{"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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