{"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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