In **Contract Bridge**, **High Card Points (HCP)**—also known as the **Milton Work Count**—form the standard quantitative system used to evaluate the offensive strength of a hand during the bidding phase. Calculating your HCP allows you and your partner to determine whether you have enough collective strength to bid a partial contract, a game, or a slam.
---
Step 1: Assign Standard Point Values to Honors
High Card Points are calculated strictly by counting the honor cards (Aces, Kings, Queens, and Jacks) in your hand. The 52-card deck contains a total of **40 HCP**.
$$\begin{array}{c\|c\|c} \mathbf{Honor\ Card} & \mathbf{Symbol} & \mathbf{HCP\ Value} \\ \hline \text{Ace} & \text{A} & \mathbf{4\ \text{Points}} \\ \text{King} & \text{K} & \mathbf{3\ \text{Points}} \\ \text{Queen} & \text{Q} & \mathbf{2\ \text{Points}} \\ \text{Jack} & \text{J} & \mathbf{1\ \text{Point}} \\ \text{10 and below} & \text{10–2} & \mathbf{0\ \text{Points}} \\ \end{array}$$
Each suit contains 10 HCP ($\text{A} + \text{K} + \text{Q} + \text{J} = 4 + 3 + 2 + 1 = 10$).
---
Step 2: Calculate Your Raw HCP (Worked Example)
Sort your hand by suit and sum the honor values for each suit.
### Sample Hand:
* **Spades ($\spades$):** $\text{A}, \text{Q}, 8, 4$
* **Hearts ($\heartsuit$):** $\text{K}, \text{J}, 9$
* **Diamonds ($\diamondsuit$):** $\text{Q}, 10, 5, 2$
* **Clubs ($\clubsuit$):** $\text{A}, \text{K}$
### Calculation:
* **Spades:** $\text{Ace}\ (4) + \text{Queen}\ (2) = 6\text{ HCP}$
* **Hearts:** $\text{King}\ (3) + \text{Jack}\ (1) = 4\text{ HCP}$
* **Diamonds:** $\text{Queen}\ (2) = 2\text{ HCP}$
* **Clubs:** $\text{Ace}\ (4) + \text{King}\ (3) = 7\text{ HCP}$
* **Total Hand HCP:** $6 + 4 + 2 + 7 = \mathbf{19\ \text{HCP}}$
---
Step 3: Add Distributional Points (Length Points)
Raw HCP measures high cards, but long suits generate additional trick-taking potential. During initial bidding (before a trump suit fit is found), players add **Length Points** to their HCP to calculate **Total Starting Points**:
* **5-Card Suit:** Add **+1 Point**
* **6-Card Suit:** Add **+2 Points**
* **7-Card Suit:** Add **+3 Points**
> *Example:* If you hold 12 raw HCP with a 6-card Spade suit, your opening bidding strength is $12 + 2 = \mathbf{14\ \text{Total\ Points}}$.
---
Step 4: Evaluate Combined Team HCP for Bidding Milestones
During bidding, partners add their HCP totals together to determine the correct contract level to target.
$$\begin{array}{l\|c\|l} \mathbf{Target\ Contract} & \mathbf{Combined\ Team\ Points\ Required} & \mathbf{Notes} \\ \hline \mathbf{\text{Opening Bid}} & \mathbf{12\text{--}13+\ \text{Points}} & \text{Minimum strength needed for one player to open the bidding.} \\ \mathbf{\text{Game in Notrump (3NT)}} & \mathbf{25+\ \text{Points}} & \text{Requires 9 tricks without a trump suit.} \\ \mathbf{\text{Game in Major (4}\spades / 4\heartsuit)} & \mathbf{25+\ \text{Points}} & \text{Requires 10 tricks with an 8+ card suit fit.} \\ \mathbf{\text{Game in Minor (5}\diamondsuit / 5\clubsuit)} & \mathbf{28+\ \text{Points}} & \text{Requires 11 tricks with a minor suit fit.} \\ \mathbf{\text{Small Slam (6-Level)}} & \mathbf{33+\ \text{Points}} & \text{Requires taking 12 out of 13 tricks.} \\ \mathbf{\text{Grand Slam (7-Level)}} & \mathbf{37+\ \text{Points}} & \text{Requires taking all 13 tricks.} \\ \end{array}$$
---
Step 5: Adjust Honor Values for Bad Combinations
Experienced players make small adjustments to raw HCP based on honor placement and protection:
1. **Unguarded Honors (Deductions):** Subtract **1 point** for a stiff Queen (e.g., single $\text{Q}\spades$) or a stiff King (e.g., single $\text{K}\heartsuit$ with no supporting low cards), as these honors are vulnerable to being captured.
2. **Honors in Combination (Additions):** Upwardly evaluate honors that touch (e.g., $\text{A-K}$, $\text{K-Q}$, or $\text{Q-J-10}$ sequences), as they reinforce each other and guarantee trick generation.