CCG-1423

Catalog No.: A14430
Rho inhibitor
CCG-1423 is a specific inhibitor of Rho pathway-mediated signaling and activation of serum response factor (SRF) transcription.
Grouped product items
Product Name Price Stock Qty
CCG-1423 25mg
$100.00
In stock
CCG-1423 50mg
$160.00
In stock
CCG-1423 100mg
$280.00
In stock
CCG-1423 10mM * 1mL in DMSO
$55.00
In stock
Bulk Size
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Important Notice: For research use only. We do not sell to patients.

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Adooq Products cited in reputable paper
Biological Activity
Discription CCG-1423 is a specific inhibitor of Rho pathway-mediated signaling and activation of serum response factor (SRF) transcription.
Targets
Target Value
Product Information
Catalog Num A14430
Formula C18H13ClF6N2O3
Molecular Weight 454.8
CAS Number 285986-88-1
SMILES CC(C(=O)NC1=CC=C(C=C1)Cl)ONC(=O)C2=CC(=CC(=C2)C(F)(F)F)C(F)(F)F
Synonyms CCG1423, CCG 1423
Storage

Store lyophilized at -20ºC, keep desiccated.
In lyophilized form, the chemical is stable for 36 months.
In solution, store at -20ºC and use within 3 months to prevent loss of potency. Aliquot to avoid multiple freeze/thaw cycles.

Solubility
In vitro DMSO 88 mg/mL (193.51 mM)
Water Insoluble
Ethanol Warmed: 4 mg/mL (8.79 mM)
* <1 mg/ml means slightly soluble or insoluble.
* Please note that Adooq tests the solubility of all compounds in-house, and the actual solubility may differ slightly from published values. This is normal and is due to slight batch-to-batch variations.
Preparing Stock Solutions
Concentration / Solvent Volume / Mass 1 mg 5 mg 10 mg
0.1 mM 21.99 mL 109.94 mL 219.88 mL
0.5 mM 4.4 mL 21.99 mL 43.98 mL
1 mM 2.2 mL 10.99 mL 21.99 mL
5 mM 0.44 mL 2.2 mL 4.4 mL
Useful Calculator

This calculator helps you calculate mass of compound based on solution concentration, volume and molecular weight in a specific solution using the formula:

Mass (mg) = Concentration (mM) × Volume (mL) × Molecular Weight (g/mol)

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    Molecular Weight

Please check COA/MSDS for correct molecular weight.

Calculate the dilution required to prepare a stock solution.
This equation is commonly abbreviated as: C1V1 = C2V2

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    C2

    V2

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