{"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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