{"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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