No Bones About It
Ligaments and Tendons are your Friends
Make a Muscle
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Potpourri
100

What is the largest Carpal bone?  

Capitate

100

Name the structures involved in DeQuervain’s Tenosynovitis.

 APL, EPB

100

Which muscle is absent in 10-15% of the general population?

Palmaris Longus

100

What is the distal continuation of the Musculocutaneous Nerve?

Lateral Antebrachial Cutaneous Nerve

100

What is the last muscle to recover in PIN syndrome?

Extensor Indicis Proprius

200

Name the Carpal bones.

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

200

What structure is injured in “Skier’s Thumb” and what Orthotic Device can be prescribed for this condition?

Skier’s Thumb (aka Gamekeeper’s Thumb) is an Ulnar Collateral Ligament Strain which may be treated with a Hand-Based Thumb Spica (aka Basic Opponens) Splint. 

200

On a Thursday evening in March, Dr. Kalie finds himself saddled with an ICU-acuity census, is fully capped, has 4 discharges scheduled, 42 discharge summaries due, and 5 admissions all scheduled to arrive at 4:59 pm. Concerned, Drs. Tausif and Lindsley check to see how he is coping with the workload. Cool as a cucumber, Dr. Kalie motions to them with his right hand that he’s doing just fine, and makes an “O” with his thumb and forefinger. Name the muscles being used in this gesture.

-Pronator Quadratus
-Lateral Half of FDP
-Flexor Pollicis Longus

200

What is the name of the structure through which the nerve that derives its fibers from the C8 and T1, passes through?

Ulnar Nerve, Guyon’s Canal

200

Explain a positive Finklestein’s Test and its significance.

1) Patient Encapsulates Thumb within a formed fist
2) Examiner Gently applies passive ulnar deviation
3) Pain localized to the APL/APB tendon region=positive for DeQuervain Tendinopathy

300

What is a Colle’s fracture and what is its most common mechanism of injury?

Distal Radial Fracture; FOOSH

300

Name the Contents of the Carpal Tunnel

  • Median Nerve
  • FDS (4 tendons)
  • FDP (4 tendons)
  • FPL (1 tendon)
300

Which muscles are affected in Carpal Tunnel Syndrome?

“LOAF” 

Lateral Lumbricals 1 & 2
Opponens Pollicis
Abductor Pollicis Brevis
Flexor Pollicis Brevis (Superficial Head)

300

1) What is Cheiralgia Paresthetica?

2) Provide 3 alternative names for this condition.

3) Discuss the physical exam findings of this condition.

1) Superficial Radial Nerve Compression around the Wrist

2) Handcuff Neuropathy, Wristwatch Neuropathy, Wartenberg Syndrome

3) Numbness/Paresthesia/Pain on the dorsolateral hand WITHOUT motor findings

300

In what pathology do you see a “Dinnerfork Deformity?”

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

400

Compared to other carpal fractures, what is of particular concern with Scaphoid fractures? Explain your reasoning for full credit.

Scaphoid fractures can disrupt the region’s tenuous arterial supply (Radial Artery, Palmar Branch) which can increase the risk of nonunion or osteonecrosis. (Radial Artery or Palmar Branch=200 pts, Nonunion or Osteonecrosis=200 pts

400

Name the Contents of the Extensor Compartment

1) APL, EBP (“DeQuervain’s”)
2) ECRL, ECRB (“2xECR”)
3) EPL
4) EDC, EIP
5) EDM (5th digit)
6) ECU




400

Describe the actions of the Lumbricals and Interossei

Lumbricals: Flex MCP + Extend IP (“Z-Position”)

Palmar Interossei:
-Adduct 2nd, 4th, and 5th digits (“Pad”)
-“Z-Position”

Dorsal Interossei: 
-Abduct 2nd, 3rd, and 4th digits (“Dab”)
-“Z-position”

400

Name and define two anomalous innervations possibly identified when electrodiagnostically testing the upper extremity.

1) Martin-Gruber – Median-to-Ulnar Anastomosis (forearm)
2) Cannieu-Riche – Ulnar-to-Median Anastomosis (hand)


400

Explain the performance, interpretation, and clinical significance of the Froment’s Test and Jeanne’s Sign:

They are both ways to evaluate for Ulnary Nerve Palsy:

1) Have the patient grasp a piece of paper between the thumb and radial tip of the index finger; begin to pull the paper away
2) If the Adductor Pollicis and/or FDI (both innervated by Deep Branch of Ulnar Nerve) are weak, patient will compensate by:
     a) flexing thumb at the IP joint [FROMENT’S SIGN]
     b) hyperextend index finger at the MCP joint and flex at the PIP to stabilize it [JEANNE’S SIGN]
3) In other words, patient uses their FPL when they’re “supposed to be” using their Adductor Pollicis.



500

How are hand/wrist/finger fractures classified radiographically/orthopedically? (Can get partial credit!)

Location 
-Intra-articular vs Extra-articular
-Head vs Neck vs Shaft vs Base
-Name of fractured bone (ie. Base of the Nth metatarsal)

Geometry
-Transverse
-Oblique
-Longitudinal
-Spiral

Comminution
-Simple=2 fracture fragments
-Comminuted=3 or more fragments

500

Name the components of the Triangular Fibrocartilage Complex (TFCC)

1) Triangular Fibrocartilage
2) Palmar Radioulnar Ligament
3) Dorsal Radioulnar Ligament
4) Ulnar Collateral Ligament
5) Ulnotriquetral Ligament
6) Ulnolunate Ligament
7) ECU Tendon Sheath

500

Name all the radially-innervated muscles of the hand (25 points each).

"Trick question, there are none!" Automatic zero points for anyone who named a muscle; Dr. Farrell is somewhere on vacation shedding a disappointed tear for every muscle named.


500
  • Explain how to assess and grade the motor integrity of the Flexor Digitorum Profundus.
  • Which peripheral nerve(s) and myotomes(s) are being tested?

Tests C8 Myotome (with fibers from both ulnar nerve and anterior interosseous nerve)

500

How can a clinican distinguish carpal tunnel syndrome from pronator teres syndrome? (Give 3 clinical features and 2 physical exam features)

Pronator Syndrome would typically have: 

1) forearm pain
2) NO nocturnal symptoms
3) sensory symptoms over the palmar cutaneous branch of median nerve (spared in CTS, branches off proximal to the carpal tunnel)
---
1) pain on resisted pronation with arm in extension
2) decreased conduction velocities in the forearm; “EMG is an extension of the physical exam!” –Dr. Farrell