Sneakyone Posts
Tegumi
"im always cute"
https://www.fakku.net/viewtopic.php?t=20488
Edit your OP, message me, and I'll unlock it.
Edit your OP, message me, and I'll unlock it.
Tegumi
"im always cute"
What previous poster said.
Also you should specify if it is a BIOS administrator password or a BIOS user password.
Also you should specify if it is a BIOS administrator password or a BIOS user password.
Tegumi
"im always cute"
Wordmangler2000 wrote...
Hey everybody...if we're going to keep these posts in SD, we should all do a little homework. There's a lot of out-of-context stuff here, many misunderstandings, some errors, and some wandering focus.I'm not claiming I have all the answers. It's just abundantly clear that this conversation won't go anywhere with all the misinformation in it. There's no way to resolve anything if we don't agree on the facts.
GodofAethism wrote...
I find it sad that the political efficacy of the people has been reduced to a piece of crap half-lies. Mainly part in due to Selective Perception and how we interpret things. So sir, let me say that you need to be more objective and READ ALL THE FACTS. Don't just spew half-truths if yo won't even take the time to read the other half and explain your case.QFT, etc
Also, other people:
>arguing with BigLundi
Tegumi
"im always cute"
Requested by topic creator.
Tegumi
"im always cute"
Kuro vi Lolitannia wrote...
I want to reset all of the requestsThat's an eloquent way of saying you want to drop them.
Tegumi
"im always cute"
Your threads are terrible. Also making a thread about a locked thread is a surefire way to get it locked.
Tegumi
"im always cute"
https://www.fakku.net/viewtopic.php?t=50838
In this case, what you were doing at the time would help. What kind of device and OS you have. What exactly does the error say, and what version of Flash you have.
I'll leave the thread unlocked so you can edit your post. I won't leave it next time.
Update: Try updating Flash.
Tegumi wrote...
If you do end up creating a thread, try to do so in English that is coherent, spelled correctly, and grammatically sound. Be sure to post any additional relevant information such as computer specifications, error messages, what you were doing when the problem occurred, and if the problem can be replicated via certain steps.In this case, what you were doing at the time would help. What kind of device and OS you have. What exactly does the error say, and what version of Flash you have.
I'll leave the thread unlocked so you can edit your post. I won't leave it next time.
Update: Try updating Flash.
Tegumi
"im always cute"
girlbreaker93 wrote...
really? -_- i was jst 2 lazy 2 write better nigga its calld leet get with the new age wat r u 7?Little known fact: the younger you are, the less retarded you type.
Tegumi
"im always cute"
That was sarcasm.
Tegumi
"im always cute"
Trolls are rude; therefore by identitive property rude people must also be trolls, amirite?
Tegumi
"im always cute"
artcellrox wrote...
Kind of curious, is it really that big a hassle to maintain hair that long? As in, past the middle of one's back.Past mid-back? Yes.
Tegumi
"im always cute"
Take it up with imgur.
Tegumi
"im always cute"
Anesthetize wrote...
Spoiler:
So is there a reason why you're ignoring doswillrule's messages on Skype and the forums?
Tegumi
"im always cute"
This is less the fault of new users and more of the forum software not behaving correctly.
Tegumi
"im always cute"
Wasn't there already a Yu-Gi-Oh! tournament? This is hardly new.
Tegumi
"im always cute"
This is really cool, btw. I was chafing at not having access but then my boyfriend hooked me up. :p It's nice that you're sharing!
Tegumi
"im always cute"
Is this a discussion or merely a showcase of your writing? If it is the latter, I will be moving it.
Tegumi
"im always cute"
csc(x) - cot(x)
= 1/sin(x) - 1/tan(x)
= 1/sin(x) - cos(x)/sin(x)
= (1-cos(x)) / sin(x)
Multiply top and bottom by sin(x)
= (1-cos(x)sin(x)) / sin^2(x)
= (1-cos(x)sin(x)) / 1-cos^2(x)
Split denominator
= ((1-cos(x))sin(x)) / ((1-cos(x))(1+cos(x)))
Cancel out (1-cos(x))
= sin(x)/(1+cos(x))
Alternatively:
= 1/sin(x) - 1/tan(x)
= 1/sin(x) - cos(x)/sin(x)
= (1-cos(x)) / sin(x)
Multiply top and bottom by (1+cos(x))
= (1-cos^2(x)) / (sin(x)(1+cos(x))
= (sin^2(x)) / (sin(x)(1+cos(x))
Cancel out (sin(x))
= sin(x)/(1+cos(x))
There are more ways.
2nd one, no. For obvious reasons.
Also, use Google next time.
Also, post in the right section next time.
= 1/sin(x) - 1/tan(x)
= 1/sin(x) - cos(x)/sin(x)
= (1-cos(x)) / sin(x)
Multiply top and bottom by sin(x)
= (1-cos(x)sin(x)) / sin^2(x)
= (1-cos(x)sin(x)) / 1-cos^2(x)
Split denominator
= ((1-cos(x))sin(x)) / ((1-cos(x))(1+cos(x)))
Cancel out (1-cos(x))
= sin(x)/(1+cos(x))
Alternatively:
= 1/sin(x) - 1/tan(x)
= 1/sin(x) - cos(x)/sin(x)
= (1-cos(x)) / sin(x)
Multiply top and bottom by (1+cos(x))
= (1-cos^2(x)) / (sin(x)(1+cos(x))
= (sin^2(x)) / (sin(x)(1+cos(x))
Cancel out (sin(x))
= sin(x)/(1+cos(x))
There are more ways.
2nd one, no. For obvious reasons.
Also, use Google next time.
Also, post in the right section next time.
Tegumi
"im always cute"
https://www.fakku.net/viewtopic.php?t=60708#1896889
