{"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":"53616c7465645f5f310086d6ccc35b0d231ab36d6807f804e93f25ec79b511284d4c5a1aab0e79d871845a0e5cc6eddefdae23a8ac1aa1646f117cdade02bc356ecdc24f2d1ca91a81aaeb81bfa7f9fd169f436bbab8140c81f1600f570b7dbebdf0d14e9c8e327832786115d24b6e1f42c478c3f0cae67c8169d40e85be5e63219d161c94c76c424d75902d19121d571e421d7766b3c10768d7d28f30c5ccfdb64c293e13463edd3c69232dc0c18bbde58889ebd6b1282ab92bebaed03cb2923230e1d40bccac8f45f3b6abb89f4b7f70bfdbae1f2b6d8268aeb61d5e6645a2b5bb9219761fd1c42f8f8ab82ea1349ce174d7f4e8d352be3baf5a0268f3dbc5"}

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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