{"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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