Description
The ExcelRT™ One-Step RT-qPCR kit (TaqMan, no ROX) is designed for reverse transcription and quantitative real-time analysis of a specific target RNA by one-step reaction. The ExcelRT™ One-Step RT-qPCR kit (TaqMan, no ROX), consisting of One-Step RT Enzyme Mix and 2X One-Step Master Mix, is a convenient kit designed for highly efficient cDNA synthesis and highly specific real-time PCR in a single tube. The One-Step RT Enzyme Mix contains a thermostable ExcelRT™ Reverse Transcriptase and a RNAok™ RNase inhibitor. Consequently, One-Step RT Enzyme Mix can reverse transcribe RNA to cDNA at a wide temperature range from 42 to 60°C and active against RNase A, RNase B and RNase C. By containing specialized hot-start Taq DNA polymerase, which greatly reduce primer-dimer formation and can be activated within 2 minutes, the 2X One-Step Master Mix features high specificity and is suitable for fast cycle program.
Features
Reverse transcription at wide temperature range (42-60°C)
High specificity
Suitable for fast cycle program
With no ROX reference dye
Storage
Aliquot to avoid multiple freeze-thaw cycles (stable within 30 freeze-thaw cycles)
Protect from light
-20°C for 12 months
Reverse transcription at wide template range
ExcelRT™ One-Step RT-qPCR Kit can quantitatively analyze target RNA from a wide range of RNA template input. The amplification plot of one-step RT-qPCR with total RNA templates ranging from 1 pg to 1 ng in quantity, analyzed by using RQ2200 ExcelRT™ One-Step RT-qPCR Kit (TaqMan, no ROX) for RT-qPCR amplification.
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)
Reverse transcription at wide temperature range (42-60°C)
ExcelRT™ One-Step RT-qPCR Kit can quantitatively analyze target RNA at a wide temperature range (42-60°C). The overlapped amplification plot of one-step RT-qPCR with reverse transcription at temperature range from 42 to 60°C, analyzed by using RQ2200 ExcelRT™ One-Step RT-qPCR Kit display that ExcelRT™ One-Step RT-qPCR Kit preforms successfully cDNA synthesis at wide temperature range.
Contents
Component |
Volume |
One-Step RT Enzyme Mix |
400 μl |
2X One-Step Master Mix(TaqMan, no ROX) |
1 ml x 2 |
Storage
Aliquot to avoid multiple freeze-thaw cycles (stable within 30 freeze-thaw cycles)
Protect from light
-20° for 12 months
Recommended primer design
Amplicon size: 80-150 bp
Tm value: around 60°C (calculated with Primer3 software)
Primer length: 17-25 mer
Sequence:
‒ 45-55% of GC content is recommended.
‒ Avoid regional high GC or AT content
‒ Avoid palindrome sequence
‒ Sequence with G or C at the 3' end is recommended.
Specificity of primers should be confirmed through a BLAST search.
Recommended probe design
Tm value: 6-10°C higher than primers
Probe length: 20-30 mer
Sequence:
‒ 35-65% of GC content is recommended.
‒ Avoid regional high GC or AT content
‒ Select the strand contains more C’s than G’s
‒ Avoid palindrome sequence
‒ Avoid a G at the 5' end to prevent quenching of the 5’ fluorophore.
Specificity of probe should be confirmed through a BLAST search.
Recommended reaction mixture set up for qPCR
Component | Volume | Final concentration |
Template RNA | Varied | 1 pg – 1 μg |
Forward primer (10 μM) | Varied | 125 – 900 nM |
Reverse primer (10 μM) | Varied | 125 – 900 nM |
TaqMan Probe (10 μM) | Varied | 100 – 200 nM |
One-Step RT Enzyme Mix | 2 μl | 1X |
2X One-Step Master Mix | 10 μl | 1X |
ddH2O | Up to 20 μl | - |
Total volume | 20 µl | - |
*Template amount varies depending on the copy number of target present in the template solution.
** The PCR primer and probe concentration for an optimal qPCR reaction may vary according to primers’ and probe’s properties.
Recommended qPCR Program
Standard program
Steps | Temp. | Time | Cycles |
Reverse transcription | 42°C - 60°C | 10 min | 1 |
Enzyme activation | 95°C | 3 min | 1 |
Denaturation | 95°C | 15 sec | 40-50 |
Annealing/ Extension | 60°C | 1 min |
Fast program
Steps | Temp. | Time | Cycles |
Reverse transcription | 42°C - 60°C | 5 min | 1 |
Enzyme activation | 95°C | 20 sec | 1 |
Denaturation | 95°C | 3 sec | 40-50 |
Annealing/ Extension | 60°C | 30 sec |
[RP1000] ExcelRT™ Reverse Transcriptase
High yield
Thermostable, up to 50°C, during first strand synthesis
High processivity, generating cDNA up to 8 kb
Reduced RNase H ribonuclease activity
[RP1400] ExcelRT™ Reverse Transcription Kit II
Contains all components for reverse transcription
High yield
Thermostable, up to 50°C
Reduced RNase H ribonuclease activity
Suitable for real-time PCR
Contains all components for reverse transcription
High yield
Thermostable, up to 50°C
Reduced RNase H ribonuclease activity
Suitable for real-time PCR
[TQ2110] ExcelTaq™ 2X Q-PCR Master Mix (TaqMan, ROX)
High sensitivity
High specificity
With ROX reference dye