·
×
This browser does not support the video element.
No Source!
Private
Like
Bookmark
Share
facebook
linkedin
twitter
reddit
pinterest
email
Whatsapp
Related
×
GrepMed
Sign up
Login
about
browse
contact
Support GrepMed
Welcome to GrepMed!
Sign up
to bookmark, like, and share #FOAMed images to reach an audience of
> 1 million weekly!
Sign up
×
145
results
sorted by: relevance
bookmarks
views
likes
comments
time
diagnosis
causes
radiology
radiologyassistant
management
comparison
lung
cardiology
treatment
cxr
clinical
ctchest
hypertension
pah
pattern
pediatrics
peds
ddxof
hyponatremia
pleural
Pulmonary
Hypertension ...
Algorithm
- Matthew ... #Hypertension #
PAH
... Workup #Evaluation #
Algorithm
... #
Differential
#
Pulmonary
Alveolar ... Microlithiasis (
PAM
... ) - Diagnosis
Algorithm
... Microlithiasis #
PAM
... #Diagnosis #
Algorithm
Acute
Pulmonary
... Embolism - Management
Algorithms
... Hemodynamically
Stable
... EricsMedicalLectures/ #
Pulmonary
... acutePE #Management #
Algorithm
Treatment
Algorithm
... for
Pulmonary
Hypertension ... #
Pulmonary
# ... Hypertension #
PAH
... Treatment #Management #
Algorithm
PAH
vs. heart failure ... ] #Diagnosis #
Pulmonary
... #Hypertension #
PAH
... #Comparison #
Table
Consolidation Pattern -
Differential
...
Algorithm
#Diagnosis ... #Radiology #
Pulmonary
... Consolidation #Pattern #
Differential
... #
Algorithm
#RadiologyAssistant
Interstitial Pattern -
Differential
...
Algorithm
#Diagnosis ... #Radiology #
Pulmonary
... Interstitial #Pattern #
Differential
... #
Algorithm
#RadiologyAssistant
Pulmonary
Arterial ... Interpretation: -
Pulmonary
... pressure (ie,
pulmonary
... #NormalValues #
Differential
... #
Table
#Chambers
- Markers and
Differential
... Diagnosis
Algorithm
... Lymphoid (ALL) -
PAS
... hematology #Markers #
Differential
... #Diagnosis #
Algorithm
Mass Pattern -
Differential
...
Algorithm
#Diagnosis ... #Radiology #
Pulmonary
... Mass #Pattern #
Differential
... #
Algorithm
#RadiologyAssistant
No results found for "PAM algorithm differential table pulmonary"
Try removing search terms or sorting by relevance
Or
Upload an image
for you and others searching for #PAM #algorithm #differential #table #pulmonary
![PAH vs. heart failure with preserved ejection fraction [HFpEF]
#Diagnosis #Pulmonary #Hypertension #PAH #Comparison #Table #HFpEF #DiastolicCHF](data:image/jpeg;base64,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 "PAH vs. heart failure with preserved ejection fraction [HFpEF]
#Diagnosis #Pulmonary #Hypertension #PAH #Comparison #Table #HFpEF #DiastolicCHF ...")
