nunoxic

i have developed a liking for a girl............but how do i try to get along........she refers me as a "bookworm"..........we hardly meet....and if i ever see her she is with her group so i dont know when to tell her......i cant ask her her phone number also due to some reason...........HOW DO I GET ALONG !!!!!!!! HOW DO I TRY TO TALK !!!!!!!!!!!!

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A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

rikk22

ermm.. buy a mobile phone....!

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Errr. Wot now?

xxxsarahxxx

y does she refer to you as a "bookworm"? Because you like to read?

the best way, is to get her on her own.. Do you even know this girl, or is she just someone you see around?!?

We need more deets if we're gonna help u!!

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nunoxic

i know her .....but not that quite good.....i am reffered as a "bookworm" as i READ all day (especially Physics YUM! ) lol.....and I CANT BUY A MOBILE PHONE ALSO THAT WONT HELP !!!!!!! THANKS ANYWAYS

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

s0ul_deep

physics?!?!......wow i found a fellow nerd!! well yea TRY and get her by herself, but seeing as you said she's always with her friends you should still go and talk to her, but not exclusively. try and talk to them as a group first and slowly single her out.

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Kecha
You complete me

Evgeni

ok. first try to talk to her alone(before school,lunch-time, after school u get the idea)use every chance u get.And secondly DO NOT WAIT! if u keep on waiting for the right time and u keep on missing it u gona end-up like me: heart broken

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Teenville Rules

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And to put Teenville back its rightful place
Get rid of spammers like dust of my shades
Evi the Evil One is back to get the job done

nunoxic

Well thanks but i already tried that.......also she likes to hang out with "not so intelligent" kinda boys dont know why.........and I READ physics on Comp AND physically

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

nunoxic

Thank you ........can u gimme some ways to take her phone number without letting her suspect anything

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

nunoxic

[quote=s0ul_deep]yea TRY and get her by herself QUOTE]
What does "Get her by herself " mean ? i am a dufus in this area ! plz give a descriptive explanation

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

Evgeni

I think it meens "get her alone".
She cant be with her frends 24/7 can she.
Tough one, I'll if I can think of something else.

__________________
Teenville Rules

-------------------------------
The badest supermod of all time
Is back to get rid of all the crime
And to put Teenville back its rightful place
Get rid of spammers like dust of my shades
Evi the Evil One is back to get the job done

nunoxic

i know she cant but after she leaves school there is NO ( I MEAN NO) way of contacting her right now .........thats why i was asking for any method to take her phone number without her suspecting....ALSO I LIVE IN INDIA ...........ppl arent as free as u have in US or anyother country

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

Evgeni

how about talking to her after school?

__________________
Teenville Rules

-------------------------------
The badest supermod of all time
Is back to get rid of all the crime
And to put Teenville back its rightful place
Get rid of spammers like dust of my shades
Evi the Evil One is back to get the job done

nunoxic

Why Does This Always Happen To Me ?
She Either Goes Home Immediately Or Stays Back In School With The Teachers (where I Cant Go) Damn! !!!!!!!!!!!!!!

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.

xxxsarahxxx

Hmmmm... So I take it she doesn't particularly like physics then ???

Well one things for sure, DO NOT change yourself (i.e. give up your love for books) for a girl...

And jsut because her friends aren't as smart as you, doesn't mean they're not nice people!! Try talking to them as a group, then singling her out gradually as soul deep suggested!! Think that's perhaps your best option.

Other than that, the only thing I can think of to suggest is just to be straight.. Ask to talk to her for a minute, and then tell her how you feel!! You may get rejected, you may not, but hey life's a gamble and if you miss your opportunity now, you will kick yourself for ages!!

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nunoxic

I have holidays for 3 days now after that ill do what u said

__________________
A vector space is a set of vectors closed under addition, by constants, an inner product space is a vector space on which the operation of vector multiplication has been defined, and the dimension is the maximum number of nonzero, mutually orthogonal vectors it contains.