ
necessary for the rational control of psychosis ever notice how
knockouts are such a pain b4 their coffee?<br />
<br />
the knockout (KO)
concept probably can probably be extended to neurology as well as DNA as
whole neural constructs can be "KO'd" with trauma, or mental
programming that leverages trauma dialectic/didactic along w/ wholesale
deceptions such as paranoia of other races, ie the Western Civilization
of the original oligarchy, the academy, as opposed to European Democracy
founded in the open (marble) structures of Athens -- a purely genetic
model cannot explain the high apathy rates nor guilt concepts such as
"just world hypothesis" (to blame the victim), but the genetic
explanation easily lays blame on the core control structures such as
govt, edu and corps, that admit to leveraging narcissism, a serious
personaly disorder --what hitler had September 8, 2014 at 7:41am ·
September 8, 2014 at 7:43am mutt!!!! royal GMO KOs having dropped-out
throught processes conviently filled with paranoia to generate the false
fears of hate necessary to steal whole nations: Palastine normal genes
would leak into the royal bloodline if not protected: BASTARDIZATION
(assuming normally-empathic genes in the interlopers), the restoration
of normalcy that has happened in many nations, but not Britian ("nor
will it ever" --People Magazine) ie, fuck royalty w/o protection
September 9, 2014 at 6:43am nazism was clearly connected to industry
irrespective of religion, but nazism and the KKK in the USA is the
domain of backwoods defectives with some rock and roll punkers, and also
harley bikers (and thus cops) -- the inbred cruelty that is the
empathic sequence KO that dominance protects probably has its roots in
killing animals, esp cattle in the cattle -> chattle -> capital
continum rather than the (convienient) tribal-fuedal model, war, it
seems comes later and is an annexation-extention to local property
control (hence property rights of the libertarians who are nazis: Koch),
long after animal/human domiance through genetic KOs
--http://occupy-critical-inquiry.blogspot.ca/.../anti-nazi... |
September 10, 2014 at 8:22am · U R MEAT // this man was a vegetarian
jewish revoluionary, so please stop trying to kill him 's photo.
September 10, 2014 at 7:54am · · 1 funny though, how animal rights has
so many terrorists rationalizing their cruelty.. like they kno sumthing,
I have thot about this a long time -- seems they are core capital KO
(usually corp feminists w/ exceedingly high intelligence), enough to
figure out that vegetarians will ultimately win, so they want to get
there first to hold positions of power to carry out cruelty -- but why
cruelty? answer: they had so much success (reward) with cruelty in
corporate management (or academia) that it provides them with a mediated
glandular response even w/o significant reward (like obsessed gamblers)
-- the idea is so obviously unrealistic it indicates magical thinking
(schizophrenia) September 10, 2014 at 8:05am · another interesting
factoid is how uncontrolled behaviors (psychosis) are controlled by
religions obsessions (another pschosis, usually introjected...)
September 10, 2014 at 8:00am · that is what I was thinking, esp a
psychotic/schizophrenic ex-gf you used religion that way, but hung
around the worst crack heads -- another example is the US govt, it was
too mentally ill to respond to reports that Saudi nationals were getting
flight instruction only in flying a 747 and not landing it or taking
off... the school that trained the 9/11 terrorists told the CIA and was
ignored -- So now the US uses the obsessive-compulsive disorder (OCD,
now called obsess-compul-impuls continuum but really a psychosis) of
customs/border/immigration abuse to control the problem its own mental
illnesses caused -- same is true w/ drugs: the US govt was the biggest
drug importer enabler in the early days, and now runs, this huge "war on
drugs" --corruption as sociopathic disorder is not a new idea, but the
idea that sociopathic disorder controls sociopathic disorder is new
(pict from 70s) -- this shows a (social) maladaption to a maladaption,
rather than the common maladaption to a genetic disorder (or trauma,
which doesn't really count as that tends to "blame" the victim, a
practice common among all including nazis and jews as well-demonstrated
by CBT Aron Beck's daughter, psychologist Judith Beck...) Here I mean
Jewish as a culture and sociology, rather than religion, because it
shows the Jewish talent for adapting Plato's Republic/dialectic also
called neoplatonism (gentiles preferred, and still perfer,
socrates/plato man-boy genetalia). Nonetheless though the current rise
to NYC/World-financial dominance (Judaism is NYC's current dominant
culture) leverages old-testament (talmud) strategies of mass
reproduction and revolutionlutionary sabotage (exodus!!!!) // it does
fall into the troublesome category of ancient empire that has lasted far
too long along w/ Romanism, Hinduism, and Confucianism -- The ego-cult
of he western empire is, of course, is best-described by Freud (I had
them living upstairs), who is said to represent current Jewish
philosophy and underlies the existentialism from which the ubermensch
arose: both hitler's model of a super human and the ever-desirable
"penis w/ a wallet" of the liberated jewish american princess, corporate
feminist and animal rights terrorist... all this can be found on FB if
you friend the "right/wrong" people, though this history comes down to
Connecticut's Kissinger (Yale) in th eend and his operation paperclip
after WWII, (housing tracts? super highways? intifada?) and bombing of
Laos along the Chinese border with more TNT tonnage than all of WWII to
force it to open its markets to globalsim. Vietnam: the war crime fought
and won by the numbers: empiricism becomes globalism
http://johnbessa.info/text/Empiricism_definition.html September 11, 2014
at 8:26am · · 1 am I beat-en ?? Am I bea the Jewish left of the 60s is
the Israeli right the Jewish left of the 60s is the Israeli right god
created in DNA a perfect information system that consistently self-heals
:revolution (anti-theticalism) is subverting god thru (freudian) incest
(for synthesis)? same exact problem everywhere, no exceptions except
still-free aboriginal (gaels?) September 11, 2014 at 8:28am · 1 god
created in DNA a perfect information system that consistently self-heals
:revolution (anti-theticalism) is subverting god thru (freudian) incest
(for synthesis)? same exact problem everywhere, no exceptions except
still-free aboriginal (gaels?) September 11, 2014 at 10:51am thanks all
for your support, when I said "same exact problem everywhere," I cite
this particular culture, after the Gritish Rex family, because it is a)
the culture that surrounded me as a child, and had profound influences
that probably cannot be changed, b) was the Left of NYC that was
supposedly the peace movement, but was really about rationalizing dope
thru medical (weberman who ultimately self-revealed as an anti-black
racist--crown heights) to ultimately support the long-desired Israeli
extermination of the Philistines (Palestine) c) is the dominant culture
in the financial center of the world (having as many "pure" members than
Tel Aviv) and d) most importantly, gave us the wealthiest NYer who
formed the anti-Semitic, anti-Black, and anti-health care Tea Party --
if you buy the equation above, this culture was the most successful at
protecting its KO'd blood lines while promoting IQ over all other mental
functions to allow neo-Platonic control of Western civilization, with
civilization being the verb of mass law-making over the masses, where
corporate neo-liberalization is the legalization of corporate crime
against humanity (puts my friend AK and the other Yips in a bind)
http://johnbessa.info/rattlesnake/ in other words, on par w/ every
civilization, just most successfu l<br />
<br />
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<span class="_3c21"><a href="https://www.facebook.com/l.php?u=https%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3Dea1iXNms6PY&h=-AQFtXlrd&s=1" rel="nofollow" style="-webkit-transition: color 0.1s ease-in-out; color: #141823; cursor: pointer; text-decoration: none; transition: color 0.1s ease-in-out;" target="_blank">mary kay testifies about the holocaust</a></span></div>
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<span class="_3c21">this was produced by the shoah foundation on may 9, 1995....my late mother mary kay who was a holocaust...</span></div>
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<span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.0"><a class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1756159168&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.0.0" dir="ltr" href="https://www.facebook.com/camotim?fref=ufi" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.0.0.0">Timothy-Allen Albertson</span></a></span><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.0"> </span><span data-ft="{"tn":"K"}" data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body"><span class="UFICommentBody" data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body.0"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body.0.0"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body.0.0.$end:0:$0:0">Ok, because Soros, and a great number of those whom he supports, beliee i freedom of speech for me, but not for thee. I will exercise my First and Fourteenth mAmendment rights to free exercise of religion, freedom of speech and press, and freedo to a</span></span><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body.0.3"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$end:0:$0:0">ssemble together to petition the government for a redress of grievances, and back them up with my Second and Fourteenth Amendment right to personally keep and bear arms.</span></span></span></span></span></span><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720965473079:0.0.$right.0.$left.0.0.6"></span></div>
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<span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.0"><a class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.0.0" dir="ltr" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.0.0.0">John Bessa</span></a></span><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.0"> </span><span data-ft="{"tn":"K"}" data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body"><span class="UFICommentBody" data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.0"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.0.$end:0:$0:0">You should really look at Gens, here is the text on my post as FB won't show it probl no picture: </span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.0.$end:0:$1:0" /><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.0.$end:0:$2:0">Uber-traitor Gens implicates every rationalist --and every policeman</span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.0.$end:0:$3:0" /><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.0.$end:0:$4:0">Jewish chief-of-police during holocaust "in the Pale" --Gens is, most definitely, </span></span><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0"><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$0:0">a "piece of work" as he consistently handed over Jews for slaughter, turned in the small resistance of Minsk, yet gave up his own life in the end to the Gestapo (prior to liquidation) to "save Jews."</span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$1:0" /><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$2:0">Given this last act, or "aktion," there is, quite amazingly(!), debate about Gens, with many Jews saying, to this day, that he was a savior (nobody survived). Obviously, the survival plan was the Bielski's as in the movie Defiance, Craig's best role, not "cooperate w/ the death machine." In fact, the resistance was the only survivor of the Ghetto as it got behind Soviet lines as soon as it could, what the Bielskis did.</span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$3:0" /><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$4:0">Pulling Gen down a notch to the universal level, what we see is pathological rationalization with zero "common" sense. Gen had to rely on informants, suggesting that even under the most stressful possible conditions, ratshit is a perennial problem.</span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$5:0" /><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$6:0">Gens may have symbolized the critical cut between human and inhumane, showing that the inhumane cannot survive w/o civility, that is w/o rules. They have no moral compass thus requiring rationale, believing their own hype in the end, even if it kills them.</span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$7:0" /><span data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$8:0">Gens confirms Sophocles' assertion that the barbarian is the wholly-civilized and not the aboriginal, as the civilized tell us. (Sophocles' Oedipus killed his father and raped his mother.) Those arguing for Gens confirm and continue civility as the intellectual exercise of oligarchy.</span><br data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$text0:0:$9:0" /><a class="" data-reactid=".2.1:3:1:$comment10153719566653079_10153720979938079:0.0.$right.0.$left.0.0.1.$comment-body.0.3.0.$range0:0" dir="ltr" href="http://www.jewishgen.org/yizkor/terrible_choice/ter002.html" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.jewishgen.org/yizkor/terrible_choice/ter002.html</a></span></span></span></span></span><br />
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<span class="_3c21">In the sense that Jews in positions of authority ever possessed any real power under Nazi rule, for a time Jacob Gens was one of the most powerful ghetto leaders in eastern Europe. He was born in Illovieciai in the Siauliai district of Lithuania in 1903 into a middle-class Jewish family, the eldest…</span></div>
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<span class="_3c21"><a href="https://www.youtube.com/watch?v=ea1iXNms6PY" rel="nofollow" style="-webkit-transition: color 0.1s ease-in-out; color: #141823; cursor: pointer; text-decoration: none; transition: color 0.1s ease-in-out;" target="_blank">mary kay testifies about the holocaust</a></span></div>
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<span class="_3c21">this was produced by the shoah foundation on may 9, 1995....my late mother mary kay who was a holocaust...</span></div>
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Respose from David Bryant Green:<br />
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<span data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.0"><a aria-describedby="js_4" aria-haspopup="true" aria-owns="js_3" class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1211924010&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.0.0" dir="ltr" href="https://www.facebook.com/david.b.green1?fref=ufi" id="js_6" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;"><span data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.0.0.0">David Bryant Green</span></a></span><span data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.1"><span data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.1.0"> </span><span data-ft="{"tn":"K"}" data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.1.$comment-body"><span class="UFICommentBody" data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.1.$comment-body.0"><span data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.1.$comment-body.0.$end:0:$0:0">This is good ...it's true too ...like a collective denial has set in among so many families of survivors ...they don't want to delve in to who collaborated in order to snitch out the people who were exterminated ...</span></span></span></span><span data-reactid=".3.1:3:1:$comment10203206582159962_10203206726923581:0.0.$right.0.$left.0.0.6"></span></div>
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<span class="_3c21">OCCUPY-CRITICAL-INQUIRY.BLOGSPOT.COM<span class="phm" style="padding-left: 10px; padding-right: 10px;">|</span>BY JOHN BESSA</span></div>
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<a class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1211924010&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/david.b.green1?fref=ufi" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">David Bryant Green</a> <span data-ft="{"tn":"K"}">Ratzel came up with the Central place theory ....Chrystaller refined it by making it three dimensional ....And it isn't synthetic ....what becomes synthetic are the ways that both demographic models have been applied ...<br />It's a real shame that both Ratzel and Diesel were mysteriously offed..</span><br />
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<a class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1211924010&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/david.b.green1?fref=ufi" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">David Bryant Green</a> <span data-ft="{"tn":"K"}">That's why those pricks murdered both of them ...then they applied the models to their scumbag weirdo intentions ...<br />Ratzel was an Anarchist who was about a realistic approach to equitable distribution ....</span></div>
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<span style="font-size: large;">As it happened, calling corporate-influenced chief "hos":</span><br />
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<span style="color: #141823; font-family: Arial, Helvetica, sans-serif; line-height: 20px;">The Israeli/Palestinian conflict has always been difficult because the United States has long offered a home for, and support to, troubled peoples, even in conflict with each other. I looked for </span><i style="color: #141823; font-family: Arial, Helvetica, sans-serif; line-height: 20px;">"a point of no return"</i><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #141823;"><span style="line-height: 20px;"> at which peace became impossible, and it was early on, before the immigration of Jews after the Holocaust. It is my view that the Jewish immigration could have "worked out," or at least been much better because of Judaism's advanced social and mutualist cultures --but it didn't. </span></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: #141823;"><span style="line-height: 20px;">Objectively, two factors are blamed: </span></span><b style="color: #141823; line-height: 20px;">property protection</b><span style="color: #141823;"><span style="line-height: 20px;"> was leveraged to create a Palestinian proletariat by the eviction of long-term tenant farmers to create Jewish farms, and then backlash from that eviction led to </span></span><b style="color: #141823; line-height: 20px;">collective punishment</b><span style="color: #141823;"><span style="line-height: 20px;"> by an English "psycho-soldier," that punished not only the innocent, but allied Arab families who protected Jewish families from vengeful Arab mobs.</span></span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">When I was researching Israeli communism (as I felt it had to be distant from the anti-Semitic Soviet Union), I came across Orde Wingate, a british psycho-soldier who trained the Haganah that became Israel's IDF army, including Moshe Dayan. The haganah included the original Ingloriou<span class="text_exposed_show" style="display: inline;">s Bastards who did their misdeeds after German surrender, and staged mock trials before murdering german soldiers, as Wingate had shown them by attacking entire Arab towns, including Arabs who had helped Jewish families escape retaliating mobs.<br /><br />Collective punishment means taking the pain to the population, which is what the Ferguson looters did to that town (most were outsiders)<br /><br />I was looking for a time when Jewish immigration might have "gone right" rather than resulting in gang attacks, terror, and counter-terrorism terror that continues right now: a "point of no return" to model how it could have been "done right" by looking in the past and modeling a potentially happy present.<br /><br />That point was in the 1920s-30s when immigrating Jews started to run out of urban, say, apartments and needed to expand into the farmland. The JNF was buying farms from which Arab landlords evicted their Arab tenants pushing them into Ghettos and desperation. The JNF created the first Palestinian "proletariat" (who are people with nothing but themselves and their children to give to the oligarchy, today's increasing wage slave popuation)<br /><br />Maladaptives among this newly-created proletariat were organized by defective dominants armed with Zionist material of the time that correctly predicted today's situation. They attacked Jews creating the current terror situation in the 1930s. Wingate organized retaliation that included terrorizing innocent Arabs including Arabs who had helped hide Jews from the mob. This defined the point of no return; and shows how collective punishment is racism.<br /><br />If Wingate had not been an agent, perhaps the many humanistic/mutualist Jews could have figured out way for Jews and Palestinians to co-exist, as the World of the time had hoped they could (with British help)</span></span><br />
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw13kdwAVe7VXrLEkNWJ5SbaP00ntTUz0O9n_YduQ4yeGyGCZcG1RoOEtdXdAK0iJFXxo_Retkg-XKyRWVACeFfhyo0M5_5NLaMuwrYaP4VFui9uxeVoljNEASQw7Rr9I8DWNTsCDAEtB8/s1600/wingate+literature.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw13kdwAVe7VXrLEkNWJ5SbaP00ntTUz0O9n_YduQ4yeGyGCZcG1RoOEtdXdAK0iJFXxo_Retkg-XKyRWVACeFfhyo0M5_5NLaMuwrYaP4VFui9uxeVoljNEASQw7Rr9I8DWNTsCDAEtB8/s1600/wingate+literature.JPG" height="121" width="400" /></span></a></td></tr>
<tr><td class="tr-caption"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">From <span style="background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14.4444446563721px; text-align: start;"><i>The Burma Campaign</i> </span><span style="color: #333333; font-family: Arial, sans-serif; font-size: 13.3333339691162px; text-align: start;"> </span><span class="addmd" style="color: #333333; font-family: Arial, sans-serif; font-size: 11.1111116409302px; left: -5px; margin-left: 2px; position: relative; text-align: start;">By Frank Mclynn</span></span></td></tr>
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<span class="text_exposed_show" style="display: inline; font-family: Arial, Helvetica, sans-serif;">While experiencing self-generating hate for Wingate as zombie-bashing, I am really looking here for values that can be applied to any conflict irrespective of nationality, leaning, or skin color. I think that the eviction of the Palestinian farmer-tenants is the key value, in other words: "property protection" The "labor green" initiative would be to transition tenants into owners, and further define property in terms of need rather than greed.</span><br />
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<span class="text_exposed_show" style="display: inline; font-family: Arial, Helvetica, sans-serif;"><b>Support from the current situation "over there"</b></span><br />
<span class="text_exposed_show" style="display: inline; font-family: Arial, Helvetica, sans-serif;">Support for this approach came an article about the current turmoil in Iraq and Syria. As it comes to light that the Islamic State was organized in American Iraqi prisons in the last decade. <a href="http://www.theguardian.com/world/2014/dec/11/-sp-isis-the-inside-story" target="_blank">This article cites</a> </span><span style="font-family: Arial, Helvetica, sans-serif;">American rationalization for the practice as having been pioneered by "British in Northern Ireland" and "the Israelis in Gaza." This gives evidence to the hypothesis of a spread of "collective punishment" as contagion first inoculated by an the English "psycho-soldier" Wingate as an extension of England's racism against the Irish. </span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihUDxtyqZWD-pOitlOjzI9yVAg8DUbEZJBNqJQcGXnRjNQudy82trD-JW2lJTpztKshooQntBgZJ76fCCgX2OueCpCrVQjQNQI8kp5DpQECn2AlkJV0Gel2LYhTowN1GGOYfdEHhlrjnN2/s1600/Martin+Chulov+and+Salaam+Riazk.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihUDxtyqZWD-pOitlOjzI9yVAg8DUbEZJBNqJQcGXnRjNQudy82trD-JW2lJTpztKshooQntBgZJ76fCCgX2OueCpCrVQjQNQI8kp5DpQECn2AlkJV0Gel2LYhTowN1GGOYfdEHhlrjnN2/s1600/Martin+Chulov+and+Salaam+Riazk.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><a href="http://www.theguardian.com/world/2014/dec/11/-sp-isis-the-inside-story" target="_blank">Martin Chulov and Salaam Riazk, CLICK for article</a></span></td></tr>
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<span class="text_exposed_show" style="display: inline;"><span style="font-family: Arial, Helvetica, sans-serif;">Further, the article suggests that the US virtually appointed al-Baghdadi by making him the go-to for prison discipline thus making him the leader of the captured Iraqi "princes." Many of the prisoners were non-combatants rounded-up presumably as an extension of Wingate's collective punishment strategies to alter sociological behaviors didactically in ways that guarantee backlash. The practice of making a dominant prisoner de facto leader is common in US prisons, as it is seen to make authorities' jobs easier despite structuring criminals in ways that crime cannot. "Criminal enforcement" has remained fuzzy since the onslaught of cocaine culminating in the crack epidemic just after the Iran-Contra affair in the 1980s.</span></span>
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<span class="text_exposed_show" style="display: inline;"><span style="font-family: Arial, Helvetica, sans-serif;">In the end, whatever strains and directions these contagions develop and take, they are all within an exceedingly simple model of neuro-sociological de-evolution. Despite conflict </span></span><span style="font-family: Arial, Helvetica, sans-serif;">between competing cultures</span><span style="font-family: Arial, Helvetica, sans-serif;">, the disease remains the same and presents as universal barbarism as the final effect of the civilizing process.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Collective Punishment now in the Ukraine</b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">The capital-oriented Ukrainian government may have to give up the rebel-held territories as it has successfully converted a really good thing, their rebellion, into a really bad thing, racism against ethnic Russians (towards "the Pale"). This is evidenced by the collective punishment of those still in the combat zone with the rationalization that if they were loyal Ukrainians, they would have left already. It is <i>preventing medicine from reaching hospitals, and food for the sick and elderly across front lines</i>, say humanitarian groups <a href="http://www.theguardian.com/world/2015/jan/26/ukraine-donetsk-travel-permit-medicines" target="_blank">in this article from the UK Guardian</a>. Russian Ukrainians who were neutral before are now, essentially, forced to support the now Russian-backed rebellion. By cutting social support, the Ukrainian government is saying that they are no longer responsible for the area, that it is no longer the Ukraine. Yet, they continue to fight purely for reasons of national integrity, which is obviously at low ebb. Other articles also cite the Ukraine government's inability to organize its military, and neglects of volunteer militias fighting independently for it. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">The Ukrainian government's rationale for the neglect of its citizens is to </span><span style="font-family: Arial, Helvetica, sans-serif;">"<i>demonstrate to those people living in rebel-held areas how miserable life under separatist rule can be, and it is also based on an assumption that most pro-Kiev people have already left the region</i>."</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Interestingly, the article also uses the phrase "point of no return" to describe the situation, which parallels my writing in this article about how Arabs and Jews went into their vortex of hatred early in the 1930s rather than after the Holocaust, as most suspect.</span></div>
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johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com2tag:blogger.com,1999:blog-1905688652183283839.post-43395065108021698492014-12-15T09:55:00.002-08:002015-01-03T10:12:40.417-08:00Red, Green and Black in RevolutionA historical survey suggests that reforming the Left, or, at least, filling its shoes, requires an understanding of current Judaism. While the Russian revolution provides a tremendous model for abstracting revolutionary hypothesis, it leads to "the Pale," a region of Jewish settlement from the Baltic to the Black Sea that cannot be necessarily called one country or another as it has been in continual flux.<br />
<br />
<i>A second part will come soon with more depth on this idea with supporting references, but before that I will post reprints from the earlier 2000s inspired by Carl Rogers (humanistic, 1950s), Lewis Mumford (anti-authoritarian technic, 1930s) and my recent ideas about peace in Israel/Palestine.</i><br />
<i><br /></i>
<i>Core ideas some of which are "transgenerational by proxy," with strong experiential support with specific memories show, actually, a lifetime of hard work preserving what is going to be gone soon. An abandoned cemetery in the heartland of the southernmost wabanaki, the rockaways, reinforces the story in ways that I could not image when I initially took the pictures. Two headstones in particular, that I could not find again, say that "these were really good people," and the next question can only be "what happened?| Fotos are below.</i><br />
<i><br /></i>
<i>Perhaps the last memory of this social culture was of a financial systems manager Teddy (from the old mainframe school), who told me that <b>"the purpose of a corporation is to hire people." </b> "Holy f*ck," I thought, "a socialist here on Wall Street." I cannot remember is last name, but from the pictures below of the important cemetery from "the Pale" on Rockaway Blvd, I am going to guess Cohen. </i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRYV0VEg1o3mx0nTiU8piVb1iEMBVSwWn_5uNgx9BNED406lRoOqZER8zCy7aqwOS2uf0OEbpY-AchruYavhy5moQQwvW9q1_JSqXHLR7ks3jdQQiSMtM9UWEmff-WAikNG7dAwWssGvY9/s1600/red+green+black+in+revolution.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRYV0VEg1o3mx0nTiU8piVb1iEMBVSwWn_5uNgx9BNED406lRoOqZER8zCy7aqwOS2uf0OEbpY-AchruYavhy5moQQwvW9q1_JSqXHLR7ks3jdQQiSMtM9UWEmff-WAikNG7dAwWssGvY9/s1600/red+green+black+in+revolution.JPG" height="192" width="400" /></a></div>
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Jewish immigration to the United States in the early 1900s resulted in mutualistic, socialistic, pacifistic, and anti-racist culture that continued into recent memory as the civil rights and anti-Vietnam war movements and, no doubt, helped align the peace-oriented hippie movement towards an aboriginal, well, non-structure. Evidence of these socially-advanced characteristics in "the Pale" is evident in New York City artifacts, and may also increased the anger (and paranoia) of "white" oppressors such as Cossacks (early pogroms) and Nazis (final extermination) by organizing into non-spiritual socialism. This idea used two colors, white (royalist, capitalist) and red (socialist and communist); with this is the black of the non-racist anarchists (Ukraine insurrection), and also green that represents farmers, and perhaps forest dwellers that accompanied black. The green "color" comes as a surprise and is little-understood as greens were often illiterate and left little evidence. Green, as the current environmental newcomer, is culturally ill-defined and dominated by feminists who can be red, white, or black --but not all three. A native relationship with green supported by the pure-freedom of black makes more sense, that is to say, a much better abstraction, as it can include the new-world aboriginals who value individual freedom above other values.<br />
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj-_16btqZOiWV_Cda9e16d0xfRTE-ktEiUpeuJKCIYnbobxHjzFfa9_u5dixyURo_InCykfjBrICFPiqwu6GavH8RFM-KU6QWvsBcdKmv9pG8XEDxjSlJHzZzCp6nPQy_coG86xbVJrqF/s1600/100_0050.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj-_16btqZOiWV_Cda9e16d0xfRTE-ktEiUpeuJKCIYnbobxHjzFfa9_u5dixyURo_InCykfjBrICFPiqwu6GavH8RFM-KU6QWvsBcdKmv9pG8XEDxjSlJHzZzCp6nPQy_coG86xbVJrqF/s1600/100_0050.JPG" height="222" width="320" /></a></td></tr>
<tr><td class="tr-caption">A loving one from us has gone, a voice we love is still, a place is vacant in our home which will never be filled</td><td class="tr-caption" style="font-size: 10px;"><br /></td><td class="tr-caption" style="font-size: 10px;"><br /></td><td class="tr-caption" style="font-size: 10px;"><br /></td><td class="tr-caption" style="font-size: 10px;"><br /></td></tr>
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<tr><td class="tr-caption" style="font-size: 13px;"><b><i><br />I cannot and will not say that he is gone, He is just away</i></b></td></tr>
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Also in the exploration mix is the history and ongoing conflict in Israel/Palestine. With this is a view into earlier history to attempt to find "brighter spots" in Jewish-Muslim relations, and there have been a few!<br />
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Over time, the situation does appear to have become increasingly worse probably because of the spiritual deprecation of society, perhaps because of over-civilization --the excess of control. For instance, as Christianity decayed into ritualized rationale for continued Roman-type control with colonialism, Islam actually came to Jews as relief. This relatively new relationship has decayed over centuries, of course, and the view here is that of Oedipus: the "over-civilized" king killed his father and raped his mother to become <i>the barbarian</i>. Decay, corruption, or perhaps de-evolution (devo), seems a predictable outcome for control-based didactic structure, but, still, its last gasp always results in incredible pain usually including genocide. All culture, Jewish and aboriginal included, requires equal treatment or perceptions will be culturally-biased.<br />
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Capital, above all, is implicated as devo as it is so reliant on control, propaganda, punishment, and killing animals (<a href="http://occupy-critical-inquiry.blogspot.ca/2014/09/better-than-meat-in-numbers-why-soy-and.html#1446293356458394947" target="_blank">unnecessarily</a>) for protein --if not people for control and annexation. Its economic basis is in live-stored protein, livestock, and accounting, stocks and bonds internally-defined (by Adam Smith and libertarians) as "natural human greed." By its "white" definition, it suggests its own solutions: vegetarianism and social/mutual support motivated by empathy replacing capital cruelty and greed. In this trajectory, the colors become useful in defining restorative functionality: "red" (modernizing civilization towards social support, and thus socialism), or "black" returning to the basic human values from millions of years of evolution, the moral empathy from Darwin's natural affection between mammals (and other animals).<br />
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<b>Sources: </b><br />
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<ul>
<li><a href="http://www.russiansamovars.com/the-immigrants.php" target="_blank">Connecting to the Immigrant Experience</a> (Russian Samovars)</li>
<li><a href="http://www.hasidicstories.com/Stories/Other_Early_Rebbes/real_jew.html" target="_blank">The Real Jew by Annette and Eugene Labovitz</a></li>
<li><a href="http://en.wikipedia.org/wiki/Odessa_pogroms#Crisis:_October_18th" target="_blank">Odessa socialism with respect to pogroms</a> (wikipedia)</li>
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<span data-reactid=".4.1:3:1:$comment10202585606035947_10202616469607517:0.0.$right.0.$left.0.0.$author"><a class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100001630776554&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202616469607517:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/stiffelg?fref=ufi" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;"><span data-reactid=".4.1:3:1:$comment10202585606035947_10202616469607517:0.0.$right.0.$left.0.0.$author.0.0">György Stiffel</span></a></span><span data-reactid=".4.1:3:1:$comment10202585606035947_10202616469607517:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616469607517:0.0.$right.0.$left.0.0.1:$comment-body">Well,
I regret not to be a native speaker of your language. Excuse my bad
English. Your conclusions may be the right ones but you have forgotten
the complexity of European and near East cultural evolution. Everything
was/is depending on the other and there was/is coherency. The evolution
of the North-American post immigration culture is only the - excuse me
please - perversion of the European and Near-East ones with the same
coherency (Europe - North America - Europe - Near East). Do not try to
blame the religions of that region because than you have to blame the
oriental (Indian) religions first. Please note that I am not religious.</span></div>
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<div class="UFICommentContent" data-reactid=".4.1:3:1:$comment10202585606035947_10202616880257783:0.0.$right.0.$left.0.0">
<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616880257783:0.0.$right.0.$left.0.0.1:$comment-body"><span data-reactid=".4.1:3:1:$comment10202585606035947_10202617014541140:0.0.$right.0.$left.0.0.$author" style="font-size: 11.8181819915771px; line-height: 13.9636354446411px;"><a class=" UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202617014541140:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;"><span data-reactid=".4.1:3:1:$comment10202585606035947_10202617014541140:0.0.$right.0.$left.0.0.$author.0.0">John Bessa</span></a></span><span data-reactid=".4.1:3:1:$comment10202585606035947_10202617014541140:0.0.$right.0.$left.0.0.1:0" style="font-size: 11.8181819915771px; line-height: 13.9636354446411px;"> </span>Thanks,
as always, for your golden input (Au, ;)) -- you are so correct about
perversion, but i have to hold on that because the culture is out of control, not just self-isolating, but applying ancient Jewish laws against others who have done them no wrong and probably support them. This no doubt relates to problems in the Middle East, from all perspectives. In this case, the Holocaust is still foremost in the NY Jewish mind, so I need a strategy
that makes a wide circle around this wound, or social disruption. To do
this, I am viewing genuine socialism (not bolshevism or
capital/socialism) as a product of Jewish religion in the same way true
Christianity is in the context of the Proletariat, which is universal
for "wage slave." I grew up in the Jewish Left in NYC fighting US
capital in Vietnam and anti-Black racism, but recently learned that the
Israeli Right was actually leveraging the Jewish Left against "enemies"
of the Jewish expansion (capital) such as Blacks living in Brooklyn
neighborhoods now controlled by Azerbaijani Hasids.</span></div>
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<a class="img _8o _8s UFIImageBlockImage" data-ft="{"tn":"T"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$left.0" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; position: relative; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$left.0.0" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-frc3/v/t1.0-1/c9.3.37.37/p43x43/945306_4665081599609_599153798_n.jpg?oh=403b88ef965ec4ad7ca4203bf1e9f47c&oe=554729E5&__gda__=1426022640_c4594af3737790469bdeeb7d25295c77" style="border: 0px; display: block; height: 32px; width: 32px;" /></a></div>
<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right">
<div class="UFIImageBlockContent _42ef clearfix" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right.0" style="margin: 0px; overflow: hidden; padding: 0px 0px 0px 8px; zoom: 1;">
<div class="_ohf rfloat" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right.0.$right" style="float: right;">
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<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right.0.$left">
<div class="UFICommentContentBlock" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right.0.$left.0" style="padding-right: 12px; position: relative;">
<div class="UFICommentContent" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right.0.$left.0.0">
<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616903338360:0.0.$right.0.$left.0.0.1:$comment-body">Descriptions
of the Shtetls (village ghettos) before the Holocaust show a purely
mutualistic culture, descendents in NYC are purely materialistic --
something happened that cannot be changed. But (!), it appears that many
Jews left the Shtetls to bring mutualism to the other "thinkers" such
as Kropotkin, who wrote Mutual Support, the manual of Green/Black
thinking in the Odessa anarchist revolution.</span></div>
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<a class="img _8o _8s UFIImageBlockImage" data-ft="{"tn":"T"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$left.0" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; position: relative; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$left.0.0" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-frc3/v/t1.0-1/c9.3.37.37/p43x43/945306_4665081599609_599153798_n.jpg?oh=403b88ef965ec4ad7ca4203bf1e9f47c&oe=554729E5&__gda__=1426022640_c4594af3737790469bdeeb7d25295c77" style="border: 0px; display: block; height: 32px; width: 32px;" /></a></div>
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<div class="UFIImageBlockContent _42ef clearfix" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$right.0" style="margin: 0px; overflow: hidden; padding: 0px 0px 0px 8px; zoom: 1;">
<div class="_ohf rfloat" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$right.0.$right" style="float: right;">
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<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$right.0.$left">
<div class="UFICommentContentBlock" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$right.0.$left.0" style="padding-right: 12px; position: relative;">
<div class="UFICommentContent" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$right.0.$left.0.0">
<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616920938800:0.0.$right.0.$left.0.0.1:$comment-body">There
is no doubt it influenced socialist thinking, and thus communism,
though communism rejected socialism at the outset (Anti-Duhring by
Engels) for dictatorship. Those socialists with the Bolsheviks, not to
mention anarchists, did not read Marx and Engels because if they did,
they should have known what was coming (their deaths in the purges:
anarchists 1926,, socialists 1938 approximately)</span></div>
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<a class="img _8o _8s UFIImageBlockImage" data-ft="{"tn":"T"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$left.0" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; position: relative; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$left.0.0" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-frc3/v/t1.0-1/c9.3.37.37/p43x43/945306_4665081599609_599153798_n.jpg?oh=403b88ef965ec4ad7ca4203bf1e9f47c&oe=554729E5&__gda__=1426022640_c4594af3737790469bdeeb7d25295c77" style="border: 0px; display: block; height: 32px; width: 32px;" /></a></div>
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<div class="UFIImageBlockContent _42ef clearfix" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$right.0" style="margin: 0px; overflow: hidden; padding: 0px 0px 0px 8px; zoom: 1;">
<div class="_ohf rfloat" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$right.0.$right" style="float: right;">
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<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$right.0.$left">
<div class="UFICommentContentBlock" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$right.0.$left.0" style="padding-right: 12px; position: relative;">
<div class="UFICommentContent" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$right.0.$left.0.0">
<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616939219257:0.0.$right.0.$left.0.0.1:$comment-body">By
removing the problem with communism/socialism which, is Hegel's
anti-Abstract, I feel I can use this three color abstraction to model
the meaning of Red as civilized mutualism (government support for the
Proletariat), and Black (with Green) to dismantle capital to restore an
organic human economy where politics are social interaction (original
meaning of party). This actually how it was for us during the successful
rebellions during the 60-70-80s but then, suddenly, all was washed
away, apparently, in March 2000.</span></div>
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<div class="_ohe lfloat" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$left" style="float: left;">
<a class="img _8o _8s UFIImageBlockImage" data-ft="{"tn":"T"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$left.0" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; position: relative; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$left.0.0" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-frc3/v/t1.0-1/c9.3.37.37/p43x43/945306_4665081599609_599153798_n.jpg?oh=403b88ef965ec4ad7ca4203bf1e9f47c&oe=554729E5&__gda__=1426022640_c4594af3737790469bdeeb7d25295c77" style="border: 0px; display: block; height: 32px; width: 32px;" /></a></div>
<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right">
<div class="UFIImageBlockContent _42ef clearfix" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right.0" style="margin: 0px; overflow: hidden; padding: 0px 0px 0px 8px; zoom: 1;">
<div class="_ohf rfloat" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right.0.$right" style="float: right;">
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<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right.0.$left">
<div class="UFICommentContentBlock" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right.0.$left.0" style="padding-right: 12px; position: relative;">
<div class="UFICommentContent" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right.0.$left.0.0">
<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616964819897:0.0.$right.0.$left.0.0.1:$comment-body">The
US is rebelling against police brutality which is the final decline of
civilized capital (caused by the excesses of consumerism that requires
police brutality to maintain wage slavery. The youth are probably
looking for a revolutionary model, when they need an EVOlutionary model:
a way to move to the next step, which is a restoration of what is
natural. From my 70s experience, I feel that this evolved model has
always been there in the Jewish Left as a result of the Eastern European
experience, but needs to be better defined as a universal
(ab)originality. I have much evidence, especially the "hippie" Rainbow
Gathering culture, which is an (ab)original restoration that is
vegetarian and non-capital yet nearly purely-Indian (who are not
vegetarian and often embrace capital)</span></div>
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<a class="img _8o _8s UFIImageBlockImage" data-ft="{"tn":"T"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1670585917&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$left.0" href="https://www.facebook.com/johnbessa?fref=ufi" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; position: relative; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$left.0.0" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-frc3/v/t1.0-1/c9.3.37.37/p43x43/945306_4665081599609_599153798_n.jpg?oh=403b88ef965ec4ad7ca4203bf1e9f47c&oe=554729E5&__gda__=1426022640_c4594af3737790469bdeeb7d25295c77" style="border: 0px; display: block; height: 32px; width: 32px;" /></a></div>
<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$right">
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<div class="_ohf rfloat" data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$right.0.$right" style="float: right;">
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<div data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$right.0.$left">
<div class="UFICommentContentBlock" data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$right.0.$left.0" style="padding-right: 12px; position: relative;">
<div class="UFICommentContent" data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$right.0.$left.0.0">
<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202616977740220:0.0.$right.0.$left.0.0.1:$comment-body">Rainbows
have Jewish influence, as the Eastern Rainbow is in Woodstock, NY, in
the "Jewish Alps," the Catskills. There are expansionist Jews at
gatherings, who will leverage racism at the first opportunity, but
remember, the are neurologically or metacognitive-ly disordered and
organized as paranoid hate, and thus antithetical to the Jewish
mutualism that I am finding in pre-Holocaust Eastern Europe.</span></div>
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<span data-ft="{"tn":"K"}" data-reactid=".4.1:3:1:$comment10202585606035947_10202617014541140:0.0.$right.0.$left.0.0.1:$comment-body">Freud
defined Western psychology, and is considered core to Western Jewish thinking
(despite being a cocaine addict) but is not part of this picture. The
hypothesis is that the mutualist evolution that emerged from the Shtetls
to become socialism came from poor villagers and developed in ghettos. I
live in a ghetto that happens to be largely anti-Semitic (but not
anti-Black) so maybe you see how this thinking can save MY ghetto, making me politically valuable to the local
Proletariat.</span></div>
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</ul>
johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-59101018416511063452014-10-25T09:48:00.001-07:002014-12-29T09:31:40.353-08:00Capital I, II and III<span style="font-size: 36.3636360168457px; font-weight: bold;">Capital I, II and III (and now cap zero)</span><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a><img alt="" src="http://johnbessa.info/picts/roots_of_capital_in_africa.jpg" height="406" width="454" /><br />
<em>...in a small town in Kenya in 1986, an AK-47 cost fifteen cows but that in 2005, the price was down to four cows... </em><br />
(Moisés Naím)<br />
<br />
<span style="font-size: 27.27272605896px; font-weight: bold;"><strong>Capital I</strong> </span><br />
<strong>Feudal annexation of tribes and public domain</strong><br />
* counting cow heads (capo, accounting)<br />
* killing farm animals for the joy of "the lord"<br />
* sacrifice of "animal friends" for survival, pleasure of "the lord," where ritual of sadness becomes "ritualized" to the point of human "sacrifice" (for the pleasure of the lord, Abraham and Issac)<br />
<br />
<span style="font-size: 27.27272605896px; font-weight: bold;"><strong>Capital II</strong> </span><br />
<strong>Modernity, ca 500 BC</strong><br />
* accounting becomes relational table<br />
* application of relational table to empirical monopolies by<br />
* Aristotle and Hippocrates<br />
** biles (fantasy explanation for personality, mood, etc) put into table by aristotle<br />
** accounting, philosophies grab medicine and math as<br />
** "physic" (physics and physcians)<br />
*<strong><em> dialectic becomes paedophilia</em></strong><br />
** socratic method of aristocratic mentoring<br />
** societal information control through abuse of the king<br />
** aristotle applies method to Alexander the Great, first modern empiricism<br />
<br />
<span style="font-size: 27.27272605896px; font-weight: bold;"><strong>Capital III</strong> </span><br />
Current, repeat of Capital II with Hegelian "revolution" that popularizes oligarchic philosophies through rationally-reduction, or "dumbing down"<br />
* dialectic becomes metacognition<br />
* socratic method becomes "human as object" psychology<br />
** Ayn Rand and liberatrianism<br />
** David Koch and tea party<br />
** CBT, Aaron Beck<br />
** agricultural statistical system (land plot, chart plot) becomes empricism<br />
* feminist same-sex abuse replaces gay-chauvinist as "gender equality"<br />
** passes under radar through churches, temples, etc<br />
* banking transaction becomes sole resource forcing creation of<br />
** complication system to maximize transactions<br />
** feminine synthesis to assure surplus waste<br />
** consumer economy, and<br />
** information society absurdity (smart phone)<br />
* vegan terror implemented as "rationally violent out" for when<br />
* "we the people" (demo) finally figures this out (Restoration I)<br />
<br />
<strong style="font-size: 27px;">Capital Zero</strong><br />
This was discovered as aboriginal corruption creating a link between the "happy time" of the natural state to feudal annexation and human capital. In the example below, rebel aborigonals called warriors seek to overthrow government supported, often democratically elected, chiefs they see as corrupt (as many are due to poverty). In short, they proposed the same economic plan as ISIS, though minus the perversions of Islam, of course. Instead, they offered the "rules of their ancestors" which is total BS, because aboriginals <i>have no rules, rules come with civilization! They invited me into their conspriacy they call a "clan" which I, of course, threw directly in their faces. </i> I did so in a really funny way, but unfortunately I refreshed the page just as I got blocked from it, so all the text was gone: I did a really good Trotsky imitation as part of the performance art of Labor Green.<br />
<br />
https://www.facebook.com/johnbessa/posts/10202233707998716<br />
<br />
<b>Beyond Capital III</b> (which is feminine and service-dependent, especially on the police for protection and policy enforcement) is Capital decay that capitalists and oligarchs will revert to Capital I, the breast-beating feudal/tribal stage. The hope here, of course is a true restoration of the evolutional and original psychology of the aboriginal, with its preventative and spiritually-supporting medicine.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio3CdEiJH5pKtrx-g9KNKTFaiePc7SiiKfBr_jAilXs6IKFr1iifarewux3MmrjgjTClGTKyKjiYuwyTf1UF4eRj7rFMmwJBCFiaWLT7QYYwzC1U9oktljHkZx1renIKrStrA0t15IaKcZ/s1600/five+r+s.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio3CdEiJH5pKtrx-g9KNKTFaiePc7SiiKfBr_jAilXs6IKFr1iifarewux3MmrjgjTClGTKyKjiYuwyTf1UF4eRj7rFMmwJBCFiaWLT7QYYwzC1U9oktljHkZx1renIKrStrA0t15IaKcZ/s1600/five+r+s.JPG" height="400" width="368" /></a></div>
<br />
A little history: this model was inspired by the "transaction" model of "tribute" collection to make a roman diffuse network (Lewis Mumford) appear "economic" and beneficial, conversion of simple abstract structures into complication resembling spaghetti to assure endless transactions. "Revolution" (really a restoration of evolution) abstracts complications in organization into structured and manageable units complexity by deconstructing the transaction rich chaos of complication (for resisting pipelines).johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-14462933564583949472014-09-20T02:35:00.002-07:002014-09-29T06:25:24.321-07:00Better than meat (in numbers)<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><strong><img alt="" src="http://www.johnbessa.info/picts/better_than_meat.jpg" /></strong>
</a><br />
<table cellpadding="12" cellspacing="12" style="height: 255px; width: 597px;">
<tbody>
<tr>
<td><span style="font-size: 10pt;">I say it funny, "I wouldn't do
anything I would not ask someone else to do," so this is not a vegan
attempt, but vegetarian in the traditional sense because what makes
sense is a reduction in meat rather than the absolute expectation of
abstinence that vegans demand. So, I am not vegan. </span></td>
</tr>
<tr>
<td><span style="font-size: 10pt;">Three
in ten people smoke, and smoking kills one in three, so 10% of people
die from smoking. But, smoking is not the biggest killer, heart disease
is presumably from fast food-type meals. It is hard to get emergency
care sometimes as heart palpitations are given highest priority and
heart-disease patients are so common. Yet patients continue to treat
bacon as a vegetable --and laugh about it.</span></td>
</tr>
<tr>
<td><span style="font-size: 10pt;">This
writing, so far, is not typical of me --I am usually obsessive about
rock-solid supporting scientific material so as to create a dependable
knowledge base, but, in this case, my personal experiences combined with
common knowledge assure beneficial outcomes. For the moment, bigger
questions exist: for instance, "is meat somehow addictive through the
"savoury" taste bud called umami?" Also unusual is my use of the
Wikipedia, which I edit often, but do not trust. In the end, I will
feel compelled to construct pure, accurate underlying science, so you
can probably hold your breath.</span></td>
</tr>
<tr>
<td><strong>Sacrifice</strong> is linked to meat, as in animal and human
such as in Mezzo-America. Selling a beloved old car, for instance, to
help with child expenses, would be a sacrifice in the sense that I
constructed when reading Mumford's <em>Technics and Civilization were </em>humanity
and domestic animals evolved together while constructing an empathic
model for human evolution in the context of the anborignal/animist
emotional relationship with Nature and its animals. For aborginals,
killing animals who live in the nearby woods and are thus something like
pets or even friends is highly traumatic; extensive spirituality has
been created as therapy to allow aboriginal families and tribes to
survive.<br />
<br />
A <strong>second sacrifice type</strong> emerges that I
experienced in an urban church only recently after ten years of
absorbing "country" religion (deliberately) in the aurl/oral tradition.
This sacrifice story was, of course, about Abraham, God, and Abraham's
son Issac. One might extend this to God's own son, Jesus on the cross!
The Issac story was presented in the context of "radical" obedience,
which I instantly related to capital control. Despite various rational
and religious treatments, this is about human sacrifice apparently as an
extension of animal sacrifice for a "higher-up," the Lord. It is
important to me that I never heard this story from either of my mentors,
Pastor George Hart and Major Laverne Fudge, but from a higher-up in a
church oligarchy. Further, both Hart and Fudge are adamant that Christ
"liberated" his band of Jews and Gentiles from a ridiculous rule-set
found in the older section of the Bible. This idea can be extended to
the infamous human sacrifices of Europe's northern pagans, mass
sacrifices being beneficial (and thus altered in definition) for those
in control at the expense of the mass of normal, average people. In
terms of cattle, necessary muscle for farming is sacrificed for
meat-joys.</td>
</tr>
<tr>
<td><span style="font-size: 10pt;"><img alt="" height="78" 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" width="400" /><br /><br />A
major social issue (for me that is delaying supportive-evidence
construction) is the "logos," or logic, of meat. This is to say that
there appears to be a "cattle -> chattle -> capital" continuum
that is evident everywhere from accounting to African tribal oligarchy.
What is disturbing (in this context) is the idea of "human capital"
especially since which Western academic (Socratic) education is based on
it (and probably Asian Confucianism as well). This is to suggest that
the "human object," as Ayn Randian objectivists (through Adam Smith)
describe it, is, essentially, meat. If so, vegetarianism (but not
vegan-ism) is liberation from not just oppression, but some form of
capital cannibalism that, as far as I can tell, is only described in one
place: Cree culture. (I favour vegetarian over vegan because I see
vegans are absolute, and thus vulnerable to criticism as having a
"personality disorder" not different from concrete thinking, which is
said to lead to bigotry. I simply want to make humanity more humane
while extending each human's life ten to twenty years. (Supporting
links will follow soon.)</span></td>
</tr>
<tr>
<td><span style="font-size: 10pt;"><span style="font-size: 10pt;"><span style="font-size: 10pt;"><span style="font-size: 12pt;"><br /><b>Value of a protein source to humans on a simple scale from 0 (low) to 1</b><br /><i>Below this table is other nutrient material which has not been linked in such a way as to compare meat with other protein sources, but, presumably from common wisdom, vegetables and seafoods make better sources</i></span></span></span></span>
<br />
<ul>
<li><span style="font-size: 10pt;">This index gives value to foods in
terms of their protein quality based on both their available amino acids
and our ability of us to digest them</span></li>
<li><span style="font-size: x-small;">1.00 is very high, and 0.50 is moderat</span></li>
</ul>
</td>
</tr>
</tbody>
</table>
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio">
</a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a>
<br />
<table cellpadding="3" cellspacing="1" style="height: 857px; width: 491px;">
<tbody>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">1.00</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Soy protein</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 13px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Egg white</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Milk protein</span></div>
</li>
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: circle; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">casein</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: circle; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">whey</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: circle; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">etc</span></div>
</li>
</ul>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">0.99</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 13px; vertical-align: baseline; white-space: pre-wrap;">Mycoprotein</span></div>
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 13px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">A synthetic protein created through the fermentation of a fungus, <em>Fusarium venenatum</em>. Eggs and seasoning make it resemble meat; trade secrets often keep the process and ingredients secret.</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td colspan="2" style="background-color: white; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; font-style: italic; vertical-align: baseline; white-space: pre-wrap;"> <br />big gap</span></div>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">0.92</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<strong><em><span style="background-color: transparent; font-family: Arial; font-size: 13px; vertical-align: baseline; white-space: pre-wrap;">Beef</span></em></strong></div>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">0.91 - 0.75</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Various raw legumes</span></div>
<ul>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Soy beans</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Chick peas</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;"><span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Black Beans</span></li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">0.75 - 0.70</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Fruits</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Vegetables</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">0.59</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Cereals</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">Whole wheat</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">other grain derivatives</span></div>
</li>
</ul>
</td>
</tr>
</tbody>
</table>
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio">
</a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /><span style="font-size: 8pt;">From </span></a><span style="font-size: 8pt;"><a href="http://en.wikipedia.org/wiki/Protein_Digestibility_Corrected_Amino_Acid_Score">http://en.wikipedia.org/wiki/Protein_Digestibility_Corrected_Amino_Acid_Score</a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a></span><br />
<hr />
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"></a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><strong><br /></strong></a><strong>Essential Amino Acids</strong><br />
<span style="font-size: x-small;">Proteins that are absolutely necessary for our nutrition</span><span style="font-size: x-small;"> that cannot be synthesized from other proteins</span><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><span style="font-size: x-small;"><br /></span></a>
<br />
<table cellpadding="12" cellspacing="1" style="height: 1778px; width: 490px;">
<tbody>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: 3px solid #ffffff; padding: 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<strong><span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Protein</span></strong></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<strong><span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Sources</span></strong></div>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Histidine (H)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">cheese </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">peanuts</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Isoleucine (I)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">fish</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein (tofu)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">meat</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Leucine (L)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein (tofu)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">fish</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">cheese</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Lysine (K)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein (tofu)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">cheese</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">fish</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Methionine (M)</span></div>
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;"> and</span></div>
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Cysteine (C)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein (tofu) </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">fish </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">peanuts</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">mustard seeds</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Phenylalanine (F)</span></div>
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;"> and</span></div>
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Tyrosine (Y)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein (tofu)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">fish</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">peanuts </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">cheese</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Threonine (T)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">fish</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Tryptophan (W)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">winged beans</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">chia seeds</span></div>
</li>
</ul>
</td>
</tr>
<tr style="height: 0px;">
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Valine (V)</span></div>
</td>
<td style="background-color: #c9daf8; border: solid #ffffff 3px; padding: 7px 7px 7px 7px; vertical-align: top;"><ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">eggs </span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">legumes (pulse: pea, lentil, fava bean)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">soy protein (tofu)</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">sesame</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">cheese</span></div>
</li>
<li dir="ltr" style="background-color: transparent; font-family: Arial; font-size: 15px; list-style-type: disc; vertical-align: baseline;">
<div dir="ltr" style="line-height: 1; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; vertical-align: baseline; white-space: pre-wrap;">meat</span></div>
</li>
</ul>
</td>
</tr>
</tbody>
</table>
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio">
</a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><span style="font-size: x-small;"><br /></span></a>
<br />
<div dir="ltr" style="margin-left: 0pt;">
</div>
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio">
<span style="font-size: 8pt;"></span></a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br />From </a><a href="http://en.wikipedia.org/wiki/Essential_amino_acid">http://en.wikipedia.org/wiki/Essential_amino_acid</a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a><br />
<hr />
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"></a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a>
<br />
<table border="0" class="mceItemTable" style="height: 1289px; width: 631px;">
<tbody>
<tr>
<td><span style="font-size: medium;">Other essential nutrients</span><br />
<em><span style="font-size: x-small;">Directly from <a href="http://en.wikipedia.org/wiki/Essential_nutrient" target="_blank">Wikipedia: Essential_nutrients</a></span></em><br />
<br />
Fatty acids<br />
<br />
<span style="font-size: x-small;">Essential fatty acids cannot be synthesized by humans, as humans lack the desaturase enzymes required for their production.</span><br />
<br />
<span style="font-size: x-small;"> α-Linolenic acid (ALA, 18:3), an omega-3 fatty acid</span><br />
<span style="font-size: x-small;"> Linoleic acid (LA, 18:2), an omega-6 fatty acid</span><br />
<br />
<span style="font-size: x-small;">α-Linolenic
acid is not used by the body in its original form. It is converted by
the body into the required long-chain polyunsaturated fatty acids
eicosapentaenoic acid (EPA, 20:5) and docosahexaenoic acid (DHA, 22:6).
EPA and DHA can also be consumed from a direct source by consuming fish,
fish oil or algal oil (vegetarian source).</span><br />
<br />
<span style="font-size: x-small;">Linoleic
acid is not used by the body in its original form either. It is
converted by the body into the required long-chain polyunsaturated fatty
acids gamma-linolenic acid (GLA, 18:3), dihomo-gamma-linolenic acid
(DGLA, 20:3) and arachidonic acid (AA, 20:4).</span><br />
<br />
<span style="font-size: x-small;">Omega-9 fatty acids are not essential in humans, because humans generally possess all the enzymes required for their synthesis.</span><br />
<br />
<br />
Carbohydrates<br />
<br />
<span style="font-size: x-small;">Carbohydrates
are sugar molecules and chains of sugar molecules. No individual
carbohydrate is an essential nutrient in humans.[4] Glucose can be
synthesized from amino acids and glycerol, which is obtained from fat
metabolism, by de novo synthesis (called gluconeogenesis), but in
insufficient quantities to maintain normal brain metabolism.[citation
needed] However, the body can adapt to this state by producing ketones
(a state called ketosis) to fuel the brain, which can only use glucose
and ketones for fuel, unless carbohydrate stores are repleted.</span><br />
<br />
<br />
Vitamins<br />
<ul>
<li><span style="font-size: x-small;">A (beta-carotene)</span></li>
<li><span style="font-size: x-small;">B1 (thiamin)</span></li>
<li><span style="font-size: x-small;">B2 (riboflavin, vitamin G)</span></li>
<li><span style="font-size: x-small;">B3 (niacin, vitamin P, vitamin PP)</span></li>
<li><span style="font-size: x-small;">B5 (pantothenic acid)</span></li>
<li><span style="font-size: x-small;">B6 (pyridoxine, pyridoxamine, or pyridoxal)</span></li>
<li><span style="font-size: x-small;">B7 (biotin, vitamin H)</span></li>
<li><span style="font-size: x-small;">B9 (folic acid, folate, vitamin M)</span></li>
<li><span style="font-size: x-small;">B12 (cobalamin)</span></li>
<li><span style="font-size: x-small;">C (ascorbic acid)</span></li>
<li><span style="font-size: x-small;">D (ergocalciferol, or cholecalciferol)</span></li>
<li><span style="font-size: x-small;">E (tocopherol)</span></li>
<li><span style="font-size: x-small;">K (naphthoquinoids)</span></li>
</ul>
<br />
Dietary minerals<br />
<ul>
<li><span style="font-size: x-small;">Calcium (Ca)</span></li>
<li><span style="font-size: x-small;">Chloride (Cl−)</span></li>
<li><span style="font-size: x-small;">Chromium (Cr)[5]</span></li>
<li><span style="font-size: x-small;">Cobalt (Co) (as part of Vitamin B12)</span></li>
<li><span style="font-size: x-small;">Copper (Cu)</span></li>
<li><span style="font-size: x-small;">Main article: Copper in health</span></li>
<li><span style="font-size: x-small;">Iodine (I)</span></li>
<li><span style="font-size: x-small;">Iron (Fe)</span></li>
<li><span style="font-size: x-small;">Magnesium (Mg)</span></li>
<li><span style="font-size: x-small;">Manganese (Mn)</span></li>
<li><span style="font-size: x-small;">Molybdenum (Mo)</span></li>
<li><span style="font-size: x-small;">Phosphorus (P)</span></li>
<li><span style="font-size: x-small;">Potassium (K)</span></li>
<li><span style="font-size: x-small;">Selenium (Se)</span></li>
<li><span style="font-size: x-small;">Sodium (Na)</span></li>
<li><span style="font-size: x-small;">Zinc (Zn)</span></li>
</ul>
<a href="http://en.wikipedia.org/w/index.php?title=Essential_nutrient&action=history">Edit history</a> from WP to credit authors (CC requirement)<a href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a></td>
</tr>
</tbody>
</table>
<a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio">
</a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a><a dir="auto" href="http://en.wikipedia.org/wiki/Protein_efficiency_ratio"><br /></a>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-66045256399487017362014-04-18T13:01:00.000-07:002014-07-22T08:39:47.341-07:00Purity of the Proletariat <strong>A revolutionary draft in the tradition of The Proletariat</strong><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1sIHcqJ5425_TYUsqLyA8suujwjXwLrfu2p7-PHc1c-oQ80dsZzkpu19otVYR0HgJAcdU1_zYd6azvbuEcHeJ0ZZqdiPHR2afGXiBbpjLuRh1dWtbVbtj07mB9RuhjYOfTD6VtUuRualU/w722-h376-no/purity+of+the+proletariate.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1sIHcqJ5425_TYUsqLyA8suujwjXwLrfu2p7-PHc1c-oQ80dsZzkpu19otVYR0HgJAcdU1_zYd6azvbuEcHeJ0ZZqdiPHR2afGXiBbpjLuRh1dWtbVbtj07mB9RuhjYOfTD6VtUuRualU/w722-h376-no/purity+of+the+proletariate.JPG" height="207" width="400" /></a></div>
<br />
<br />
Camatte,
a very good person whose life is metacognitively directed towards
endless cycles of synthesis by the classical-modernist influence on
revolution who, in the end, finds nature as the real revolutionary
goal. He discovers (and describes) the gangster-tendency devolution of
benevolent groups to form into malevolent elitist organizations,
especially including the communist parties he belonged to--but
ultimately left. As a true follower of Marx, Camatte approaches a
successful return to nature as communism from a modernist revolutionary
perspective that resulted in Green Anarchy --an anarchist syndication. <br />
<br />
His
communist artifacts are significant. Perhaps because he left
mainstream communism, he is able to show the "short list" of very
important communist components that could/should have worked, but didn't
because of, as he shows, the corrupting tendency of organizations as
they move from a theoretical basis to control strategies necessary for
maintaining power. Without saying so, he reveals Marx and Engels to be
anarchist in concept, and their communist theory (along with 1930s
German socialist Rosa Luxembourg's) to be strictly self-actualizing as a
product of the revolutionary experience, rather than the result of
predetermined theoretical dictation.<br />
<br />
Very significantly, he
shows us "proletariat negation" as a the specific communist extension of
the classical dialectic's "negation of negation" (from Hegel). The
proletariat negation is difficult to describe except as a double
negative as applied to the absence of something that is desired (and
thus a tragic absurdity). In the "proletariat negation," Proletarians
seeks full citizenship, which negates their existence as near-slaves,
yet, preserves their personal and social proletariat self-identity
structure, which they naturally want. This suggests a communist
complication, or contradiction, as the true meaning of the Proletariat
changes to meet current expectations of neo-Marxist theory with the
Proletariat remaining in a negated state, rather than evolving into a
unique culture. <br />
<br />
Also significant is the fact that the
proletariat negation, or "change in definition," evolved the proletariat
into the powerful Soviet military --from near-slavery. This is
"nothing to sneeze at" because Russia had no choice but "Soviet Might"
in the face of Nazism, and, subsequently, in fear of America's
nuclear-backed capital/corporate expansion during the Cold War: the
Bushes (of Yale University), Reagan, and Kissinger.<br />
<br />
Taken from
the perspective of Occupy critical inquiry, the problem is obviously
Hegel (as György Stiffel predicted with his support for the original
Occupy critical inquiry hypothesis). Soviet brutality, as an extension
of proletariat negation, is an extension of Hegel's "Negation of
Negation." But, because of the Proletariat's purity in the face of
unending capital abuse, the Soviet's military might (with its pioneering
space program) is not at fault despite its brutality --only the
Hegelians are who consistently misled revolution. The only negation
should be the "negation of the negation of negation," and then negation
itself should be negated, forever, with a final, brutal negation of
Hegelian synthesists.<br />
<br />
Camatte is so helpful when he uses
proletarian vocabulary correctly in the context of Marx and Engels. He
shows us how the Proletariat self-negated to near-disappearance because
anti-aristocratic revolution was so successful in distributing both
wealth (for urban-industrialized) and land (for rural farmers) with the
Romanov extermination being an example of communist negation. He shows
us how the communist parties of his time (1960s-70s) had to fight to
find proletariat society to represent. Economies of Camatte's time were
much more people-friendly, but the homelessness of the 1980s was just
around the corner leading to our current, purely-defined, proletariat
population that is often only one paycheck away from homelessness.
Common, non-unionized worker wages have dropped to 1/3 since Camette's
time, probably because foreigninzation has successfully pit one culture
against another for scant labor wages. In support of capital, current
communists work to provide new proletariat in the Third World for the
First World capital machines (through uncontrolled population growth) so
that they can subsequently represent and dominate it--precisely as
Camette predicts.<br />
<br />
From the Occupy critical inquiry's "purist"
perspective, the "euro struggle," which is still the problem of negation
(as the equivalent of antithesis) is the continuous lie necessary for
the metacognitive (current dialectic) to continually transmit
(transgenterationally) the sickness of synthesis. Not mentioned by
Camatte as an example of a group that is vulnerable to corruption is
"the family." Both capital and fascism are successfully transmitted
through family as corporations (Bush) and police departments (Louima).
"Family" is the way organized crime such as the Mafia self-describes.
Even normal, mainstream families can easily be shown to be dominant and
elitist in the ways Camatte describes as they meet his criteria (for
racketeering) with their authoritarian attunement of their children to
meet synthetic norms such as predetermined human capital and gender
roles.<br />
<br />
Thus, I see families as the guiltiest of antithesists and
elitists; by rejecting and marginalizing youth who do not meet their
norms, they create the unstoppable raw revolt of delinquency necessary
to precipitate real revolution. In their suffering, the marginalized
youth symbolize the purity of proletariat struggle that attracted the
intellectuals and soldiers who ultimately formed the communist movement
ultimately resulting in Soviet Might --a gang by any standard.<br />
<br />
Notwithstanding
Camatte's criticism, the CCCP allowed the Proletariat to redefine
itself as a powerful class by de-marginalizing itself to create, for
instance, a pioneering space program from its unstoppable military
ballistics driven by proletariat revolution. Perhaps Camatte can
momentarily be taken in reverse--but not negated--to implement the
current revolution back to nature, which is the return of humanity to
the evolutionary track. Evolution is nothing if not scientific in
explaining humanity's faith in nature as nature's own revolution: the
evolutionary trajectory of love. So seducing(!), especially if you
consider that priests/pastors (perhaps even Christ) have only been but
mere figureheads for the organization of original evolutionary purity:
each individual woman's mammalian empathy for her child --her liberation
from the capital synthesis of her "real world" family.<br />
<br />
<strong>References:</strong><br />
<a href="http://johnbessa.info/text/On_Organization_by_Camatte_original_text.html">Camatte's <em>On Organization</em> (click)</a><br />
Occupy critical inquiry (<em>Current Dialectic</em>, this blog)johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-16250841778411277272014-03-10T10:56:00.002-07:002015-02-13T13:11:20.307-08:00Anti-nazi work-in-progress<span style="font-family: inherit;"><span class="fbPhotosPhotoCaption" id="fbPhotoPageCaption" style="background-color: white; color: #333333; display: inline; font-size: 10.909090995788574px; line-height: 12.799999237060547px; outline: none; width: auto;"><span class="hasCaption"><br /><b>Marginalized defectives, </b></span></span><span style="background-color: white; color: #333333; font-size: 10.909090995788574px; line-height: 12.799999237060547px;"> A Nazi bottom line for </span><span style="background-color: white; color: #333333; font-size: 11px; line-height: 12.799999237060547px;">David Koch, the libertarians, and </span><span style="background-color: white; color: #333333;"><span style="font-size: xx-small;"><span style="line-height: 12.799999237060547px;">the Tea Party --and capital civilization as cruelty.</span></span></span></span><br />
<span style="font-family: inherit;"><span class="fbPhotosPhotoCaption" style="background-color: white; color: #333333; display: inline; font-size: 10.909090995788574px; line-height: 12.799999237060547px; outline: none; width: auto;"><span class="hasCaption"><br /></span></span><span class="fbPhotosPhotoCaption" style="background-color: white; color: #333333; display: inline; outline: none; width: auto;"><span class="hasCaption"><i><span style="font-size: xx-small;"><span style="line-height: 12.799999237060547px;">This
is a work in progress that attempts to connect related dots that are relevant in our "Western" society as hunters (Lewis Mumford's marginalized defectives). The KKK and it's Nazi influences are </span></span><span style="font-size: 11px; line-height: 12.799999237060547px;">especially</span><span style="font-size: xx-small;"><span style="line-height: 12.799999237060547px;"> relevant if one hikes in the forests or goes to a Connecticut elementary school. Assisting an analysis of this dangerous population is new information about the German Freikorps of the 1920s and 30s who defeated the German socialist revolution trough assination, empowered Hitler to come to power, and built the corporate-effecient Auschwitz -- Hoss especially -- where 2000 Jews were killed each day. </span></span></i></span></span><i style="background-color: white; color: #333333; font-size: 10.909090995788574px; line-height: 12.799999237060547px;">Most interesting to this genetic relational mapping (to organismic exploitation) that what we have been hoping for:</i></span><br />
<span style="font-family: inherit;"><br /></span>
<span class="fbPhotosPhotoCaption" style="background-color: white; color: #333333; display: inline; font-size: 10.909090995788574px; line-height: 12.799999237060547px; outline: none; width: auto;"><span class="hasCaption" style="font-family: inherit;"><b>A genetic correlation to the Cattle -> chattle -> capital continuum</b></span></span><br />
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<li><span style="background-color: white; color: #333333; font-size: 10.909090995788574px; line-height: 12.799999237060547px;"><span style="font-family: inherit;">A <b>genetic mutation</b> has been linked to cattle as a dietary adaptation to cow's milk that is weaker than weak. A </span></span></li>
<li><span style="background-color: white; color: #333333; font-size: 10.909090995788574px; line-height: 12.799999237060547px;"><span style="font-family: inherit;"><b>map</b> has been created from the genetic data which is a globally-scaled map of </span></span></li>
<li><span style="background-color: white; color: #333333; font-size: 10.909090995788574px; line-height: 12.799999237060547px;"><span style="font-family: inherit;"><b>slavery</b>, including little-known slavery in the Indus <span style="font-size: 10.909090995788574px;">(Hindu) River </span>Valley </span></span></li>
</ul>
<span class="fbPhotosPhotoCaption" style="background-color: white; color: #333333; display: inline; font-size: 10.909090995788574px; line-height: 12.799999237060547px; outline: none; width: auto;"><span class="hasCaption" style="font-family: inherit;"><b>Animal sickness</b></span></span><br />
<span class="fbPhotosPhotoCaption" style="background-color: white; color: #333333; display: inline; font-size: 10.909090995788574px; line-height: 12.799999237060547px; outline: none; width: auto;"><span class="hasCaption" style="font-family: inherit;">I have long believed that
the hunters are the bottom line (as did Lewis Mumford), and without them the oligarchic house of
cards would collapse. Think about it, the US military could go back to
the (anti-libertarian) liberation mission of WWII/UN, etc (a perfect world</span></span><br />
<span class="fbPhotosPhotoCaption" style="background-color: white; color: #333333; display: inline; font-size: 10.909090995788574px; line-height: 12.799999237060547px; outline: none; width: auto;"><span class="hasCaption" style="font-family: inherit;"><br /></span></span>
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<tr><td class="tr-caption" style="text-align: center;">you know yer a redneck when you fuck a duck and ring its neck --as therapy!</td></tr>
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<span style="color: #333333;"><span style="font-size: 11px; line-height: 12.799999237060547px;"><span style="font-family: Courier New, Courier, monospace;">There is always the </span><span style="font-family: Courier New, Courier, monospace; font-weight: bold;">"</span><span style="font-family: Arial, Helvetica, sans-serif;"><b>cattle->chattle->capital</b></span><span style="font-family: Courier New, Courier, monospace;">" continuum to consider, and there is evidence of a genetic alteration, or mutation, in areas where cattle was "king" linked to digesting cattle's milk (as it claims), not sure if it is about digestion, but it is there where SLAVERY was king! from Jcici Chen -- libertarianism can easily be linked to slavery where human chattle is protected by property protection even when slavery is illegal -- it is new however, WP puts its creation to the Ukraine under early communism where the black flag was invented as a pirate flag w/o skull --WP is also working hard to push industrial anarchy, or anarchist capitalism, as the core anarchy -- things are fitting together, at the core is aspergers, but what we need to do at the social level is link libertarians to Socrates and Plato</span></span></span><br />
<span style="color: #333333; font-family: 'Courier New', Courier, monospace;"><span style="font-size: 11px; line-height: 12.799999237060547px;"><br /></span></span><span style="color: #333333;"><span style="font-size: 11px; line-height: 12.799999237060547px;"><b><span style="font-family: Arial, Helvetica, sans-serif;">Anti-empathy:</span></b><span style="font-family: Courier New, Courier, monospace;"> "if cattle are raised primarily for dairying, calves are generally slaughtered before their first birthday so that their mothers can be milked" from </span><a href="http://www.nature.com/news/archaeology-the-milk-revolution-1.13471" style="font-family: 'Courier New', Courier, monospace;">nature.com</a><span style="font-family: Courier New, Courier, monospace;"> --</span><i style="font-family: 'Courier New', Courier, monospace;">PhDs digging around in Plato's cave --farming doesn't work that way, esp. aborignal</i></span></span></div>
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<span class="UFICommentBody" style="font-family: Courier New, Courier, monospace;">The
milk hypothesis is based on "lactose persistence" genetic alteration in
two papers // one says: Genetically programmed down-regulation of the
lactase gene is detectable in children from the second year of life,
although the onset and extent are SOMEWHAT
VARIABLE." </span><br />
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<a class="external photoLink _8o _8t lfloat _ohe" href="http://www.sciencedirect.com/science/article/pii/S0304416505000346" rel="nofollow" style="color: #3b5998; cursor: pointer; display: block; float: left; margin-right: 10px; overflow: hidden; position: relative; text-decoration: none;" tabindex="-1" target="_blank"><img alt="" class="img" src="https://fbexternal-a.akamaihd.net/safe_image.php?d=AQCIi-_Rlq4Q7Nz7&w=154&h=154&url=http%3A%2F%2Fars.els-cdn.com%2Fcontent%2Fimage%2F1-s2.0-S0304416505X05220-cov150h.gif" style="border: 0px; display: block; max-height: 90px; max-width: 90px;" /></a>
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<strong><a href="http://www.sciencedirect.com/science/article/pii/S0304416505000346" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank"><span style="font-family: Courier New, Courier, monospace;">Adult-type hypolactasia and regulation of lactase expression</span></a></strong></div>
<span class="caption" style="font-family: Courier New, Courier, monospace;"><a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.sciencedirect.com%2F&h=AAQEDZVIHAQH0rw9Y9NeCHEXY0GKVLkY0kRSrSRS5iEzhxQ&s=1" rel="nofollow nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">www.sciencedirect.com</a></span></div>
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genetic "evolution" (or de-evolution as those w/ the mutation have
higher heart disease, cancer, biggest killers) but that a hypothesis
based on observational outcomes is being supported by related but
irrelevant genetic material (one says DNA change is "FAR" from the
lactose digestion gene) Plus -- the data is not being made widely
available, and the papers cost good money (abstracts are not
abstractions but teasers -- these people are wholly dialectical and
hegelian), the underlying data may be hidden as is usually the case for
politically motivated studies, which the cattle->chattle->capital
continuum can ONLY be------------- Links :<a dir="ltr" href="http://www.sciencedirect.com/science/article/pii/S0304416505000346" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.sciencedirect.com/.../pii/S0304416505000346</a> ---------</span></li>
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<span style="font-family: Courier New, Courier, monospace;"><span class="UFICommentBody">Other link: <a dir="ltr" href="http://www.gastrojournal.org/article/S0016-5085%2898%2970429-9/abstract" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.gastrojournal.org/.../S0016-5085(98.../abstract</a></span>
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<strong><a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fwww.gastrojournal.org%2Farticle%2FS0016-5085%2898%2970429-9%2Fabstract&h=-AQFJlUESAQE9jW0kwxxDuNBaR1hGSfF52veIe8EI80wbcg&s=1" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank"><span style="font-family: Courier New, Courier, monospace;">The genetically programmed down-regulation of lactase in children</span></a></strong></div>
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<span style="font-family: Courier New, Courier, monospace;">Gastroenterology, Volume 114, Issue 6, Pages 1230-1236, June 1998, Authors:Yangx<span class="text_exposed_show" style="display: inline;">i Wang; Clare B. Harvey; Edward J. Hollox; Alan D. Phillips; Mark Poulter; Peter Clay; John A. Walker-Smith; Dallas M. Swallow</span></span></div>
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<span class="UFICommentBody" style="font-family: Courier New, Courier, monospace;">Empiricism
(academic science) does not actually provide "proof" (as a functional
model (functionally) does by predicting outcomes and providing benefits) but creates
statistical likelihoods that usually have low percentages as being
"significant" (not a math word) -- My
personal observation is that I cannot eat meat because I have not for
2-3 decades, but all my relatives are voracious meat-eaters // using
this as a parallel gastronomic example makes me think that cow milk
tolerance is being attributed to some irrelevant gene defect (which may
be high-functioning-autism necessary for cruelty to animals) // it also
makes me wonder if there can be a "reverse" expression back to the DNA
by protein signalling (rather than chemical poisoning changing DNA as in cancer)</span></div>
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<span style="font-family: Courier New, Courier, monospace;"><span class="UFICommentBody">"Lactose
map" is also the slavery map, esp in the Hindus' Indus valley (!!!) which
supports the cattle-->chattle->capital continuum w/o this argument --but I
still think they are full of crap because they won't show data ---- <a dir="ltr" href="http://www.nature.com/polopoly_fs/7.11661.1375182095%21/image/lactase-hotspots2.jpg_gen/derivatives/fullsize/lactase-hotspots2.jpg" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.nature.com/.../fullsize/lactase-hotspots2.jpg</a></span>
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<span class="UFICommentBody"><b><span style="font-family: Arial, Helvetica, sans-serif;">South East Asia is CLEAN</span></b><span style="font-family: Courier New, Courier, monospace;">, no wonder the libertarians tried to kill it (kissinger-cattle-killer)</span></span>
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<span style="color: #333333; font-family: 'Courier New', Courier, monospace;"> </span><span class="UFICommentBody" style="color: #333333;"><span style="font-family: Courier New, Courier, monospace;">I wonder if the white areas can be shown to have minimal high-functioning autism.....</span><span style="font-family: Arial, Helvetica, sans-serif;"><b>the real cover up?</b></span></span></div>
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johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-8219882899679511582014-03-01T09:13:00.000-08:002014-03-02T05:47:37.041-08:00Black Hand was NOT mafia: It was mafia-like, but was anarchist and politically-motivated<div class="separator" style="clear: both;">
<span style="font-family: Arial, Helvetica, sans-serif;">Time to take a good look at our Lower East Side culture, the basis of it's violent rebellion, and how a typically-dialectical deception by the left converted it into new version of what we already have: <a href="http://www.opednews.com/Diary/Money-s-rock-and-a-hard-pl-by-John-Bessa-Austerity_Inflation_Krugman_Money-Supply-M3-131125-848.html" target="_blank">unending economic racism</a></span></div>
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<i>The Black Hand was spread across the Mediterranean, esp. in Serbia where WWI was started by it. It came the US with an unmistakable mafia flavor, and has been described as a mafia offshoot, but this is wrong. It was anarchist --albeit a money-loving anarchy of self-styled Robin hoods. Historians have difficulty describing it accurately without using "re-creation" because of this mafia-misconception, and also criminal "tightlip-ed-ness" and a dearth of data. The Black Hand may have also killed a US president, and, quite uniquely, extorted a US immigrant bank. It's has a pretty endless and international "rap sheet" whose homicidal extent we will never know. Please read on...</i></div>
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Previous article shows deception in the very roots of American anti-authoritarianism with such leftists as Abbie Hoffman and Jerry Rubin apparently attempting a dialectic metacognition to supplant existing US governance with their own! (Rubin eventually went to a Wall Street career where he was run down by a car.)<br />
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Culture cannot be ignored there, nor here: an attempt to explore the Lower East Side's and East Village's political resistance: it was anarchist from the "get go," and this inquiry suggests why we were the way we were. But, we were ignorant of our past and allowed ourselves to be manipulated into thinking there is (or was) some benign force that could be trusted over the existing oligarchy. The particular immigrant oligarchy we were told to entrust was the very oligarchy that the US branch of the black hand attacked: legal theft by the merchant rich, parents and grandparents of the 60s Left.
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A bit of reality has been included: "core dump" of a Toronto youth who lived similar experiences showing the universality of the phenomena. <br />
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There is the unmistakable irony of criminal rebellion (esp. influenced by drugs): The oligarchs are the real criminals, yet crime is often our only friend.<br />
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The Black Hand</div>
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gangrule.com</div>
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La Mano Nera: Extorted wealthy Italian immigrants in NY's Lower East Side --shut down banks!</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> lil blk hands
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> yes,
the black hand society... the best part is there was no group... anyone
can be the black hand.... anybody gets suspect around me I lose it, I
don't give a fuck who they think they are. they tried to shut us down a
couple times, we started trappin even harder, opened the door wide from
0800 to 0400 every day choppin dimes..</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> 1/2 million dollars in 1910 --not bad for the "newly-landed" poor! <a dir="ltr" href="http://www.gangrule.com/articles/the-grocery-conspiracy" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://www.gangrule.com/articles/the-grocery-conspiracy</a>
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1908. A look at an organized Mafia conspiracy to commit bankruptcy fraud by conc<span class="text_exposed_hide">...</span><span class="text_exposed_hide"><span class="text_exposed_link" style="padding: 0px 0px 0px 0.37em; white-space: nowrap;"><a href="https://www.blogger.com/blogger.g?blogID=1905688652183283839" style="color: #3b5998; cursor: pointer;">See More</a></span></span></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> they tried to shut us down a couple times -- who did?</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> word is the black hand was interested in the rich (cuz deh got dee monee)</div>
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<a class="uiLinkSubtle" href="https://www.facebook.com/richiej.toronto/posts/10200971276238711?comment_id=5330006&offset=0&total_comments=32" style="color: grey; cursor: pointer; text-decoration: none;">February 16 at 2:08pm</a> · <a class="UFILikeLink" href="https://www.facebook.com/richiej.toronto/posts/10200971276238711" style="color: #3b5998; cursor: pointer; text-decoration: none;" title="Like this comment">Like</a> · <a class="UFICommentLikeButton" href="https://www.facebook.com/browse/likes?id=10200971440242811" rel="dialog" style="color: #3b5998; cursor: pointer; margin: -5px; padding: 0px 5px 4px; text-decoration: none; white-space: nowrap;">1</a></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> sorry, vague.. uh, 'we' refers to a nuber of people, I'm not in touch with all of them. according to Alex Alonso of <a class="profileLink" dir="ltr" href="https://www.facebook.com/streetgangs" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">Streetgangs.com</a> we
would be a gang. we just started off trying to feed street kids,
teenagers.. youngest I met was 12 but some wher 8, Barb Wire was 6.....</div>
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<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-prn2/t5/s40x40/1118347_659250415_990800829_q.jpg" style="border: 0px; display: block; height: 32px; width: 32px;" /></a></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> so
when the perverts and pimps and drug dealers and cops and Toronto city
politicians figured out that they couldn't have sex with the kids we
were protecting, they started.....</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> and
it's easy to start shit.. drug dealers and bangers from nearby got
jealous, the cops were telling stories about us... we had to start
selling weed to buy groceries... and I'm the best weed dealer I ever
met, after my father and my grandfather... the more they pushed, the
more I pushed..</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> they
drugged Anita, beat and raped her and called us to tell us where she
was... weird night.... she ended up overdosing in BC motel room with Q,
Jeremy Frost. she puked in her sleep and choked.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> cops are ajoke.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a><span style="font-size: 10.909090995788574px;">we
got H-I'd, Home Invaded. they ran out the door with 120 dime baggs.
they had just robbed 8 or 9 other houses, all dealers. the detectives
were across the street watching.... but my homeboy got smart and called
911... you see, for some reason I can o</span><span style="font-size: 10.909090995788574px;">nly
attribute to Creator, we decided to bagg up 3 oz at once. we never did
that before. so when they ran they had everything on them, we had
nothing. 911 sent a patrol car, it happened to driving by, just beat
cops. the kids had this shit in the open, plus a firearm, plus cocaine,
crack, methamphetamine, ecstasy, heroin, our weed, like ten different
drugs from these othe houses. we were the last house on the list.....</span></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> before
they could cross the street to the detectives in the unmarked cruiser,
they were arrested by the beat cops.... they screamed that it was all
ours, but we played stupid.... they took $500 in a cookie tin too. we
only claimed the money. got it back too. said it was our rent money and
it was halfway through the month so that worked...</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> Rhonda
Honen, Billi-Joe Munzer, and Kendall James.. Kendall pled guilty and
took a 2 year hit rather than face me... he's a dead nigger I find him,
same with Billie-Joe and Rhonda.... they don't live in Toronto anymore.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> they're probably all dead by now anyway.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> 9 years ago.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> they
shot my friend Jermaine Lincoln Brown five times. broad day, cops are
covering for the person that did it. I have to pretend that I don't know
who it was. he'll get got soon enough. he don't come around anymore
either.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> <span class="UFICommentBody">From wikipedia The Black Hand and Enrico Caruso[edit]<br /><br />One
notable case in Petrosino's stint with the Italian Squad was when the
Italian tenor Enrico Caruso, who was performing at the Metropolitan
Opera House in New York City, was being blackmailed by<span class="_5uzb" style="padding-right: 3px;">...</span><a class="_5v47 fss" href="https://www.facebook.com/richiej.toronto/posts/10200971276238711" style="color: #3b5998; cursor: pointer; display: inline-block; font-size: 9px; text-decoration: none; white-space: nowrap;">See More</a></span>
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<strong><a href="http://www.facebook.com/l.php?u=http%3A%2F%2Fen.wikipedia.org%2Fwiki%2FJoseph_Petrosino%23The_Black_Hand_and_Enrico_Caruso&h=pAQHHUFD_AQFoJTyL6dgTi4T3f-4jS_esplgv8IlFcFoHaw&s=1" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">Joseph Petrosino - Wikipedia, the free encyclopedia</a></strong></div>
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Giuseppe "Joe" Petrosino (August 30, 1860 – March 12, 1909) was a New York City <span class="text_exposed_hide">...</span><span class="text_exposed_hide"><span class="text_exposed_link" style="padding: 0px 0px 0px 0.37em; white-space: nowrap;"><a href="https://www.blogger.com/blogger.g?blogID=1905688652183283839" style="color: #3b5998; cursor: pointer;">See More</a></span></span></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> they shot a US president</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> emma goldman also involved<a dir="ltr" href="http://en.wikipedia.org/wiki/Emma_Goldman#McKinley_assassination" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://en.wikipedia.org/wiki/Emma_Goldman...</a>
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Emma Goldman (June 27 [O.S. June 15], 1869 – May 14, 1940) was an anarchist know<span class="text_exposed_hide">...</span><span class="text_exposed_hide"><span class="text_exposed_link" style="padding: 0px 0px 0px 0.37em; white-space: nowrap;"><a href="https://www.blogger.com/blogger.g?blogID=1905688652183283839" style="color: #3b5998; cursor: pointer;">See More</a></span></span></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> somebody
is lying.... from wp --On September 6, 1901, Leon Czolgosz, an
unemployed factory worker and registered Republican with a history of
mental illness, shot U.S. President William McKinley twice during a
public speaking event in Buffalo</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> serbian black hand started ww1 --from Conspiracy encyclopedia<br />
edited by Thom Burnett
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> be FK'N afraid!!!</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> the Mafioso shot JFK.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> fck the spaghetti benders, I tell em to their faces if they weren't all hiding.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> Serbian M-16s are friggin beautiful</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> Sacco and Vanzetti Must Die!<br />
By Mark Binelli
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> Inside the Shadow of the Black Hand, Volume 1<br />
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> most people have no idea what we're talking about....</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> I've been studying corruption my whole life.. almost 20 years studying gangs/ street gangs / organized crime.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> when
the shitheads bombed the twin towers in NYC on sept 11 2001, I stood
next to the buildings as they collapsed w/ my friends inside --
something is fucking wrong, I thought, that is being allowed to happen
--so I switched from technology to sociology (bach degree), now I
combine that w/ psych (masters degree) esp neurology: socio-neurlogy to
explain all this shit</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> that
is where the cover-up is // the cruel (oligarchs) are missing the
social neurology necessary for love that most people have -- what our
pets have!!!</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> hallucinations
(schizophrenia) is not a problem, its the "glassey-eyed" stare you get
from customs, cops, prison guards, violent thieves, etc</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> tech has helped me though, with functional object modeling, and abstraction such as in the IP stack</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> you like me then. they think we hidin, we still here shootin from safe places.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> I
watched the WTC live on a 6' flat screen at Bell World (bell.ca). I was
on the street, couldn't find housing with 2 grand in my hand.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> I watched the whole world's heart break at once... that's how they (almost) got away with it.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/richiej.toronto" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Richie van den Kerkhof</a> I've been a criminal ever since, Idgaf about the laws set down by genociders.</div>
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" />johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-85522732009874185752014-01-14T07:48:00.002-08:002014-03-03T11:48:09.062-08:00Why the American Left failed: The hippies were aboriginal, the "movement" was synthetic-heglianDiscussion w/ NYC anarchist Kurt Hill shows that the Yippies(!) used Hegel's thesis-antithesis-synthesis to mash three non-compatible systems: anarchy, socialism, and anarchy. Further, the Yippies branded this synthesis as aborgional participatory democracy, such as Lower East Side anarchist Emma Goldman modeled, and humanistic sociologist Ruth Benedict derived from successfully-surviving turtle-back (North American) aboriginal tribes (Indians).<br />
<br />
This false-branding of the radical synthesis is an example of the Socratic Method, which suggests that the Yippie(!) organizers simply took the oligarchic philosophy of their professors and pushed it into<br />
the minds of the aboriginal-leaning hippies--with the help of drugs, especially LSD!<br />
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<b><em>This picture shows Abbie Hoffman at a Yippie meeting at Studio 10, #10 Bleecker Street, NYC. The Yippie </em><em>HQ, #9 Bleecker, is about to be closed for the benefit of real estate interests by the city government. As it </em><em>happens, the final Yippie leader, 60+ yr old Dana Beal, will soon be released from prison on (voluminous) </em><em>marijuana charges. Time will tell if he can stay "clean."</em></b><br />
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<img alt="" 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" 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The FaceBook group where this conversation comes from promotes Dana Beal's release and attempted to save the Yippie(!) HQ, #9 Bleecker. Most of the current actors are unfamiliar to me, but not the principles, whom I know very well. The group experiences excessive censorship (while complaining about government repression) suggesting a neo-platonic base, which fits the hegelian synthesis. We suddenly find neo-platonism everywhere, especially in the Christian shift from the "living Christ" of the gospel to the ritualized "Holy Trinity" of Constantine's Nicene (that sounds to critics like cannibalism). More important to this group is neo-platonism in Judaism, as the core of this group is Jewish-descent and follows or parallels many influential Leftist American Jews such as Emma Goldman and the Rosenbergs. A question I have, "is neo-platonism the direction of the Reformed Jew?" This may explain Jewish success in the New World, as Jews have so successfully leveraged academic education such as in law, medicine, and civil service to become the dominant culture of NYC, and with it, the NYC underground. Plato, of course, cemented his and Socrates' Academy as the Western Civilization information system. If so, then the censorship is easily explainable: Plato invented it.<br />
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<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/kurt.hill.589" style="color: #3b5998; cursor: pointer; display: block; margin: 0px; text-decoration: none;" tabindex="-1"><img alt="" class="img UFIActorImage _54ru" src="https://fbcdn-profile-a.akamaihd.net/hprofile-ak-ash2/s32x32/1076886_1506104876_2049187324_q.jpg" style="border: 0px; display: block; height: 32px; width: 32px;" /></a><a class="UFICommentActorName" href="https://www.facebook.com/kurt.hill.589" id="js_17" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Kurt Hill</a> I
remember that conference at Studio 10. We were all stoned on weed. This
was a year or two before Lorna Bivins took over the building and turned
it into a co-op.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" id="js_15" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> hi
kurt -- family man now!! jiust had a little canadian, smart as, well,
smart -- you doin good? here she is being blessed by a maliseet elder <a class="profileLink" href="https://www.facebook.com/photo.php?fbid=4689652893876&set=a.3377245284506.114338.1670585917&type=1" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">https://www.facebook.com/photo.php?fbid=4689652893876&set=a.3377245284506.114338.1670585917&type=1&theater</a></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/kurt.hill.589" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Kurt Hill</a> Hanging
in there, still doing the community organizing thing, saving people
from being evicted, etc. About as well as can be expected in a country
that is going, bit by bit, fascist.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> ironically,
where I am in canada, there are NO tenants rights or other victim
protection-- literally but there is medical support including
psychological so things seem to turn out better even though welfare is
low too, not sure why</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> <span class="UFICommentBody">by
the way, it is my "theory" that it has been fascist all along, since
500 BC with plato's republic and the socratic method, which means that
the revolution has been a mistake because it is based on civilization
when we should be going back to the ori<span class="_5uzb" style="padding-right: 3px;">...</span><a class="_5v47 fss" href="https://www.facebook.com/photo.php?fbid=10152532494183079&set=a.56339658078.81648.507733078&type=1&theater&notif_t=photo_reply" style="color: #3b5998; cursor: pointer; display: inline-block; font-size: 9px; text-decoration: none; white-space: nowrap;">See More</a></span>
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<a class="external photoLink _8o _8t lfloat" href="https://www.facebook.com/notes/john-bessa/happy-new-year-from-caesar-and-christ-it-will-be-aboriginal-and-pacifistic/648982461806868?ref=nf" style="color: #3b5998; cursor: pointer; display: block; float: left; margin-right: 10px; overflow: hidden; position: relative; text-decoration: none;" tabindex="-1" target=""><img alt="" class="img" src="https://fbexternal-a.akamaihd.net/safe_image.php?d=AQC0YeMoeREo0vB2&url=https%3A%2F%2Fscontent-a-iad.xx.fbcdn.net%2Fhphotos-frc3%2F1499596_10200725766421119_430988534_n.jpg" style="border: 0px; display: block; max-height: 90px; max-width: 90px;" /></a>
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<strong><a href="https://www.facebook.com/notes/john-bessa/happy-new-year-from-caesar-and-christ-it-will-be-aboriginal-and-pacifistic/648982461806868" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="">Happy new year from Caesar and Christ--it will be aboriginal and pacifistic</a></strong></div>
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Christ and Caesar resembled each other in that they were "people's people." The<span class="text_exposed_hide">...</span><span class="text_exposed_hide"><span class="text_exposed_link" style="padding: 0px 0px 0px 0.37em; white-space: nowrap;"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839" style="color: #3b5998; cursor: pointer;">See More</a></span></span></div>
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By: <span class="uiAttachmentDetails"><a href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; text-decoration: none;">John Bessa</a></span></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/kurt.hill.589" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Kurt Hill</a> Hmmm,
I see your point but I'm not sure if I agree with all you wrote. The
early Yippies were anarchists, not aboriginals. Tribal and communal,
yes, but politically anarcho-socialist/communist. Fascism to me is more
than authoritarianism; it's a product of modern, industrial society, a
fusion of capitalism with the state.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> <span class="UFICommentBody">yeah,
that is all accurate, of course --but the point being, anarchy, or
-ism, is democracy driven underground by authoritarianism which is
oligarchy --my first learning in the 2000s was lewis mumfords Technics
and Civilization, which states just that <span class="_5uzb" style="padding-right: 3px;">...</span><a class="_5v47 fss" href="https://www.facebook.com/photo.php?fbid=10152532494183079&set=a.56339658078.81648.507733078&type=1&theater&notif_t=photo_reply" style="color: #3b5998; cursor: pointer; display: inline-block; font-size: 9px; text-decoration: none; white-space: nowrap;">See More</a></span></div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> lewis
mumford was a great NY city planner (the only good one) and a
technology archologist, study of info goes backwards, not forwards, the
forward path will be a continuation of WWII, WWIII will be another gene
war as nazism is everywhere, it is the tipping point of fundamental evil</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/kurt.hill.589" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">Kurt Hill</a> I
agree, participatory democracy is the way to go. SDS had that part
right, even though the group was fucked up in some other ways. And, of
course, I still identify with the Rainbow Tribe, teepees, etc. Probably
comes from being part Native American way back when.</div>
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<a class="UFICommentActorName" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> <b>right on bruthah</b></div>
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johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-91281835262822124102013-12-24T15:04:00.000-08:002013-12-24T15:04:22.522-08:00Merry Christmas from Caesar and Christ<div class="mts _50f8" style="color: #898f9c; margin-top: 5px;">
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The second coming will be aboriginal and pacifistic</h2>
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Christ and Caesar resembled each other in that they were "people's people." They took their "stands" with the working people and the poor to attempt to organize them to help improve the "qualities of mercy" that affect them. In so doing, they synergized their respective cultures nearly concurrently. Caesar was "top down" in that he attempted to synergize the Roman empire by changing its laws and institutions so that it could be strong yet beneficial. "Top-down" would be expected from a General. </div>
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Christ, in contrast, was nearly-anarchist in that he attempted to "humanize" Judaism by replacing its 700+ highly-repressive laws to only a handful about love and respect for others, self and God. He hoped to ultimately empower individuals, family and community to synergize surrounding society.</div>
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Both, of course, were martyred for their attempts despite being so important to Western democracy.</div>
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<em>This comes highly paraphrased from Will Durant's Caesar and Christ, and, in my opinion, summates his volume and the Western democracy and represents the crux, pardon the term, of Western democracy (rather than its founding Durant initally dodges an "atheist bullet" by showing material that Christ may have been the product of Christian imagination, but then carefully describes Christ's life (and the beginnings of his religion) in the context of the Bible largely as fact. </em></div>
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Durant trivializes Christ by describing Christ's initial Christian family as "a band" and appears to credit Church founders in succeeding centuries for the Christian religion, especially the Roman Church which he describes nearly-merely as an extension of Rome in the Middle Ages. I should seem obvious, however, that without Christ there would be no Christianity(!) and humanity today might be purely-Roman with no resistance to the likes of Hitler or Stalin. In so doing, Durant exposes himself as an oligarch--a likable one--who makes many useful observations from excellent research that is (unfortunately) held together with Socratic cement.</div>
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He accurately describes a three-to-four century transition from Christ's liberation movement to Christianity's institutionalization, but he hilariously calls Christ a communist in many places--communism had not been invented then! (Perhaps he saw communism as a natural phenomena rather than a synthesis.) As a philosophic oligarchic, Durant fails to see that Christ was simply attempting to restore natural democracy. Because oligarchic leader Plato equated democracy to anarchistic chaos, a spiritual from of anarchy, perhaps seeking to restore the aboriginal relationship with the surrounding environment--including Rome's, would then necessarily be out of Durant's scope. Nonetheless, "spiritual anarchy" correctly describes what happened: civic law was largely erased, and natural morality was restored. Over succeeding centuries, the negative aspects of ancient Judaism were re-instituted by Christian leaders with the preservation of Jewish law as the Old Testament, and the ancient prophesies were extended, especially the violent ones, as the visions of the mad apostle John--the apostle no one talks about in public! It was this reversal of Christ's beliefs that Durant credits for Christianity's success, not the efforts of Christ's extended family, nor its humanistic morality --as every Christian believes.</div>
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Judaism was, of course, rejected violently by the Christian hierarchy (as Christianity had been by both leading Jews and Rome), but Judaism's controlling "belief system" was preserved in the Old Testament and revived and extended, for instance, with the hellacious hallucinations of the last of the apostles, mad John. Durant closes by describing Christianity as that last pagan invention, particularly the communion as a typically-pagan ritual cannibalism. Christ, as I am told, however, only asked us to think of him (viscerally) when breaking bread (a symbol of brotherhood) and drinking wine (a libation); ritual sacrifice was most-definitely off the menu!</div>
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The best of Christianity is Christ's walk to organize (and admonish) his followers; a walk we literally take at times, perhaps all through life. The best of preachers make one feel the dry Mideastern gravel under his bare feet and the internal conflicts he feels as he admonishes his disciples. We feel his feelings as he approached his arrest, death sentence, and crucifixion at the hands of the Jewish oligarchy. Christ's fellow Jews may have been excited or ambivalent about his new version of Judaism, but they all accompanied him to the Calvary--he was their man, the first <em>mensch</em>!</div>
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Important in our time is the memory (Durant describes perfectly) that Christ was not willingly killed by Pontus Pilate, nor for any Roman crime. The Roman empire caved to the Jewish oligarchy of the time whose (ill-advised) rebellion against it would lead to Jewish Diaspora. Likewise, Rome did not hate apostle Paul; it gave him every opportunity to escape, gave him endless judicial delays, good treatment --Paul sought martyrdom, as did many early Christians. Further, Rome's issue with Christianity was not its religion (which it would eventually adopt), but it's pacifism, something it could not afford as the many lands it colonized increasingly rose to retaliate --seemingly in concert.</div>
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Durant shows how Christ's pacifism became distorted to be some kind of guilt-ridden masochism that Rome could accept, and promote, to scaffold it's declining civilization. Many independent priests of the time attempted a "living Christ" (as we see today), but Rome chose the incomprehensible Holy Trinity (gleaned from ancient Egypt according to Durant) at Constatine's Nicene conference . Representatives of the "living Christ" at the conference were disemboweled to assure that Rome's newly-ritualized "belief system" could create organizational alternatives as its military government collapsed. It is exceedingly unfortunate that Christians today tend to live the very repression that Christ sought to end with images of human sacrifice (Abraham and Issac) or sexual repression (Leviticus' rules against homosexuality).</div>
johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-37374443846928012312013-09-17T07:32:00.003-07:002013-09-20T06:49:18.704-07:00The Republic: Plato's brick wall has dialectical cracks<div data-mce-style="margin: 0px;">
<span style="font-family: Arial, Helvetica, sans-serif;"><i>This rough draft (if not core-dump) mashes government and education as they control us in the context of the designer of Western Civilization: Plato. Unlike the Occupy-related writing which identified the didactic as the basis of communism, this explores a dialectical basis for Western capital--something we all seem to take for granted, but I find surprisingly difficult to cite. This covers government and education as a single Platonic and oligarchic product leaving the third component of society missing, psychology, which describes the individual functioning we share socially. In the West, it is as much psychiatry as psychology, and thus abnormal--by design. A parallel document covering this in the context of capital influences this one, but a blending would be impossible at the moment given this document's current roughness. </i></span><br />
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<ul>
<li><i style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.opednews.com/Diary/Exposing-Temple-Grandin-s-by-John-Bessa-Cruelty_Suffering-130912-133.html" target="_blank">Link for the psychology-based document (</a></i><i style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.opednews.com/Diary/Exposing-Temple-Grandin-s-by-John-Bessa-Cruelty_Suffering-130912-133.html" target="_blank">Click)</a></i></li>
<li><a href="https://www.facebook.com/groups/occupy.critical.inquiry/" target="_blank"><span style="font-family: Arial, Helvetica, sans-serif;"><i>Link to Dialectic Inquiry on FaceBook (Click)</i></span></a></li>
</ul>
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<span style="font-family: Arial, Helvetica, sans-serif;">When studying language development in the context of natural evolution, I took a look at Greek logic, or logos. When I arrived at ancient Athens, I found I could not circumvent Plato's brick wall, which, to most of us, manifests has his Republic: the blueprint for Western Civilization. At the time, I felt foolish not knowing this obvious fact, that Plato designed our society and its psychology as being egotistical (whereas Joey Ramone apparently designed our current rebellious individuality, according to a DJ).</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">By knowing that Plato created academia with Socrates, which is the wide-spread educational system that pre-determines how we think, I assumed that Plato promoted oligarchy because academia is so non-democratic. Also, every historian I have read has linked Plato to oligarchic Sparta in opposition to democratic Athens. Surprising, then, was learning that he supported aristocracy as the ideal government rather than oligarchy, but only if an aristocracy is led by a philosopher kings--which seems to be highly-self-serving. Aristocratic families are never mentioned in is five government forms, and democracy is near the bottom, is described nearly as anarchism, and that it necessarily leads to tyranny--the worst possible world where psychotic leaders kill innocents at whim.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Reference note: I am using Wikipedia's as a single source as I know that the wiki-encyclopedia's problem (why it is rejected by all instructors as a valid source) is that distorts information in the direction of the Platonic/oligarchic world view without fail in both content and how it is managed.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Plato was dialectic; this was his Academy's method of choice for tutoring; the competing didactic system resembled "morality plays" and was used by Athens to instruct the people, or demo, about new laws, for instance. The familiar didactic teaching method of lecture, homework, and tests, only took hold during/after the period of the Christian Reformation with the opening of huge universities for mass teaching. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">(To provide some depth, the dialectic can be compared to metacognitive programming where a teacher, or therapist, leverages an illusion of "free choice" to "tease" a student, or client, towards a predetermined learning goal or, more precisely, a predetermined way of thinking. In contrast, didactic teaching is behavioural; if you get the too many wrong answers, you get a lower grade; too many wrong answers and you will be dropped from the education track and you are forced into a low status in society. Didactic education leverages fear, disappointment, and, in the near-recent past, severe, often sexually-related, violent abuse--even among royalty. Thus, the didactic system is behavioural: what is called positive punishment. The dialectic might also be said to be behavioural as negative strategies may be used, such as ignoring a student's response while waiting for a pre-determined one.)</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Plato's five political systems are linear, and as the Wikipedia shows, connect to show how societies and civilizations decline. They are not, however, a loop; that is to say, Plato does not show how the final result of decay, tyranny, might necessarily lead back to Plato's perfect system, a philosopher-led aristocracy. Internet searches show a paucity of information about Plato's groundwork formation of Western government--which also surprises me. <em>What you find instead is lots of philosophic opinion.</em></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Philosophic opinions, even most conservative, universally agree that Plato was too hard on democracy, and that his perfect, or "just," society (or civilization) included no upward mobility and thus removed "free will." He provided Adam Smith with the "division of labour" structure that defined the Industrial Revolution. The Industrial Revolution, however, was revolutionary partly because it created a business management class that was separate from British royalty; royal estates, for instance, tended to be rural. It appears that Plato predicted, or helped create, a neo-aristocracy to replace the sometimes-violent aristocratic families that "took over" nations to pass control of them to princes and princesses. In this, Plato's neo-aristocracy parallels Confucius' public exam system that created the Mandarin class specifically to end nepotism. (It also describes the affluence of the communist party elite with its "aparat" bureaucracy, which is significant as Marxism is highly-dialectical, far more so than capitalism. (Interestingly, bureaucracies are dependent on "forms" for information collection and structure, and forms are the structure of Plato's thinking.) Both Plato nor Confucius supported the aristocracy with their dialectic structures--only the communists eliminated the aristocracy--by killing them. Communism is the only example of Plato's "philosophers as kings." Current communists use the word "oligarchy" to describe the gangsters who were able to grab industrial control during the Soviet downfall.) Just as Plato's ideal of a neo-aristocracy was confounded by his contemporary Alexander the Great, Confucius' Mandarin civil service was confounded by China's royally-appointed eunuch society that suppressed China's civil service over many dynasties until recent times. (Confucius might be described as a mix of Socrates and Plato, but his version of the teacher/student dialogue is described as a question-answer pair followed by homework.)</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">If one moves Plato's "philosophic aristocracy" to the oligarchic level, and replaces it with typical capital families, such as the Roman empire's families, then it makes more sense if viewed from the perspective of how things turned out after 2500 years of his influence. This makes me wonder if the <em>Republic </em>is, in fact, a dialectical deception designed to promote is desire for philosophic (or theosophic) control, such as we see in Roman Church under Thomas Aquinas, or current academia that "designs us" using dialectics and didactics in a mix that is now described as metacognitive programming. Also controlling our minds is the television (and other "media" including the Internet) which is clearly metacognitive in that uses endless examples of dialectic deception to get us to buy luxuries we don't need (to power the global-garbage economy), or food that is dangerous enough to kill us (such as fast food).</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">With respect to Plato's linear governments, I 'smell a rat." Given what aristocracy is--Plato personally experienced Alexander's father as king of Athens--it seems hard to believe that he would confuse an oligarchic "aparat" with aristocracy. Possibly, I believe, he may have designed his political system categorizations with a deliberate deception to eliminate his competition: aristocratic families with powerful kings who sought democracy--but, obviously, without anarchy. His deception is designed to make us think that democratic control has nothing to do with aristocracy, but, instead leverages tyranny. If you <em>do </em>extend his sequence of degeneration into a loop, then the tyrant who takes over during chaotic times necessarily becomes a "theosophic" aristocrat. This may have been what he desired (and apparently gets), but not what he wants us to think: dialectical deception. (I thought of other possibilities for this and noted them at the end.)</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Given that academia has such control over society and civilization, and that academicians are carefully filtered from the cream of the educated elite (in such a way that prevents the decay of its "aristocracy" into "timocracy" --and eventually democracy), it can easily hide the obvious historically-supported fact; that the education system descends from the original Academy's oligarchic society, preserves dialectic and didactic methods to suppress "free will" and is thus the opposite of democracy. However, a recent internet search using the word "oligarchy" in the context of "education" produced exactly four hits, and only one actually calls education oligarchic, but calls it "<em><strong>a </strong></em>oligarchy" rather than "<strong><em>an </em></strong>oligarchy." Oh my, the control is so complete such that only the poorly educated have a chance to be "in the know" (Working-class Hero, John Lennon). I have experienced it myself; my own "current dialectic" based on a study Harvard's influence over New York's Occupy movement was, and still is, banned by all my usual outlets, and I suspect it gets unrealistically low search engine ratings. Seriously, this implicates everybody; they ALL know. You can scream it in their faces and they will understand--but less so a rock to the head, that tends to halt comprehension (but not cognition, unless they black out, which, in a violent way, helps show that CBT in the context of the Socratic Method and metacognitive programming is pure BS).</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><em><strong>Afterthoughts about </strong></em><em><strong>Plato's </strong></em><em><strong>errors</strong></em>: Plato probably saw Alexander's father as an oligarch (as he "took over" Athens) and Alexander as the democrat (anarchist) who inherited it -- What is missing from Plato's sequence is that Aristotle (Plato's nemesis) was Alexander's tutor, and sent him to India (to make him "great") Aristotle was not innocent in this as he is said to have invented classical racism as part of A's education. If we want to further understand Plato's influences, this linear progression of decay can be theorized as a loop and thus "made correct," but the supporting hypothesis has to be "falsified" (Popper's best-known contribution).</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Also, Plato could not have predicted the influence his writing would have, especially over 2500 years. Perhaps this document merely shows oligarchy in terms of Alexander's father, and decay in terms of Alexander's democracy. Alexander's difficulties were Aristotle's fault, the attempted expansion of Greece into India was so stressful that it made it vulnerable to Spartan attack and destroyed his family. In the end, Aristotle got a "death sentence as Socrates did, but left town instead of drinking poison. (The "death sentence" oligarchic philosophers whine about was apparently nothing more than a very liberal "get out of town" ticket, and I doubt Socrates' hemlock was all that poisonous.)</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><i><b>Note about the dialectic/Socratic method and education</b>:</i> there is sometimes a perception of free will in education (but not in didactic) that defines perception as potential deception. There is no truth, but only perception, because the reality of education is a desire for the synthesis of specific ideas, usually within the scope of the individual professor's worldview.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><i><b>Liberation is personal</b></i>, it means "quieting the voices." Perception is what we see, and in the case of academic education it is dialectical -- reality is that the perception is a deception (either rational reduction or individual worldview and can cannot possibly "truth"). Going beyond the reality that the deception is in control of perception means escaping the dialectic, that is to say, escaping the metacogntive programming, or, quite realistically, "quieting the voices."</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Suppressing the "Current Dialectic: Occupy Critical Inquiry." </span><br />
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<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif;">OpEdNews was the first to, with long emails telling me how ignorant I am and telling me only Marx understood capital and the dialectic</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">DMOZ rejected it </span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Daily Koz eventually blocked my account over anti-socratic viewsbut not my discussion about Isreal, Aaron Beck, and Metacognition, which was attacked by "troll bashers"</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Wictionary "boss" deleted early drafts while pretending they didn't (breaking a good many wiki rules, and had to put it back)</span></li>
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Comments from FB draft release:<br />
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<a class="UFICommentActorName" data-mce-href="https://www.facebook.com/johnbessa" data-mce-style="color: #3b5998; cursor: pointer; text-decoration: none; font-weight: bold;" href="https://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> <span class="UFICommentBody"><span data-reactid=".r[5jbv1].[1][4][1]{comment524428770978952_524754207613075}.[0].{right}.[0].{left}.[0].[0].[0][3].[0].[0]"><span data-reactid=".r[5jbv1].[1][4][1]{comment524428770978952_524754207613075}.[0].{right}.[0].{left}.[0].[0].[0][3].[0].[0].[0]">all his thoughts, or forms, were in his head, Aristotle linked matter to observation, Plato was "making it up" but, using Socrates "information society," the Academy, was able to make it Western structure because the Academy survives today as Academia,</span></span><span data-reactid=".r[5jbv1].[1][4][1]{comment524428770978952_524754207613075}.[0].{right}.[0].{left}.[0].[0].[0][3].[0].[3]"><span data-reactid=".r[5jbv1].[1][4][1]{comment524428770978952_524754207613075}.[0].{right}.[0].{left}.[0].[0].[0][3].[0].[3].[0]"><span data-reactid=".r[5jbv1].[1][4][1]{comment524428770978952_524754207613075}.[0].{right}.[0].{left}.[0].[0].[0][3].[0].[3].[0].[0]">the information Control society -- it is all synthesis, where Democracy is demon-ized as chaos when, in fact, it is the original tribal-political system, not just Athens' highly-successful system. This is the point of Sophocles' Oedipus, which pre-dated Socrates and Plato: Oedipus became the barbarian from OVER-civilization suggesting that Greeks believed that civilization is decay itself, which is what activist Aboriginals believe.</span></span></span>,...<a class="SeeMoreLink fss" data-mce-href="https://www.facebook.com/groups/occupy.critical.inquiry/" data-mce-style="color: #3b5998; cursor: pointer; text-decoration: none; padding: 4px 12px 0px 3px; white-space: nowrap; font-size: 9px;" href="https://www.facebook.com/groups/occupy.critical.inquiry/" style="color: #3b5998; cursor: pointer; font-size: 9px; padding: 4px 12px 0px 3px; text-decoration: none; white-space: nowrap;">See More</a></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Given Britannia's post (from Korea), I wonder "what if there was no Academy? No Socrates, Plato, Aristotle? I think (as a phenomenologist) that the ("phenomic") result would be that an Academy would have been formed by others using similar techniques. Support for this comes from the Confucian school that was so far away from Greece and culturally so different (filial-societal rather than individualist-egotist) yet formed a very similar culture base with a dialogue method that is sometimes called dialectical with far-reaching effects--and even frustrations--that parallel the West.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Then there is the question of Alexander the Great whom Plato apparently trashes as a democratic (anarchistic) degenerate --is the Forum of Athens the real Western Civilization as a natural evolution of the natural society? The Aristocracy/Oligarchy is forced to accommodate natural society for fear of "cooking the goose that lays the golden eggs" even in the face of mechanization and now slavery-leveraging globalism. At what point society has nothing to lose, it rebels violently with bourgeois support--a phenomena successfully noted by communists and other rebels who used (and still use) the dialectic to trick into thinking revolution is socialist when it is, in fact, Platonic, and they, as counter-revolutionary </span><span style="font-family: Arial, Helvetica, sans-serif;">the middle class </span><span style="font-family: Arial, Helvetica, sans-serif;">bourgeoisie </span><span style="font-family: Arial, Helvetica, sans-serif;">democrats, are eventually all killed along with millions of peasants.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">If so, then, the great civilizer is in fact Alexander with his (hypothetical) attempt to pass power to the poor, perhaps by outlawing slavery (IF Stone's Trial of Socrates suggests this). If this is correct, then civilization (for lack, now, of a better word) is about reducing rules rather than by creating them--just as Jesus when he denounced slavery while attempting to moderate the Zealots of his time by reducing the Jewish rule-set from 750+ to a handful. He (the human rather than Son of God) could not have known he would create the most popular religion of all time using a message of Love, Forgiveness, and Fewer Rules: anarchism (which democracy in Plato's view). Likewise Sophocles' described Oedipus' over-civilization as his path to barbarism when he killed his father and raped his mother; Athens was done with the dialectic long before Socrates and Plato were born.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Interesting is that Athenian democracy was at sea for a time; after a particular defeat to Sparta, only the Athenian navy was remained democratic, which is another problem for Plato. Plato promotes his fascistic single-person control by saying every captain has to control the sailors when in fact, many successful vessels actually practised democracy including the famous Canadian racing-fishing schooner <i>Bluenose</i>.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><br />Wiki reference: <a data-mce-href="https://en.wikipedia.org/wiki/Plato's_five_regimes" data-mce-style="color: #3b5998; cursor: pointer; text-decoration: none;" href="https://en.wikipedia.org/wiki/Plato%27s_five_regimes" rel="nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">https://en.wikipedia.org/wiki/Plato's_five_regimes</a></span>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-4288166900018340752013-07-30T07:54:00.000-07:002013-08-01T07:45:40.709-07:00The Snowden Effect: Uncle Tom is DialecticalThe people of the United States worked hard to shed its racism over the past 20-30 yrs to elect a Black president --twice-- in the face of an oligarchic Republican party proved in its ability to steal elections. But, in the end we got a war criminal, and the biggest threat to the constitution since slavery in the NSA's covert PRISM operation.<br />
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This is how it is dialectic -- we thought we were implementing our chosen and self-decided group destiny, but we dialectically arrived at place with a person so it is as if Plato chose him. The instrument and vehicle of this deception was the Harvard University, MIT pair. Aaron Schwartz was another dialectic victim through the highly unethical influneces of ethical leader Lessing -- our true, "liberal/progressive" enemy (what do we do now? -- no place to go but within)<br />
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Below is a link to my notes, which I am attempting organize while updating based on this on-going, exceedingly important event that is becoming "phenomic"<br />
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<strong><a href="http://www.oddmuse.org/cgi-bin/oddmuse/John_Bessa">Link to Notes on Oddmuse (CLICK)</a></strong></h3>
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<b><i>About the notes</i></b> -- Searches on Snowden
inevitably lead to Aaron Schwartz, who killed himself during his
prosecution for attempting to "liberate" J-Store academica material. He
was mentored by Lessing, Harvard ethics leader -- perhaps the world
ethics leader. While a socratic link from Lessing to Schwartz's death is
hypothetical, the relationship adds yet another data point to the
greater hypothesis that academia exists largely to assure that
"revolutionary process" brings us right back to the point at which we
started, and the dialectic process develops seemingly self-appointed
mini-guards (from Aaron Beck), and now, perhaps even martyrs, such as
Schwartz. Here Lessing "chats" with Schwartz: <em>Schwartz is definitely underaged, and Lessing's body langauge cannot be mistaken.</em></div>
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<a class="pam shareText" href="http://www.oddmuse.org/cgi-bin/oddmuse/John_Bessa" style="color: #3b5998; cursor: pointer; display: block; min-height: 72px; padding: 8px 10px 10px; text-decoration: none;"><em style="background-color: white; color: #333333; font-size: 13px; line-height: 17px;">Lessing,
ethics leader counselling Aaron Schwartz who became a computer criminal
and then killed himself -- an example of the dialectic rationally
reducing the value of a child, that is to say purposing him for
Socratic, academic martyrdom</em></a></div>
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johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-58184563381162950312012-12-18T06:25:00.002-08:002012-12-18T07:36:04.540-08:00Change.org demonstrates how progress gets subverted every time!<br />
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="line-height: 17px;">Change.org, far more than any other entity, defines "the problem within the solution" that (I believe) keeps us in the "squirrel cage" of zero-progress. </span><span style="font-weight: normal; line-height: 17px;"> </span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">Thus it fits the original "inquiry question" about Occupy's purposes and effects on the world, but now from the perspective of capitalist materialism, rather than Marx's material dialectic, and Hegel's and Trotsky's anti-abstract, anti-science approach which dominated my research. I was initially disappointed that I could not could not show the dialectic as a phenomena by finding it on both the left and right-- now I can!</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">Thus, Change.org presents an unusual opportunity; corporations, as capital families, are highly private, but, because Change.org apparently leveraged a deception (identifying it as being Socratic) is continually forced to expose itself and its use of the dialectic method as I believe that all corporations use it. Change.org feels compelled to expose not just its operations, but the individual minds of its important staff--such as its president's and those of high-ranking staff members --they make their thoughts, and lies, public nearly everyday. </span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">In short (I think) I will keep editing this page as I learn more about them. Supporting material is presently </span><a href="http://www.facebook.com/pages/Boycott-changeorg/349706705127916" style="font-weight: normal; line-height: 17px;">stored on Facebook as "Boycott Change.org (CLICK)"</a><span style="font-weight: normal; line-height: 17px;"> -- perhaps I should call it "Occupy Change.org" -- perhaps I should! I am also certain this will attract attention to the importance of the "current dialectic" which is my one effort that seems to be largely ignored.</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">My recent writing about "defective domination" as evolutionary decline (<a href="http://www.opednews.com/Diary/Defect-by-John-Bessa-121215-990.html" target="_blank">on Op-Ed-News CLICK</a>) has gotten good reviews, and nothing but nothing defines defective dominance better than Change.org's CEO/founder Ben Rattay -- he, and his crew, are permanently on my radar for psych-social real-time material as they never stop contradicting themselves.</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">My short history w/ Change.org is based purely on "petition signer safety:"</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">I accidentally signed a petition and immediately asked them to remove my name (Sat). Monday, they replied that "that they apologize" that "that option is not available." To me this is entirely a safety issue, but for most, the problem of Change.org is that it leveraged progressive activists as a non-profit to position itself for multi-million dollar investments from "venture capital angel investors."</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">Others have attempted to remove their names for much the same reasons, and some have been threatened by the target recipients when the lists were delivered (mine has not yet been delivered).</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">CEO and founder Rattay admits that progress was never the goal, profits were. He defines defective dominance by a) defining a fraction of a cent of profit as more important than a person's safety, and misleading the public about it . </span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="font-weight: normal; line-height: 17px;">The organizations who use Change.org, such as Amnesty International, will not stop using it despite its being purely mercenary. This, in my view puts them in the same psychological and social categories that I am grouping as "defective dominance." Going further with this, Change.org needs to be stopped as it, more than any other entity, defines "the problem within the solution" that defines the critical inquiry into the dialectic that is occupy critical inquiry.</span></span></h5>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="line-height: 17px;"><b>Reference material:</b></span></span></div>
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<span style="color: #333333; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: small;"><span style="line-height: 17px;"><i>Click on images for sources</i></span></span></div>
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<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"></span></span></span></span></span></span></span></span></span><hr />
<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><br />Admitted deception by CEO Rattay: </span></span></span></span></span></span></span></span><ul>
<li><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;">"Change.org did not plan to reach out to its base of progressive users about the change" to a non-progressive business model</span></li>
<li><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;">"Rattray has also recently been meeting with a number of well-known venture capital firms"</span></li>
<li><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;">"Nothing
big was ever achieved by taking the safe option" while talking about
firings based on the shift from progressive to profit</span></li>
</ul>
<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><br /><a data-mce-href="http://www.huffingtonpost.com/2012/10/22/changeorg-corporate-gop-campaigns-internal-documents_n_1987985.html" href="http://www.huffingtonpost.com/2012/10/22/changeorg-corporate-gop-campaigns-internal-documents_n_1987985.html"><img alt="" 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" 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" /></a><br /></span></span></span></span></span></span><hr />
<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><br /><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;">Clay
Johnson, an author and expert on using social media for fundraising,
said he had “huge problems” with the Change.org model. “It’s dangerous
to monetize ‘change’ because there’s an economic incentive to
sensationalize."</span><br /><br /><a data-mce-href="http://philanthropy.com/blogs/philanthropytoday/opinion-is-profit-or-mission-key-to-change-org/48323" href="http://philanthropy.com/blogs/philanthropytoday/opinion-is-profit-or-mission-key-to-change-org/48323"><img alt="" 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" 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" /></a><br /></span></span></span></span></span><hr />
<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><br />Daily Kos author: <span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;">"The
only way this works for them financially is if they start hiring
campaigners to run conservative campaigns working counter to everything
we believe." (Acutally, Daily Kos seems suspicously pro-gun, hmmm...)</span><br /><a data-mce-href="http://www.dailykos.com/story/2012/10/23/1149092/-Change-org-sells-out-progressive-movement" href="http://www.dailykos.com/story/2012/10/23/1149092/-Change-org-sells-out-progressive-movement"><img alt="" data-mce-src="data:image/png;base64,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" 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" /></a><br /></span></span></span></span><hr />
<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;"><br /><span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="display: inline !important; float: none;">Ben
Rattray (Change.org CEO) said his firm is profitable and hopes to bring
in tens of millions of dollars in annual revenue within a few years"
making "money by running campaigns for advocacy groups such as Amnesty
International"</span><br /><br />Change.org creator Ben Rattray self-describes: <em>I had "no real ambitions beyond a career in investment banking"</em></span><br /><br /><img alt="" 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" 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" /></span></span><hr />
<span data-mce-style="color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 18px; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #ffffff; display: inline !important; float: none;" style="background-color: white; color: #333333; display: inline !important; float: none; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 18px;"><br />Ben
Rattray (Change.org CEO) said his firm is profitable and hopes to bring
in tens of millions of dollars in annual revenue within a few years"
making "money by running campaigns for advocacy groups such as Amnesty
International"</span><br /><br /><a data-mce-href="http://articles.washingtonpost.com/2012-01-23/business/35440863_1_online-petition-bank-fees-campaigns" href="http://articles.washingtonpost.com/2012-01-23/business/35440863_1_online-petition-bank-fees-campaigns"><img alt="" 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/></a><br /></div>
johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-31327455682537384652012-10-02T07:36:00.001-07:002012-10-02T10:55:41.459-07:00The Dialectic is not necessarily metacognitive: Dialectic experience in chruch<i>Note: this extends an<a href="http://occupy-critical-inquiry.blogspot.ca/2012/06/dialectic-at-church.html" target="_blank"> earlier "Dialectic in church" article</a>.</i><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">The relationship of dialectic to metacognition is a given, but the two are different, perhaps on different levels. As the dialectic is a component of education, you can find it in nearly every one who has experienced academic introjected education (from Carl Rogers, as opposed to experiential or constructive learning).</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">I experienced an example of the dialectic happening without metacognition in my favorite church near New Paltz, NY. It is a "church of prayer" where any attending have the opportunity to voice concerns so that the pastor can organize prayer around those concerns, which is highly empathic (and unusual for churches). </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">The most common concerns in these prayers are for sick or troubled family members, or those whom parishioners hear about in the community. Prayer also goes out to those in danger elsewhere such as soldiers, victims of war or natural disaster, and others in danger or the "line of fire," demonstrating the church's "distance" empathy.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Often I attempt to stretch the empathy to needs that go across society rather than people. Recently I learned of the power of music in education from studies that can directly correlate musical activity to higher brain functioning. Thus I formed a request to preserve or restore music in education. I knew this would be accepted as many parishoners are teachers, but the prayer request was altered dialectically in a way that shows the dialectic in those who are not metacognitive (that is to say living in a synthetic mind within their real mind).</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">When I introduced the request, I was certain to cite the study that inspired the request. However, Science is often suspect to the religious, and the pastor seemed to struggle a little when I mentioned the study, which I expected. However, unexpected was a change in the prayer context by the teaching members of the parish who started voicing personal concerns about education, most of which affected them directly.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Some where the burden of paperwork designed to offset benign corruption, others were about paychecks, firings, etc. Music was completely eliminated from the prayer format, and the prayer when towards the educational system, as an institution -- something I am personally opposed to as it is didactic and increasingly dialectical (through the introduction of metacognitive education).</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Thus we see an example of Hegel's thesis-antithesis-synthesis tripartite. The abstract concept, or thesis, that I introduced --that music empowers students apparently beyond any other "discipline"-- was not just reduced to a struggle for survival, but effectively "killed-off" in the antithetical phase. The synthesis that resulted from the antithesis was typical of synthesis: it revolved entirely around personal resource gain (from my <a href="http://en.wikiversity.org/wiki/Empathy_Model" target="_blank">empathy model</a>), and then moved towards the enhancement of the very system that is causing the problems in the first place. That is to say the dialectic/didactic institution that is killing off music for the youth (in many ways besides this particular one).</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Suffice to say that the actual described problem is trivial; I really don't care what the church prays about because my "worldview" is that it is the prayer itself, and especially in the group context (as Christ said it should be) that is so effective, and is supportable by neurological understanding. Further, the church group is in no way metacognitive -- they are founded in the current reality, support modern Science (and related teaching methods), and are decidedly anti-reactionary despite being conservative in many (rural) ways.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">The important thing here is that the "incident" shows that the dialect and metacognition are decidedly different, and from the experience I am beginning to abstractly sketch out (or hypothesize) that metacognition is on a more neurological level and the dialectic is on an interactive level. This is to say that metacognition (as a personal construct) can infect social interactions, especially if it is the "method" of state, which the dialect most certainly is--for 2500 years. It is certain, also, that the dialectic put Christ on the cross, and it may not have been a specifically Roman (and colonial) dialectic, but possibly the ancient Hebrew dialectic that we see in the death of Christ's own pastor, John the Baptist. Further, there is evidence that the Roman Centurions protected the early Christians (who where Jews, as was Christ) from the very angry Zealots, who were violently opposed to opening Judaism to the so-called gentile Greeks and Romans by removing the requirement for circumcision and by reducing the nearly 1K Hebrew religious laws to merely a handful focusing on loving self, others, and God.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Reference</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Cognitive Control in Auditory Working Memory Is Enhanced in Musicians</b> by Karen Johanne Pallesen, Elvira Brattico, Christopher J. Bailey, Antti Korvenoja, Juha Koivisto1 and Albert Gjedde Synno¨ve Carlson</span>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-33743851508415348002012-09-23T10:40:00.000-07:002012-09-23T11:13:56.186-07:00Current metacognition and the dialectic: A "FaceBook" interview<b>Introduction</b><br />
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The following is a conversation that takes a question and answer approach with a woman who "liked" occupy critical inquiry on FaceBook, and who happens to have a high-ranking executive position in a very large (and hated) consumer goods corporation.<br />
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John Bessa:<br />
thanks for "liking" occupy critical inquiry -- based on what I learned (and learned for my psych masters) I have extended the dialectic to metacognition, which is basically the same but different in subtle ways. Dialectic is 2-3 K yrs old, and metacognition is future "thought control" (seriously)<br />
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KBG:<br />
Hi John thanks for the invite to merge our worlds. 1 thing you should know about me is I'm a very simple thinker. By this I don't mean that I'm shallow but because I am aware of how the power of persuasion can alter my ability to perceive, I constantly challenge myself (and others) to understand our assumptions.<br />
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<h2>
Current metacognition and the dialectic</h2>
It is a pretty simple concept: the dialectic is the "method" of civilization which is the "process" of controlling society for the benefit of the wealthy (Socrates and Plato 500 BC), and ultimately communism (control w/o the wealthy, 1850-1990). Fortunately communism failed, but it will be back in another format, and that method will be metacognition, and the name will be the (soon-to-be-late Aaron Beck).<br />
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KBG:<br />
Are you familiar with this guy: Edgar Schein?<br />
http://en.m.wikipedia.org/wiki/Edgar_Schein#section_1.<br />
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He scares the shit out of me.<br />
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John Bessa:<br />
I think he did pop on the radar once for school in terms of group organization -- question is, is he dialectic? if so, in the trash. Is he anti-dialectic, if so he is an ally. I suspect that as an academic he follows the synthetic path and not the understanding of nature (the physic)<br />
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KBG:<br />
Can you explain that - synthetic versus nature? Ive never heard the term synthetic path so I want to make sure I understand it.<br />
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John Bessa:<br />
Path away from nature towards chemical substitutes, gives you cancer, destroys the whales. In economics, inflation outpaces growth making growth actually economic decline. The basis is the Hegelian dialectic:<br />
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<ol>
<li>a thesis (a good idea, or abstraction)</li>
<li>antithesis (good idea is attacked)</li>
<li>synthesis (outcome that reverses good idea)</li>
</ol>
<br />
<br />
So synthesis is really not a path but a method or process that is like a chemical process.<br />
<br />
KBG:<br />
Designed to destroy and destruct the natural?<br />
<br />
John Bessa:<br />
Synthesis processes nature for resources w/o concern for consequences -- including people, and I am specifically thinking about aboriginals who live in nature, or in balance with it. Synthesis reveals itself as native extermination, the extermination process belongs to people with a specific genetic signalling errors, like Hitler and Stalin (Hegelian followers).<br />
<br />
KBG:<br />
Yes, this describes Schein who believes management should use coercive persuasion to keep workers aligned with the goals of the Org. Schein was given free reign in the 70's to do psych experiments on prisoners.<br />
<br />
John Bessa:<br />
This makes Schein dialectic (cognitive) and didactic (behavioral); he probably got them to do what he wanted in exchange for cigarettes, then they went back to whatever they were doing before the study. I call that the negative behavioral feedback loop as, in this case, the prisoners create a metacognition to make the dialectic-didactic researcher think he/she is in control. The researcher then creates a metacognition from the feed back loop to help with the synthesis that is the civilization process.<br />
<br />
KBG:<br />
Yup.<br />
<br />
John Bessa:<br />
So I assume you don't like that guy.<br />
<br />
KBG:<br />
No. Not in the least.<br />
<br />
John Bessa:<br />
That is good. I have been working exclusively with empathy (as emotional communication) until occupy came along -- in a few months I had a name for the flip side to empathy, the dialectic, and saw it in revolution, which explains why we get nowhere each time.<br />
<br />
My cognitive behavioral therapy class (masters in psych) keyed me into metacognition as the new dialectic (I learned about the dialectic from the Occupy movement), and I have been finding subtle but important differences between metacognition and the dialectic. I believe metacognition will be the future battleground, but typically dialectics (now cognitivists) keep things hidden from the people, which is typical of academia. Academia tends to change meanings of words (often to opposites) to complicate issues, and is also able to charge amazing tuition for the material that they hold in monopolistic ways.<br />
<br />
KBG:<br />
At 1st I loved Schein because he is the only to understand that a separate culture exists for the Operations level in Manufacturing {my employment}, then I realized his goal is to exterminate my free will.<br />
<br />
John Bessa:<br />
Metacognition is already "naturally" in place as maladaptions to life's stresses, such as the use of "sliver linings" to make one feel better or rationalize past mistakes -- little white lies we tell ourselves, really minor cases. Television, and similar media, is the major case -- total synthesis, pure didactic and dialectic, and increasingly purely metacognitive. It seems your work environment is precisely Plato's republic:<br />
<br />
<ul>
<li>executive class,</li>
<li>enforcement class, and</li>
<li>workers </li>
</ul>
<br />
<br />
In Plato's republic, only workers have fully functioning ~natural~ minds, which explains mind control. The two top parts of his (and our) pyramid is un-empathic and hence sadistic (psychotic, asperger-ed, and often schizophrenic).<br />
<br />
The bottom portion, or workers, typically suffer from trauma, though many are dialectic themselves and attack meaningful change as "abstract" (from Hegel and Trotsky).<br />
<br />
I am hypothesizing that Plato's Republic might have come to Greece from the Pharaoh's influence on the Israelites when they were Egyptian slaves; the concept then spread through the Middle East to Athens. Natural growth, as an extension of guiding evolution, tends to be democratic. Aboriginal democracy is always find it circles, such as that tribal council circles that are ubiquitous for North American natives.<br />
<br />
I am hypothesizing that three DNA signalling errors are governing synthesis (as it is counter-evolutionary):<br />
are probably the three DNA signalling errors:<br />
<br />
<ol>
<li>aspergers</li>
<li>psychosis</li>
<li>schizophrenia</li>
</ol>
<br />
<br />
The first two lead to trauma in others -- combine them and you have a sociopath. Schizophrenia is harmless by itself, but creates intense problems when combined with the other two (eg. Caligula).<br />
<br />
The forth category of illness results from aspergers and psychosis, which together create sociopathy or psychopathy (depending on the context). I think that in PTSD, the neurons that act as sensory inhibitors, especially for fear, get fried from too much cycling. Drugs such as cocaine and meth have the same effect as fat (white matter that is an electrical insulator) melts off the neurons from too much heat making them slower and thus less effective for the brain's important (and ancient) modelling processes.<br />
<br />
KBG:<br />
I am curious to know more: specifically how to recognize and resist.<br />
<br />
John Bessa:<br />
Resist what?<br />
<br />
KBG:<br />
Mind fuck, believing the dialect.<br />
<br />
John Bessa:<br />
It is a metacognition, which is in the front part of the brain, reality, or consciousness is in the deep part of the brain -- the two are connected by pathways that include empathic neurons.<br />
<br />
Ask yourself (as Carl Rogers might): "what does your true natural self believe?" Get away for a few days and the cognitive "voices" (TV, work, family, sales people, bosses, dialectic sub-workers) will quiet down and your natural voice will emerge from within, as a sort of personal mythical self (from CG Jung). <br />
<br />
However, when "resisting," keep in mind that the "revolution" is dialectic and that the low-end dialectics strictly attack the abstract (which is thesis or any new ideas) to create the antithesis (attacks against good ideas to create stupid ideas) to prevent evolution (with synthesis). The process is pretty simple if you think about it and very common. It is everywhere -- metacognition is more general than the dialectic (especially Hegelian) and can sometimes be quite different as it involves large chunks of information that have been injected as small pieces on a minute-by-minute basis by media, teachers, bosses, etc. <br />
<br />
The fear that all this information causes by replacing naturally derived experiential information (from Carl Rogers) is able to repress the conscientiousness (ancient and inner part of the mind) to convert it into an unconscious that is as disturbed as the dialectics' are making us brain dead, and much like them. <br />
<br />
The current strategy involves attacking the abstract as the Hegelian dialect (1800s) that was reinforced by Marx and Engels (to fight Utopian socialist worker ideals) and made "real" by Trotsky in the 20th century as Soviet communism.<br />
<br />
This is was a big turning point for me because I always believed that Trotsky is held as the "good" and "true" communist, who was victimized by the traitor Stalin -- but not so. He and Stalin were on the same page, there combat is consistent with dialectical behavior, as dialecticians tend to be egotistic. If the dialectic is threatened, however, then dalecticians tend to bond to fight the threat, while conspiring against each other. This behavior is also typical of capitalists (such as we read about in the New York Times business section) and provides evidence (along with Plato's republic) that capital is dialectic, because it is not specifically described as such by Adam Smith, for instance. (Smith, however, influenced Hegel's economic views.)<br />
<br />
Understanding Trotsky was the big leap for me, as suddenly, all that I had been told about the Left and revolution during my time on the streets (of the Lower East Side [LES] of Manhattan during the homeless crisis of the 80s) was lie, not just some of it: an ancient and well-organized metacognitive plan that even included Emma Goldman, the founding LES anarchist.<br />
The plan dates back to 2500 BC and, as dialectically designed, is able to keep adapting to attempts to put humanity back on an evolutionary path. The final adaption is apparently and independent metacognition strategy that will combine the mass-teaching strengths of the didactic (which can be subverted by the negative behavioral loops that the prisoners probably used to confound Shein's research). So the upcoming metacognitive thought control strategies will be different, and I hope to popularize these differences before they get into full swing which should be in upcoming decades: 2040-50. Science fiction seems to accurately describe metacognitive societies, such as Orwell's 1984, yet we, as society, fail to make the connections perhaps because of the strength of
metacognitive efforts.<br />
<br />
It is being predicted by various studies that by 2050 we, humanity, will be experiencing mass starvation resulting form over population, resource depletion, and atmospheric warming (Dalhousie University studies, and others). Continuing the processes which are causing these problems will require metacognition, and the process itself goes back to the initial purpose synthesis, which is to which is to enable aristocrats and empires to process (other people's) resources for the purposes of becoming wealthy and further building empires.<br />
<br />
KBG:<br />
I think Im getting close to being on the verge of "getting it"(maybe..lol)...Occupy is part of the dialect because its the antithesis to the original thesis which is essentially to keep the Rich rich so in effect has no affect because its still the same mind fuck game.?<br />
<br />
Is Anarchy the antithesis to the Occupy thesis OR is it outside the boundaries of the "game"?<br />
<br />
John Bessa:<br />
That was my very thought when I first looked at revolution and antithesis; it would seem that antithesis, as the "Hegellian" a struggle that Trotsky describes, would be the attack of the "thesis" that is civilization. In fact, it would make a lot of sense, and could show that revolutionary activity is beneficial. But that is not what is happening at all. First, anarchy is poorly defined; it can be socialistic and hence prone to communist take-over, or it can be individualistic, egotistic, and hence capitalistic. Or it can be completely discordian, having no social effect at all. It's anti-thetical nature seems to be so destructive as to prevent synthesis, but as it lacks a foundation of abstract (or thetical) structures, it fails to restore the natural evolutionary path that Kropotkin, for instance, apparently hoped it would when he reinforced Darwin's ideas with Mutual Aid.<br />
<br />
<br />
As I live in the "sticks," I don't meet many occupiers face-to-face. The last occupier that I talked to made no attempt to hide his dialectic, and made absolutely no attempt to comprehend the good advice I was giving him (to avoid the dialectic), so my present position is "fuck occupy" as it is apparently purely dialectical. This occupier openly supported Neitze and the "ubermensch," or "superman."<br />
<br />
KBG:<br />
So how does one throw a monkey wrench into the metacognitive process to prevent thought control? Are you familiar with Jacques Ellul? http://www.jesusradicals.com/theology/jacques-ellul/ A friend posted this on FB this morning. Let me know what you think... http://www.medicalnewstoday.com/releases/250493.php<br />
<br />
John Bessa:<br />
In the cognitive article you provide, the authors write that "rejecting information actually requires cognitive effort." In response to this, the way that I am writing about metacognition is that there is a "soft" mind inside the "hard," or real mind mind (which is the brain). The soft mind is like a computer software emulation which makes other software think it is hardware. So, in other words, the metacognition resides in the "current control" or "executive function" section of the brain (also called working memory) as a type of mind which is independent form the brain (and its consciousness) and thus does not access natural morality (from Darwin's evolution) but instead control directives, such as ethics, laws, and perhaps metacognitive or didactic "guilt routines" that are interjected from the outside. These are often shared experiences that are not experiences at all, but metacognitions (that are synthetic by definition).<br />
<br />
KBG:<br />
If I understand what your saying about metacognition, our cognitive process can be manipulated til the point we accept 'truths' about 'reality and we become zombie lab rats who will respond in expected ways. If so is there a way now to fight fire with fire and use the cognitive response to resist allowing future control to occur?<br />
<br />
John Bessa:<br />
I think they ARE manipulated every single minute of every day so that we have a synthetic conception that suggests that the end result of synthesis, which is the cooking of the planet through global warming (in parallel with population explosion that is part of economic growth is simply an evolutionary effect of humanity.<br />
<br />
The way to get away from the metacognitive process (the dialectic) is to get out to the woods, let the metacognitive voices quiet down (especially NPR or other "liberal" sources for us) and resume the natural (evolutionary) path allowing our senses (including common sense) to guide our intellect.<br />
<br />
So when I tell dialectics that I am an "EVOlutionary," I imagine they should get really nervous, because evolution, by extending Darwin, should, through natural selection, remove the mental illnesses that cause dialectical behaviors from future generations (such as in Stalin, Hitler, and Mao had). The anti-Darwin social Darwinists saw this, as did the various churches, and have been thus working (sometimes together) to create a metacognitive form of evolution to replace the natural, empathic one validate synthesis and civilization.<br />
<br />
As an aside, the "traditional" view of psychology-psychiatry comes to us from (one of the) Aristotle(s). This gives IQ as the primary intellectual function (because it can be measured empirically with an IQ test and only tests cognition and not consciousness and related creative functions), emotion as psychosis (rather than emotional intelligence) because emotion causes irrationality, and schizophrenia as creativity, because random disconnected signals from the brain (hallucinations) are the creative process.<br />
<br />
In the dialectical view only, Uncontrolled emotion and hallucinations are the only liberating forces. I consider this a pretty neat control strategy. I also see it as core to dialectical control as an easy way to say that normal rebelling people are crazy, and thus crazy people should be in control of rebellious change--dialectics. This way, any threat to the oligarchy can be put in an insane asylum while being described as a contributing part of the process. This is precisely how that Soviet Union reacted to serious dissent. <br />
<br />
(Nonetheless, it is important to note that the genius of the dialectic is that it encourages its students (or other victims) to seek alternatives [that have been pre-described] that that students will reach conclusions on their own that are precisely what the teacher, or dialectician, wanted them to reach, but the students have been deceived into thinking they reached these conclusions on their own. If they fail to reach the predetermined goal, then a search for more alternatives are encouraged (until the predetermined "alternative" is chosen. This also describes metacognitive education, but in metacognitive education, the student will probably be failed as in didactic "behavioral" education. Metacognitive education intends to leverage computers systems such as the "Moodle" education web system.")<br />
<br />
The idea that schizophrenia and psychosis are the sole creative forces that are also forms of mental illness strongly suggests that psychiatry and psychology are dominated by mental illness that is neither of these two. It suggests that psychology-psychiatry has been historically (and probably still is) dominated by the third DNS signaling error disease: aspergers. Aspergers is defined as "no emotional interrelation." The cause of it is a disconnection from the control part of the brain (prefrontal cortex) from the consciousness parts of the brain because of missing connecting neurons, or simply dead consciousness. (It is also considered to be the core of autism, or high-functioning autism; this is a concept I have fought partly because of the official metacognition of autism as I learned it in an autism institution. I now accept it as I have seen autistic behaviors and physical markers in people who are unquestionably cruel.)<br />
<br />
In society dominated by this type of person (aspergers), which would be civilized society (aspergers empire), then the only true escape from metacognition (the norm) is, in fact, schizophrenia because schizophrenia allows mental signalling in the form of hallucinations that cannot be controlled dialectically, meaning cognitively --or didactically, meaning behaviorally. (Hans Eysenck, the creativity and intelligence expert, still promotes this schizophrenia/creativity idea, has many younger followers. He also helps preserves Aristotle's personality theories based on "colored biles.") So, in civilized dialectical society, only the crazy are free being either psychotic or schizophrenic. Missing, of course, is the normal human who is chafing under control that is often traumatic-- and, of course, media broadcasted and educational metacognitions.<br />
<br />
What we have instead is the "normalized" human, which is an important statistical, empirical mathematical function which, in short, means moving the bell curve that statistically describes normality to fit eccentric data. Thus eccentricity becomes normality, and as it happens, Catholic education is specifically called "normal" but is anything but natural. And of course, "Mother Mary sightings" (or Elvis for that matter) are considered messages from Heaven.<br />
<br />
As an aside, statistical normalization is usually applied with respect to ethnic diversity which means both native-ness (aboriginals) and immigration with the norm being capitalized, civilized (normal) society, which in the metacognitive model is itself eccentric as it is metacognitive.<br />
<br />johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-24702523922121719332012-08-07T07:29:00.000-07:002015-05-15T16:13:24.042-07:00Dialectic in the current context<div class="mw-content-ltr" dir="ltr" id="mw-content-text">
<b><a href="http://beta.wikiversity.org/wiki/User:John_Bessa/Dialectic" target="_blank">This text can be found in wiki format on the beta wikiversity (CLICK)</a></b><br />
where it resides as a "work in progress"<br />
<br />
<br />
<h3>
<b>Hegel's "invisible hand" reinforced the 2500 years of dialectic synthesis that apparently defines the current situation--despite Hegel's reversal.</b></h3>
<span style="background-color: white;">I came to the topic of the Dialectic by studying the behavior of the Occupy movement--not through philosophy. By searching for material intending to define how Occupy is behaving, I found philosophical and political references that plausibly describe it better than does conflicting current analysis. I am attempting to let my references me lead the direction of the article, rather than use it to impose my own world-view (which is socio- and psychological, that is to say, experiential).</span><br />
<span style="background-color: white;"><br /></span>
The title is suggestive of Adam Smith's "invisible hand," which he said to symbolize economic market forces, but unlike Adam's intangible force, Georg Wilhelm Friedrich Hegel's influence is, with practice, instantly recognizable and his life's path symbolizes philosophic forces that are as important now as ever--the rebirth of a philosophic spirituality within the most rational minds. As it happens, Hegel considered himself an economist as well as a philosopher, and he was apparently highly influenced by Smith. Smith, however, never mentioned the Dialectic and his use of it can only be inferred indirectly.<br />
<br />
The key point with respect to the Dialectic is that Hegel first crystallized it (2500 or more years after it was initially defined) and then reversed his harsh interpretation of it (that was in line with Plato) by infusing spiritually-based Geist. Shortly thereafter Marx and Engels worked to restore Plato's original harshness which was later confirmed by Trotsky. With its "antithesis" component, the Dialectic often includes negativity that manifests as angered conflict. Hegel and Trotsky express this (with apparently irrationally) as anger for Aristotle's Syllogism (the basis for empirical experimentation) and, in so doin,g "trashed" our most refined of abilities: the power to abstract. This most likely hurt the Soviet Union greatly, and accounted for its "backwardness." Many suggest that this anti-abstract, antithetical anger hurts us now (possibly partially as an influence of communism manifesting as globalism, though combined, of course, with standard university teaching) by diminishing our ability to abstract or "imagine" a person-oriented and humane existence--as John Lennon suggested we should do in his song <i>Imagine</i>.<br />
<br />
I cite the references as exact (or slightly-paraphrased) quotes, and I also provide two current and real-life examples of the Dialectic process provided by Occupy movement "occupiers." This includes an attempt to "manage" occupy protests using a thesis-antitheses-synthesis "looping" model by Occupy's Lisa Fithian, and a related anonymous example that reinforces Fithian's attempt with an example of antithetical anger in the classical vein that attacks the humanistic concept of self-actualization in the group context.<br />
<table class="toc zeroBorder" id="toc"><tbody>
<tr><td><h2>
Contents</h2>
<ul>
<li class="toclevel-1 tocsection-1"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#The_Death_of_Spirit" target="_self"><span class="tocnumber">1</span> <span class="toctext">The Death of Spirit</span></a></li>
<ul>
<li class="toclevel-2 tocsection-2"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Menos" target="_self"><span class="tocnumber">1.1</span> <span class="toctext">Menos</span></a></li>
<li class="toclevel-2 tocsection-3"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Hegel_clarifies_the_Dialectic" target="_self"><span class="tocnumber">1.2</span> <span class="toctext">Hegel clarifies the Dialectic</span></a></li>
<li class="toclevel-2 tocsection-4"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Marx_and_Engels_restore_Plato.27s_meaning" target="_self"><span class="tocnumber">1.3</span> <span class="toctext">Marx and Engels restore Plato's meaning</span></a></li>
<li class="toclevel-2 tocsection-5"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Trotsky_and_Hegel_call_the_.22abstract.22_vulgar" target="_self"><span class="tocnumber">1.4</span> <span class="toctext">Trotsky and Hegel call the "abstract" vulgar</span></a></li>
<li class="toclevel-2 tocsection-6"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Attack_against_the_.22abstract.22" target="_self"><span class="tocnumber">1.5</span> <span class="toctext">Attack against the "abstract"</span></a></li>
<li class="toclevel-2 tocsection-7"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Hegel_reverses_his_Dialectic" target="_self"><span class="tocnumber">1.6</span> <span class="toctext">Hegel reverses his Dialectic</span></a></li>
<li class="toclevel-2 tocsection-8"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Dialectic_and_homeostasis" target="_self"><span class="tocnumber">1.7</span> <span class="toctext">Dialectic and homeostasis</span></a></li>
<li class="toclevel-2 tocsection-9"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Hegel_is_innocent" target="_self"><span class="tocnumber">1.8</span> <span class="toctext">Hegel is innocent</span></a></li>
<li class="toclevel-2 tocsection-10"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#What_have_we_learned.3F" target="_self"><span class="tocnumber">1.9</span> <span class="toctext">What have we learned?</span></a></li>
</ul>
<li class="toclevel-1 tocsection-11"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Occupy.27s_Fithian_and_Occupy_Chappell:_Current_examples" target="_self"><span class="tocnumber">2</span> <span class="toctext">Occupy's Fithian and Occupy Chappell: Current examples</span></a></li>
<ul>
<li class="toclevel-2 tocsection-12"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Fithian.27s_consensus_process_in_comparison_to_Dialectic_Behavior_Therapy" target="_self"><span class="tocnumber">2.1</span> <span class="toctext">Fithian's consensus process in comparison to Dialectic Behavior Therapy</span></a></li>
<li class="toclevel-2 tocsection-13"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Occupy_Chappell.27s_synthesis_through_struggle" target="_self"><span class="tocnumber">2.2</span> <span class="toctext">Occupy Chappell's synthesis through struggle</span></a></li>
<li class="toclevel-2 tocsection-14"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Occupy.27s_negative_Dialectic" target="_self"><span class="tocnumber">2.3</span> <span class="toctext">Occupy's negative Dialectic</span></a></li>
<li class="toclevel-2 tocsection-15"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Identifying_components_of_Fithian.27s_process_in_classical_terms" target="_self"><span class="tocnumber">2.4</span> <span class="toctext">Identifying components of Fithian's process in classical terms</span></a></li>
<li class="toclevel-2 tocsection-16"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#How_Fithian.27s_and_Occupy_Chappell.27s_processes_help_define_the_current_Dialectic" target="_self"><span class="tocnumber">2.5</span> <span class="toctext">How Fithian's and Occupy Chappell's processes help define the current Dialectic</span></a></li>
</ul>
<li class="toclevel-1 tocsection-17"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Mediated_citations" target="_self"><span class="tocnumber">3</span> <span class="toctext">Mediated citations</span></a></li>
<ul>
<li class="toclevel-2 tocsection-18"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Plato" target="_self"><span class="tocnumber">3.1</span> <span class="toctext">Plato</span></a></li>
<li class="toclevel-2 tocsection-19"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Dialectical_materialism" target="_self"><span class="tocnumber">3.2</span> <span class="toctext">Dialectical materialism</span></a></li>
<li class="toclevel-2 tocsection-20"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Trotsky" target="_self"><span class="tocnumber">3.3</span> <span class="toctext">Trotsky</span></a></li>
<li class="toclevel-2 tocsection-21"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Jordan" target="_self"><span class="tocnumber">3.4</span> <span class="toctext">Jordan</span></a></li>
<li class="toclevel-2 tocsection-22"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Adorno" target="_self"><span class="tocnumber">3.5</span> <span class="toctext">Adorno</span></a></li>
<li class="toclevel-2 tocsection-23"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Kojeve" target="_self"><span class="tocnumber">3.6</span> <span class="toctext">Kojeve</span></a></li>
<li class="toclevel-2 tocsection-24"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Hegel" target="_self"><span class="tocnumber">3.7</span> <span class="toctext">Hegel</span></a></li>
<li class="toclevel-2 tocsection-25"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Fithian" target="_self"><span class="tocnumber">3.8</span> <span class="toctext">Fithian</span></a></li>
<li class="toclevel-2 tocsection-26"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Occupy_Chappell" target="_self"><span class="tocnumber">3.9</span> <span class="toctext">Occupy Chappell</span></a></li>
</ul>
<li class="toclevel-1 tocsection-27"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Future_Research" target="_self"><span class="tocnumber">4</span> <span class="toctext">Future Research</span></a></li>
<ul>
<li class="toclevel-2 tocsection-28"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#A_working_hypothesis_was_confirmed_and_the_agent_identified--but_coming_from_an_unexpected_actor" target="_self"><span class="tocnumber">4.1</span> <span class="toctext">A working hypothesis was confirmed and the agent identified--but coming from an unexpected actor</span></a></li>
<li class="toclevel-2 tocsection-29"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Dialectic_process_is_linked_to_didactic_method" target="_self"><span class="tocnumber">4.2</span> <span class="toctext">Dialectic process is linked to didactic method</span></a></li>
<li class="toclevel-2 tocsection-30"><a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Pulling_the_struggle_from_thesis.2Fantithesis_to_modelling_vs._processing" target="_self"><span class="tocnumber">4.3</span> <span class="toctext">Pulling the struggle from thesis/antithesis to modelling vs. processing</span></a></li>
</ul>
</ul>
</td></tr>
</tbody></table>
<h1>
<span class="mw-headline" id="The_Death_of_Spirit">The Death of Spirit</span></h1>
<h3>
<span class="mw-headline" id="Menos">Menos</span></h3>
An important word that influences my thinking is the Greek and Proto-Indu-European (PIE) word <i>menos</i> which means sense, spirit, enlightenment, and mythological strength ranging universally across the prehistorical PIE borders from India to Ireland (<a class="external text" href="http://indo-european.info/dictionary-translator/translate/English/Indo-European/?q=sense" rel="nofollow">Ref</a>). With Greek <i>logos</i>, or language, it was humanity's comprehensive meaning, and hence morality. During ancient times, it virtually disappeared from texts, and did not reappear until recent centuries, first as German <i>Geist</i>. Plato, generally agreed to be the founder of Western Civilization with Socrates and Aristotle, dismissed even the of "menos" as inspiration for new knowledge by hypothesizing through the Socratic dialog of Menos, or the paradox of Meno's slave, that knowledge is pre-experienced and it is accessed it through reincarnation--there is no inspiration, according to Plato . He "proved" this through the dialectic. (<a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Plato" target="_self" title="User:John Bessa/Dialectic">Ref</a>)<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Hegel_clarifies_the_Dialectic">Hegel clarifies the Dialectic</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=3" title="Edit section: Hegel clarifies the Dialectic"></a></h2>
All else in Socrates and Plato is purely rational in that it relies on highly-reduced subsets of math and objective-orientation, and <i>menos</i> may have been likewise "rationally-reduced" in this dialog to eliminate basic human inspiration (what is presently thought of as "white matter" functionality <a class="external text" href="http://en.wikipedia.org/wiki/White_matter#Function">Ref</a>) possibly to prevent competition from the democratic philosophers whom Plato and fellow oligarchs opposed. Thus, the next generation of the Dialectic, through the original Academy, developed into the dry, simple-calculating, format of Aristotle's Syllogism to ultimately dominate Western thought as rational reduction and to define empirical science in its limited experimental scope (<a class="external text" href="http://books.google.ca/books?id=ZjUokCAyT4cC&pg=PA163&dq=aristotle+plato+matter+dialectical+metaphysics+Syllogism+empirical&hl=en&sa=X&ei=IASkT-HeIPDRiAKfxo3AAw&redir_esc=y#v=onepage&q=aristotle%20plato%20matter%20dialectical%20metaphysics%20Syllogism%20empirical&f=false" rel="nofollow">Ref</a>).. In recent centuries the Dialectic was ultimately clarified in the 1800s by Hegel and others in the tripartite of "abstract understanding, negative rationalism, and rational speculation" (whicn is similar to "thesis, antithesis, synthesis"). Just as Hegel was finalizing the Dialectic, he and Husserl moved in an opposite direction by restoring "Geist," or spirituality, to the philosophic equation to effectively reintroduced the ancient and lost "menos" (<a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Hegel" target="_self" title="User:John Bessa/Dialectic">Ref</a>).<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Marx_and_Engels_restore_Plato.27s_meaning">Marx and Engels restore Plato's meaning</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=4" title="Edit section: Marx and Engels restore Plato's meaning"></a></h2>
Marx took much from Hegel and, with Engels, established the "material dialectic" (without actually naming it) as basic communism by removing Geist, or "menos". In reaction to the prevailing utopian socialism of the mid-1800s which was abstracted and idealistic, they deliberately removed Geist to create an atheistic restoration of Plato's anti-sentimentality that effectively eliminated important inspirations for social progress, such as the reality of worker alienation, and, apparently, inspiration itself as menos (<a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Trotsky" target="_self">Ref</a>).<br />
In the "historical dialect" they defined the worker himself as the product of production itself in parallel with similar ideas that the person is purely the product of external effects (<a href="http://www.blogger.com/blogger.g?blogID=1905688652183283839#Dialectical_materialism" target="_self">Ref</a>). They restored both Plato's Dialectic (by removing Geist from Hegel's work) and his republic (that negated self-determination for normal people as well as non-oligarchic philosophers) to their 2500 year-old formats with the "material" and "historical dialectics" that remained the basis of communism until its end in recent decades.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Trotsky_and_Hegel_call_the_.22abstract.22_vulgar">Trotsky and Hegel call the "abstract" vulgar</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=5" title="Edit section: Trotsky and Hegel call the "abstract" vulgar"></a></h2>
The communists attacked Aristotle's Syllogism as it was inadequate for communist thought because, according to Trotsky, the material dialectic must take into consideration time and place, where as the Syllogism was more about empirical measurement (and 23-2400 years old). Trotsky described that a pound of sugar is not empirically sugar, but its "quantity" converts into "real quality" under differing circumstances, such as "where it is from," or "has it been tainted?"<br />
In his writing about the Dialectic, Trotsky also evoked Hegel's "angry, conflicting, Being" that, through it's negativity of antithesis, denied the possibility of scientific phenomena as scientific experience is a "vulgar" pseudo-experience that is not derived from reality, but instead from abstracted ideas that he viewed necessarily as nonsense. Through Hegel, Trotsky simultaneously smashed the Syllogism even though it was the math that helped define the Dialectic's rational reductive thought process of empirical science. Simultaneously, he confirmed Hegel's development of Didactic truth-deriving loops of antithetical conflict as a basis of communist thought. By depriving Dialectic thought of its mathematical rationality, he (and other communists) denied for communism the possibility of our current use of abstraction that uses real material and experiences to construct scientific models, or whole system models. In so doing, he even deprived the Soviets of their abstract art known at time as Constructivist.<br />
Trotsky and the other communists, and especially Stalin, failed to see that objective models such as Gestalt were becoming abstracted objects for many aspects of life or for life itself, such as in the context of therapy. These models would eventually become the basis for whole systems modeling ideas that are central to every sophisticated project ranging from emotional functionality to weather forecasting (as examples). Trotsky would have hypocritically called his humanistic contemporaries, such as the person-oriented Carl Rogers, "vulgar" even though they were creating "evolutional" models for every thinking organism's personal self-actualization. This is now the model that all current therapists use (or should use) to empower even the sickest with <i>genuine self-dictatorship of the proletariat</i>.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Attack_against_the_.22abstract.22">Attack against the "abstract"</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=6" title="Edit section: Attack against the "abstract""></a></h2>
Hegel, Trotsky, and the communists confused advanced abstract organization techniques with the basic empirical definitions and deductions methods that defined empirical reasoning (and science) that are the basis of Socrate's, Plato's, and Aristotle's Dialectic. They apparently intended to attack empiricism, but instead unnecessarily deprived communism of inspiration and the ability to evolve--perhaps as a bi-product of their hatred of Utopian socialism. Had they successfully attacked empiricism, they would, of course, have negated the Dialectic, which would have left them with Geist--a communist impossibility.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Hegel_reverses_his_Dialectic">Hegel reverses his Dialectic</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=7" title="Edit section: Hegel reverses his Dialectic"></a></h2>
To Hegel's emmense credit, his Dialectic was ultimately influenced and ultimately eroded by collaboration with Husserl to create phenomenology, and philosophers such as Kierkegaard and Hume further advanced with ideas of experience and objectivity ultimately paving the way for ideas such as fields of perception, experience and the process of symbolization. This is the basis of our current conceptions of self, other, and the universe. Adam Smith stole a small portion of objectivity from Scotland's Hume to set a track of capitalization ideas that we see in Ayn Rand's objectivity, which is libertarian and property-oriented. Smith's objectivity, as it is economic and anti-humanistic, then seems to parallel Marx's and Engel's (and ultimately Stalin's) Dialectics. The communist dialectic must have been Mao's objectivity as well, as communism's underlying theories were nothing if not dogmatic. This suggests that there is a single university-defined paradigm (to occupy) based purely on Plato's Dialectic as it was restored by the communists.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Dialectic_and_homeostasis">Dialectic and homeostasis</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=8" title="Edit section: Dialectic and homeostasis"></a></h2>
This writing attempts to show how Hegel's dialectic contributed to Soviet's progress-killing homeostasis that ultimately resulted in its downfall (though the Soviets competed in space travel to the end). A parallel homeostasis exists now in globalism where technology gets superficially "fancier" (cameras shrink and websites become more complicated), but there is no improvement in content's "spiritual" meaning (or menos). What passes for today's popular culture is actually decades-old, and long predates the the fall of communism and rise of globalism; rock and roll and rap music were products of the "free" and spiritual period following the 60s revolution. For the seemingly brief decade of he 1990s, America was momentarily able to do "good" again, and emerged as a beneficial world leader in information sharing technology. But, this rise sadly reversed itself with collapse known notoriously as the "dot com" financial bubble. I can almost see Hegel's or Trotsky's cynical "Being" as an "invisible hand" of antithetical negativity smashing down those deluded idealists whose genuinely-constructed or generously-supported information abstractions momentarily gave the World reason for hope in capital and technology.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Hegel_is_innocent">Hegel is innocent</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=9" title="Edit section: Hegel is innocent"></a></h2>
I am unfairly blaming Hegel for all our problems, because as soon as he had successfully crystallized Plato's Dialectic (for the final time), he moved with Husserl in the opposite direction to restore menos to philosophy with Geist; that is, to make it democratic again after 2400 years of oligarchic suppression. By Geist, Hegel meant "actualizing" (or struggling for) freedom, literally a revolutionary concept in a tripartite of psychology, social interaction, and society. While Marx and Engels were Hegel's contemporaries, Lenin, Trotsky, and Stalin were not--Hegel and long discarded the Platonic/Socratic Dialect and died when his Didactic crystallization of "synthesis through conflict" was revived and sealed in the form of the World Communism.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="What_have_we_learned.3F">What have we learned?</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=10" title="Edit section: What have we learned?"></a></h2>
Finding living persons to blame for the cyclically reinforced homeostasis of the Dialectic challenging, but a new character profile has emerged. This is someone whose dialectic nature attacks new thought cynically and obsessively as though the ghost of Plato. This character can be used as an identifying criterion.<br />
<br />
<h2>
<span style="background-color: white;"><span style="font-size: large;">Occupy's Fithian and Occupy Chappell: Current examples</span></span></h2>
<h1><a name="fithian"></a>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=11" title="Edit section: Occupy's Fithian and Occupy Chappell: Current examples"></a></h1>
<h3>
<span class="mw-headline" id="Fithian.27s_consensus_process_in_comparison_to_Dialectic_Behavior_Therapy">Fithian's consensus process in comparison to Dialectic Behavior Therapy</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=12" title="Edit section: Fithian's consensus process in comparison to Dialectic Behavior Therapy"></a></h2>
Lisa Fithian's consensus-creating process (which she does not describe as a model) was instantly recognizable to me as a veiled didactic "shaping" or "motivating" tool by its similarity to Lineham's Dialectic Behavior Therapy (or DBT). DBT, which, as applied to self-damaging therapy clients, superficially "validates" client's thoughts and experiences by acknowledging them, but seeks to change them by (un-democratically and didactically) altering clients' thought process. The dialectic had not yet been identified as the "searched-for" component in Occupy that would make it same as every other related human endevour, though the naming of DBT offered a clue.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<span class="mw-headline" id="Occupy_Chappell.27s_synthesis_through_struggle">Occupy Chappell's synthesis through struggle</span></h3>
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=13" title="Edit section: Occupy Chappell's synthesis through struggle"></a></h2>
I was ultimately made aware of the dialectic by the occupier, Occupy Chappell, who had presented me to Fithian's consensus-creating process in a dialog I had with him in which I (partly deceptively) got him to acknowledge that his own revolution-building process included excessive ego-clashing as a part of a process of taking all human knowledge and blending it to create a synthesis from no initial goals that, through ego-clashing, would become the revolutionary reality.<br />
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=14" title="Edit section: Occupy's negative Dialectic"></a><span class="mw-headline" id="Occupy.27s_negative_Dialectic">Occupy's negative Dialectic</span></h2>
Together, Fithian and Occupy Chappell demonstrate the "negative" Dialectic as described by Adorno (in Negative Dialectics and by others), and demonstrates how Plato's Dialectic defines authority (to right to lead the republic) as coming from the ability to dominate the ego-clashing process of antithetical "looping" to define how the outcome, or synthesis, of the struggle becomes the final decision (Fithian), or law (Plato).<br />
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=15" title="Edit section: Identifying components of Fithian's process in classical terms"></a><span class="mw-headline" id="Identifying_components_of_Fithian.27s_process_in_classical_terms">Identifying components of Fithian's process in classical terms</span></h2>
In DBT, the Dialectic struggle components are well-defined; the initating hypothesis, or abstraction, is the client's presumably distorted thinking--why he or she self-destructs. The therapist offers antithesis to the alleged distortions in which the thinking is destructed through dialog and though the authority of the therapist, and replaced with thoughts that are presumably beneficial (though not part of the client's basic being). The cycle is classic and well-defined, and devoid of democracy; DBT rules are emphatic that clients not be allowed to follow their own logic paths, especially in group sessions.<br />
<br />
Fithian suggests at the outset that there is no "revolutionary" goal, that is to say that there is no hypothetical model or abstraction being presented at the outset, just a proposals for protest action that need to be pushed-through via process of clarification, ammending, and un-blocking that resists alternative ideas, or "thinking" as she says.<br />
<br />
Occupy Chappell's support for Fithian's process confirms that this is a classic process, and since we see an antithetical looping mechanism that we recognize from Raapana's and Friedrich's criticism of Hegel, but there is no obvious abstract thesis that is being destructed. Occupy Chappell also refutes the validity of building on experience as DBT does (but only because he believes the dialectic is the only way), and desires "synthesis" as a desired outcome of the chaos of antithetical struggle. In other words, for both, the Occupy Dialectic creates synthesis and from it makes a reality that is irrespective of desired outcomes, though Fithian suggests occupy camp "community values" as a cornerstone.<br />
<br />
Fithian's process may be antithesis that is maintained in a "wait state" in anticipation of abstract and original thought, what she calls "thinking," that is the natural expression component of any group meeting. Alternatively, Fithian's process may function as an agent inside the much greater abstraction that is society, and as such has a single purpose--to infect like a virus. In that case, original thinking would be ruinous to her process because most people hold themselves higher than microbes. She has a further difficulty in that her dialectic process is what Plato viewed as the civilizing process, (though he could not have called it that as it had yet to succeed), so therefore her anti-civilization dialectic cannot be called the process of civilization, unless she is planning a wholesale "sell out" to the system. (This last idea is not out of the scope of possibility, as she mentions a desire for "accountability" in protest, and she may have joined Chris Hedges' attempt to make a deal with the police to set up anarchist-leaning "black bloc" types for specially-targeted abuse.)<br />
<h2>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=16" title="Edit section: How Fithian's and Occupy Chappell's processes help define the current Dialectic"></a><span class="mw-headline" id="How_Fithian.27s_and_Occupy_Chappell.27s_processes_help_define_the_current_Dialectic">How Fithian's and Occupy Chappell's processes help define the current Dialectic</span></h2>
In short, they reconstruct ideas whose clarity may have been obstructed over time, and whose extensions and developments have become the exceedingly complicated topics of philosophical argument. Fithian does provide a functioning process (but not model), and through her video shows her approach in real-time by using it to handle inquiry, or even criticism, from her group of hopeful "facilitators." While Fithian will never mention the Dialectic (as she self-promotes as a democratic liberator, where deception is not beyond Dialectic-types), Occupy Chappell waves like it is the revolutionary flag itself. Thus Fithian and Occupy Chappell show in their different ways that the oligarchic process is an established component of Occupy, and that, for all appearances, the Occupy movement that they define is the opposite of what common people, especially protesters, would expect. It is oligarchy instead of democracy; authority instead of freedom.<br />
<h2>
<span class="mw-headline" id="Mediated_citations" style="font-size: x-large;">Mediated citations</span></h2>
<h4>
<span class="mw-headline"><hr style="font-weight: normal;" />
<h4>
<span style="background-color: white;">Plato</span><a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=19" title="Edit section: Dialectical materialism"></a></h4>
</span></h4>
<ul>
<li>"Meno is one of the earliest dialogues in which Plato seeks to define virtue. Socrates is asked can virtue be taught."</li>
</ul>
<i>Meno</i> by Plato and translated by Benjamin Jowett <a class="external text" href="http://books.google.ca/books?id=5VZYxRiErO0C&printsec=frontcover&dq=dialog+meno+plato&hl=en&sa=X&ei=zv-fT7yuMaiRiAL3q-nDAQ&redir_esc=y#v=onepage&q=dialog%20meno%20plato&f=false" rel="nofollow">google books</a><br />
<ul>
<li>"Plato had employed a wide range of metaphors, where gods and the soul are often portrayed in anthropomorphic terms."</li>
</ul>
<i>Personification In The Greek World: From Antiquity To Byzantium</i> by Emma Stafford and Judith Herrin <a class="external text" href="http://books.google.ca/books?id=PX1q70E9ABIC&pg=PA82&lpg=PA82&dq=Anthropomorphic+Personification+plato&source=bl&ots=drMFh_5odc&sig=pTZ5p1Sr3QtFQk8lyI7_FjzkVHI&hl=en&sa=X&ei=RfSeT5OvJOLniALwh8F1&redir_esc=y#v=onepage&q=plato&f=false" rel="nofollow">google books</a><br />
Palto describes Socrates as saying "that [Meno's slave] has "spontaneously recovered" <i>knowledge he knew from a past life</i> without having been taught. Socrates is satisfied that new beliefs were "newly aroused" in the mind. Meno <a class="external text" href="http://en.wikipedia.org/wiki/Meno#Dialogue_with_Meno.27s_slave">Wikipedia article</a><br />
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<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=19" title="Edit section: Dialectical materialism"></a><span class="mw-headline" id="Dialectical_materialism">Dialectical materialism</span></h4>
<ul>
<li>"Historical materialism is deterministic; that is, it prescribes that history inevitably follows certain laws and that individuals have little or no influence on its development. Central to historical materialism is the belief that change takes place through the meeting of two opposing forces (thesis and antithesis); their opposition is resolved by combination produced by a higher force (synthesis)."</li>
</ul>
InfoPlease <a class="external free" href="http://www.infoplease.com/ce6/society/A0815402.html" rel="nofollow">http://www.infoplease.com/ce6/society/A0815402.html</a><br />
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<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=20" title="Edit section: Trotsky"></a><span class="mw-headline" id="Trotsky">Trotsky</span></h4>
<ul>
<li>"Whoever has come to understand that evolution process through the struggle of antagonistic forces; that a slow accumulation of changes at a certain moment explodes the old shell and brings about a catastrophe, revolution; whoever has learned finally to apply the general laws of evolution to thinking itself, he is a dialectician, as distinguished from vulgar evolutionists. Dialectic training of the mind, as necessary to a revolutionary fighter as finger exercises to a pianist, demands approaching all problems as processes and not as motionless categories."</li>
</ul>
<i>Leon Trotsky: The ABC of Materialist Dialectics</i> (1939) <a class="external free" href="https://epress.anu.edu.au/archive/trotsky/1939/12/abc.htm" rel="nofollow">https://epress.anu.edu.au/archive/trotsky/1939/12/abc.htm</a><br />
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<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=21" title="Edit section: Jordan"></a><span class="mw-headline" id="Jordan">Jordan</span></h4>
<ul>
<li>"Since Marx and he [or Engels] had tried to emancipate the German workers from sentimentality and socialistic day-dreams for decades, they could not allow some ‘<i>muddleheads</i>’ to influence the leaders of German socialism with their ‘silly, stale, and reactionary’ utopianism."</li>
</ul>
<i>Marx Myths and Legends</i> by Z. A. Jordan <a class="external free" href="http://marxmyths.org/jordan/article.htm" rel="nofollow">http://marxmyths.org/jordan/article.htm</a><br />
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<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=22" title="Edit section: Adorno"></a><span class="mw-headline" id="Adorno">Adorno</span></h4>
<ul>
<li>"In all its historical forms, dialectics prohibited stepping out of it... Although dialectics allows us to think the absolute, the absolute as transmitted by dialectics remains in bondage to conditioned thinking. "</li>
</ul>
<ul>
<li><i>Negative Dialectics</i> by Theodor Adorno (1969) <a class="autonumber external" href="http://braungardt.trialectics.com/philosophy/philosophical-topics/self-reflection-of-dialectics/" rel="nofollow">[1]</a></li>
</ul>
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<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=23" title="Edit section: Kojeve"></a><span class="mw-headline" id="Kojeve">Kojeve</span></h4>
<ul>
<li>Quoting Hegel: "(Seiten):</li>
</ul>
(a) the abstract or understandable (versändige) aspect; (b) the dialectical or Negatively rational (vernüntige) aspect, (c) the speculative or positively rational aspect." <br />
<ul>
<li>"There is no scientific truth in the strong and proper sense of the term. Scientific experience is thus only a pseudo-experience. And it cannot be otherwise, for vulgar science is in fact concerned not with the concrete real, but with an abstraction."</li>
</ul>
<i>Introduction to the Reading of Hegel</i> by Alexandre Kojeve <a class="autonumber external" href="http://www.marxists.org/reference/subject/philosophy/works/fr/kojeve.htm" rel="nofollow">[2]</a><br />
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<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=24" title="Edit section: Hegel"></a><span class="mw-headline" id="Hegel">Hegel</span></h4>
<ul>
<li>"The conception that knowledge comes from without, that is from experience such as upbringing or habit, is found in abstract, vulgar philosophers who give the soul indeterminte possibilities." (clarified from original translation)</li>
</ul>
<i>Hegel's Dialectic and Its Criticism</i> By Michael Rosen <a class="external text" href="http://books.google.ca/books?id=S6bPm1qemagC&pg=PA81&dq=hegel+vulgar+abstract&hl=en&sa=X&ei=owigT5bvK8qmiQLJ-sXRAQ&redir_esc=y#v=onepage&q=hegel%20vulgar%20abstract&f=false" rel="nofollow">google books</a><br />
<ul>
<li>"For Hegel there are three divisions of .. Geist:" psychological," "moral," and "well-developed"--or abstract.</li>
</ul>
<i>Spirit/Mind</i> from the Hegel Wiki <a class="autonumber external" href="http://wiki.hegel.net/index.php/Spirit/Mind#The_Subdivisions_of_Geist" rel="nofollow">[3]</a><br />
<hr />
<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=25" title="Edit section: Fithian"></a><span class="mw-headline" id="Fithian">Fithian</span></h4>
<ul>
<li>"We have the potential to be a rudderless, but hugely powerful and effective movement."</li>
<li>"If people start saying <i>I think</i> then is it is not part" of the consensus building process. "This is about training people to act..."</li>
<li>"Think of [concensus building] as a container; if people start mixing things up and it flows, [concensus building] is harder."</li>
</ul>
<i>Tools for a Movement of Leaders: Lisa Fithian OWS Facilitator Workshop <a class="external text" href="http://www.youtube.com/watch?v=Ise6Emc7eHM&feature=youtube_gdata_player" rel="nofollow">youtube</a> <a class="external text" href="http://www.blogger.com/open?id=0B51pfLIIbbHVYXNLSVpDV08taVE" rel="nofollow">still</a></i><br />
<hr />
<h4>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=26" title="Edit section: Occupy Chappell"></a><span class="mw-headline" id="Occupy_Chappell">Occupy Chappell</span></h4>
<ul>
<li>Occupy Chappell says "we are not born with the ability to fcilitate toward concensus. learning proper facilitation is an absolute necessity, and has been a small stumbling block for theoccupy community."</li>
</ul>
<ul>
<li>His perferance is for a "process of exploding domains/slash paradigms/concepts and tossing them into <i>schroedinger's black box</i> to shake them up, dump them out, and reconfigure a new domain, that takes those aspects that share some functional/empirical/practical and yes, let's throw in abstract similarities, to create a sythesis of the best of all possibilities" <i>(Note that he allows for "abstraction," suggesting familiarity with the Marxist version of the Dialectic; this was before I knew that abstraction was a target of the Hegel's and Marx's Dialectics.)</i></li>
</ul>
<ul>
<li>He asked me "why you pull yer double edged sword here? my ego is willing to engage with yer ego... yer ego seems to be highly invested in pushing its weight around? i come from this position: people ACCUSE others of what they fear most IN themselves? that beingsed, is yer ego willing to engage in a critical inquiry without foisting itself as the central authority?"</li>
</ul>
FB material: <a class="external text" href="http://www.facebook.com/occupy.chappell" rel="nofollow">Occupy Chappell</a>, <a class="external text" href="http://www.facebook.com/groups/occupy.critical.inquiry/permalink/283391831749315/" rel="nofollow">Occupy critical inquiry group</a><br />
<hr size="2" />
<a class="external text" href="http://www.facebook.com/groups/occupy.critical.inquiry/permalink/283391831749315/" rel="nofollow"></a><br />
<h2>
<span class="mw-headline" id="Future_Research" style="font-size: large;">Future Research</span></h2>
<h1>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=27" title="Edit section: Future Research"></a></h1>
<h3>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=28" title="Edit section: A working hypothesis was confirmed and the agent identified--but coming from an unexpected actor"></a><span class="mw-headline" id="A_working_hypothesis_was_confirmed_and_the_agent_identified--but_coming_from_an_unexpected_actor">A working hypothesis was confirmed and the agent identified--but coming from an unexpected actor</span></h3>
The research confirmed a working hypothesis that there are elements of homeostasis within change movements that prevent significant change, where the agent was identified as the dialectic. The surprising learning was that, in recent experience, the agent is found more frequently change-seeking movements than it is in the cultures of the conditions that need to be changed. It was expected that "smoking gun" would be found in the hands of capitalists, but it wasn't; it was found most recently with communists. This suggests that social change is really about confirming and improving existing processes individually as narrowly-focused causes. When demands for social change attack the "big picture," such capitalism itself, the "ship" suddenly becomes "rudderless," perhaps by design. With no universal, or abstracted, comprehension of the problem, such as "the economy," reality is synthesized through argumentation by a dialectical elite. If an abstracted conception is presented, then, without doubt, vigorous antithesis will reduce it (thus making it meaningless). It can come from either from a conservative platonic perspective based on didactic university education, or from a revolutionary platform (that views abstraction as vulgar, or simply immature ego combat.<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=29" title="Edit section: Dialectic process is linked to didactic method"></a><span class="mw-headline" id="Dialectic_process_is_linked_to_didactic_method">Dialectic process is linked to didactic method</span></h3>
Attempts to add to this writing only clarified how the dialectic as persuasive education through argumentation developed into the didactic which is persuasion through lectures, reading assignments and, most persuasive, good or bad marks. The dialectic survives in the form of seminars or class discussion generally for higher-level students with the general thesis, or world-view, of the instructor typically being antithetical to newly-constructed ideas. Both the dialectic and didactic ontologies survive to preserve or enhance the synthetic homeostasis over 2500 years dialectic antithesis. While the didactic is as ancient as the dialectic, it only superseded it as universities grew in size as the dialectic is inefficient for large numbers of students. In today's terms both are behavioral, cognitive, and, in the final analysis, the results of empirical experimentation that is rooted in sadism (such as Watson's Little Albert experiments) where the bulk of its use is exploitative (marketing).<br />
<h3>
<span class="mw-headline"><br /></span></h3>
<h3>
<a href="http://www.blogger.com/w/index.php?title=User:John_Bessa/Dialectic&action=edit&section=30" title="Edit section: Pulling the struggle from thesis/antithesis to modelling vs. processing"></a><span class="mw-headline" id="Pulling_the_struggle_from_thesis.2Fantithesis_to_modelling_vs._processing">Pulling the struggle from thesis/antithesis to modelling vs. processing</span></h3>
Since it appears that there is a struggle is between an instructional approach (that insists that answers will come from, or be synthesized by, argumentation of a trained elite), and an experiential approach (where participants access and share learning from life that they have arranged in an abstracted framework that they wish to contribute to a much larger collaborative framework). When comparing my experiential approach to Occupy Chappell's argumentation-synthesis approach, I cannot help but thing that we are different species. My new working hypothesis is that one approach is unnatural by definition as it is synthetic, and that the other is how humanity evolved. If correct, the struggle has to be removed from the cycles of thesis-antithesis (new ideas being destructed to preserve homeostasis), and become a struggle between naturally-constructed comprehension and dialectically-produced synthesis. It may be that the synthesis faction simply cannot abstract human conception, and further cannot collaborate to construct greater abstractions such as community knowledge, perhaps because of white-matter mutations. If this is the case, then the struggle may be a DNA war as evolutionist Dawkins suggests with the selfish gene, or meme.</div>
<br />johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-37178388542229364162012-08-07T07:05:00.002-07:002012-08-07T09:33:13.743-07:00Dialectic at the Sappy Fest in Sackville, NB, Can<b><i>My experiences discussing the Dialectic at the Sappy (music) fest in Sackville NB, Canada this last weekend:</i></b>
<br />
<hr />
<i style="background-color: white; color: #242424; font-family: Verdana, Arial, Helvetica, Geneva, sans-serif; font-size: 13px; line-height: 18px;">The Dialectic as learned from the Occupy movement is discussed <a href="http://www.facebook.com/occupy.critical.inquiry" style="background-color: transparent; color: #7c470c; font-weight: bold; line-height: 1.4; margin: 0px; padding: 0px; text-decoration: none;">here on FaceBook</a> (where the "inquiry" was done) and the work-in-progress area is <a href="http://beta.wikiversity.org/wiki/User:John_Bessa" style="background-color: transparent; color: #7c470c; font-weight: bold; line-height: 1.4; margin: 0px; padding: 0px; text-decoration: none;">here on the wikiversity beta site</a>.<span style="background-color: transparent;"> </span></i><br />
<br class="Apple-interchange-newline" /><hr />
<div style="background-color: white; color: #242424; font-family: Verdana, Arial, Helvetica, Geneva, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-top: 1em; padding: 0px;">
This was my first opportunity to apply my dialectical learning from my critical inquiry into the Occupy movement in person to people who are generally seeking change for society (and civilization). <span style="background-color: white;">What I learned this weekend is that the communist dialectic comes as a surprise to many (who should know better).</span></div>
<br />
<br />
From my description of the Hegelian Dialectic (aproximately thesis, antithesis, synthesis), these progressives and hippies tended to associate the Dialectic only with capital structure, as I originally did. Apparently, there is a misconception that communism extends from socialism (probably perpetuated by communists) but, as it happens communism shares far more with capitalism than socialism. These commonalities include the ancient Socratic/Platonic (and others) oligarchic, and economics gleaned from the arch-dialectic Hegel who, apparently, learned economics from Adam Smith. After all, Marx's communist tome is entitled "Das Kapital."<br />
<br />
When I described the dialectic to like-minded people (as I discovered it through critical inquiry into Occupy to highly-progressive concert-goers), they consistently saw in it terms of the current capital structure (a plutarchy), and some even confirmed the Hegel-Hitler connection. But, most important, none made the communism connection even though communism is defined in terms of the material-historical dialectic as learned by Marx and Engels from Hegel. <br />
<br />
One older hippie said that Marx was the smartest person that ever lived (for inventing communism that attacked the capital dialectic) apparently without having read Marx or Engels. He had philosophic knowledge, so maybe he was misinformed by his professors. The Dialectic likes to hide in the shadows, as György Stiffel said about Hegel's people, so we can presume that dialecticians are liars. (This goes to the dangers of metacognition as the metacognitivists of cognitive behavioral theory follow Socrates religiously.<br />
<br />
In fact, this progressive called me a communist (in a complementary way), but what I think he meant was "Utopian" socialist, which is precisely what Marx and Engels used the dialectic to attack and destroy. This was in Germany in the late 1800s. German socialism ultimately grew into National Socialism: NAZIs. So, it might be said that Marx and Engels created Nazism by destroying German Utopian socialism to create Communism. This also suggests that Nazism is equivalent to Communism in the big picture, which has been confirmed by the brutality of Stalin and Mao, for instance. It also speaks volumes about Rednecks, who, despite living close to nature, are purely synthetic with minds formed for them, largely by backwoods anti-pacifistic churches.<br />
<br />
Metacognition is becoming increasingly important because misconceptions that are this wide-spread and complete can only be described as metacognitions, huge bundles of little persistent lies continually maintained by persistent liars: dialecticians.<br />
<br />
Metacognition blends into the psychological study of "working memory" which describes the constructs in our brains that are the "information side" of thought. Working memory may describe thought itself (as the interrelation of small memories of things that happened and how they happened). Executive function is described as the "controlling mechanism" in the pre-frontal cortex that operates the working memory system, and therefore executive control. Thus, the dialecticans want to control that so that they can control the mind, and metacognition is becoming a replacement for didactic education.<br />
<br />
It is safe to say that a metacogntion is what Carl Rogers defined as non-experiential introjection, false leanings pushed into self-concept by others that are sometimes synthesized experiences. Low self-esteem is an example.<br />
<br />
Despite all this advancement, the dialecticians still hang onto Socrates as their guiding oligarchic philosopher, which gives them away as abusers as Socrates worked a tutor primarily to give him access to young boys for sex -- Western Civilization was a side-effect. I had some fum calling the Mt Allison University chapel (where some of the music was performed), the Socratic "man boy" temple --which everyone seemed to fully grok. Aboriginals would too, even more so, as they were raped by (Catholic) Socratics more than anyone in the residential schools.johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-58382362833285047182012-07-29T07:02:00.002-07:002012-07-29T07:10:07.221-07:00Metacognition is genocide<i><span style="font-family: Verdana, sans-serif;">What we can see below that the ancient Socratic/Platonic Dialectic is
currently alive and well, especially because it was revived to promote
communism and fascism--even though Plato's republic is the cornerstone
of capitalism. <br />
</span></i><br />
<div style="color: #222222;">
<i><span style="font-family: Verdana, sans-serif;"><br /></span></i></div>
<div style="color: #222222; font-family: arial, sans-serif;">
<br />
<img src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-snc6/283772_413280435382294_1646704948_n.jpg" /> </div>
<div style="color: #222222; font-family: arial, sans-serif;">
<br /></div>
<div>
<h3 style="background-image: none; color: #222222; font-family: sans-serif; margin: 0px 0px 0.3em;">
<span style="font-size: small;">Metacognition... </span></h3>
<h3 style="background-image: none; margin: 0px 0px 0.3em;">
<span style="font-size: small;"><span style="color: #222222; font-family: sans-serif;"><span style="font-weight: normal;">parallels
the dialectic because it is in control through endless interjected
cognitions (Carl Rogers) especially the one were endless questionable
causal relationships add up to a single super, or meta, cognition. Also
especially interesting is how metacognition is used as a straight
word-replacement for executive function and working memory. (In that
way, metacognition will show up on an fMRI where the pre-frontal cortex
used to be.) Also important is the metacognitive adaptation to mental
trauma, which, in short, is "hurt people hurt." This follows the absorption of Rogers' theraputic relationship as the "alliance" and
(everyone's) empathy, which, of course, the metacognitiveists don't
have--otherwise they would be humanistic. We need to look at the
metacognitivist absorption of Rogers' humanism as a red herring to
disguise recent bonding with old-school psychoanalysis (re-parenting as
transference) for access to (the ultimately-cognitive) rational
reduction--the historical dialectic. Every normal person in their hearts
knows that this hair-brained headache is to be avoided (albeit a fatal
mistake), but this is not about the normal; metacogntion, by its
definition, is synthetic and thus about the unnatural--the abnormal--a
genetic fork.</span></span></span></h3>
<div style="color: #222222; font-family: arial, sans-serif;">
<br /></div>
<div style="color: #222222; font-family: arial, sans-serif;">
<br /></div>
<h4 style="background-image: none; color: #222222; font-family: sans-serif; margin: 0px 0px 0.3em;">
..in the Information Society</h4>
<div style="color: #222222; font-family: sans-serif; margin-bottom: 0.5em; margin-top: 0.4em;">
The
metacognitive is showing up in Web 2.0 (O'Reilly Nutshell Books) where
behaviorism used to be in common advertising; perhaps the metacogntivie
parallels metaphysics (where meta means super and physics applies to
natural topics such as in medicine and physics--thus the supernatural),
or, alternatively, it can come from Beck's meta-study (which is the
reduction of masses of data to support a single conclusion). Combining
these, metacognition in advertising would be the "guided"
rationally-reduction of masses of introjection (already in the human
brain) towards a single purchase.</div>
</div>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-3608392253708506202012-06-03T07:32:00.001-07:002012-06-03T07:32:16.567-07:00The Dialectic at Church<br />
The dialectic-geist was brilliant in church the last time I went (it is 600 miles from where I write). I had not been there or seen them for a long time, and added to that the exhaustion of the work has made me a little manic. The context, Occupy, forced some new thinking on their part; that the rank and file were being set up by leadership pretending to be pacifist, but with clear terroristic rationalizations in previous writing--if not terror itself. No blanket judgements, which is what Christianity is about: acceptance and support.<br />
<br />
Geist and Dialectic themselves also forced some new thinking for them, and I felt uneasy as I was forcing liberalism on them (country folk), and then forced them to see a secular definition of Christ: Geist. Also, the Dialectic is well-entrenched into both Catholic and Protestant thinking, existing as an philosophically athiest parallel--something they perfer not think about. They rather see themselves as seperate from the "fray" of common reality, but, they being spiritual, are the common reality. 40% of people go to worship regularaly and 80% make it for important events.<br />
<br />
With Geist, there is a secular mirror of themselves that they can pray for and act upon, even militantly, in the scope of society's realities. With the Dialectic, the very thing that they hate but humor themselves about can be ground down, because there is on Dialect in Scripture, as Scriputure forbids the antagonistic anger that the Dialectic uses to disarm the abstract, which is Geist-speak for spiritual thinking.<br />
<br />
The Dialectic is so entrenched in religion and education (a favored job for the spiritual) as the didactic (a more efficent form for the lower masses) that they must have felt new thinking emerging especially in the context of the innocent of occupy being manipulated by people clearly identifying themselves as Dialecticals -- or Daleks!<br />
<br />
I may have to back off the thoughts next time I attend, I feel I may have done too much good, something always possible with the elderly who don't really need so much in terms of deeds, more in terms of thoughts and good feelings. But, it is never too late for the Christian soldier to find a new weapon against the violent zealot.<br />
<div>
<br /></div>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-88313156043737389962012-05-30T08:12:00.001-07:002012-05-30T10:11:44.065-07:00Comparing the Western and Asian DialecticsComparing the Western and Asian Dialectic -- as I am <span class="misspell" suggestions="phenolic,phonemic,genomic,phenom,phenoms">phenomic</span>
(or phenomenological--a branch of experiential thinking), I believe
that if Western society was "civilized" (a process) using the Dialectic
(a process), then something similar happens everywhere else, such as in
Asia (China) and India. As empires, it seems logical that they would be
empirical--which is the West is Science as it developed from Aristotle's
Syllogism.<br />
<br />
My first reading this morning confirmed that Asian
oligarchy is Confucian (as you would guess), but did not produce a
direct dialectic. Searching using the dialectic's partner word, the
didactic, I did find many sources, but, interestingly, the majority of
them were focused on "Confucianism for women."<br />
<br />
Further, the
family/communal trait of the typical Asian village that is universally
attributed to Confucianism does not differentiate from Buddhism in
current studies, which suggests to me that Asian village life is not
necessarily related to Confucianism but has deeper roots that are not
understood by Western writers. <br />
<br />
However, in the end, Confucianist
influence is no different that Socrates' and Plato's Dialectic; In the
end, both are about government control. Just as with Socrates, Plato,
and Aristotle, the influence of Confucius was such that a Chinese
emperor had carve the core "Five Classics" in stone to prevent them from
being maligned by politicians and scholars (same thing in ancient Asia)
who would bribe official librarians to alter texts to help them alter
the social structures.<br />
<br />
As Confucius is associated with the
creation of "civil service exams" (that were based on his philosophy) it
might be suggested that he was purely didactic in his educational
approach, which would put the Asian civilization development process at
about the stage of the Christian Reformation--about a 2,000 year
difference! Perhaps in Asia the "debate was over" and the social
structure had settled into a mode of "respect for superiors" (which I
differentiate from elders as superior suggests politics and elders
family).<br />
<br />
While Confucius seems to be ahead of Greek oligarchs in
reaching didactic control, it is interesting that the Asian and Greek
philosophers were near-contemporaries. (It is also interesting that the
Buddha was also a near-contemporary, suggesting the possibility of
communication between East and West that occurred somewhat "below the
historical radar.")<br />
<br />
The purpose of the comparison is to use each
of the philosophies as templates to lay over the other to attempt to
remove extraneous ethnicity-related traits so as to "boil down" a core
philosophic process that is universally used to "civilize society."
While the Greek oligarchs used the Dialectic, the Dialectic in Plato's
example may not be different from Confucius' question/answer mode, where
students would be satisfied with "the master's" intuitive answers, and
then meditate upon them as homework. In Plato's dialectical
interactions, the master was always right in the end, as he determined,
through introversion, what was real, or his forms, by deliberately
ignoring reality. Aristotle took acceptance to this (in his competing
Lyceum) to initiate empirical science which is based on a concept of
matter and utilizes observation and experimentation. (I have not yet
discovered the Asian equivalent or parallel of empirical science.)<br />
<br />
So
far, the comparison has been useful; for instance, the use of empirical
to describe Aristotle's science (which may really be Hypocrites') does
not seem <span class="misspell" suggestions="coincidental,confidential,coincidentally,confidentially">coincidential</span>,
it really could be "empire-oriented science," as we can easily see that
the Confucian oligarchy exists solely to promote the ruling empire and
to reinforce with didactic education whose leadership (of
scholar-philosophers) is carefully filtered with "civil service exams."
But putting the poets in control, Confucius was far ahead of Plato who
foretold a day when all the leaders would be philosophers. Ironically,
Plato reached his goal with the purely-didactic Marxist empire that, of
course, swallowed Asia with Maoism that dislodged Confucianism after so
many centuries. <br />
<br />
Using Korea (Southern) as an example, Western oligarchy triumphed over <span class="misspell" suggestions="">Confusicanist</span>
through capital rather than communism (thanks to the Korean War) by
displacing a single 1500-year-long Confucian dynasty. It is through
Korea that we can compare the two Asian philosophies, oligarchic
Confucianism and democratic Buddhism. From my reading about Korea, it
seems that levels are family respect exceed both Confucius and the
Buddha suggesting a "human" phenomena, or perhaps a "<span class="misspell" suggestions="phenolic,phonemic,genomic,phenom,phenoms">phenomic</span>" philosophy that is purely natural, and hence ignored by the synthesis of both the Dialectic and Confucianism. <br />
<br />
This
suggests that Confucius, thus, only altered (or perverted) the ancient
Asian morality for the benefit of the aristocracy, and, if he did, then
there may be a parallel (though unique) Western natural morality that
has been suppressed by the Dialectic (whose purpose was to likewise
benefit the aristocracy of Sparta). If so, then that natural morality
might be wrapped in the <span class="misspell" suggestions="Prue,Pare,Pore,Prey,Pure">Pre</span>-<span class="misspell" suggestions="In do,In-do,Undo,Ind,Info">Indo</span>-European (PIE) concept of "<span class="misspell" suggestions="Me nos,Me-nos,Menes,Minos,Men's">Menos</span>,"
which initiated this learning thread nearly two years ago with my
interest in the parallel evolution of thought, mental abilities, and
language. Since neither Confucius nor the Dialectic are associated with
evolution, then perhaps we have a "model" for the evolutionary fork
called "<span class="misspell" suggestions="DE,De,DEA,DOE,Dee">de</span>-evolution" (or <span class="misspell" suggestions="Devi,Dev,Devon,deco,Deva">devo</span>) if such a phenomena can be described as a "model."johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-18683556988771423132012-05-28T10:18:00.001-07:002012-06-01T09:53:19.817-07:00OpEdNews rejection: Anti-Dialectical writing is taking hits from the "Left"<i>I honestly believe that I am hitting a nerve at the very core of "civilized" thinking by extending my empathy writing to something the unemphatic can comprehend: the evil that is the Dialectic.</i><br />
<hr />
<br />
<b>OpEdNews rejection letter from "Anon1020."</b><br />
<br />
Perhaps unfortunately for your article, I have read much of the material upon which you based your article, and <i>while their is <b>a kernell of truth in some statements</b></i> you write, as one would expect when you work from Wikipedia footnotes and other secondary sources,<i> <b>most of your article is incomprehensible or mere gobbly-gook</b></i>. The <i><b>presumption that the Soviet Union was communist</b></i>, without more, or your failure to address the concept of "praxis," within the Marxist view of philosophy, or to distinguish from the beginning that Plato fathered the idealist line of philosophy and Aristotle the materialist line, all <i style="font-weight: bold;">demonstrate </i>the <i style="font-weight: bold;">weakness</i> of the overall work.<br />
<br />
That you attempted such a massive undertaking is admirable, but you will need to read and understand the subjects of your criticism to do it properly. Take a look at Volume III of Marx's Das Kapital. When you can read, if that is the proper word for volume III, and <b><i>understand that volume</i></b>, you may be ready to <i><b>undertake a critical review of the history of the dialectic</b></i> and Western philosophy.<br />
<br />
<hr />
<b>My response to the OpEdNews rejection asking for more "world-view" information (and protecting my research) which, has been, so far, ignored.</b><br />
<br />
Dear "Anon1020,"<br />
<br />
You wrote: "The presumption that the Soviet Union was communist" (among other things) "demonstrate(s) the weakness of the overall work."<br />
<br />
You will have to explain this one because all my reading indicates that it dogmatically followed Marx and Engels, and further, Trotsky, the "real<br />
<br />
communist" to many, sided with Plato and his Academy by attacking the "abstract" that he found in Aristotle's (Lyceum) syllogism as much as any<br />
<br />
Hegellite as being "vulgar." (Hegel changed before he died to Geist.)<br />
<br />
USSR spies, for instance, were party electorate who had to take four more months at the Marx/Engels Institute to assure that they were in alignment with the "Material Dialectic" as was English traitor Kim Philby as he learned it in Cambridge or Oxford and at CP meetings.<br />
<br />
As I said I would be too happy to see your explanation because I must have a hundred citations by now that support the possibility of a remarkable direct line from Plato to Hegel to the USSR, and possibly China through Mao. Also, what Plato (and especially Aristotle) said is largely conjecture<br />
<br />
because the material was largely fictional (in the sense that Plato's dialogues were) or, worse, destroyed by the endless wars and other tragedies over the 2500 years since to be "interperted" by Roman Church or Reformationist clerics.<br />
<br />
This is why I believe psychological recreation of the dialectic model (especially including the "material" and "historical" dialectics of Marx and Engles) with comparison to the dialectic/didactic development of other Civilizations such as China or the Hindu states is the reliable socially-scientific approach this topic--which is why I used Occupy. No musty books, but actual real-time, immediately supportable evidence.<br />
<br />
I think that we may be confusing "idealistic" (Plato and communism) and "Utopian" which may be attributed to Aristotle--but falsely, I think. "Touchy-feely" approaches might be more linked to Hypocrites whom Aristotle only extended with Syllogism (as rudimentary empiricism with relational tables) using Hypocrites' psychological/psychiatric biles/temperaments personality model (which survived in some parts until the 1970s).<br />
<br />
I would appreciate your comments (and to know who you are). I say this because I actually think that you are arguing the same points from different angles simply because so many people have written so many opposing views. If Marx's Das Kapital is significantly different than Engel's Anti-Duhring (which I have read) then Marx and Engels, themselves, were not on the same page, which is, of course, impossible.<br />
<br />
My sources are all primary, especially Trotsky and the Hegel experts. (You may have read it too quickly.) What you saw (on the wiki-sphere) were to my annotated bibliographies; I was having trouble with the links and I am "parking" the document on the Beta Wikiversity. (I am going to solve that problem with "markdown" text management.)<br />
<br />
Finally, I strongly hope you respond because I want to use your material as a critical response to my writing, but I cannot not do so fairly (to you) without more background on your world-views, experiences, etc,<br />
<br />
Genuine regards, John<br />
<div>
<br /></div>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-86595956743171368902012-05-22T07:43:00.000-07:002012-05-22T07:45:29.354-07:00Farewell letter to John Penley<br />
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<span style="font-size: x-small;"><i>The critical inquiry
into the occupy movement began with the hypothesis that "there is a copy
of the problem in the solution." A copy of the problem was indeed
found, and it is the Dialectic. Occupy's John Penley assisted greatly
identifying real-world examples of the problem in the highly-paranoid
"Hedges faction" of Occupy. </i> </span></div>
<span style="font-size: x-small;"><br /><br />There should be no doubt that you contributed greatly (in a positive way) to the <a href="http://beta.wikiversity.org/wiki/User:John_Bessa/Dialectic" target="" title="">Dialectic VS Geist discussion</a> (that
describes antagonism leading to synthesis as the death of spirit and
abstraction). My inquiry was initated by a post of yours complaining
about the dishonesty and divisiveness of the Occupy Wall Street
leadership (Occupy is NOT a leaderless group). This led me to Fithian's
leadership training video and an occupier who very clearly linked it to
the dialectic process. With the, well, abstracted knowledge, I have
been able to "sniff out" the formation process of Plato's "Republic"
simply by a dialecitian's attack of a well-modeled abstraction (usually
my own).</span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">Old-school
of protesting relies on recruiting numbers of bodies to assault
high-powered meetings, such as the DNC, many of them admittedly "loosely
wrapped." The problem is that mental deficiencies are at the root of
the dialectic; Plato, for one, only believed what he saw in his head; he
was disconnected from surrounding reality, opposed abstraction, and
thus helped invent synthesis as a substitute for reality. With the
simply abstraction VS antagonism test, a dialectic can be exposed nearly
instantly because he or she has no alternate stratagem to accomplish
synthesis. Often the antagonism is veiled, as it was historically
during Plato's time, or now as part of experimental (or CBT) psychology.
Nonetheless, we know many of the attributes; we have just had
difficulty centralizing (or abstracting) a model so as to exclude the
part of protest that negates progress.</span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">In
short, I see that a disproportionate number of your "FaceBook friends"
are dialectical (though not you, of course) probably because you need
bodies for your continued anti-war efforts. Further, there is a
tendency to unfairly smear Obama, when in fact there are many
opportunities to point out his weakness in ways that a) give Republicans
reason to vote for him (DEA and capital bail-outs) and b) give him a
good idea of where we want him to go.</span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">The
power of the dialectic for me is that it extends my Empathy Model, my
life-work, out of my own mind and into the real world of the unempathic.
The empathy approach is only useful for empathic people, though, as
the unempathic can't possibly conceive of what it is as they lack the
necessary working neurology. To them empathy is something to exploit
either to get people to feel sorry for them and give them resources, or
to leverage as part of a confidence scheme or outright ambush.
But, they definitely know what the dialectic is; that is their common
tool, and they can now be addressed about empathy issues in ways that
they can comprehend. (Invariably the run away, but watch your back(!),
and it may be better to deal with them outright.)</span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">The
dialectic discussion gives a central point for an all-encompassing
abstraction with which to model politics. (This, alone, is a good
reason for dialecticticians to attack abstraction.) Dialectics also
closely connects to the didactic method, and the two comprise nearly all
instructional education (as seminars and rote learning), and most of
psychology as well (as cognitive behavior therapy that is empirically
derived). Since this discussion expresses the same (whole system)
modeling goals as the empathy model, the singular goal should be empathy
(which we find in Geist). So, if we implement empathy into protesting,
the political model is not focus entirely on fighting the war machine
(by going to prison), or focusing too closely on specific other causes
(with the hopes of small victories while we wait for class warfare). </span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">With
a well-abstracted model, a very small group can apply highly-moral
actions against those who want to destroy all that is nice and natural.
The reason this can succeed is that most people--as normal people--are
receptive to empathic ideas even at a sub-language level, such as
through body-language, and that the effect will spontaneously spread.
"Spreading the word" overtly should, then, lead to very quick change,
especially if the group is able to adapt quickly to changes in the
hearts of those in power, such as Nancy Pelozi's support for medical
marijuana. As things are, Pelozi's conversion will be ignored because,
as one of your allies said, "all dems are warmonger-ers."</span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">Shifting
further to the empathy component (in that a successful group would have
to be all-empathic), our social abilities (especially of love and the
abilities of beauty) are evolutionary--Darwin said that. What that
means is that nature is central to the effort, and from support for
nature, the industrial complex you are attacking will fall. My
Rattlesnake Rebellion model suggests taxation on corporate size, which
would break up all the biggest corporations into smaller pieces (that
would be more responsive and efficient). Further, the size issue with
respect to low empathy at the high levels of control, suggests that the
only way to break the war monopoly is to break up the nation in to
semi-autonomous states. (This latter idea makes the most sense, but is
invariably ignored showing the effects of the dialectic on political
minds of otherwise sensible people.)</span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;"><br /></span></div>
<div style="background-color: white; font-family: verdana, geneva, arial, helvetica, sans-serif; text-align: left;">
<span style="font-size: x-small;">Needless
to say, because I recognize the totality of dialectical control, I
don't expect this message to you to have any immediate impact, but I am
absolutely confident in its "correctness." This confidence is supported
by an old-school German who instantly recognized my writing about
Hegel's Dialectic as describing the very worst thing that has happened
to his country--Adolf Hitler's Nazism. He also independently recognizes
it in Occupy, my primary source of evidence.</span></div>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-31995170679478959362012-05-09T10:43:00.000-07:002012-05-10T11:42:58.197-07:00<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;"><span style="font-size: large;">Finally occupying the hypothesis, the dialectic, and closure:</span></span><br />
<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;"><i>First copy comes out, and was submitted to OpEdNews (which told me I don't understand communism, and has yet to reply about updates).</i></span><br />
<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;"><br /></span><br />
<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;">The critical inquiry "working hypothesis" is that there is "a copy of the problem in every solution." By studying the Occupy movement using FB, the problem, or "bit string," has been named: The Dialectic. The Dialectic is the "process of </span><span class="text_exposed_show" style="background-color: white; color: #333333; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;">Plato," the original oligarch (anti-democratic) philosopher, but so is Western Civilization itself Plato's process... This is a complex topic, but not excessively so, just un-intuitive as it is hard to accept that the process of Civilization has been implanted itself behaviorally in nearly all of our minds. My work is pretty much done here with my writing on the Dialectic that shows how revolution tends to be even more Dialectical than the capital structure it seeks to replace--and hence Occupy's often presaged failure.<br /><br />The writing is "parked" here until I can find a more "prestigious" place for it:<a href="http://beta.wikiversity.org/wiki/User:John_Bessa/Dialectic" rel="nofollow nofollow" style="color: #3b5998; cursor: pointer; text-decoration: none;" target="_blank">http://beta.wikiversity.org/wiki/User:John_Bessa/Dialectic</a></span><br />
<br />
<i>Note: GS, below, is in/from Germany, Hegel's home and the land of "Geist," so his comments are especially relevant. (He is also an excellent "old-school film" and "rangefinder" photographer.)</i><br />
<br />
<a class="actorName" data-ft="{"type":35,"tn":";"}" data-hovercard="/ajax/hovercard/user.php?id=100001630776554" href="http://www.facebook.com/stiffelg" style="background-color: #edeff4; color: #3b5998; cursor: pointer; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-weight: bold; line-height: 14px; text-align: left; text-decoration: none;">György Stiffel</a><span style="background-color: #edeff4; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 14px; text-align: left;"> </span><span class="commentBody" data-jsid="text" style="background-color: #edeff4; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 14px; text-align: left;"></span><br />
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<span style="background-color: white; font-family: inherit;"><span style="color: #333333; line-height: 13px; text-align: left;">Puuuh, John, a heavy reading for a not native speaker. But your thesis about dialectic is right (<i>somehow</i>). Hegel and his followers are idiots (sorry) they are whispering in the dark of their theorem.</span> </span><br />
<br />
The Occupy movement is a (another) fashistoid movement. All these leaders aim to get real political power to suppress the people and force them to accept theit leadership (like Adolf). The theorems of good old Plato were made for his clas<span class="text_exposed_show" style="display: inline;">s only - you certainly know that the ancient Greek society was only possible on the platform of slavery. So every kind of Hegelianism is based on a mystical philosophy without any gnosis. Read Karl Popper! The only thing the civilized man can do in this days is to be humane to his own kind and the whole creation. Forget power, greed and any kind of creed (salvation from above). My 2 cts. Amen</span></div>
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<a class="uiLinkSubtle" data-ft="{"tn":"N"}" href="http://www.facebook.com/groups/occupy.critical.inquiry/permalink/292670437488121/?comment_id=296759740412524&offset=0&total_comments=3" style="color: grey; cursor: pointer; text-decoration: none;">15 hours ago</a> · <span class="comment_like_296759740412524 fsm fwn fcg" data-ft="{"type":36,"tn":">"}"><button class="stat_elem as_link cmnt_like_link" name="like_comment_id[296759740412524]" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #3b5998; cursor: pointer; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; width: auto;" title="Like this comment" type="submit" value="296759740412524"><span class="default_message" style="display: inline;">Like</span></button></span></div>johnbessahttp://www.blogger.com/profile/11149707443586865031noreply@blogger.com0tag:blogger.com,1999:blog-1905688652183283839.post-29062447040650966472012-05-09T10:37:00.000-07:002012-06-01T10:02:33.970-07:00Occupy Inflation/Deflation<div style="text-align: left;">
<a aria-controls="upgnrh_1" aria-haspopup="true" aria-owns="upgnrh_1" class="actorName" data-ft="{"type":35,"tn":";"}" data-hovercard="/ajax/hovercard/user.php?id=100001255207465" href="http://www.facebook.com/gary.goodman.33" id="js_1" style="background-color: #edeff4; color: #3b5998; cursor: pointer; font-family: Arial, Helvetica, sans-serif; font-weight: bold; line-height: 12px; text-decoration: none;">Gary Goodman</a><span style="font-family: Arial, Helvetica, sans-serif;"> writes:</span></div>
<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;"><i>Deflation grinds everything to a halt, while debts remain in place and grow, people subject to bankruptcies and foreclosures. Creditors seize property, including public property of cities, etc.</i></span><br />
<br />
<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;">He writes that "deflation grinds everything to a halt." Not entirely to a halt, as people have to eat and their hunger will drive agricultural restoration and reformation -- and </span><span class="text_exposed_show" style="background-color: white; color: #333333; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;">food will get better! Schools can become constructive shortening time to PhD graduation to the time that the student wants it to be.<br /><br />Deflation is a vastly safer alternative to violent revolution, which is the only other option, as debts can be forgiven, foreclosure outlawed, and factories given to the workers to fulfill local needs--railroads can be restored. They way many talk about the dangers of debt, China can seize tye US anytime it wants--which won't happen, obviously. So having read "obviously," a readers mind might move towards "rational" explanations of why China will not/cannot foreclose. This will not explain how it works, or how it CAN work, but will rationalize on behalf of it negating the simple fact that it does not work in that we are "cooking" our planet because of economic growth. So, in fact, a reader might be (a minor) part of the problem.<br /><br />In simple math, growth is decline, and therefore, decline is growth, the return to the natural human minus all the defects (such as central domination), but keeping all the benefits, especially health and medicine. Underlying the problem is mental health, in that the sick are promoted to positions of control in ways that are supported by everybody, including the religions (prayer can fix anything) and the rights people (we are empowering the sick).<br /><br />My signifcant recent writing shows, or really discovered, that the "method" of Western Civilization (our banking system), which is the Dialectic, was in fact restored to its Platonic and "spiritless" (or Geist) state by Marx and Engels, which suggests that globalism was "supercharged" with surplus communism made available by the "fall of the wall." Of course, it is the professors who teach the economists, and of course counsel the president, so they are an unquestionable source of dialectic thinking, but one has to look at the waste in (so called) China, to see the true effects of economic insanity to fully comprehend what is called "antithesis" (or anti-thought, anti-abstraction or even anti-God) to see the full effects of the dialectic tripartite.</span><br />
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<span class="text_exposed_show" style="background-color: white; color: #333333; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: small; line-height: 18px; text-align: left;"><a class="actorName" data-ft="{"type":35,"tn":";"}" data-hovercard="/ajax/hovercard/user.php?id=1670585917" href="http://www.facebook.com/johnbessa" style="color: #3b5998; cursor: pointer; font-weight: bold; text-decoration: none;">John Bessa</a> <span class="commentBody" data-jsid="text">think about it, deflation is a safe alternative to violent revolution -- as Penley is preparing for!</span></span><br />
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<span class="text_exposed_show" style="background-color: white; color: #333333; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: small; line-height: 18px; text-align: left;"><a class="uiLinkSubtle" data-ft="{"tn":"N"}" href="http://www.facebook.com/gary.goodman.33/posts/161819767278170?comment_id=287747&offset=0&total_comments=5" style="color: grey; cursor: pointer; text-decoration: none;">April 27 at 10:15am</a> · <span class="comment_like_287747 fsm fwn fcg" data-ft="{"type":36,"tn":">"}"><button class="stat_elem as_link cmnt_like_link" name="like_comment_id[287747]" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; color: #3b5998; cursor: pointer; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; width: auto;" title="Like this comment" type="submit" value="287747"><span class="default_message" style="display: inline;">Like</span></button></span></span></div>
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<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: small;">General inflation -- of both wages and prices --- allows gen population to pay off aggregate private sector debt with cheaper money.<br /><br />Inflation is friend of the debtor. Who hates inflation? Bankers, going back to Gold std and McKinley v<span class="text_exposed_show" style="display: inline;">s Bryan.<br /><br />Not about one individual debtor, but aggregate debt of US private sector to banks is 300% of GDP, instead of 50%.<br /><br />Deflation grinds everything to a halt, while debts remain in place and grow, people subject to bankruptcies and foreclosures. Creditors seize property, including public property of cities, etc.</span></span></div>
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<span class="text_exposed_show" style="background-color: white; color: #333333; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;"><span style="font-size: small;"><a aria-controls="urvwr_1" aria-haspopup="true" aria-owns="urvwr_1" class="actorName" data-ft="{"type":35,"tn":";"}" data-hovercard="/ajax/hovercard/user.php?id=1670585917" href="http://www.facebook.com/johnbessa" id="js_7" style="background-color: #edeff4; color: #3b5998; cursor: pointer; font-weight: bold; line-height: 14px; text-decoration: none;">John Bessa</a><span style="background-color: #edeff4; line-height: 14px;"> </span><span class="commentBody" data-jsid="text" style="background-color: #edeff4; line-height: 14px;"></span></span></span><br />
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<span class="text_exposed_show" style="background-color: white; color: #333333; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;"><span style="font-size: small;">You write that "deflation grinds everything to a halt." -- Not entirely to a halt, as people have to eat and their hunger will drive agricultural restoration and reformation -- and food will get better! Schools can become constructive shorte<span class="text_exposed_show" style="display: inline;">ning time to PhD graduation to the time that the student wants it to be.<br /><br />Deflation is a vastly safer alternative to violent revolution, which is the only other option, as debts can be forgiven, foreclosure outlawed, and factories given to the workers to fulfill local needs--railroads can be restored. They way you talk, China can seize us anytime they want--which won't happen, obviously. So having said "obviously" your mind will move towards "rational" explanations of why China will not/cannot foreclose. This will not explain how it works, or how it CAN work, but will rationalize on behalf of it negating the simple fact that it does not work in that we are "cooking" our planet because of economic growth. So, in fact, you are (a minor) part of the problem.<br /><br />In simple math, growth is decline, and therefore, decline is growth, the return to the natural human minus all the defects (such as central domination), but keeping all the benefits, especially health and medicine. Underlying the problem is mental health, in that the sick are promoted to positions of control in ways that are supported by everybody, including the religions (prayer can fix anything) and the rights people (we are empowering the sick).<br /><br />My recent writing shows, or really discovered, that the "method" of Western Civilization (our banking system), which is the Dialectic, was in fact restored to its Platonic and "spiritless" (or Geist) state by Marx and Engels, which suggests that globalism was "supercharged" with surplus communism made available by the "fall of the wall." Of course, it is the professors who teach the economists, and, of course, counsel the president, so they are a likely source of dialectic thinking, but you have to look at the waste in (so called) China, to see the true effects of economic insanity to fully comprehend what is called "antithesis" (or anti-thought, anti-abstraction or even anti-God) to see the full effects of the dialectic tripartite.</span></span></span></div>
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