grassflower.eth

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
This time around, we don’t want to know how many different permutations there are.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
This is the same expression written in terms of factorials.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
We need to generalize a formula that will allow us to find the total number of arrangements of a certain number of horses, drawn from a larger pool of horses.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
There are 20 horses, so this means there are 20 ways of filling the first position, 19 ways of filling the second, and 18 ways of filling the third.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
We can work out the solution the same way we did earlier, by looking at how many ways there are of filling the first three positions.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
It seems like the number of arrangements for the different objects has a lot to do with how you group them into like groups.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
To find the number of arrangements, start off by calculating the number of arrangements for the n objects as if they were all unique.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto Now this is what I call utility! 🔥👏

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
Then imagine that k of the objects are alike.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto Build that crypto bag slow and steady 🐢💰

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
If I want to find 10!, I have to multiply 10 numbers (10×9×8×7×6×5×4×3×2×1), and the result gets really big. Is there an easier way.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
For all other values of n, n! is even.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
Imagine you want to stand four horses in a circle, and you want to find the number of possible ways in which you can order them.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
Exactly, most races will have more than three horses.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
Write the formula or shortcut for each one in the table. Where applicable, assume variables are independent.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
The amount of variability can only increase.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto Huge congrats on the TVL growth 📈👏 SoSoValue is really makin’ moves!
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[SoSoValue @SoSoValueCrypto]

SoSoValue Weekly Update - May 13
📈 SSI(SoSoValue Indexes) Key Metrics
- Total TVL: $185.2M(+14.4% from last week)
- Total Holders: 390.9K
- Highest APY: 46.08%
- Total Staked SSI: 199.8M SSI
- Total Supply: 231.9M SSI

📈 $SOSO Key Metrics
- sSOSO Holders: 8,701
- Highest APY After Boost: 92.00%

📢 Weekly Highlights
🔹 SoSoValue Indexes TVL Rose 14.4% Last Week – Helping You Catch Every Sector Move Without Missing a Beat 🎯
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[grassflower.eth @dahu06626951]

@SoSoValueCrypto Staking like a boss 😎💰
https://t.co/GvZAaSnjoP

[SoSoValue @SoSoValueCrypto]

SoSoValue Weekly Update - May 13
📈 SSI(SoSoValue Indexes) Key Metrics
- Total TVL: $185.2M(+14.4% from last week)
- Total Holders: 390.9K
- Highest APY: 46.08%
- Total Staked SSI: 199.8M SSI
- Total Supply: 231.9M SSI

📈 $SOSO Key Metrics
- sSOSO Holders: 8,701
- Highest APY After Boost: 92.00%

📢 Weekly Highlights
🔹 SoSoValue Indexes TVL Rose 14.4% Last Week – Helping You Catch Every Sector Move Without Missing a Beat 🎯
🔗 Learn More: https://t.co/ZFKxFjRP08
🔗 Explore: https:// https://t.co/Lo30vFHr45

🔹 SoSoValue Partners with @Stepnofficial – 7 Days Left to Join the Giveaway and Win $MAG7.ssi & $GMT! 👟
🔗 Full Details: https://t.co/oZsAwfL6nB

📢 More updates & rewards coming soon—stay tuned! 🚀
#MAG7ssi #USSI #SSI #SoSoValueWeekly

[grassflower.eth @dahu06626951]

@SoSoValueCrypto
Below are a series of scenarios.

[grassflower.eth @dahu06626951]

@SoSoValueCrypto Can I still enter if I’m new to crypto? 🚀🤝
https://t.co/DDGhabPfqk

[SoSoValue @SoSoValueCrypto]

7 days left to win your share of $1,400 MAG7.ssi & $GMT

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