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    PEOPLE'S REPUBLIC OF BANGLADESH FLAG RULES, 1972
    (Revised up to July, 2005)
    CABINET DIVISION GOVERNMENT OF THE PEOPLE'S REPUBLIC OF BANGLADESH
    1
    GOVERNMENT OF THE PEOPLE'S REPUBLIC OF BANGLADESH PRESIDENT'S SECRETARIAT
    Cabinet Division (Revised up to July, 2005) PEOPLE'S REPUBLIC OF BANGLADESH FLAG RULES 1. Title and date of effect:
    (a) (b) These Rules shall be known as the People's Republic of Bangladesh Flag Rules. 1972. They shall come into effect immediately.
    2. Definitions:
    In these rules, unless the context otherwise requires1. 'Flag' means the 'National Flag' of the People's Republic of Bangladesh.
    3. Description and size of the 'Flag':
    The 'National Flag' will be in bottle green and rectangular in size in the proportion of length to width 10: 6 bearing a red circle on the body of the green. The red circle will have a radius of one-fifth of the length of the flag. Its center will be placed on the intersecting point of the perpendicular drawn from the nine-twentieth part of the length of the flag and the horizontal line drawn through the middle of its width.
    I. Colour(a) The green base of the flag will be of Procion Brilliant Green H-2RS 50 parts per 1000. (b) The red circular part will be of Procion Brilliant Orange H-2RS 60 parts per 1000.
    II. Size of the 'Flag' for Building(a) 10'×6' (b) 5'×3' (c)2'×1' [Depending on the size of the Building and in case of necessity, a flag of bigger size maintaining the proportion of length and width may be allowed by the Government to be flown.]
    III. Size of the 'Flag' for Car(a) 15×9.................For big cars. (b) 10×6.................For small and medium size cars.
    2 IV. Size of the 'Table Flag' for international and bilateral conferences10×6. Explanation(a) When the length of the 'Flag' is 10' its width will be 6'. (b) The radius of the red circle in the 'Flag' will be 2'. (c) Draw a perpendicular on 4' from the left hand of the length of the 'Flag' and a horizontal line from the middle of its width. (d) The Centre of the red circle will be at the point of intersection of these two lines.

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