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*( c ) he / she is a person who is otherwise qualified to be elected a Member of Parliament, except that the disqualifications set out in paragraphs ( c ), ( d ), and ( e ) of clause ( 2 ) of article 94 of this Constitution shall not be removed, in respect of any such person, by a presidential pardon or by the lapse of time as provided for in clause ( 5 ) of that article.
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Some Related Sentences
*( and c
*( c ) It may be granted upon condition, cujus est dare, ejus est disponere, and this denization of an alien may come about three ways: by Parliament ; by letters patent, which was the usual manner ; and by conquest.
x = ( c + ( c ^ 2-4 * k )^( 1 / 2 ))/( 2 * exp ( t *( c / 2-( c ^ 2-4 * k )^( 1 / 2 )/ 2 ))*( c ^ 2-4 * k )^( 1 / 2 )) -
( c-( c ^ 2-4 * k )^( 1 / 2 ))/( 2 * exp ( t *( c / 2 + ( c ^ 2-4 * k )^( 1 / 2 )/ 2 ))*( c ^ 2-4 * k )^( 1 / 2 ))
*( c. 75 ) War of the Jews, or The Jewish War, or Jewish Wars, or History of the Jewish War ( commonly abbreviated JW, BJ or War )
*( c. 94 ) Antiquities of the Jews, or Jewish Antiquities, or Antiquities of the Jews / Jewish Archeology ( frequently abbreviated AJ, AotJ or Ant.
*( c. 97 ) Flavius Josephus Against Apion, or Against Apion, or Contra Apionem, or Against the Greeks, on the antiquity of the Jewish people ( usually abbreviated CA )
*( c. 99 ) The Life of Flavius Josephus, or Autobiography of Flavius Josephus ( abbreviated Life or Vita )
*( c ) Suppress insurrection and act in aid of civil authorities to restore order when called upon to do so by the d. President but subject to such conditions as may be prescribed by an Act of the National Assembly.
*( 2 ) Isabel of Gloucester, first wife ( marriage annulled ) of King John of England ( c. 1217 ), without issue.
*( 3 ) Princess Margaret of Scotland, daughter of King William I of Scotland and Ermengarde de Beaumont ( 1221 ), by whom he had a daughter, Margaret ( c. 1222-1237 ), called " Megotta ", who married Richard de Clare, Earl of Gloucester, but had no issue.
In other words, a characteristic class associates to any principal G-bundle P → X an element c ( P ) in H *( X ) such that, if f: Y → X is a continuous map, then c ( f * P )
*( c ) on the ground that the young person in respect of whom the review is to be made has contravened a condition of an order made under paragraph 42 ( 2 )( k ) or ( l ) without reasonable excuse ;
*( and /
*( Thematically compiled comparison of the parallels in the ancient sources ) Dead at 2009 / 09 / 22.
*( 6. 6742 ± 0. 001 ) × 10 < sup >− 11 </ sup > ( kg / m < sup > 3 </ sup >)< sup >− 1 </ sup > s < sup >− 2 </ sup >.
*( and she
*( 2 ) The candidate nominated in accordance with the provisions of the foregoing subsection shall submit to the Congress the political program of the Government he or she intends to form and shall seek the confidence of the House.
*( 2 ) The candidate nominated in accordance with the provisions of the foregoing subsection shall submit to the Congress the political program of the Government he or she intends to form and shall seek the confidence of the House.
In 1954, she enrolled at the Wesley Training School *( see note ) in Salt River to pursue a career in teaching, and completed her Teacher ’ s Diploma in 1955.
*( Portugues ) Brazilian News on YouTube another interview on 129th birthday, shows she was then ambulatory
*( and is
A group is of characteristic 2 type if the generalized Fitting subgroup F *( Y ) of every 2-local subgroup Y is a 2-group.
*( EF1 ) If a and b are in R and b is nonzero, then there are q and r in R such that and either r = 0 or.
Completely regular spaces can be characterized by the fact that their topology is completely determined by C ( X ) or C *( X ).
* A space X is completely regular if and only if it has the initial topology induced by C ( X ) or C *( X ).
*( plant ) Amaranthus retroflexus L. – " L ." is the standard abbreviation for " Linnaeus "; the absence of parentheses shows that this is his original name.
*( with Nicholas Cohen ), The growth of hunger: a new politics of agriculture, London: Boyars, 1980-This book is based on René Dumont ’ s ideas as contained in the 1975 publ.
*( BCT3 ) A non-empty complete metric space is NOT the countable union of nowhere-dense closed sets.
In other words, if a planet, M, follows an elliptical orbit around a focus F and has a point P where PM is tangent to the curve and FPM is a right angle so that FP is the perpendicular to the tangent, then the centripetal force at point P is proportional to F * M /( R *( F * P )< sup > 3 </ sup >) where R is the radius of the curvature at M. Johann Bernoulli proved this formula in 1710.
*( A < sub > 1 </ sub > ⊕ ··· ⊕ A < sub > n </ sub >, p < sub > k </ sub >) is a product for the A < sub > k </ sub >
*( A < sub > 1 </ sub > ⊕ ··· ⊕ A < sub > n </ sub >, i < sub > k </ sub >) is a coproduct for the A < sub > k </ sub >.
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