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)
3. TERM AND TERMINATION OF ABA
3.1 This ABA, once signed by both parties, will be deemed to have come into effect
on 7
th
July 2014 and will continue in place until 31 March 2022 unless it is
terminated in accordance with the other provisions of clause 3. The ABA can
be extended beyond 31 March 2022 if agreed by both parties. There will also
be a ‘light touch’ review each year to allow discussion of progress reported to
the Audit and Risk Committee and early discussion of any changes necessary
in the changing landscape of LEP funding and programming.
3.2 Subject to clauses 3.3 and 3.4 if, at any time during the term of this ABA, either
party wishes to bring the ABA to an end, the following consultation and notice
procedures shall apply:
(a) the party proposing to terminate the ABA must consult the other party about
the termination in good time and in any event, at least, nine months before the
proposed termination of the ABA,
(b) the party terminating the ABA must give at least six months’ written notice
to the other party,
3.3 If a party to the ABA commits a material breach of any term of the ABA, the
other party may send a written notice to the breaching party, setting out the
nature of the breach and the required remedy and giving not less than three
months’ notice to remedy the breach. If the breach has not been remedied at
the end of the notice period, then the party who served the notice may serve a
further notice of two months, terminating the ABA.
3.4 Where the operative period for a Programme comes to an end or the funding
under the Programme ceases, this ABA shall terminate in part in relation to that
Programme.
3.5 In any circumstance where this ABA terminates in whole or in part, and without
prejudice to any other rights or remedies the parties may have, the parties must
use their best endeavours to have in place, from the date of termination of the
ABA or the relevant part of the ABA, arrangements for transferring existing
agreements and liabilities, for example under the various grant and loan
agreements that SCC will have entered into on behalf of New Anglia LEP, to a
replacement Accountable Body.
3.6 Where it is not possible for existing agreements and liabilities to be transferred
(or it is agreed that they shall not transfer) and as a result SCC retains some or
all of such liabilities, New Anglia LEP shall indemnify SCC against those
liabilities and shall provide sufficient funding for SCC to meet those liabilities
e.g. under grant and loan agreements.
3.7 New Anglia LEP shall indemnify SCC against any financial costs or liabilities
incurred, including but not limited to redundancy costs, on the termination of the