What are the best natural methods to increase hair density?

As human hair is made of keratin (a naturally-occurring protein), it becomes vital to consume protein-rich food like eggs, spinach, carrots, etc. Pro Tip: The key is to inc...

As a mediator who handles disputes with tenant/landlord cases, I would like to share a great piece of advice that has helped many in this and similar situations. Mind your ...

How about we meet at the intersection of Imagination Avenue and Fantasy Street, right next to the fountain of Unreachable Dreams? As for when, let's pencil it in for the da...

Yes, there is an afterlife, I know because I went there! I'm NOT kidding. It's the best feeling in the world. I was in my 30's back in 1990 something. I was having major su...

First, you may want to get evidence of this scam (Payment receipt and conversation, etc). DO NOT REPORT THE ACCOUNT OR GET IT DEACTIVATED. Doing this will drastically reduc...

DISCLAIMER: I did not write the original question, this is only an answer to that question. I do not think the Philippines was a terrible place at all.

I, as a Canadian, vis...

Is 11:11 stalking you too? I remember those days when I used to think of my twin flame every time I saw 11:11. I never connected much with 111, but 888 and 333 appeared fre...

I would like to dismiss, right now, the myth that demons cannot hear your thoughts.

I had a discussion with a Catholic priest about the matter. He told me that demons cannot...

It's not . At least not to all of us who use meth.

I dont think I'm doing anything to be ashamed of . I don't steal to get money for my drugs. I don't lie or manipulate anyo...

My answer would be something along the lines of , "Well, before I answer that, I'll ask you a question: if you were offered a job with a higher title at another company, an...

[math](x^2 + 1)^2 = (99^2 + 1)^2[/math]

[math]\implies (x^2 + 1)^2 - (99^2 + 1)^2 = 0[/math]

[math]\implies (x^2 + 1 - 99^2 - 1) (x^2 + 1 + 99^2 + 1) = 0[/math]

[math]\implies (x^2 - 99^2) (x^2 + 9803) = 0[/math]

[math]\implies (x^2 - 99^2) [x^2 + (\sqrt{9803})^2] = 0[/math]

[math]\implies (x^2 - 99^2) [x^2 - (\sqrt{9803}\,i)^2] = 0[/math]

[math]\implies (x - 99) (x + 99) (x - \sqrt{9803}\,i) (x + \sqrt{9803}\,i) = 0[/math]

[math]x - 99 = 0\implies x = 99[/math]

[math]x + 99 = 0\implies x = -99[/math]

[math]x - \sqrt{9803}\,i = 0\implies x = \sqrt{9803}\,i[/math]

[math]x + \sqrt{9803} i = 0\implies x = - \sqrt{9803}\,i[/math]

You can indeed check the DV results more than once, if only to assure yourself that you really didn't win this year either.

On the other hand, it sometimes happens that ther...