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javascript – add and subtract entries in real time

The problem I have encountered is that I create a function so that I add all the fields and show it to me in an entry so that I can send it and save it. the net input but i do not know if as i have it's well in advance thanks for some examples or suggestions how to do

{!! Form :: label ('used_number', 'Colproin:', & # 39; ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; colproin & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label ('employee ',' Syndicate: ', & # 39; ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; union & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label (& # 39; job_number, & # 39; Dias_inca: & # 39; ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (<dias_inca>, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label ('num_employed', 'Inca_Type:', & # 39; ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; tipo_inca & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label ('num_employed', 'Invalidity:', ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; inability & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label (& # 39; job_number & # 39 ;, & # 39; Re-entry: & # 39 ;, ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; re-entry & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label (& # 39; job_number & # 39; Other & # 39 ;, ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; other, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label (& # 39; job_number, & # 39; Embargo: & # 39 ;, ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; embargo & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()', 'placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label (& # 39; job_number, & # 39; Ficohsa: & # 39 ;, ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; ficohsa & # 39 ;, $ value = null, ['class' => 'form-control','onkeyup'=>'sumar()','placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label (& # 39; num_employed & # 39 ;, & # 39; Retroactive: & # 39 ;, ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: text (& # 39; retroactive & # 39 ;, $ value = null, ['class' => 'form-control','placeholder' => 'Ingrese el numero empleado','required'=> 'true']) !!}


{!! Form :: label ('job_number', 'Net:', & # 39; ['class' => 'col-lg-2 control-label']) !!}
{!! Form :: label (& # 39; net, $ value = null,['class'=>'form-control','id'=>'spTotal','required'=>'true']) !!}

It's my function where I sum up if I add the fields I want but I do not know how I can subtract the retroactive and show it in an entry because I show it but in a label and I would like it show in an entry


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[GET][NULLED] – Real WordPress Media Library – Media Categories / Folders v4.4.0

Real estate and the symbol of growth – The corner of crypto-currencies

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Neutral vs. Real World Risk Measurement – MathOverflow

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real analysis – Is this another way of expressing the lateral limit?

Let $ f: mathbb {R} to mathbb {R} $. Can we say that $ lim limits_ {n to infty} f (x_0 + frac {1} {n}) = l $ is another way of expressing the right side limit to $ x_0 $?
I've tried using the definition of the limit, but I'm stuck. Intuitively, this sounds true, but I do not know how to prove it.

Does the 5 seconds simulation of unity3d correspond to 5 seconds in the real world?

How is time modeled in the unit? Is it the same as real time?

Real Analysis – Help with incorrect proof of the Plancherel theorem.

Theorem of Plancherel

Let $ f $ $ in $ $ (C ^ {2 pi} $, $ || f || _ {2} $) or $ || f || _ {2} = Big ( frac {1} {2 pi} int _ {- pi} ^ { pi} | f (x) | ^ {2} dx Big) ^ { frac { 1} {2}} $.
begin {align *}
|| f-S_ {n} (f) || _ {2} overset {n to infty} { longrightarrow} 0
end {align *}

or $ S_n (f) $ is the partial sum of Fourier's $ f $.

Here's my proof so far however, I know that it must be incorrect as this would imply that $ S_ {n} (f) $ would converge uniformly towards $ f $ in the Sup. Note that $ T_ {n} $ is the set of Trig polynomials of degree at most $ n $.

begin {align *}
|| f – S_ {n} (f) || _ {2} ^ {2} & = frac {1} {2 pi} int _ {- pi} ^ { pi} | f (x) – S_ {n}
(f) (x) | ^ {2} dx \
& leq frac {1} {2 pi} int _ {- pi} ^ { pi} || f – S_ {n} (f) || _ { infty} ^ {2} dx \
& = || f – S_ {n} (f) || _ { infty} ^ {2} frac {1} {2 pi} int _ {- pi} ^ { pi} dx \
& = || f – S_ {n} (f) || _ { infty} ^ {2} frac {1} {2 pi} 2 pi \
& = || f – S_ {n} (f) || _ { infty} ^ {2} \
& leq || f – T_ {n} || _ { infty} ^ {2} \
end {align *}

Therefore,
begin {align *}
|| f – S_ {n} (f) || _ {2} ^ {2} leq || f – T_ {n} || _ { infty} ^ {2} \
end {align *}

By the second Weierstrass approximation theorem,

begin {align *}
|| f – T_ {n} || _ { infty} ^ {2} overset {n to infty} { longrightarrow} 0 implies || f – S_ {n} (f) || _ {2} ^ {2} overset {n to infty} { longrightarrow} 0
end {align *}

However, this would also imply (compared to the Sup norm)

begin {align *}
|| f – T_ {n} || _ { infty} ^ {2} overset {n to infty} { longrightarrow} 0 implies || f – S_ {n} (f) || _ { infty} ^ {2} overset {n to infty} { longrightarrow} 0
end {align *}

And I know that this is incorrect for everything $ f in C ^ {2 pi} $.

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