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The Hydrodynamics of Marbling Art
The thumbnail image for this video has been updated - thumbnail added by BSR.
![](data:image/jpg;base64,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)
Residents rescued in New York City apartment fire
I wonder if they had to ax the doors to get into the upper and lower apartments
NYC's Anti-Vax Rally in 49 Seconds
maybe.
ever see "swing blade"? the main character was undoubtedly very bright but was taught in a very poor school (i.e. alone, abused, and alienated). very little knowledge.
an extreme example but anyone can be intelligent 'tho trapped by their environment. lacking knowledge.
it's kinda like that show on Netflix. the local head of the kkk being exposed to the words and life of that black women. he learned - was shown - that his way wasn't the path he wanted to be on. he wised up.
knowledge leads to higher intelligence. he had the intelligence but lacked any reason to change his views (the Tao of Intolerance). intelligent but terribly influenced.
so these folks might have the ability to learn and adapt, but not the velleity.
intelligence is the ability to acquire knowledge, but w/o some basic knowledge, that intelligence can be retard.
that's me. standing up for an ax* murder, a klansman, and goofy GOPers.
how bright am i?
* not an ax really. it was a swing blade but i like to call them a kaiser blade.
https://www.youtube.com/watch?v=sAgSUFT4cVk
Sorry, but you and @luxintenebris are confusing intelligence with knowledge. IQ measures your problem solving skills and ability to learn and adapt that new knowledge to new and different situations, it does not just test your knowledge in certain areas.
It's the difference between being shown how to do a task VS being able to figure out how to do a task on your own.
Why is that even a question?
The thumbnail image for this video has been updated - thumbnail added by oritteropo.
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)
DALEK Relaxation Meditation for Humans
Why am I suddenly holding an ax?
New Math vs Old Math
The problem is that it's confusing theory with the method. The right hand method(henceforth referred to as right method) shows that 35*2+35*10=35*12. It takes all of a couple minutes to show a class that. Spend a little time reminding them of the theory, put have them practice the right method. This isn't a mathematical theory exercise, this is performing basic arithmetic. It's why you segway into algebra later and show kids a(x +y)=ax+ay
"Get the answer faster" is not the point.
The left explains why multiplication works, whereas the one on the right is a process for multiplying.
The left makes it visually obvious that scalars are separable.
That : (35*2) = (30*2) + (5*2) = (30+5) * 2
The only thing missing (which may have been covered elsewhere) is that : 35 'IS" (3*10^1) + (5*10^0), and that multi-digit-numbers are already presented as separate scalars in sum.
-scheherazade
2 Drops Of Spilled Mercury Destroyed This Scientist's Brain
If you work with that stuff you should keep an ax handy. the moment 2 drops fall on your hand use the other to chop it off.
Lions are fast
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Flying Over Mars
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
What is Gerrymandering
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)
Talking Tapes
It worked for me, random glitch perhaps? The list of regions allowed is fairly extensive, so it's probably not blocked (are there any missing? Canada and the US are both included):
"regionsAllowed" content="AD,AE,AF,AG,AI,AL,AM,AO,AQ,AR,AS,AT,AU,AW,AX,AZ,BA,BB,BD,BE,BF,BG,BH,BI,BJ,BL,BM,BN,BO,BQ,BR,BS,BT,BV,BW,BY,BZ,CA,CC,CD,CF,CG,CH,CI,CK,CL,CM,
CN,CO,CR,CU,CV,CW,CX,CY,CZ,DE,DJ,DK,DM,DO,DZ,EC,EE,EG,EH,ER,ES,ET,FI,FJ,FK,FM,FO,FR,GA,GB,GD,GE,GF,GG,GH,GI,GL,GM,GN,GP,GQ,GR,GS,GT,GU,GW,GY,HK,HM,HN,
HR,HT,HU,ID,IE,IL,IM,IN,IO,IQ,IR,IS,IT,JE,JM,JO,JP,KE,KG,KH,KI,KM,KN,KP,KR,KW,KY,KZ,LA,LB,LC,LI,LK,LR,LS,LT,LU,LV,LY,MA,MC,MD,ME,MF,MG,MH,MK,ML,MM,MN,
MO,MP,MQ,MR,MS,MT,MU,MV,MW,MX,MY,MZ,NA,NC,NE,NF,NG,NI,NL,NO,NP,NR,NU,NZ,OM,PA,PE,PF,PG,PH,PK,PL,PM,PN,PR,PS,PT,PW,PY,QA,RE,RO,RS,RU,RW,SA,SB,SC,SD,SE,
SG,SH,SI,SJ,SK,SL,SM,SN,SO,SR,SS,ST,SV,SX,SY,SZ,TC,TD,TF,TG,TH,TJ,TK,TL,TM,TN,TO,TR,TT,TV,TW,TZ,UA,UG,UM,US,UY,UZ,VA,VC,VE,VG,VI,VN,VU,WF,WS,YE,YT,ZA,
ZM,ZW"
dead
Taco Tuesday
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Taxi to the Dark Side (Full Doc.)
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The duration of this video has been updated from unknown to 1:46:06 - length declared by eric3579.
Zero Punctuation: Next Gen buyers guide
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)
Freeman's Mind-A complete YouTube playList with 68 episodes!
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)