Curtis Packaging Revenue, Growth & Competitor Profile

Company Profile & Annual Report for Curtis Packaging

Access the complete profile.

Curtis Packaging Fast Facts

Revenue	$100 - $500 million    See Exact Annual Revenue
Employees	100 - 500Exact Company Size
Primary Industry	3222 Converted Paper Product Manufacturing
Additional NAICS Codes	42383 Industrial Machinery & Equipment Merchant Wholesalers
Address	44 Berkshire Road Sandy Hook, CT 06482

Note: Revenues for privately held companies are statistical evaluations.


Curtis Packaging's Annual Report & Profile shows critical firmographic facts:

• What is the company's size? (Annual sales and employees)
  • Curtis Packaging's annual revenues are $100 - $500 million (see exact revenue data)
• What industry is the company in?
  • Curtis Packaging is classified as operating in the Converted Paper Product Manufacturing industry, NAICS Code 3222.

Curtis Packaging Annual Revenue and Growth Rate

Curtis Packaging	Revenue Est. ($ Million)	Growth Rate (%)	# Employees
2023	$100 - $500 million Details in Premium Report
2022
2021
2020
2019

1-Year Growth Rate: 3-Year Growth Rate (CAGR):

Note: Curtis Packaging's revenues are gauged from an analysis of company filings.

Curtis Packaging's Income Statement (based on Industry Averages)

Curtis Packaging P&L	$ Millions
Revenue (Sales)
Cost of Goods Sold
Gross Profit
Operating Expenses
Advertising
Salaries and wages
Other Operating Expenses
Total Operating Expenses
Operating Income
EBITDA
EBIT (Earnings Before Interest and Taxes)
Net Profit

Trademark Applications

Trademark applications show the products and services that Curtis Packaging is developing and marketing. Curtis Packaging doesn't have any recent trademark applications, indicating Curtis Packaging is focusing on its existing business rather than expanding into new products and markets. Trademarks may include brand names, product names, logos and slogans.

Trademark	Date
COATOGRAPHY Printing and custom manufacture of cartons and of packaging for others	10/18/2012
LUXURIOUSLY RESPONSIBLE Custom printing and manufacturing of cartons and packaging for others; Providing information regarding printing and custom manufacture of environmentally friendly cartons and packaging for others	02/08/2008
INVISIBLEDOT Printing; screen printing	03/02/2007

See all trademarks and details in the Full Report.

Market Share of Curtis Packaging's Largest Competitors

A competitive analysis shows these companies are in the same general field as Curtis Packaging, even though they may not compete head-to-head. These are the largest companies by revenue. However, they may not have the largest market share in this industry if they have diversified into other business lines. The "Competition" section of a business plan or investment memorandum would start by analyzing the information about these companies. Competitive advantage comes from offering better pricing or superior products/service.

Company	Headquarters	Revenue ($ MM)
WESTROCK	Atlanta, GA	100
PRATT INDUSTRIES	Conyers, GA	29
KRAFT GROUP	Foxborough, MA	21
AVERY DENNISON	Glendale, CA	16
C.K.S. PACKAGING	Atlanta, GA	16
ALPHA INDUSTRIES MANAGEMENT	Pampano Beach, FL	15
HUHTAMAKI	De Soto, KS	15
HUHTAMAKI AMERICAS	Desoto, KS	10
TRANSCONTINENTAL US	Chicago, IL	7

Nearby Competitors

These companies are similar in business line and location to Curtis Packaging. While some companies compete with neighboring businesses for customers, other companies may compete to attract skilled employees.

Company	Headquarters	Revenue ($ MM)
CURTIS PACKAGING	Sandy Hook, CT	100
CONNECTICUT CONTAINER	North Haven, CT	51
FLEXO CONVERTERS USA	Meriden, CT	24
MERCANTILE DEVELOPMENT	Shelton, CT	16
HOLM CORRUGATED CONTAINER	Southington, CT	8

Future Competition: Curtis Packaging's Fastest Growing Competitors

These companies are in the same general field as Curtis Packaging and are rapidly expanding. Companies may grow organically or through acquisition. In some cases apparently high growth rates may be caused by data that weren't available in previous years.

Company	Revenue ($ MM)