{"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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