{"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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