{"trackId":"588b2415e5bc2a239c7acc80","definitionVersion":0,"nearbyWords":["diagnosis","diagnoses","diagnostics","diagnostic","diagnosing","diagnosed","diagnose","diagnosable","diagnostician","diagnostically","dig","drag","dial","ding","dialog","dingy","drags","dirge","dingo","diary"],"usages":{"total":"9","results":[{"phrase":"I've never had a formal diagnosis, and I want to know if there is a test for it.","src":"abcnews.go.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"While the Post-Dispatch is good on diagnosis, they are less strong on solutions.","src":"stltoday.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"They got a diagnosis of ADHD when Jesse was 2 and soon saw developmental issues.","src":"sacbee.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Torres'discussion about his ADHD diagnosis and medication seemed more pertinent.","src":"sfgate.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Similarly, people may present with heart failure, and we don't have a diagnosis.","src":"abcnews.go.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"The report highlights a need to address the problem of late diagnosis of cancer.","src":"sciencedaily.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"I had similar symptoms in my 40s, and it took two years for the right diagnosis.","src":"stltoday.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Such late diagnosis compromises the effectiveness of therapy and rehabilitation.","src":"sciencedaily.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"This study challenges Apple's initial diagnosis of the problem-a software error.","src":"theepochtimes.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}}],"additionalProperties":{"additionalProperties":{"additionalProperties":{"totalResults":"13154","additionalProperties":{}}}}},"videoIds":"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"}

diagnosis

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Phonetic
Nearby words
Usages
I've never had a formal diagnosis, and I want to know if there is a test for it.
abcnews.go.com

While the Post-Dispatch is good on diagnosis, they are less strong on solutions.
stltoday.com

They got a diagnosis of ADHD when Jesse was 2 and soon saw developmental issues.
sacbee.com

Torres'discussion about his ADHD diagnosis and medication seemed more pertinent.
sfgate.com

Similarly, people may present with heart failure, and we don't have a diagnosis.
abcnews.go.com

The report highlights a need to address the problem of late diagnosis of cancer.
sciencedaily.com

I had similar symptoms in my 40s, and it took two years for the right diagnosis.
stltoday.com

Such late diagnosis compromises the effectiveness of therapy and rehabilitation.
sciencedaily.com

This study challenges Apple's initial diagnosis of the problem-a software error.
theepochtimes.com

Transcript
Words
    Sorry :( , there is no result for diagnosis

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