<p>50%</p>

<p>Symbolizing the cards that give you a draw a D, and the cards that do not as N, there are 6 possible permutations of draw vs no-draw.</p>

<p>In each permutation, the second N card represents the farthest you can get through your deck on this turn.  I have bolded it for easier visibility.</p>

<p>DDN<strong>N</strong></p>

<p>DND<strong>N</strong></p>

<p>DN<strong>N</strong>D</p>

<p>NDD<strong>N</strong></p>

<p>ND<strong>N</strong>D</p>

<p>N<strong>N</strong>DD</p>

CC BY-SA 3.0
2016-11-12T02:03:35.307Z
This could also be explained by defining any permutation that ends with a Draw card last as the fail condition.
Drunk Cynic
CC BY-SA 3.0
2016-11-10T19:22:02.307Z
2016-11-10T19:22:02.307Z
Mike R
<p>Do to the deterministic nature of the game, if I have a decent memory I can easily know what cards are left in my deck, if not their order. I have two cards in my hand that let me draw a card (1 each) and I know there are 4 cards left in my deck, two of which will also let me draw a card. What are the chances I'll be able to draw my entire remaining deck?</p>

CC BY-SA 3.0
2016-11-10T19:00:14.147Z
This is a fairly simple probability problem... if I knew the rules of Star Realms. What are the card drawing rules?
Philip Kendall
CC BY-SA 3.0
2016-11-10T19:07:20.133Z
Some cards will allow you to draw a card under certain conditions, for this question, you can take it as read that the condition is filled. Simply, you an draw 2 of the 4 cards remaining, and if any of the drawn cards let you draw a card you can continue to do so.
aslum
<probability><star-realms>
What are my odds of drawing the rest of my deck
aslum
# What are my odds of drawing the rest of my deck

(Asked by: username_0 on 2016-11-10)

Do to the deterministic nature of the game, if I have a decent memory I can easily know what cards are left in my deck, if not their order. I have two cards in my hand that let me draw a card (1 each) and I know there are 4 cards left in my deck, two of which will also let me draw a card. What are the chances I'll be able to draw my entire remaining deck?

**Tags:** probability, star-realms

> **Comments:**
> **username_1**: This is a fairly simple probability problem... if I knew the rules of Star Realms. What are the card drawing rules?  
> **username_0**: Some cards will allow you to draw a card under certain conditions, for this question, you can take it as read that the condition is filled. Simply, you an draw 2 of the 4 cards remaining, and if any of the drawn cards let you draw a card you can continue to do so.  

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## 1 answers

### Answer by username_2 on 2016-11-10. Score: 8 | Accepted answer

50%

Symbolizing the cards that give you a draw a D, and the cards that do not as N, there are 6 possible permutations of draw vs no-draw.

In each permutation, the second N card represents the farthest you can get through your deck on this turn. I have bolded it for easier visibility.

DDN**N**

DND**N**

DN**N**D

NDD**N**

ND**N**D

N**N**DD

> **Comments:**
> **username_3**: This could also be explained by defining any permutation that ends with a Draw card last as the fail condition.  

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