Can Bio-Synthesis make NED, VIC, PET, Liz labelled primers?
Yes, these dyes are often used for sequencing or fragment analysis, but other long-wavelength dyes do not perform well in fragment analyzers, such as the ABI 3730 series. These types of instruments use a single wavelength (488 nm) for excitation which poorly excites red-shifted dyes. Applied Biosystems circumvents this problem by partnering red dyes such as NED with a FAM dye in a FRET construct. We recommend customers source these dyes from Life Technologies. Bio-Synthesis offers replacement dyesVIC, Ned or PET dyes in the set (eg FAM, TET, HEX). Bio-Syntehsis also offers TAMRA and other dyes which can be used on some genotyping instruments. We can also make oligos with dyes that have very similar characteristics to VIC.
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)
- Yakima Yellow™ was developed by Epoch Biosciences to offer researchers an alternative to VIC. It possesses an absorbance maximum of 526nm and an emission maximum of 548nm, is ideally suited to be used as a matched fluorophore in any detection system that involves FRET, and works excellent with The Black Hole Quenchers offered by Bio-Synthesis.
- CAL Fluor® Dyes produce by Biosearch, is another dye can be use to replace VIC. Recently issued a patent for its CAL Fluor® dyes, Biosearch Technologies introduced this series of vibrant dyes for real-time qPCR as lower-cost, superior performing replacements for many commonly used fluorophores. Their emission maxima range from 500 nm to 640 nm, which make them ideal fluorophores for multiplexed qPCR. They are excellent replacement fluorophores for VIC, TET, HEX, JOE, TAMRA, Texas Red®, LC Red 640® dyes
- Atto Fluor Seris developed by Atto Tec which offer researchers an alternative to Ned, Pet, and Liz
Dye and Replacement |
Abs |
Em. |
(nm) |
(nm) |
Vic |
538 |
554 |
Hex |
535 |
556 |
MAX550 |
531 |
560 |
Alexa 532 |
532 |
554 |
JOE |
520 |
555 |
Cal Fluor Gold 540 |
522 |
544 |
Yakima Yellow |
526 |
548 |
Cal Fluor Orange 560 |
538 |
559 |
Ned |
553 |
575 |
CY3 |
550 |
570 |
Alexa546 |
546 |
573 |
TAMRA |
544 |
583 |
DY 549 |
554 |
566 |
ATTO 550 |
554 |
579 |
Pet |
558 |
595 |
ATTO 565 |
563 |
592 |
Liz |
638 |
655 |
ATTO 633 |
629 |
657 |
Print
07/29/2009