{"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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