{"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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