ARTICLE
CRISPR/ CAS9
PCR
EXPERIMENT/ DATA
MISC
100

What are the subjects used for this study? Why is this breed often used for scientific experiments?

  • Beagle dogs 

  • Beagles are often chosen as subjects for scientific studies due to their good behavioral characteristics, size, and other physical traits; Started at University of Utah.

  • <img data-fr-image-pasted="true" src="data:image/png;base64,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

100

What does CRISPR stand for?

Clustered Regularly Interspaced Short Palindromic Repeats

100

What does PCR stand for?

Polymerase Chain Reaction

100

What is the sgRNA? What was the sgRNA designed for?  

  • Single guided RNA 

  • To target the first exon of the dog MSTN gene in preparation of CRISPR/Cas9 

100

What are the names of the two dogs found with the genetic mutation found in the MSTN locus?

Hercules (male) and Tiangou (female)

200

What characteristics about dogs make them a good model organism to study human diseases?

  • Dogs are model organisms that has been widely studied, usually because it is easy to maintain and breed in a laboratory setting and has particular experimental advantages. 

  • Dogs exhibit close similarities to humans in terms of metabolic, physiological, and anatomical characteristics.

200

What is the purpose of CRISPR/Cas9 technology?

It can effectively and specifically change genes within organisms; gene editing

200

What is the purpose of PCR?

To generate thousands to millions of copies of a particular section of DNA from a very small amount of DNA  

[video]

https://www.youtube.com/watch?v=Nl6eLez3CNI 


200

How is sgRNA validated?

By co-transfection with Cas9 vector into canine embryonic fibroblast

200

What are some advantages of gene target technology?

  • Create new strains of animals with favorable traits 

  • Ability to dissect and understand disease mechanisms 

  • CRISPR – relatively cheap, fast, and accurate 

300

What gene was targeted? What is the function of the gene?

Myostatin (MSTN) is a protein that is a negative regulator of skeletal muscle mass, prevents it from being expressed.  

300

What are the functions of guide RNAs (gRNA)?

A small piece of pre-designed RNA sequences located on a longer RNA scaffold. gRNA makes sure that the Cas9 enzyme cuts at the right point in the genome.

300

What are the 3 steps of PCR? Explain each step.

  • 1. Denaturing – double stranded template DNA is heated to separate it into two single strands 

  • 2. Annealing – the temperature is lowered to enable the DNA Primers to attach to the template DNA 

  • 3. Extending – the temperature is raised, and the new strand of DNA is made by the Taq polymerase enzyme 

300

What is the difference between allo-transplantation & auto-transplantation?

  • Allo-transplantation is the transplantation of cells, tissues, or organs, to a recipient from a genetically non-identical donor of the same species 

  • Auto-transplantation  is the transplantation of organs, tissues, or even particular proteins from one part of the body to another in the same person  

300

What are some of the concerns regarding gene target technology?

  • Lack of regulation 

  • Ethical issues 

  • Unintended mutations/ Off target effects 

400

What was the purpose of the study?

To attempt to explore the feasibility of producing gene knockout (KO) dogs by using the CRISPR/Cas9 technology

400

How was the CRISPR/Cas9 system developed?

  • Some bacteria have a similar, built-in, gene editing system to the CRISPR-Cas9 system that they use to respond to invading pathogens, like viruses, much like an immune system 

  • Using CRISPR, the bacteria snip out parts of the virus DNA and keep a bit of it behind to help them recognize and defend against the virus next time it attacks 

  • Scientists adapted this system so that it could be used in other cells from animals, including mice and humans 

400

Several tissues of dogs were collected. To determine their mutation patterns, what did they do with the PCR products?

cloned and sequence 

400

What was the result of the experiment after the first embryo injection?

unsuccessful; no pregnancy

400

What is Immunohistochemistry (IHC) used for?

  • the process where antibodies are used to detect proteins (antigens) in cells within a tissue section  

  • The procedure involves locating antigens in biopsy tissue through the use of a visual marker. For example, fluorescent dyes or enzymes

500

Which embryonic injection strategy was successful? Auto-transplantation strategy or allo-transplantation strategy?

Auto-transplantation strategy

500

What are the general steps of gene editing using CRISPR/Cas9 technology?

  • 1. The guide RNA is designed to find and bind to a specific sequence in the DNA 

  • 2. The Cas9 enzyme follows the guide RNA to the same location in the DNA sequence and makes a cut across both strands of the DNA 

  • 3. The cell recognizes that the DNA is damaged and tries to repair it 

  • 4. Different genes are introduced for the DNA to use to repair  

  • [video] https://www.youtube.com/watch?v=2pp17E4E-O8 [1:05]

500

What are housekeeping genes?

  • Housekeeping genes are involved in basic cell maintenance and are expected to maintain constant expression levels in all cells and conditions. 

  • Housekeeping gene = actin

500

What is the purpose of Western Blot?

Western blot is often used in research to separate and identify proteins. In this technique a mixture of proteins is separated based on molecular weight, and thus by type, through gel electrophoresis

500

Where was the tissue collected from the puppies to detect for mutation in the MSTN locus?

Ear tissues (ear punch tissues)