user_gdgdg 发表于 2016-4-12 13:26:46

【动画基础】强大PPT竟隐藏大量函数还支持四则运算！

通过以上简单的设置后，竟能产生如此强大的动画效果如下：
【伪随机动画效果】

山中老虎 发表于 2016-4-12 14:38:37

(⊙o⊙)…，学习了~以后又多了一种新玩法~！O(∩_∩)O谢谢

user_ndyky 发表于 2016-4-12 15:05:18

支持的函数列表为：
NameDescription
Usage
absAbsolutevalue
"abs(x)",absolute value of x
acosArcCosine
"acos(x)",arc cosine of the value x
asinArcSine
"asin(x)",arc sine of the value x
atanArcTangent
"atan(x)",arc tangent of the value x
ceilCeilvalue
"ceil(x)",value of x rounded up
cosCosine
"cos(x)",cosine of the value of x
coshHyperbolicCosine
"cosh(x)",hyperbolic cosine of the value x
degRadiantto Degree convert
"deg(x)",the degree value of radiant value x
expExponent
"exp(x)",value of constant e raised to the power of x
floorFloorvalue
"floor(x)",value of x rounded down
lnNaturallogarithm
"ln(x)",natural logarithm of x
maxMaximumof two values
"max(x,y)",returns x if (x > y) or returns y if (y > x)
minMinimumof two values
&quot;min(x,y)&quot;,returns x if (x < y) or returns y if (y < x)
radDegreeto Radiant convert
&quot;rad(x)&quot;,the radiant value of degree value x
randRandomvalue
&quot;rand(x)&quot;,returns a random floating point value between 0 and x
sinSine
&quot;sin(x)&quot;,sine of the value x
sinhHyperbolicSine
&quot;sinh(x)&quot;,hyperbolic sine of the value x
sqrtSquareroot
&quot;sqrt(x)&quot;,square root of the value x
tanTangent
&quot;tan(x)&quot;,tangent of the value x
tanhHyperbolicTangent
&quot;tanh(x)&quot;,hyperbolic tangent of the value x

user_imdxh 发表于 2016-4-12 15:20:16

支持运算符及四则运算
NameDescription
Usage
+Addition
&quot;x+y&quot;,adds x to the value y
-Subtraction
&quot;x-y&quot;,subtracts y from the value x
*Multiplication
&quot;x*y&quot;,multiplies x by the value y
/Division
&quot;x/y&quot;,divides x by the value y
%Modulus
&quot;x%y&quot;,the remainder of x/y
^Power
&quot;x^y&quot;,x raised to the power y

支持以下常量
NameDescription
piMathematicalconstant pi
eMathematicalconstant e

支持变量
kindname
Description
CLIENTppt_x
X座标
CLIENTppt_y
Y座标
CLIENTppt_w
宽度
CLIENTppt_h
高度

特殊符号
$ 代表时间变量
# 变量的前导符

user_ngenr 发表于 2016-4-12 15:48:27

制作步聚




附件：

happyoo 发表于 2016-4-12 16:05:33

酷！强烈支持一下。

user_adoge 发表于 2016-4-12 17:08:30

支持楼主，日后来学习

user_fpxkz 发表于 2016-4-12 17:48:32

楼主为什么不把这个附件发上来呢？

user_duruz 发表于 2016-4-12 17:50:46

贴子中己有链接...

jllsss 发表于 2016-4-12 17:58:09

支持下，学习了，谢谢
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