{"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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