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Python | fifteen super cool codes

編輯：Python

🥬🥬🥬 Welcome to this blog
This blog will share some super cool Python Code and front end .
Currently updated ： Cool cool code
Contents of this article
Catalog
1 Cool rainbow
2 Gentle lion
3 Rotating endless heart
4 520+ love
5 Bright roses
6 A little love
7 A cute Pikachu
8 Peppa Pig
9 firelet offset offshoot off fireworks
10 Little fool, little yellow man
11 Ten miles of peach blossoms fall
12 Blow up the little villain
13 Doraemon A dream
14 A wechat expression pack
15 Show him to death

1 Cool rainbow

Video is dynamic , If you don't believe it, try running .

from turtle import *
colors = ["red", "yellow", "blue", "lime"]
bgcolor("black")
x = 6
t = [Turtle(), Turtle()]
for index, i in enumerate(t):
i.speed(0)
i.color("white")
i.shape("circle")
i.shapesize(0.3)
i.width(3)
i.pu()
i.seth(90)
i.fd(350)
i.seth(-180)
i.pd()
t[0].pu()
delay(0)
speed(0)
ht()
for i in colors:
color(i)
for i in range(360):
t[0].fd(x)
t[0].lt(1)
pu()
goto(t[0].pos())
pd()
t[1].fd(2 * x)
t[1].lt(2)
goto(t[1].pos())
done()

2 Gentle lion

import turtle as t
def hair(): # Draw hair
t.penup()
t.goto(-50, 150)
t.pendown()
t.fillcolor('#a2774d')
t.begin_fill()
for j in range(10): # repeat 10 Time
t.setheading(60 - (j * 36)) # Adjust the initial angle each time
t.circle(-50, 120) # draw 120 Arc of degree
t.end_fill()
def face(): # Draw a face
t.penup()
t.goto(0, 100)
t.pendown()
t.fillcolor('#f2ae20')
t.begin_fill()
t.setheading(180)
t.circle(85)
t.end_fill()
# chin
t.circle(85, 120)
t.fillcolor('white')
t.begin_fill()
t.circle(85, 120)
t.setheading(135)
t.circle(100, 95)
t.end_fill()
def ears(dir): # Draw eyes ,dir Used to set the direction , The left and right eyes are symmetrical
t.penup()
t.goto((0 - dir) * 30, 90)
t.setheading(90)
t.pendown()
t.fillcolor('#f2ae20')
t.begin_fill()
t.circle(dir * 30)
t.end_fill()
t.penup()
t.goto((0 - dir) * 40, 85)
t.setheading(90)
t.pendown()
t.fillcolor('white')
t.begin_fill()
t.circle(dir * 17)
t.end_fill()
def nose(): # Draw the nose
t.penup()
t.goto(20, 0)
t.setheading(90)
t.pendown()
t.fillcolor('#a2774d')
t.begin_fill()
t.circle(20)
t.end_fill()
def eye(dir): # Draw ears ,dir Used to set the direction , The left and right ears are symmetrical
t.penup()
t.goto((0 - dir) * 30, 20)
t.setheading(0)
t.pendown()
t.fillcolor('black')
t.begin_fill()
t.circle(10)
t.end_fill()
def mouth(): # Draw your mouth
t.penup()
t.goto(0, 0)
t.setheading(-90)
t.pendown()
t.forward(50)
t.setheading(0)
t.circle(80, 30)
t.penup()
t.goto(0, -50)
t.setheading(180)
t.pendown()
t.circle(-80, 30)
hair()
ears(1)
ears(-1)
face()
eye(1)
eye(-1)
mouth()
nose()
t.done()

3 Rotating endless heart

from turtle import *
from colorsys import *
def curve():
for i in range(200):
right(1)
forward(1)
tracer(10)
delay(0)
speed(0)
pensize(3)
bgcolor("black")
left(140)
cycles_number=2
for _ in range(cycles_number):
s=1
for i in range(36):
color("#C90055",hsv_to_rgb(0.92,s,1))
begin_fill()
forward(111.65)
curve()
left(120)
curve()
forward(111.65)
end_fill()
hideturtle()
right(90)
s-=0.02
done()

4 520+ love

<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title> Native JS Make love confession code - Stationmaster material </title>
<link rel="stylesheet" href="css/love.css">
</head>
<body>
<div class="container" onselectstart="return false;" unselectable="on" >
<div class="body_left">
<img src="images/biubiubiu.gif" alt="" ondragstart='return false;'>
</div>
<div class="body_center love">
<div class="block">
<div class="div1"></div>
<div class="div2"></div>
<div class="div3"></div>
<div class="div4"></div>
</div>
</div>
</div>
<div class="footer">
<div class="border">
<div class="border-top"></div>
<div class="border-bottom"></div>
</div>
<div class="copyright">
<div id="author">520 happy </div>
</div>
</div>
<script type="text/javascript" src="js/love.js"></script>
</body>
</html>

5 Bright roses


import turtle
import time
t = turtle.Turtle()
t.speed(1)
# Set the initial position
t.penup()
t.left(90)
t.fd(200)
t.pendown()
t.right(90)
# Pistil
t.fillcolor("red")
t.begin_fill()
t.circle(10, 180)
t.circle(25, 110)
t.left(50)
t.circle(60, 45)
t.circle(20, 170)
t.right(24)
t.fd(30)
t.left(10)
t.circle(30, 110)
t.fd(20)
t.left(40)
t.circle(90, 70)
t.circle(30, 150)
t.right(30)
t.fd(15)
t.circle(80, 90)
t.left(15)
t.fd(45)
t.right(165)
t.fd(20)
t.left(155)
t.circle(150, 80)
t.left(50)
t.circle(150, 90)
t.end_fill()
# petals 1
t.left(150)
t.circle(-90, 70)
t.left(20)
t.circle(75, 105)
t.setheading(60)
t.circle(80, 98)
t.circle(-90, 40)
# petals 2
t.left(180)
t.circle(90, 40)
t.circle(-80, 98)
t.setheading(-83)
# leaf 1
t.fd(30)
t.left(90)
t.fd(25)
t.left(45)
t.fillcolor("green")
t.begin_fill()
t.circle(-80, 90)
t.right(90)
t.circle(-80, 90)
t.end_fill()
t.right(135)
t.fd(60)
t.left(180)
t.fd(85)
t.left(90)
t.fd(80)
# leaf 2
t.right(90)
t.right(45)
t.fillcolor("green")
t.begin_fill()
t.circle(80, 90)
t.left(90)
t.circle(80, 90)
t.end_fill()
t.left(135)
t.fd(60)
t.left(180)
t.fd(60)
t.right(90)
t.circle(200, 60)
time.sleep(5)

6 A little love

from turtle import *
def curvemove():
for i in range(200):
right(1)
forward(1)
setup(600,600,600,600)
hideturtle()
pencolor('black')
fillcolor("red")
pensize(2)
begin_fill()
left(140)
forward(111.65)
curvemove()
left(120)
curvemove()
forward(111.65)
end_fill()
penup()
goto(-27, 85)
pendown()
done()

7 A cute Pikachu

# coding:utf-8
import turtle as t
import time
# Pikachu
# Foundation setup
t.screensize(800, 600)
t.pensize(2) # Set the brush size
t.speed(10) # Set the brush speed to 10
# Draw a left skew curve function
def radian_left(ang, dis, step, n):
for i in range(n):
dis += step # dis increase step
t.lt(ang) # turn left ang degree
t.fd(dis) # Walk forward dis Step size of
def radian_right(ang, dis, step, n):
for i in range(n):
dis += step
t.rt(ang) # turn left ang degree
t.fd(dis) # Walk forward dis Step size of
# Draw ears
def InitEars():
t.color("black", "yellow")
# Left ear curve
t.pu() # write
t.goto(-50, 100) # Initial position of pen head
t.pd() # Write
t.setheading(110) # Brush angle
t.begin_fill()
radian_left(1.2, 0.4, 0.1, 40)
t.setheading(270) # Brush angle
radian_left(1.2, 0.4, 0.1, 40)
t.setheading(44) # Brush angle
t.forward(32)
t.end_fill()
# Right ear curve
t.pu() # write
t.goto(50, 100) # Initial position of pen head
t.pd() # Write
t.setheading(70) # Brush angle
t.begin_fill()
radian_right(1.2, 0.4, 0.1, 40)
t.setheading(270) # Brush angle
radian_right(1.2, 0.4, 0.1, 40)
t.setheading(136) # Brush angle
t.forward(32)
t.end_fill()
# Black ears
t.begin_fill()
t.fillcolor("black")
t.pu() # write
t.goto(88, 141) # Initial position of pen head
t.pd() # Write
t.setheading(35) # Brush angle
radian_right(1.2, 1.6, 0.1, 16)
t.setheading(270) # Brush angle
radian_right(1.2, 0.4, 0.1, 25)
t.setheading(132) # Brush angle
t.forward(31)
t.end_fill()
t.begin_fill()
t.fillcolor("black")
t.pu() # write
t.goto(-88, 141) # Initial position of pen head
t.pd() # Write
t.setheading(145) # Brush angle
radian_left(1.2, 1.6, 0.1, 16)
t.setheading(270) # Brush angle
radian_left(1.2, 0.4, 0.1, 25)
t.setheading(48) # Brush angle
t.forward(31)
t.end_fill()
# Draw tail
def InitTail():
# tail
t.begin_fill()
t.fillcolor("yellow")
t.pu() # write
t.goto(64, -140) # Initial position of pen head
t.pd() # Write
t.setheading(10) # Brush angle
t.forward(20)
t.setheading(90) # Brush angle
t.forward(20)
t.setheading(10) # Brush angle
t.forward(10)
t.setheading(80) # Brush angle
t.forward(100)
t.setheading(35) # Brush angle
t.forward(80)
t.setheading(260) # Brush angle
t.forward(100)
t.setheading(205) # Brush angle
t.forward(40)
t.setheading(260) # Brush angle
t.forward(37)
t.setheading(205) # Brush angle
t.forward(20)
t.setheading(260) # Brush angle
t.forward(25)
t.setheading(175) # Brush angle
t.forward(30)
t.setheading(100) # Brush angle
t.forward(13)
t.end_fill()
# Draw feet
def InitFoots():
# foot
t.begin_fill()
t.fillcolor("yellow")
t.pensize(2)
t.pu() # write
t.goto(-70, -200) # Initial position of pen head
t.pd() # Write
t.setheading(225) # Brush angle
radian_left(0.5, 1.2, 0, 12)
radian_left(35, 0.6, 0, 4)
radian_left(1, 1.2, 0, 18)
t.setheading(160) # Brush angle
t.forward(13)
t.end_fill()
t.begin_fill()
t.fillcolor("yellow")
t.pensize(2)
t.pu() # write
t.goto(70, -200) # Initial position of pen head
t.pd() # Write
t.setheading(315) # Brush angle
radian_right(0.5, 1.2, 0, 12)
radian_right(35, 0.6, 0, 4)
radian_right(1, 1.2, 0, 18)
t.setheading(20) # Brush angle
t.forward(13)
t.end_fill()
# Draw the body
def InitBody():
# Outline
t.begin_fill()
t.pu() # write
t.goto(112, 0) # Initial position of pen head
t.pd() # Write
t.setheading(90) # Brush angle
t.circle(112, 180)
t.setheading(250) # Brush angle
radian_left(1.6, 1.3, 0, 50)
radian_left(0.8, 1.5, 0, 25)
t.setheading(255) # Brush angle
radian_left(0.4, 1.6, 0.2, 27)
radian_left(2.8, 1, 0, 45)
radian_right(0.9, 1.4, 0, 31)
t.setheading(355) # Brush angle
radian_right(0.9, 1.4, 0, 31)
radian_left(2.8, 1, 0, 45)
radian_left(0.4, 7.2, -0.2, 27)
t.setheading(10) # Brush angle
radian_left(0.8, 1.5, 0, 25)
radian_left(1.6, 1.3, 0, 50)
t.end_fill()
def InitEyes():
# Left eye
t.begin_fill()
t.fillcolor("black")
t.pu() # write
t.goto(-46, 10) # Initial position of pen head
t.pd() # Write
t.setheading(90) # Brush angle
t.circle(5, 360)
t.end_fill()
# Right eye
t.begin_fill()
t.fillcolor("black")
t.pu() # write
t.goto(46, 10) # Initial position of pen head
t.pd() # Write
t.setheading(-90) # Brush angle
t.circle(5, 360)
t.end_fill()
# Draw a face
def InitFace():
# cheek
t.begin_fill()
t.fillcolor("red")
t.pu() # write
t.goto(-63, -10) # Initial position of pen head
t.pd() # Write
t.setheading(90) # Brush angle
t.circle(10, 360)
t.end_fill()
t.begin_fill()
t.fillcolor("red")
t.pu() # write
t.goto(63, -10) # Initial position of pen head
t.pd() # Write
t.setheading(-90) # Brush angle
t.circle(10, 360)
t.end_fill()
# mouth
t.pensize(2.2)
t.pu() # write
t.goto(0, 0) # Initial position of pen head
t.pd() # Write
t.setheading(235) # Brush angle
radian_right(5, 0.8, 0, 30)
t.pu() # write
t.goto(0, 0) # Initial position of pen head
t.pd() # Write
t.setheading(305) # Brush angle
radian_left(5, 0.8, 0, 30)
# Painters
def InitHands():
# left hand
t.pensize(2)
t.pu() # write
t.goto(-46, -100) # Initial position of pen head
t.pd() # Write
t.setheading(285) # Brush angle
radian_right(0.4, 1.2, 0, 26)
radian_right(5, 0.35, 0, 26)
radian_right(0.3, 1.2, 0, 15)
# one 's right hand
t.pu() # write
t.goto(46, -100) # Initial position of pen head
t.pd() # Write
t.setheading(255) # Brush angle
radian_left(0.4, 1.2, 0, 26)
radian_left(5, 0.35, 0, 26)
radian_left(0.3, 1.2, 0, 15)
def CloseEyes():
# Left eye
t.pu() # write
t.goto(-46, 12) # Initial position of pen head
t.pd() # Write
t.setheading(180) # Brush angle
t.forward(10)
# Right eye
t.pu() # write
t.goto(46, 12) # Initial position of pen head
t.pd() # Write
t.setheading(0) # Brush angle
t.forward(10)
# initialization
def Init():
InitEars()
InitTail()
InitFoots()
InitBody()
InitFace()
InitHands()
InitEyes()
# Blink
def Upgarde():
InitEars()
InitTail()
InitFoots()
InitBody()
InitFace()
InitHands()
CloseEyes()
def Upgarde_Init():
InitEars()
InitTail()
InitFoots()
InitBody()
InitFace()
InitHands()
InitEyes()
def main():
Init()
t.tracer(False)
# Blink animation
for i in range(30):
if i % 2 == 0:
t.reset()
t.hideturtle()
Upgarde()
t.update()
time.sleep(0.3)
else:
t.reset()
t.hideturtle()
Upgarde_Init()
t.update()
time.sleep(1)
main()
# End brush
t.done()

8 Peppa Pig


import turtle
from turtle import *
turtle.title(' Peppa Pig ')
def nose(x,y):
""" Draw the nose """
pensize(5)
pencolor((255, 155, 192))
penup()
# Move the turtle to the specified coordinates
goto(x,y)
pendown()
# Set the direction of the turtle （0- In the east 、90- north 、180- In the west 、270- south ）
setheading(-30)
begin_fill()
fillcolor(255, 192, 203)
a = 0.4
for i in range(120):
if 0 <= i < 30 or 60 <= i <90:
a = a + 0.08
# turn left 3 degree
left(3)
# Walk forward
forward(a)
else:
a = a - 0.08
left(3)
forward(a)
end_fill()
penup()
setheading(90)
forward(25)
setheading(0)
forward(10)
pendown()
""" Set the color of the brush ( red , green , blue )"""
pencolor(255, 155, 192)
setheading(10)
begin_fill()
circle(5)
color(160, 82, 45)
end_fill()
penup()
setheading(0)
forward(20)
pendown()
pencolor(255, 155, 192)
setheading(10)
begin_fill()
circle(5)
color(160, 82, 45)
end_fill()
def head(x, y):
""" Picture head """
color((255, 155, 192), "pink")
penup()
goto(x,y)
setheading(0)
pendown()
begin_fill()
setheading(180)
circle(300, -30)
circle(100, -60)
circle(80, -100)
circle(150, -20)
circle(60, -95)
setheading(161)
circle(-300, 15)
penup()
goto(-100, 100)
pendown()
setheading(-30)
a = 0.4
for i in range(60):
if 0<= i < 30 or 60 <= i < 90:
a = a + 0.08
lt(3) # turn left 3 degree
fd(a) # Walk forward a Step size of
else:
a = a - 0.08
lt(3)
fd(a)
end_fill()
def ears(x,y):
""" Draw ears """
color((255, 155, 192), "pink")
penup()
goto(x, y)
pendown()
begin_fill()
setheading(100)
circle(-50, 50)
circle(-10, 120)
circle(-50, 54)
end_fill()
penup()
setheading(90)
forward(-12)
setheading(0)
forward(30)
pendown()
begin_fill()
setheading(90)
circle(-50, 50)
circle(-10, 120)
circle(-50, 56)
end_fill()
def eyes(x,y):
""" Draw eyes """
color((255, 155, 192), "white")
penup()
setheading(90)
forward(-20)
setheading(0)
forward(-95)
pendown()
begin_fill()
circle(15)
end_fill()
color("black")
penup()
setheading(90)
forward(12)
setheading(0)
forward(-3)
pendown()
begin_fill()
circle(3)
end_fill()
color((255, 155, 192), "white")
penup()
seth(90)
forward(-25)
seth(0)
forward(40)
pendown()
begin_fill()
circle(15)
end_fill()
color("black")
penup()
setheading(90)
forward(12)
setheading(0)
forward(-3)
pendown()
begin_fill()
circle(3)
end_fill()
def cheek(x,y):
""" Draw the cheek """
color((255, 155, 192))
penup()
goto(x,y)
pendown()
setheading(0)
begin_fill()
circle(30)
end_fill()
def mouth(x,y):
""" Draw your mouth """
color(239, 69, 19)
penup()
goto(x, y)
pendown()
setheading(-80)
circle(30, 40)
circle(40, 80)
def body(x,y):
''' Draw the body '''
penup()
goto(x,y)
pencolor('red')
fillcolor(250,106,106)
pendown()
begin_fill()
setheading(-66)
circle(-450,17)
setheading(180)
forward(185)
setheading(85)
circle(-450,17)
end_fill()
''' one 's right hand '''
penup()
goto(110,-45)
pendown()
pensize(8)
pencolor(255, 192, 203)
setheading(30)
circle(-400,10)
penup()
goto(167,-5)
pendown()
setheading(-120)
forward(20)
left(100)
forward(20)
''' left hand '''
penup()
goto(-25,-45)
pendown()
pencolor(255, 192, 203)
setheading(150)
circle(400,10)
penup()
goto(-78,-6)
pendown()
setheading(-60)
forward(20)
right(100)
forward(20)
def feet1(x,y):
pensize(7)
pencolor(255, 192, 203)
penup()
goto(x,y)
setheading(-90)
pendown()
forward(10)
penup()
goto(x-12,y-10)
pendown()
pencolor(238,201,0)
fillcolor(238,230,132)
begin_fill()
setheading(0)
forward(24)
right(90)
forward(36)
right(90)
forward(40)
circle(-10,180)
forward(16)
left(90)
forward(12)
end_fill()
def feet2(x,y):
pensize(7)
pencolor(255, 192, 203)
penup()
goto(x,y)
setheading(-90)
pendown()
forward(10)
penup()
goto(x-12,y-10)
pendown()
pencolor(238,201,0)
fillcolor(238,230,132)
begin_fill()
setheading(0)
forward(24)
right(90)
forward(36)
right(90)
forward(40)
circle(-10,180)
forward(16)
left(90)
forward(12)
end_fill()
def tail(x,y):
pensize(8)
penup()
goto(x,y)
pendown()
pencolor(255, 192, 203)
setheading(-5)
circle(30,100)
circle(10,180)
circle(20,150)
def backg(x):
penup()
goto(-420,x)
setheading(0)
fillcolor(50,205,50)
begin_fill()
forward(840)
right(90)
forward(300)
right(90)
forward(840)
right(90)
forward(300)
end_fill()
setheading(0)
fillcolor(0,191,255)
begin_fill()
forward(840)
left(90)
forward(600)
left(90)
forward(840)
left(90)
forward(600)
end_fill()
def cloude1(x, y):
""" Painting clouds """
penup()
goto(x,y)
setheading(90)
fillcolor(255,255,255)
begin_fill()
a = 0.4
for i in range(120):
if 0 <= i < 30 or 60 <= i <90:
a = a + 0.14
# turn left 3 degree
left(3)
# Walk forward
forward(a)
else:
a = a - 0.15
left(3)
forward(a)
end_fill()
def cloude2(x, y):
""" Painting clouds """
penup()
goto(x,y)
setheading(90)
fillcolor(255,255,255)
begin_fill()
a = 0.4
for i in range(120):
if 0 <= i < 30 or 60 <= i <90:
a = a + 0.15
# turn left 3 degree
left(3)
# Walk forward
forward(a)
else:
a = a - 0.13
left(3)
forward(a)
end_fill()
def setting():
""" Set parameters """
pensize(5)
# Hide the turtle
hideturtle()
colormode(255)
color((255, 155, 192), "pink")
setup(840, 700)
speed(10)
def main():
""" The main function """
setting()
backg(0)
body(105,-20)
nose(-100, 100)
head(-69, 167)
ears(0, 160)
eyes(0, 140)
cheek(80, 10)
mouth(-20, 30)
feet1(10,-150)
feet2(90,-150)
tail(130,-110)
cloude1(-200,200)
cloude2(300,300)
done()
if __name__ == '__main__':
main()

9 firelet offset offshoot off fireworks

<!doctype html>
<html>
<head>
<meta charset="utf-8">
<title> Realistic fireworks </title>
<script src="js/jquery.min.js"></script>
<style>
body {
margin: 0;
padding: 0;
background: #000000;
overflow: hidden;
}
</style>
</head>
<body>
<canvas id="canvas"></canvas>
<!-- best viewed in chrome -->
<script>
// fun options!
const PARTICLES_PER_FIREWORK = 150; // 100 - 400 or try 1000
const FIREWORK_CHANCE = 0.02; // percentage, set to 0 and click instead
const BASE_PARTICLE_SPEED = 0.6; // between 0-4, controls the size of the overall fireworks
const FIREWORK_LIFESPAN = 600; // ms
const PARTICLE_INITIAL_SPEED = 4.5; // 2-8
// not so fun options =\
const GRAVITY = 9.8;
const canvas = document.getElementById('canvas');
const ctx = canvas.getContext('2d');
let particles = [];
let disableAutoFireworks = false;
let resetDisable = 0;
let loop = () => {
if (!disableAutoFireworks && Math.random() < FIREWORK_CHANCE) {
createFirework();
}
ctx.clearRect(0, 0, canvas.width, canvas.height);
particles.forEach((particle, i) => {
particle.animate();
particle.render();
if (particle.y > canvas.height
|| particle.x < 0
|| particle.x > canvas.width
|| particle.alpha <= 0
) {
particles.splice(i, 1);
}
});
requestAnimationFrame(loop);
};
let createFirework = (
x = Math.random() * canvas.width,
y = Math.random() * canvas.height
) => {
let speed = (Math.random() * 2) + BASE_PARTICLE_SPEED;
let maxSpeed = speed;
let red = ~~(Math.random() * 255);
let green = ~~(Math.random() * 255);
let blue = ~~(Math.random() * 255);
// use brighter colours
red = (red < 150 ? red + 150 : red);
green = (green < 150 ? green + 150 : green);
blue = (blue < 150 ? blue + 150 : blue);
// inner firework
for (let i = 0; i < PARTICLES_PER_FIREWORK; i++) {
let particle = new Particle(x, y, red, green, blue, speed);
particles.push(particle);
maxSpeed = (speed > maxSpeed ? speed : maxSpeed);
}
// outer edge particles to make the firework appear more full
for (let i = 0; i < 40; i++) {
let particle = new Particle(x, y, red, green, blue, maxSpeed, true);
particles.push(particle);
}
};
class Particle {
constructor(
x = 0,
y = 0,
red = ~~(Math.random() * 255),
green = ~~(Math.random() * 255),
blue = ~~(Math.random() * 255),
speed,
isFixedSpeed
) {
this.x = x;
this.y = y;
this.red = red;
this.green = green;
this.blue = blue;
this.alpha = 0.05;
this.radius = 1 + Math.random();
this.angle = Math.random() * 360;
this.speed = (Math.random() * speed) + 0.1;
this.velocityX = Math.cos(this.angle) * this.speed;
this.velocityY = Math.sin(this.angle) * this.speed;
this.startTime = (new Date()).getTime();
this.duration = Math.random() * 300 + FIREWORK_LIFESPAN;
this.currentDiration = 0;
this.dampening = 30; // slowing factor at the end
this.colour = this.getColour();
if (isFixedSpeed) {
this.speed = speed;
this.velocityY = Math.sin(this.angle) * this.speed;
this.velocityX = Math.cos(this.angle) * this.speed;
}
this.initialVelocityX = this.velocityX;
this.initialVelocityY = this.velocityY;
}
animate() {
this.currentDuration = (new Date()).getTime() - this.startTime;
// initial speed kick
if (this.currentDuration <= 200) {
this.x += this.initialVelocityX * PARTICLE_INITIAL_SPEED;
this.y += this.initialVelocityY * PARTICLE_INITIAL_SPEED;
this.alpha += 0.01;
this.colour = this.getColour(240, 240, 240, 0.9);
} else {
// normal expansion
this.x += this.velocityX;
this.y += this.velocityY;
this.colour = this.getColour(this.red, this.green, this.blue, 0.4 + (Math.random() * 0.3));
}
this.velocityY += GRAVITY / 1000;
// slow down particles at the end
if (this.currentDuration >= this.duration) {
this.velocityX -= this.velocityX / this.dampening;
this.velocityY -= this.velocityY / this.dampening;
}
if (this.currentDuration >= this.duration + this.duration / 1.1) {
// fade out at the end
this.alpha -= 0.02;
this.colour = this.getColour();
} else {
// fade in during expansion
if (this.alpha < 1) {
this.alpha += 0.03;
}
}
}
render() {
ctx.beginPath();
ctx.arc(this.x, this.y, this.radius, 0, Math.PI * 2, true);
ctx.lineWidth = this.lineWidth;
ctx.fillStyle = this.colour;
ctx.shadowBlur = 8;
ctx.shadowColor = this.getColour(this.red + 150, this.green + 150, this.blue + 150, 1);
ctx.fill();
}
getColour(red, green, blue, alpha) {
return `rgba(${red || this.red}, ${green || this.green}, ${blue || this.blue}, ${alpha || this.alpha})`;
}
}
let updateCanvasSize = () => {
canvas.width = window.innerWidth;
canvas.height = window.innerHeight;
};
// run it!
updateCanvasSize();
$(window).resize(updateCanvasSize);
$(canvas).on('click', (e) => {
createFirework(e.clientX, e.clientY);
// stop fireworks when clicked, re-enable after short time
disableAutoFireworks = true;
clearTimeout(resetDisable);
resetDisable = setTimeout(() => {
disableAutoFireworks = false;
}, 5000);
});
loop();
</script>
</body>
</html>

10 Little fool, little yellow man

import turtle as t
# t = turtle.Turtle()
wn = t.Screen()
t.colormode(255)
t.hideturtle()
t.speed(0)
t.penup()
t.pensize(4)
t.goto(100,0)
t.pendown()
t.left(90)
t.color((0,0,0),(255,255,0))
# Body painting and coloring
t.begin_fill()
t.forward(200)
t.circle(100,180)
t.forward(200)
t.circle(100,180)
t.end_fill()
# Draw and color the right eye
t.pensize(12)
t.penup()
t.goto(-100,200)
t.pendown()
t.right(100)
t.circle(500,23)
t.pensize(3)
t.penup()
t.goto(0,200)
t.pendown()
t.seth(270)
t.color("black","white")
t.begin_fill()
t.circle(30)
t.end_fill()
t.penup()
t.goto(15,200)
t.pendown()
t.color("black","black")
t.begin_fill()
t.circle(15)
t.end_fill()
t.penup()
t.goto(35,205)
t.color("black","white")
t.begin_fill()
t.circle(5)
t.end_fill()
# Draw and color the left eye
t.pensize(3)
t.penup()
t.goto(0,200)
t.pendown()
t.seth(90)
t.color("black","white")
t.begin_fill()
t.circle(30)
t.end_fill()
t.penup()
t.goto(-15,200)
t.pendown()
t.color("black","black")
t.begin_fill()
t.circle(15)
t.end_fill()
t.penup()
t.goto(-35,205)
t.color("black","white")
t.begin_fill()
t.circle(5)
t.end_fill()
# Mouth painting and coloring
t.penup()
t.goto(-20,100)
t.pendown()
t.seth(270)
t.color("black","white")
t.begin_fill()
t.circle(20,180)
t.left(90)
t.forward(40)
t.end_fill()
# Pants painted and colored
t.penup()
t.goto(-100,0)
t.pendown()
t.seth(0)
t.color("black","blue")
t.begin_fill()
t.forward(20)
t.left(90)
t.forward(40)
t.right(90)
t.forward(160)
t.right(90)
t.forward(40)
t.left(90)
t.forward(20)
t.seth(270)
t.penup()
t.goto(-100,0)
t.circle(100,180)
t.end_fill()
# Left pants belt
t.penup()
t.goto(-70,20)
t.pendown()
t.color("black","blue")
t.begin_fill()
t.seth(45)
t.forward(15)
t.left(90)
t.forward(60)
t.seth(270)
t.forward(15)
t.left(40)
t.forward(50)
t.end_fill()
t.left(180)
t.goto(-70,30)
t.dot()
# Right belt
t.penup()
t.goto(70,20)
t.pendown()
t.color("black","blue")
t.begin_fill()
t.seth(135)
t.forward(15)
t.right(90)
t.forward(60)
t.seth(270)
t.forward(15)
t.right(40)
t.forward(50)
t.end_fill()
t.left(180)
t.goto(70,30)
t.dot()
# foot
t.penup()
t.goto(4,-100)
t.pendown()
t.seth(270)
t.color("black","black")
t.begin_fill()
t.forward(30)
t.left(90)
t.forward(40)
t.seth(20)
t.circle(10,180)
t.circle(400,2)
t.seth(90)
t.forward(20)
t.goto(4,-100)
t.end_fill()
t.penup()
t.goto(-4,-100)
t.pendown()
t.seth(270)
t.color("black","black")
t.begin_fill()
t.forward(30)
t.right(90)
t.forward(40)
t.seth(20)
t.circle(10,-225)
t.circle(400,-3)
t.seth(90)
t.forward(21)
t.goto(-4,-100)
t.end_fill()
# left hand
t.penup()
t.goto(-100,50)
t.pendown()
t.seth(225)
t.color("black","yellow")
t.begin_fill()
t.forward(40)
t.left(90)
t.forward(35)
t.seth(90)
t.forward(50)
t.end_fill()
# one 's right hand
t.penup()
t.goto(100,50)
t.pendown()
t.seth(315)
t.color("black","yellow")
t.begin_fill()
t.forward(40)
t.right(90)
t.forward(36)
t.seth(90)
t.forward(50)
t.end_fill()
#
t.penup()
t.goto(0,-100)
t.pendown()
t.forward(30)
#
t.penup()
t.goto(0,-20)
t.pendown()
t.color("yellow")
t.begin_fill()
t.seth(45)
t.forward(20)
t.circle(10,180)
t.right(90)
t.circle(10,180)
t.forward(20)
t.end_fill()
#
t.penup()
t.color("black")
t.goto(-100,-20)
t.pendown()
t.circle(30,90)
t.penup()
t.goto(100,-20)
t.pendown()
t.circle(30,-90)
# Top
t.penup()
t.goto(2,300)
t.pendown()
t.begin_fill()
t.seth(135)
t.circle(100,40)
t.end_fill()
t.penup()
t.goto(2,300)
t.pendown()
t.begin_fill()
t.seth(45)
t.circle(100,40)
t.exitonclick()

11 Ten miles of peach blossoms fall

<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<title></title>
</head>
<body>
</body>
<script>
var stop, staticx;
var img = new Image();
img.src = "data:image/png;base64,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";
function Sakura(x, y, s, r, fn) {
this.x = x;
this.y = y;
this.s = s;
this.r = r;
this.fn = fn;
}
Sakura.prototype.draw = function(cxt) {
cxt.save();
var xc = 40 * this.s / 4;
cxt.translate(this.x, this.y);
cxt.rotate(this.r);
cxt.drawImage(img, 0, 0, 40 * this.s, 40 * this.s)
cxt.restore();
}
Sakura.prototype.update = function() {
this.x = this.fn.x(this.x, this.y);
this.y = this.fn.y(this.y, this.y);
this.r = this.fn.r(this.r);
if(this.x > window.innerWidth ||
this.x < 0 ||
this.y > window.innerHeight ||
this.y < 0
) {
this.r = getRandom('fnr');
if(Math.random() > 0.4) {
this.x = getRandom('x');
this.y = 0;
this.s = getRandom('s');
this.r = getRandom('r');
} else {
this.x = window.innerWidth;
this.y = getRandom('y');
this.s = getRandom('s');
this.r = getRandom('r');
}
}
}
SakuraList = function() {
this.list = [];
}
SakuraList.prototype.push = function(sakura) {
this.list.push(sakura);
}
SakuraList.prototype.update = function() {
for(var i = 0, len = this.list.length; i < len; i++) {
this.list[i].update();
}
}
SakuraList.prototype.draw = function(cxt) {
for(var i = 0, len = this.list.length; i < len; i++) {
this.list[i].draw(cxt);
}
}
SakuraList.prototype.get = function(i) {
return this.list[i];
}
SakuraList.prototype.size = function() {
return this.list.length;
}
function getRandom(option) {
var ret, random;
switch(option) {
case 'x':
ret = Math.random() * window.innerWidth;
break;
case 'y':
ret = Math.random() * window.innerHeight;
break;
case 's':
ret = Math.random();
break;
case 'r':
ret = Math.random() * 6;
break;
case 'fnx':
random = -0.5 + Math.random() * 1;
ret = function(x, y) {
return x + 0.5 * random - 1.7;
};
break;
case 'fny':
random = 1.5 + Math.random() * 0.7
ret = function(x, y) {
return y + random;
};
break;
case 'fnr':
random = Math.random() * 0.03;
ret = function(r) {
return r + random;
};
break;
}
return ret;
}
function startSakura() {
requestAnimationFrame = window.requestAnimationFrame ||
window.mozRequestAnimationFrame ||
window.webkitRequestAnimationFrame ||
window.msRequestAnimationFrame ||
window.oRequestAnimationFrame;
var canvas = document.createElement('canvas'),
cxt;
staticx = true;
canvas.height = window.innerHeight;
canvas.width = window.innerWidth;
canvas.setAttribute('style', 'position: fixed;left: 0;top: 0;pointer-events: none;');
canvas.setAttribute('id', 'canvas_sakura');
document.getElementsByTagName('body')[0].appendChild(canvas);
cxt = canvas.getContext('2d');
var sakuraList = new SakuraList();
for(var i = 0; i < 50; i++) {
var sakura, randomX, randomY, randomS, randomR, randomFnx, randomFny;
randomX = getRandom('x');
randomY = getRandom('y');
randomR = getRandom('r');
randomS = getRandom('s');
randomFnx = getRandom('fnx');
randomFny = getRandom('fny');
randomFnR = getRandom('fnr');
sakura = new Sakura(randomX, randomY, randomS, randomR, {
x: randomFnx,
y: randomFny,
r: randomFnR
});
sakura.draw(cxt);
sakuraList.push(sakura);
}
stop = requestAnimationFrame(function() {
cxt.clearRect(0, 0, canvas.width, canvas.height);
sakuraList.update();
sakuraList.draw(cxt);
stop = requestAnimationFrame(arguments.callee);
})
}
window.onresize = function() {
var canvasSnow = document.getElementById('canvas_snow');
canvasSnow.width = window.innerWidth;
canvasSnow.height = window.innerHeight;
}
img.onload = function() {
startSakura();
}
function stopp() {
if(staticx) {
var child = document.getElementById("canvas_sakura");
child.parentNode.removeChild(child);
window.cancelAnimationFrame(stop);
staticx = false;
} else {
startSakura();
}
}
</script>
</html>

12 Blow up the little villain


import time
from pynput import mouse, keyboard
m_keyboard = keyboard.Controller() # Create a keyboard
qty = int(input(" Number of bombings ："))
content = input(" Bombing content ：")
time_Span = int(input(" Start bombing time （s）："))
frequency = float(input(" Bombing frequency （0.1-0.5）："))
print(" Select the bombing area ", time_Span, " Start bombing in seconds ")
time.sleep(time_Span)
for i in range(qty):
m_keyboard.type(content) # typing
m_keyboard.press(keyboard.Key.enter) # Press down enter
m_keyboard.release(keyboard.Key.enter) # Release
time.sleep(frequency) # interval 0.1 second

13 Doraemon A dream

import turtle as t
t.title(' Doraemon A dream ')
# t.speed(5)
t.pensize(8)
t.hideturtle()
t.screensize(500, 500, bg='white')
""" Cat face """
t.fillcolor('#00A1E8')
t.begin_fill()
t.circle(120)
t.end_fill()
t.pensize(3)
t.fillcolor('white')
t.begin_fill()
t.circle(100)
t.end_fill()
t.pu()
t.home()
t.goto(0, 134)
t.pd()
t.pensize(4)
t.fillcolor("#EA0014")
t.begin_fill()
t.circle(18)
t.end_fill()
t.pu()
t.goto(7, 155)
t.pensize(2)
t.color('white', 'white')
t.pd()
t.begin_fill()
t.circle(4)
t.end_fill()
t.pu()
t.goto(-30, 160)
t.pensize(4)
t.pd()
t.color('black', 'white')
t.begin_fill()
a = 0.4
for i in range(120):
if 0 <= i < 30 or 60 <= i < 90:
a = a + 0.08
t.lt(3) # turn left 3 degree
t.fd(a) # Walk forward a Step size of
else:
a = a - 0.08
t.lt(3)
t.fd(a)
t.end_fill()
t.pu()
t.goto(30, 160)
t.pensize(4)
t.pd()
t.color('black', 'white')
t.begin_fill()
for i in range(120):
if 0 <= i < 30 or 60 <= i < 90:
a = a + 0.08
t.lt(3) # turn left 3 degree
t.fd(a) # Walk forward a Step size of
else:
a = a - 0.08
t.lt(3)
t.fd(a)
t.end_fill()
t.pu()
t.goto(-38, 190)
t.pensize(8)
t.pd()
t.right(-30)
t.forward(15)
t.right(70)
t.forward(15)
t.pu()
t.goto(15, 185)
t.pensize(4)
t.pd()
t.color('black', 'black')
t.begin_fill()
t.circle(13)
t.end_fill()
t.pu()
t.goto(13, 190)
t.pensize(2)
t.pd()
t.color('white', 'white')
t.begin_fill()
t.circle(5)
t.end_fill()
t.pu()
t.home()
t.goto(0, 134)
t.pensize(4)
t.pencolor('black')
t.pd()
t.right(90)
t.forward(40)
t.pu()
t.home()
t.goto(0, 124)
t.pensize(3)
t.pencolor('black')
t.pd()
t.left(10)
t.forward(80)
t.pu()
t.home()
t.goto(0, 114)
t.pensize(3)
t.pencolor('black')
t.pd()
t.left(6)
t.forward(80)
t.pu()
t.home()
t.goto(0, 104)
t.pensize(3)
t.pencolor('black')
t.pd()
t.left(0)
t.forward(80)
""" The beard on the left """
t.pu()
t.home()
t.goto(0, 124)
t.pensize(3)
t.pencolor('black')
t.pd()
t.left(170)
t.forward(80)
t.pu()
t.home()
t.goto(0, 114)
t.pensize(3)
t.pencolor('black')
t.pd()
t.left(174)
t.forward(80)
t.pu()
t.home()
t.goto(0, 104)
t.pensize(3)
t.pencolor('black')
t.pd()
t.left(180)
t.forward(80)
t.pu()
t.goto(-70, 70)
t.pd()
t.color('black', 'red')
t.pensize(6)
t.seth(-60)
t.begin_fill()
t.circle(80, 40)
t.circle(80, 80)
t.end_fill()
t.pu()
t.home()
t.goto(-80, 70)
t.pd()
t.forward(160)
t.pu()
t.home()
t.goto(-50, 50)
t.pd()
t.pensize(1)
t.fillcolor("#eb6e1a")
t.seth(40)
t.begin_fill()
t.circle(-40, 40)
t.circle(-40, 40)
t.seth(40)
t.circle(-40, 40)
t.circle(-40, 40)
t.seth(220)
t.circle(-80, 40)
t.circle(-80, 40)
t.end_fill()
# necktie
t.pu()
t.goto(-70, 12)
t.pensize(14)
t.pencolor('red')
t.pd()
t.seth(-20)
t.circle(200, 30)
t.circle(200, 10)
""" small bell """
t.pu()
t.goto(0, -46)
t.pd()
t.pensize(3)
t.color("black", '#f8d102')
t.begin_fill()
t.circle(25)
t.end_fill()
t.pu()
t.goto(-5, -40)
t.pd()
t.pensize(2)
t.color("black", '#79675d')
t.begin_fill()
t.circle(5)
t.end_fill()
t.pensize(3)
t.right(115)
t.forward(7)
t.mainloop()

14 A wechat expression pack

import turtle
# Draw any specified arc
def arc(sa, ea, x, y, r): # start angle,end angle,circle center,radius
turtle.penup()
turtle.goto(x, y)
turtle.setheading(0)
turtle.left(sa)
turtle.fd(r)
turtle.pendown()
turtle.left(90)
turtle.circle(r, (ea - sa))
return turtle.position()
turtle.hideturtle()
# Draw a face
turtle.speed(5)
turtle.setup(900, 600, 200, 200)
turtle.pensize(5)
turtle.right(90)
turtle.penup()
turtle.fd(100)
turtle.left(90)
turtle.pendown()
turtle.begin_fill()
turtle.pencolor("#B26A0F") # head side color
turtle.circle(150)
turtle.fillcolor("#F9E549") # face color
turtle.end_fill()
# Draw your mouth
turtle.penup()
turtle.goto(77, 20)
turtle.pencolor("#744702")
turtle.goto(0, 50)
turtle.right(30)
turtle.fd(110)
turtle.right(90)
turtle.pendown()
turtle.begin_fill()
turtle.fillcolor("#925902") # mouth color
turtle.circle(-97, 160)
turtle.goto(92, -3)
turtle.end_fill()
turtle.penup()
turtle.goto(77, -25)
# Draw teeth
turtle.pencolor("white")
turtle.begin_fill()
turtle.fillcolor("white")
turtle.goto(77, -24)
turtle.goto(-81, 29)
turtle.goto(-70, 43)
turtle.goto(77, -8)
turtle.end_fill()
turtle.penup()
turtle.goto(0, -100)
turtle.setheading(0)
turtle.pendown()
# Draw the tears on the left
turtle.left(90)
turtle.penup()
turtle.fd(150)
turtle.right(60)
turtle.fd(-150)
turtle.pendown()
turtle.left(20)
turtle.pencolor("#155F84") # tear side color
turtle.fd(150)
turtle.right(180)
position1 = turtle.position()
turtle.begin_fill()
turtle.fillcolor("#7EB0C8") # tear color
turtle.fd(150)
turtle.right(20)
turtle.left(270)
turtle.circle(-150, 18)
turtle.right(52)
turtle.fd(110)
position2 = turtle.position()
turtle.goto(-33, 90)
turtle.end_fill()
# Draw the tears on the right
turtle.penup()
turtle.goto(0, 0)
turtle.setheading(0)
turtle.left(90)
turtle.fd(50)
turtle.right(150)
turtle.fd(150)
turtle.left(150)
turtle.fd(100)
turtle.pendown()
turtle.begin_fill()
turtle.fd(-100)
turtle.fillcolor("#7EB0C8") # tear color
turtle.right(60)
turtle.circle(150, 15)
turtle.left(45)
turtle.fd(66)
turtle.goto(77, 20)
turtle.end_fill()
# Draw eyes
turtle.penup()
turtle.pencolor("#6C4E00") # eye color
turtle.goto(-65, 75)
turtle.setheading(0)
turtle.left(27)
turtle.fd(38)
turtle.pendown()
turtle.begin_fill()
turtle.fillcolor("#6C4E00") # eye color
turtle.left(90)
turtle.circle(38, 86)
turtle.goto(position2[0], position2[1])
turtle.goto(position1[0], position1[1])
turtle.end_fill()
# Painters
turtle.pencolor("#D57E18") # hand side color
turtle.begin_fill()
turtle.fillcolor("#EFBD3D") # hand color
# The first finger
arc(-110, 10, 110, -40, 30)
turtle.circle(300, 35)
turtle.circle(13, 120)
turtle.setheading(-50)
turtle.fd(20)
turtle.setheading(130)
# The second finger
turtle.circle(200, 15)
turtle.circle(12, 180)
turtle.fd(40)
turtle.setheading(137)
# The third finger
turtle.circle(200, 16)
turtle.circle(12, 160)
turtle.setheading(-35)
turtle.fd(45)
turtle.setheading(140)
# Fourth finger
turtle.circle(200, 13)
turtle.circle(11, 160)
turtle.setheading(-35)
turtle.fd(40)
turtle.setheading(145)
# The fifth finger
turtle.circle(200, 9)
turtle.circle(10, 180)
turtle.setheading(-31)
turtle.fd(50)
# Draw the last part of the wrist
turtle.setheading(-45)
turtle.pensize(7)
turtle.right(5)
turtle.circle(180, 35)
turtle.end_fill()
turtle.begin_fill()
turtle.setheading(-77)
turtle.pensize(5)
turtle.fd(50)
turtle.left(-270)
turtle.fd(7)
turtle.pencolor("#EFBD3D")
turtle.circle(30, 180)
turtle.end_fill()
turtle.done()

15 Show him to death

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<script src="https://blog-static.cnblogs.com/files/axqa/fairyDustCursor.js"></script>
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<script src="https://blog-static.cnblogs.com/files/axqa/bubbleCursor.js"></script>
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<script src="https://blog-static.cnblogs.com/files/axqa/emojiCursor.js"></script>
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<script src="https://blog-static.cnblogs.com/files/axqa/snowflakeCursor.js"></script>
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This modern “ Explore 、 conquer ” State of mind , The evolution of the world map can be seen at a glance . Long before history entered modern times , Many cultures already have their own maps of the world . Of course , At that time, no one really knew what the world was like , People in Asia and Africa know nothing about America , American culture does not know the situation in Asia and Africa . But in unfamiliar areas , It's not an unspoken sum on the map , The monsters and wonders are painted . There is no blank space on these maps , It makes people feel that the whole world is under their own control .

stay 15、16 century , The European map of the world began to appear large gaps . From this point, we can see the development of scientific mentality , And the motives of European imperialism . The blank space on the map can be said to be a major breakthrough in psychology and thought , It is clear that Europeans are willing to admit that they know nothing about a large part of the world .

chart 1 1459 European world map in . You can see that the map seems to be full of details , Even Europeans at that time

South Africa, which I knew nothing about , There are dense messages .

1492 year , Columbus sailed westward from Spain , I hope to find a new route to East Asia . Columbus still believed in the old map of the world , Think the whole world can be seen on the map . Columbus extrapolated from the old map , Japan should be located about... West of Spain 7000 Kilometers away . But in fact , The distance from Spain to East Asia is more than 20000 kilometers , And there is an American continent in the middle that he doesn't know .1492 year 10 month 12 About the early morning of the th 2 spot , Columbus and his party had their first contact with this unknown continent . Pita （Pinta） The watchman Juan · rodriguez · Belmeho (Juan Rodriguez Berme jo) From the mast, you can see the present Bahamas , Shout :“ There is land ! There is land !”

Columbus believed that the island was located outside East Asia , Belong to “Indies”( Indian places , Including India today 、 Indochina Peninsula and East Indies ）, So he called the locals “Indians”( This is what native Americans are also known as “ Indian ” Why ）. Until he died , Columbus didn't think he had made a big mistake . Whether for him or many contemporary people , Said he found a completely unknown continent , It's hard to imagine . After all, for thousands of years , Great thinkers and scholars can't even make mistakes 《 Bible 》, All we know is that there is Europe 、 Africa and Asia . How could it be that they were all wrong ? Don't 《 Bible 》 I missed more than half the world , didn't say a word ? This situation , It's like saying in 1969 Apollo 11 On its way to the moon , Hit another moon that no one has ever seen . And because Columbus was unwilling to accept his ignorance , We can say that he is still a medieval man , Convinced that they already know the world , So even with such a major discovery , Can't convince him .

As for the first to become “ The modern people ” Of , It's actually Amerigo, an Italian sailor · Amerigo Vespucci （Amerigo Vespucci), He was in 1499~1504 He sailed many times to America . And in the 1502~1504 Year , Two articles describing these voyages have been published in Europe , It is generally believed that it came from Vespucci . These two articles propose , The island discovered by Columbus should not be East Asia , But a whole continent , And whether it's 《 Bible 》、 A geographer in the past or a European at that time , The existence of this continent was unknown before .1507 year , Master cartographer Martin · Waldze Miller (Martin Waldseemiller） Believe this statement , Published a new version of the world map . therefore , The land that the Spanish fleet hit when sailing westward , Finally, it appears on the map as an independent continent for the first time . Since you want to draw , Waldze Miller has to give it a name , But he mistook America for Amerigo · Amerigo Vespucci , So in honor of him , This continent is named “America”( America ）. Waldzemiller's map is expensive , Many other cartographers follow suit , therefore “ America ” This term is so widely spread . God has eyes , In the end , Global presence 1/4 Land 、 Two of the seven continents , The name comes from an unknown Italian , And the only thing he did was have the courage to say it “ We don't know ”.

Discover America , It is a great foundation event for the scientific revolution . This not only shows Europeans that practical observation is more important than past traditions , And the desire to conquer America also made Europeans thirsty for knowledge . If they really want to control this vast new territory , You have to collect all the relevant geography 、 climate 、 plant 、 animal 、 Language 、 Culture 、 Huge historical data . At these times , Whether it's Christianity 《 Bible 》、 Outdated geography books or ancient oral knowledge , There is no use .

Since then , Not just European geographers , Scholars in almost all fields of knowledge in Europe have learned to leave blank , Be honest with your ignorance in your field , And try to fill in . They began to admit that their theory was not perfect , There must be some important information that hasn't been learned yet .

chart 2 1525 Sarwati world map in （Salviati World Map）.1459 Draw on the world map in Full of continents 、 Islands , And there is a detailed explanation , But the map of Salvati has a large blank space . We can see the coastline of America all the way down , Then there is a blank . Anyone with a little curiosity , When you see this map, you will ask ：“ What's behind that ？” There are no answers on the map . It's like an invitation , Please set sail in person 、 To find out