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Appendix E - Code Assessment
area. and pedestrian path and open space connections to planning or linkage provisions are deemed necessary.
adjoining sites.
O10 Where the lots are to be used for No solution provided. Not applicable.
Industrial business or Commercial
business uses, the layout provides for
appropriate buffer areas, to mitigate
possible impacts on nearby residences
or other noise sensitive uses.
O11 For lots in the Rural Settlement No prescribed solution. Complies
Zone—a sealed access to the nearest
urban settlement is available. Jirrima Crescent is constructed to an appropriate standard with
bitumen seal, sufficient to cater for the proposed development and
connects to the wider road network along all sealed roads.
14.187 Water supply for fire fighting
O12 An adequate and accessible water S12.1 For development in a water service area, Complies
supply is provided for fire fighting water mains within the development shall comply
purposes. with the: Sufficient area is available on the proposed lots for swimming pools
and/or water tanks to provide an adequate accessible water supply
a) Queensland Water Resource Commission - for fire fighting.
Guidelines for Planning and Design of Urban
Water Supply Schemes; and
Australian Standard 2419 and the Water Providers
Network Model Criteria;
AND
b) S12.2 Facilitate the connection of fire
services that comply with the requirements
of the Building Code of Australia.
14.188 Energy efficiency
O13 The street and lot orientation S13.1 For Community Title Development or urban Not applicable
facilitates the construction of energy residential development each lot contains a
efficient buildings that respond to the rectangular house site area where the long axis
local climate conditions. faces true North or is no more than 20 degrees off
true north and has minimum dimensions of—
2 2
a) if the lot is between 450m and 599m - 10m x
15m; or
2
b) if the lot is less than 450m - 9m x 15m.
AND
AND S13.2 Community Title Development lots are
generally rectangular in shape and have a
maximum slope of—
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