{"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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