### 2 unstable releases

0.2.0 | Nov 3, 2019 |
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0.1.0 | Oct 31, 2019 |

#**1227** in Algorithms

**MIT**license

430KB

**1. Fibonacci Sequence:**

### The Fibonacci Sequence is the series of numbers:

*0, 1, 1, 2, 3, 5, 8, 13, 21, 34, ...*

## The next number is found by adding up the two numbers before it.

## like

**0 + 1** = **1** ,

**1**

**1 + ****1** = **2**

**1****2**

**and so on...**

**and so on...**

## Want to learn more on fibonacci sequence

**2. Imgaes:**

## below picture is the short story of **Fibonacci Sequence**

**Fibonacci Sequence**

**3. Graphical Interpretation:**

*The above two images are pictorial Interpretations of Fibonacci Series*

**4. Source Snapshot:**

**5. Code Block:**

`
``/*` This program is for printing series of first 'N' (user given limit) Fibonacci Numbers on the console `*/`
`use` `std``::`io`;`
`pub` `fn` `fibonacci``(``)`` ``{`
`println!``(``"``\n` Please enter the quantity of Fibonacci number series`\n` `"``)``;`
`let` `mut` num `=` `String``::`new`(``)``;`
`io``::`stdin`(``)``.``read_line``(``&``mut` num`)``.``expect``(``"`no data is given`"``)``;`
`let` num `:` `u32` `=` num`.``trim``(``)``.``parse``(``)``.``unwrap``(``)``;`
`let` `mut` first `:` `usize` `=` `0``;`
`let` `mut` second `:` `usize` `=` `1``;`
`let` `mut` initial `:` `usize` `=` `0``;`
`let` `mut` next `:` `usize``;`
`println!``(``"``\n` The following is the Fibonacci series`\n``"``)``;`
`println!``(``"` **************************************`\n``"``)``;`
`//` for first N Fibonacci Series, we used 0..num Range pattern with num excluding
`for` _x `in` `0``..`num `{`
`if` initial `<=` `1` `{`
next `=` initial`;`
initial`=` `1``+`initial`;`
`}`
`else``{`
next `=` first `+` second`;`
first `=` second`;`
second `=` next`;`
`}`
`println!``(``"` Number-`{}` : `{}`, `\n``"``,`_x`+``1``,` next`)``;`
`}`
`}`

*"There are two ways to write error-free programs; only the third one works."*

**~AlanPerils**