{"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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