- New to Fundraising? If you are new to fundraising or you don't know where to start, we can help you. Call us at 800-493-9206 or email us. We will help you pick a fundraising item that best fits your group and help you reach your fundraising goals. Some information that will help us guide you through your fundraiser:
- When do you plan to start your fundraiser?
- How many members plan to be selling?
- How much money do you hope to raise?
- We can give you selling tips that have helped other groups with their Fundraiser. We sell to all Schools (preschool, elementary, junior high, high school and colleges), Cub Scouts, Boy Scouts, Girl Scouts, Church youth groups, dance teams, cheerleaders and all types of sports teams. With over 15 years of experience, we can help your group select a product that will meet your goal. Our goal is to make your fundraiser fast, fun and profitable.
- What makes a fundraiser successful? Our groups who have the best fundraisers have motivated leaders. They are positive, upbeat and keep the fundraiser on schedule. Offering incentives is a great motivator to the students.
- How long should we plan a Fundraiser will take? This depends on the type of fundraiser you will be doing:
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Items that sell for less than $5.00 generally are purchased up front and sold to your customers from the case. Products like our Advent Calendars, Chocolate Bars,& Gummy Bears, Pretzel Rods, Lollipops and Imported Chocolate & Candy sell best when our customer can make an instant purchase and not have to wait for delivery of prooduct at a later date. These items can generally all be delivered to you within a weeks time; which makes them a quick fundraiser.
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Products that are sold from a presell brochure like Pies, Frozen Foods, Holiday Greenery, Poppin Popcorn and Sportz Tumblers all take longer. You have to figure in the number of weeks your members are taking orders. Also, Frozen Food items generally have a 3-4 week lead time for delivery.
- How do I choose a fundraising product? This depends on the number of members in your group, how much money you want to raise and which product works best for your potential customers. We can help you select the right product for your group.
- How do I know how much to order? If you are using a presell brochure, you will have a good measure of how much to order based on your total sales. Without a presell brochure, base your order on the number of "selling" members in your group. We have recommended quantities per member for our products.
- Do I have to order in full case quantities? This varies with each of our items, each web page will tell you if that item is sold in full case quantities or to the piece. Holiday Greenery, Poppin Popcorn, Sportz Tumblers and Candles/Gifts can be ordered to the piece. The Advent Calendars are sold in full case quantities, 96 or 32 calendars per case / depending on which calendars you purchase. Chocolate bars and candy are all purchased in full cases or cartons.
- How much will shipping be? We have FREE shipping on most of our items.
- Some items have FREE shipping with a minimum order quantity. For example,Antonio's Gourmet Cheesecakes has FREE shipping with a minimum order of 30 cases. For an order less than 30 cases, the shipping charges are prorated based on the number of cases ordered.
- The shipping costs of Holiday Greenery vary depending on your location; we can estimate shipping charges by item so you can consider this when setting your selling prices.
- Who are checks made out to?
- If your customers write checks, they should be made out to your school or organization. You will need to write one check to Americas Fundraising Express. It is a good idea for your customers to pay for their product when your students/members take the order. If the product is paid for in advance, it’s easier for them when they make the delivery.
- Do we need to pay for our order up front? We offer 30 day terms with school purchase order or bookkeeper approval. We accept payment by credit card; VISA, MasterCard and Discover; these are not charged until shipment. There is a 2% fee for invoices padi by credit card to help ocover credit card processing fees.
- How does open account with 30 day terms work? Payment is due 30 days after the product has shipped. We offer this to schools only; order will need bookkeeper approval or school purchase order.
- Do you have incentive prizes? We do not offer an incentive prize program since the members of each group are often motivated by different items, depending on location, age, etc.
- How long will it take to receive our product once it is ordered? This may vary by your location. Please allow 4-7 business days, for candy products. Allow 2-3 weeks for product sold with brochures. If you call us, we can estimate the lead time, as lead times may vary.
- Do you accept returns? To ensure quality products for our customers we do not accept returns of food, candy and seasonal products.
- How do I read a Profit Chart? We use our profit charts to help the groups estimate their potential earnings based on the amount of product sold.
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For example, an order for 5 cases of advent calendars would give you $864.00 of profits. Your cost per calendar would be $2.20 each; your cost per case of 96 would be $211.20; your invoice amount would be $1056.00 and your total profit will be $864.00. Shipping for this product is FREE so it does not affect your profits!
Advent Calendar Profit Chart![](data:image/png;base64,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)
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Orders are packed 96 calendars per case, 48 of each design.
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For products sold with Presell brochures like Poppin Popcorn, your profits are based on the number of units your group orders. For example, for an order of 100-149 units, you would earn 40% on each item sold. Your profit per piece will vary between $4.75 and $7.20 because your cost goes down with larger orders. Your total profit for your fundraiser will be 30% to 45% of your total sales based on quantity ordered. Shipping is FREE on all orders so it does not affect your profits!
Poppin Popcorn Profit Chart
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)
For products sold with Presell brochures like Holiday Greenery, your profit is based on the cost for the number of items sold and your selling price. For example, if you sell 50 wreaths at $25.00, your profit would be $11.75 per wreath, less the shipping charges which may range from $2.50 to $3.50 per wreath (depending on your location/zip code). We will give you an estimate of what your shipping costs would be per item prior to your fundraiser. This will help you decide what you should charge per item to determine your profits. The brochures are not pre-priced.
For an order of 50 wreaths, here are some examples of your profits
Selling Price |
|
$30.00 |
$40.00 |
Less: Cost per wreath |
|
$17.50 |
$17.50 |
Profit before shipping |
|
$ 12.50 |
$22.50 |
Less: Estimated Shipping |
|
$ 4.00 |
$ 8.00 |
Net Profit per Wreath |
|
$ 8.50 |
$ 14.50 |
Times 50 Wreaths |
|
X 50 |
X 50 |
Total Profits |
|
$425.00 |
$725.00 |
Holiday Wreaths Profit Chart
Sell For $30 - $40
10-99 |
$17.50 |
100-199 |
$17.25 |
200+ |
$17.00 |
Cost and profit does not include shipping and handling.