Equation for proving delena is the ENDGAME
According to stelena fans
(I) NO ELENA = DAMON --------------1
(II) ELENA = NO DAMON ----------2
ADDING 1 AND 2
NO ELENA + ELENA = DAMON + NO DAMON
ELENA (1 + NO) = DAMON ( 1 + NO)
AS (1 + NO ) is common on both sides so it gets cancelled..
WHICH GIVES US
ELENA = DAMON
hence proved DELENA FOREVER
AND AS PER STELENA fans
NO STEFAN IS NEVER = TO ELENA
THEREFORE this equation is not applicable on STELENA.......
(DELENA TILL THE ETERNITY) :D
According to stelena fans
(I) NO ELENA = DAMON --------------1
(II) ELENA = NO DAMON ----------2
ADDING 1 AND 2
NO ELENA + ELENA = DAMON + NO DAMON
ELENA (1 + NO) = DAMON ( 1 + NO)
AS (1 + NO ) is common on both sides so it gets cancelled..
WHICH GIVES US
ELENA = DAMON
hence proved DELENA FOREVER
AND AS PER STELENA fans
NO STEFAN IS NEVER = TO ELENA
THEREFORE this equation is not applicable on STELENA.......
(DELENA TILL THE ETERNITY) :D
In the March 15 Vampire Diaries episode — a flashback to 1912 — Freeman plays Sage, a bloodsucker with ties to the Originals, as well as Ian Somerhalder's Damon. "She [is] really aware of what being a vampire is and owns it," says Freeman, who says it "has been a dream to play a vampire" and that she was "jumping for joy" when she got the part. Sage will also resurface in modern-day Mystic Falls with a murky agenda. "She comes back for good reasons, but she is [out] for herself."
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