IN THE DISTRICT COURT OF ___________________ COUNTY, STATE OF UTAH IN THE MATTER OF:
ORDER OF DISMISSAL
___________________________
Case No._________________
The above-entitled matter having come before the Court on the ____ day of _________________, 20_____, and the Court having found that the statutory requirements for commitment are not met in this matter. IT IS HEREBY ORDERED that ____________________ be released from involuntary commitment and these proceedings be dismissed. Recommended this _____ day of __________________, 20_____. _________________________________ Mental Health Commissioner
ORDERED this _____ day of ______________________, 20_____. _________________________________ District Court Judge
Page 1 of 1. IN THE DISTRICT COURT OF. COUNTY,. STATE OF UTAH. IN THE MATTER OF: ORDER OF DISMISSAL. Case No. The above-entitled matter having come before the Court on the ____ day of. , 20_____, and the Court having found that the statutory. requirements for commitment are not met in this matter.
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John Baxter; Dires, LLC d/b/a Personal. Touch Beds and Personal Comfort Beds;. Scott Stenzel; and Craig Miller,. Defendants. The Court hereby issues the following: ORDER. The Judgment (Doc. No. [599]) in this action is hereby VACATED until further. o
Apr 1, 2009 - The Courtesan has a strength of 1 but is not considered a. Mercenary card and is therefore not affected by Winter, Spring,. Bishop, Drummer, or Scarecrow. dRummeR (6). Mercenary cards in the same battle line have their strength doubled
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Page 1 of 4. I. Order of Adjective (30 Marks). Exercise I: Put the words in the bracket in the correct order: 1. (glass, tall) a vase. 2. (delicious, Khmer) some food. 3.
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Page 1 of 1. IN THE DISTRICT COURT OF. COUNTY,. STATE OF UTAH. IN THE MATTER OF: ORDER OF TRANSFER. Case No. Proposed Patient. The attached application for an order of involuntary commitment of the above- named proposed patient, having been filed in
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Steven T. Dougherty. Department of Mathematics. University of Scranton. Scranton, PA 18510. USA. Email: [email protected]. June 22, 2011. Abstract. We describe different ways of defining shadows for self-dual codes over rings of order 4. We
