1436 days ago

Strategic Grant Seeking and Writing Workshop

Lindsay Upton from Manukau East Council of Social Services (MECOSS)

Whether you’re new to grant writing, or you’ve applied for grants in the past, this workshop will help you gain a better understanding of the grants process and what it takes to be successful in the grant seeking space. In this practical workshop, participants will learn how to develop a compelling and succinct grant application (and funding proposal) that stands out.

In this workshop we will cover:
* Overview of current grants environment in NZ
* What you must be aware of before you kick off your grant application/funding proposal
* The different grant options there are for your organisation and where to look for grants
* Funder’s expectations
* How to structure and write a winning funding proposal, working through the most common grant application questions

This session ideal for Managers, Trustees and Fundraisers from grassroots and community based not for profit organisations who want to learn more about the Grant Funding environment and practical strategies to increase your funding success.

Presenter: Therese Lanigan Behrent
Venue: Te Tuhi Centre, 13 Reeves Road, Pakuranga (in the Social Room).
Day & Date: Wednesday, 25 March 2022
Time: 9:30am - 12:30pm
Cost: $80

For more information or to book please email simon@ancad.org.nz

This venue is operating under RED and requires all attendees to show vaccination passes for entry and to wear a mask. Attendees will be spaced out in the large room for this event.

Who is Therese Lanigan-Behrent?
Therese supports not-for-profits, social enterprises and values driven organisations with training, strategic advice and practical hand on help as an Independent Funding and Marketing Consultant. She helps drive their mission through establishing robust planning frameworks, powerful storytelling and strategic funding support.
Therese’s experience in the sector as a funder (Vodafone Foundation and Lottery Community Auckland), Grants Strategist, Senior Marketer and Sponsorship Manager (for ASB, Vodafone & Jucy) and work with Auckland Council, has given her invaluable knowledge of the funding landscape and options for NFPs. In a voluntary capacity, Therese enjoys coaching not-for-profit organisations with their crowdfunding endeavours through her work with The Funding Network.

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More messages from your neighbours
1 day ago

Poll: Should the government levy industries that contribute to financial hardship?

The Team from Neighbourly.co.nz

As reported in the Post, there’s a $30 million funding gap in financial mentoring. This has led to services closing and mentors stepping in unpaid just to keep helping people in need 🪙💰🪙

One proposed solution? Small levies on industries that profit from financial hardship — like banks, casinos, and similar companies.

So we want to hear what you think:
Should the government ask these industries to contribute?

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Should the government levy industries that contribute to financial hardship?
  • 60.8% Yes, supporting people is important!
    60.8% Complete
  • 23.8% No, individuals should take responsibility
    23.8% Complete
  • 15.4% ... It is complicated
    15.4% Complete
324 votes
3 hours ago

Night-time chipsealing works on SH2

NZ Transport Agency (NZTA)

From 9 to 17 February, stop/go traffic management will be in place on SH2 between McPherson Road and Dimmock Road on multiple nights between 9pm and 5am (Sundays to Thursdays).

During the day, all lanes will be open, but speed restrictions will apply to allow the chipseal to set and to protect vehicles travelling over the newly laid surface.

There may be delays to your journey when travelling through the area. This is weather dependent so check NZTA Journey Planner before you travel.
Click to find out more

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2 days ago

A Neighbourly Riddle! Don’t Overthink It… Or Do?😜

The Riddler from The Neighbourly Riddler

Do you think you know the answer? Simply 'Like' this post if you know the answer and the big reveal will be posted in the comments at 2pm on the day!

If you multiply this number by any other number, the answer will always be the same. What number is this?

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